From cf911272d64cbbb1051bc1c7378e6669e43c7f96 Mon Sep 17 00:00:00 2001
From: Carlos de la Torre <cmdelatorre at gmail>
Date: Thu, 20 Jun 2024 12:54:28 -0300
Subject: [PATCH 1/3] Retrieve PyCamp Analytics script from last year's commit

---
 ...na 2022 (Responses) - Form Responses 1.csv |   37 +
 ...na 2023 (Responses) - Form Responses 1.csv |   46 +
 pycampana/cities_coords.csv                   |   46 +
 pycampana/general_experiments.ipynb           | 2956 +++++++++++++++++
 pycampana/pycampana_report_2022.ipynb         |  294 ++
 pycampana/pycampana_report_2023.ipynb         |  295 ++
 6 files changed, 3674 insertions(+)
 create mode 100644 pycampana/PyCampAna 2022 (Responses) - Form Responses 1.csv
 create mode 100644 pycampana/PyCampAna 2023 (Responses) - Form Responses 1.csv
 create mode 100644 pycampana/cities_coords.csv
 create mode 100644 pycampana/general_experiments.ipynb
 create mode 100644 pycampana/pycampana_report_2022.ipynb
 create mode 100644 pycampana/pycampana_report_2023.ipynb

diff --git a/pycampana/PyCampAna 2022 (Responses) - Form Responses 1.csv b/pycampana/PyCampAna 2022 (Responses) - Form Responses 1.csv
new file mode 100644
index 0000000..41df223
--- /dev/null
+++ b/pycampana/PyCampAna 2022 (Responses) - Form Responses 1.csv	
@@ -0,0 +1,37 @@
+Timestamp,"¿De dónde venís? (ciudad, provincia)",¿Cuántos kilómetros hiciste para llegar?,¿En qué llegaste?,¿Cuántas veces te bañaste?,¿A cuántos PyCamp fuiste? (contando el actual)?,¿En cuántos proyectos participaste en este PyCamp?,¿Programaste Python durante el PyCamp?,¿Escuchaste ronquidos?,¿Viniste acompañado?,¿Pensás asistir a otro PyCamp?,¿Participaste de alguna actividad extra?,¿Jugaste algún juego?,Mencioná cosas de las que más te gustaron,¿Qué nota le pondrías a la comida?,¿Qué nota le pondrías a los dormitorios?,¿Qué nota le pondrías a Internet?,¿Qué nota le pondrías al lugar?,¿Volverías a un PyCamp en este mismo lugar?,¿Dónde te gustaría que se haga un PyCamp?,Tu edad,¿Cuál es tu signo del zodíaco?,¿Qué animal del horóscopo chino sos?,¿Cómo describirías tu nivel de manejo de Python?,¿Usas Python en tu profesión?,¿Tenés preferencias o limitaciones alimentarias?,Género autopercibido,¿Tenés hijes?,¿Querés dejar algún otro feedback?
+3/26/2022 17:33:32,"San Rafael, Mendoza ",1200,Auto propio (con otros PyCampistas),2,2,2,Si,Si,No,Sí,Sí,Sí,"Dormir, charlar, dormir, jugar, dormir",9,10,4,10,Sí,Cordoba,24,Aries,tigre,Ninja master sin saber,Mucho,No,Varón Cis,0,
+3/26/2022 17:34:12,Rosario,160,Auto (de otro PyCampista),3,1,1,Si,Si,,Tal vez,Sí,Sí,,7,9,5,9,Sí,,47,Escorpión,,Bajo,Mucho,No,Varón Cis,2,
+3/26/2022 17:36:32,"Villa Adelina, Buenos Aires",110,Auto (de otro PyCampista),2,2,2,Si,No,No,Sí,Sí,No,buena onda,7,6,5,8,Sí,tandil,41,Leo,mono,intermedio,Mucho,No,Varón Cis,1,
+3/26/2022 17:38:22,Buenos Aires,143,Ómnibus,3,2,5,Si,Si,Si,Sí,Sí,Sí,,8,7,9,7,Sí,Cordoba,18,Sagitario,caballo,Intermedio,Poco,Sí,,0,
+3/26/2022 17:40:21,"La Población, Córdoba ",1000,Ómnibus,5,1,3,No,Si,No,Sí,Sí,Sí,"camaraderia, el asado con lluvia, generosidad",7,7,6,7,Sí,Traslasierra ,42,Géminis,cabra,intermedio ,Mucho,No,Varón Cis,1,Estoy Feliz
+3/26/2022 17:44:19,"Boedo, Ciudad Autonoma de Buenos Aires",159,Auto (de otro PyCampista),3,5,2,Si,No,Si,Sí,Sí,Sí,"Buena Onda, VR, Jegos de Mesa, Mirar Codear",6,7,6,9,Sí,La Patagonia,24,Libra,buey,Intermedio,Mucho,Sí,Mujer Cis,0,Buenarda la encuesta
+3/26/2022 17:44:51,ciudad autónoma de buenos aires ,150,Auto propio (solo),2,5,4,No,Si,No,Sí,No,Sí,"whisky, juegos, charlas",6,5,3,7,Sí,Patagonia ,40,Libra,gallo,avanzado,Poco,No,Varón Cis,2,PyCamp4Ever<3
+3/26/2022 17:45:12,San Isidro,133,Ómnibus,3,4,1,Si,No,Si,Sí,No,Sí,,8,9,8,10,Sí,Córdoba,52,Géminis,gallo,Basico,Poco,Sí,Mujer Cis,0,Muy bueno
+3/26/2022 17:45:24,"Rafaela, Santa Fe",400,Auto propio (con otros PyCampistas),4,4,4,Si,Si,No,Sí,Sí,Sí,"comunidad, reencuentro",6,4,6,6,Sí,Cordoba,42,Acuario,dragón,darth_vader,Mucho,No,Varón Cis,0,
+3/26/2022 17:47:59,"Rosario, Santa Fe, Argentina ",150,Auto (de otro PyCampista),2,9,3,Si,Si,No,Sí,Sí,Sí,,8,7,4,9,Sí,Jesús Mario,32,Tauro,caballo,Zarpado ,Mucho,No,Varón Cis,0,
+3/26/2022 17:49:04,CABA,134,Auto propio (con otros PyCampistas),3,1,2,Si,No,Si,Sí,Sí,Sí,"amigues, ideas, trasnoche",10,10,6,9,Sí,cordoba,46,Géminis,conejo,stackoverflow,Poco,No,Varón Cis,2,discord no es libre
+3/26/2022 17:50:20,"Rafaela, Santa Fe",400,Auto propio (con otros PyCampistas),4,6,5,Si,No,Si,Sí,No,Sí,"Comunidad, codear, python, gente, charlar, jugar, aprender",7,3,7,8,Sí,,29,Virgo,mono,Senior,Mucho,No,Mujer Cis,0,
+3/26/2022 18:34:07,"San Rafael, Mendoza ",1100,Auto (de otro PyCampista),4,6,5,Si,Si,No,Sí,Sí,Sí,"asado,arco,python,charlas",8,8,5,9,Sí,Bariloche ,36,Escorpión,,Avanzado,Mucho,No,Varón Cis,3,
+3/26/2022 18:37:18,Gualeguay,220,Auto propio (solo),2,1,2,Si,Si,No,Sí,Sí,Sí,"equipos, coworking, afinidad",9,7,4,7,Sí,,23,,,Newbie. Conoce mínimo de POO sin framework,Mucho,Sí,Varón Cis,0,"La pasé mal con la ducha, cuya agua caliente no siempre funcionaba. Estado de los baños con deficiencias. Me niego a contestar preguntas de Horóscopo"
+3/26/2022 18:38:29,Hurlingham ,140,Auto (de otro PyCampista),2,1,2,Si,Si,No,Sí,Sí,Sí,Comida VR VINO,10,8,5,,Sí,Costa Atlántica. Uruguay.,37,Escorpión,rata,Lamentable,Mucho,No,Varón Cis,1,Muchas gracias por todo el esfuerzo!!!!!
+3/26/2022 18:40:16,Resistencia ,1000,Ómnibus,3,9,2,No,No,Si,Sí,Sí,Sí,Amigos,8,8,7,9,Sí,Karaoke ,48,Tauro,buey,Ssr,Mucho,Sí,Mujer Cis,2,Si me gusta ek Helado
+3/26/2022 19:04:58,"Olivos, Buenos Aires",150,Auto propio (con otros PyCampistas),3,14,5,Si,Si,Si,Sí,Sí,Sí,La gente,6,5,3,8,Sí,Tandil,46,Tauro,conejo,Alto,Mucho,No,Varón Cis,2,Gracias por el form
+3/26/2022 19:10:57,CABA,150,Auto propio (con otros PyCampistas),4,2,3,Si,No,Si,Sí,Sí,Sí,"juegos, proyectos, gente",6,6,6,7,Sí,"Traslasierra, Tandil, Luján, Rosario",27,Géminis,perro,Bastante aceptable,Mucho,No,Varón Cis,0,
+3/26/2022 19:16:01,"La Plata, Buenos Aires",208,Ómnibus,2,3,4,Si,Si,No,Sí,Sí,Sí,"Proyectos, juegos de mesa",6,7,5,7,Sí,"Cordoba, Santa Fe",30,Piscis,mono,Medio,Mucho,No,Mujer Cis,0,Ya quiero volver!
+3/26/2022 19:16:28,CABA,170,Auto (de otro PyCampista),2,8,2,Si,Si,No,Sí,No,Sí,charlas juegos trasnoche asado comunidad,7,8,6,8,Sí,Mercedes,36,Sagitario,buey,avanzado,Mucho,No,Varón Cis,1,gracias por analizarnos
+3/26/2022 19:33:23,baradero,3,Auto propio (solo),3,4,3,Si,Si,No,Sí,Sí,Sí,,9,10,5,9,Tal vez,"jesus maria, la casa de Litox.",33,Virgo,cerdo,básico,Nada,No,Varón Cis,2,
+3/26/2022 19:53:17,Caba,160,Ómnibus,1,1,4,Si,Si,No,Sí,Sí,Sí,"Comunidad, compartir, curiosidad",7,7,6,9,Sí,Mendoza,28,Leo,dragón,Intermedio,Algo,Sí,Varón Cis,0,Falta más ensalada para las comidas
+3/26/2022 20:03:58,Parque Patricios,150,Auto (de otro PyCampista),3,1,3,Si,Si,No,Sí,Sí,Sí,"Comañerismo, Linux, Comunidad",10,9,4,9,Sí,,37,Virgo,rata,Junior advance,Mucho,No,Varón Cis,2,
+3/26/2022 21:27:21,"Banfield, Buenos Aires",198,Auto (de otro PyCampista),4,1,3,Si,Si,Si,Sí,Sí,Sí,Camaradería compañerismo onda,9,8,7,10,Sí,Mar del plata,42,Géminis,cabra,Avanzado Oxidado,Mucho,Sí,Varón Cis,0,
+3/26/2022 21:34:37,"Luyaba, Córdoba",800,Moto,3,2,2,Si,Si,No,Sí,Sí,Sí,"Ambiente, organizacion, personas",10,8,8,9,Tal vez,Caribe,30,Leo,mono,Tengo licencia de conducir,Algo,No,Varón Cis,0,Ctrl C
+3/26/2022 21:41:53,"Monte vera,santa fe",300,Auto (de otro PyCampista),5,6,3,Si,No,No,Sí,Sí,Sí,Asado malabares vr cerveza,8,10,8,10,Sí,Usuahia,38,Cáncer,cerdo,Supersaiayin,Mucho,No,Varón Cis,0,Les amo
+3/27/2022 9:09:07,"Jesús María, Córdoba",700,Ómnibus,3,4,2,Si,Si,No,Sí,Sí,Sí,"comunidad, conversación, gente, amigos, arquería, palestra",7,5,5,8,Sí,Cataratas,39,Leo,perro,Elder,Poco,No,Varón Cis,2,
+3/27/2022 9:20:20,"Córdoba, Córdoba ",600,Ómnibus,4,2,3,Si,Si,No,Sí,Sí,Sí,dojo café comida diversidad,7,9,7,9,Tal vez,MosquitolessLand,28,Escorpión,gallo,intermedio bajo,Algo,No,java 98 edition,0,más coding dojos!
+3/27/2022 9:22:13,"Vicente Lopez, buenos aires",125,Auto (de otro PyCampista),3,1,2,Si,Si,No,Tal vez,No,Sí,Conversación,6,5,7,10,Sí,Bariloche,31,Virgo,caballo,Googleo muy bien,Mucho,Sí,Mujer Cis,0,
+3/27/2022 9:45:23,"Buenos Aires, CABA",154,Auto (de otro PyCampista),3,1,2,Si,Si,No,Sí,Sí,Sí,"asado, pizza, arco, tirolesa, palestra, rural, salvando la cena, clase de fisa",10,9,7,9,Sí,Bariloche,23,Piscis,conejo,Only django,Poco,No,Varón Cis,0,
+3/27/2022 10:24:31,"CABA, CABA",155,Auto (de otro PyCampista),2,1,1,Si,Si,Si,Sí,No,Sí,"Sociabilizar, escuchar y debatir sobre los proyectos",8,7,5,8,Sí,Misiones,31,Piscis,cabra,Medio,Algo,No,Varón Cis,0,"Se podrían grabar algunas presentaciones de proyectos, por si se superponen dos que le interese a alguien en el cronograma"
+3/27/2022 10:28:21,Provincia Buenos Airos,,Auto propio (con otros PyCampistas),3,1,4,Si,,,Sí,Sí,Sí,EL ping pong y la maquina del tiempo,7,8,8,9,Sí,En algún lugar en el que llegue rapido,12,Libra,cabra,del uno al 10 ... 3,Nada,Sí,Varón Cis,0,Live long and prosper Pycamp
+3/27/2022 10:32:06,"CABA, Argentina",30,Auto (de otro PyCampista),3,1,2,Si,Si,Si,Sí,No,Sí,,6,8,3,7,Tal vez,,13,Tauro,,si.,,,Varón Cis,0,
+3/27/2022 11:23:11,"Rafaela, Santa Fe",400,Auto (de otro PyCampista),4,1,1,No,Si,Si,Tal vez,Sí,Sí,"Aprender, conocer personas",6,5,3,6,Tal vez,Cordoba,24,Virgo,buey,Semi senior,Mucho,No,Varón Cis,0,
+3/27/2022 11:40:57,"Las Perdices, Córdoba",468,Ómnibus,4,1,3,Si,Si,No,Sí,Sí,Sí,"Confianza, Juegos, Comunicación, Sociales, Chupe 🍺",9,8,6,8,Sí,Norte o Sur de Argentina,27,Virgo,perro,Intermedio,Mucho,No,Varón Cis,0,
+3/27/2022 11:48:11,"Berazategui, buenos aires",130,Ómnibus,2,1,0,Si,Si,Si,Sí,Sí,Sí,PYTHONIUMMM!!,6,6,4,8,Sí,,21,Acuario,serpiente,Intermedio,Mucho,No,Varón Cis,0,
\ No newline at end of file
diff --git a/pycampana/PyCampAna 2023 (Responses) - Form Responses 1.csv b/pycampana/PyCampAna 2023 (Responses) - Form Responses 1.csv
new file mode 100644
index 0000000..85113d7
--- /dev/null
+++ b/pycampana/PyCampAna 2023 (Responses) - Form Responses 1.csv	
@@ -0,0 +1,46 @@
+Timestamp,"¿De dónde venís? (ciudad, provincia)",¿Cuántos kilómetros hiciste para llegar?,¿En qué llegaste?,¿Cuántas veces te bañaste?,¿A cuántos PyCamp fuiste? (contando el actual)?,¿En cuántos proyectos participaste en este PyCamp?,¿Programaste Python durante el PyCamp?,¿Escuchaste ronquidos?,¿Viniste acompañado?,¿Pensás asistir a otro PyCamp?,¿Participaste de alguna actividad extra?,¿Jugaste algún juego?,Mencioná cosas de las que más te gustaron,¿Qué nota le pondrías a la comida?,¿Qué nota le pondrías a los dormitorios?,¿Qué nota le pondrías a Internet?,¿Qué nota le pondrías al lugar?,¿Volverías a un PyCamp en este mismo lugar?,¿Dónde te gustaría que se haga un PyCamp?,Tu edad,¿Cuál es tu signo del zodíaco?,¿Qué animal del horóscopo chino sos?,¿Cómo describirías tu nivel de manejo de Python?,¿Usas Python en tu profesión?,¿Tenés preferencias o limitaciones alimentarias?,Género autopercibido,¿Tenés hijes?,¿Querés dejar algún otro feedback?
+3/25/2023 20:39:06,Caba ,,Avión,9,4,3,Si,Si,No,Sí,No,Sí,"La gente, comunidad",9,5,5,7,Sí,En el sur lejos del calor,33,Piscis,caballo,,Mucho,No,Varón Cis,0,
+3/25/2023 20:39:07,"Santa Fe, Rafaela",700,Auto (de otro PyCampista),5,2,1,Si,No,Si,Sí,No,Sí,jugar codear gente,9,8,5,10,Sí,Tierra del fuego,15,Leo,cerdo,zafable ,Nada,No,Varón Cis,0,nop je
+3/25/2023 20:40:45,"vicente lopez, buenos aires",900,Auto (de otro PyCampista),4,2,2,Si,No,No,Tal vez,No,Sí,,8,6,4,10,Sí,,32,,,intermedio,Mucho,Sí,Mujer Cis,0,los baños necesitan mejorar
+3/25/2023 20:40:45,"Jesús María, Córdoba",900,Ómnibus,3,5,2,Si,Si,No,Sí,Sí,Sí,"comunidad, buena onda, python, pyar",9,6,6,8,Sí,Salta,40,Leo,perro,super sayayin,Mucho,No,Varón Cis,2,PyAr es amor. El PyCamp es la mejor actividad del mundo mundial.
+3/25/2023 20:41:37,"Rafaela, Santa Fe ",626,Auto propio (con otros PyCampistas),5,12,2,Si,Si,Si,Sí,No,Sí,"gente, buena onda, amigos, programar",9,9,5,7,Tal vez,"en el sur, en un lugar frío",35,Cáncer,conejo,avanzado,Mucho,Sí,Varón Cis,0,-
+3/25/2023 20:42:00,"Buenos Aires, CABA",905,Auto (de otro PyCampista),5,1,1,No,Si,Si,Tal vez,Sí,Sí,"comunidad, federalismo",8,7,1,7,Tal vez,,25,Sagitario,buey,medio,Algo,No,Varón Cis,0,
+3/25/2023 20:43:15,"Barracas, Ciudad Autónoma de Buenos Aires",870,Ómnibus,2,3,1,Si,Si,No,Sí,No,Sí,Juegos amigos,8,8,5,8,Sí,Salta,48,,,Pulenta,Mucho,Sí,Varón Cis,2,En serio Zodiaco? No en mi nombre
+3/25/2023 20:43:48,"Resistencia, Chaco",35,Ómnibus,3,,10,Si,No,Si,Sí,Sí,Sí,"juegos de mesa, pileta, lugar",10,9,5,9,Sí,Neuquén,49,Tauro,buey,Bueno,Mucho,No,Mujer Cis,2,"Felipe tiene razón, tiene que ser más largo. "
+3/25/2023 20:49:32,Ciudad de Buenos Aires ,897,Avión,1,11,3,Si,No,No,Sí,No,Sí,"Amigues, comunidad, predisposición, comida, relajación ",9,5,2,8,Sí,Baradero ,37,Sagitario,buey,Excelente ,Mucho,No,Varón Cis,1,Gracias 
+3/25/2023 20:51:21,Berazategui,,Avión,2,2,1,Si,No,No,Tal vez,Sí,Sí,,6,4,6,8,Tal vez,,22,Acuario,,Medio/bajo,Algo,No,Varón Cis,0,Los quiero <3
+3/25/2023 20:53:14,CABA ,905,Ómnibus,3,1,1,Si,No,Si,Tal vez,Sí,Sí,"Juegos de mesa, python, comida, conocer gente, hablar mucho, pileta",8,7,1,9,No,,26,Aries,rata,Básico ,Poco,Sí,Mujer Cis,0,"El desayuno es solo dulce, quisiera un poco de salado también, cómo huevito revuelto o queso en fetas y frutas para que no sea solo harinas"
+3/25/2023 20:57:36,Ciudad autonoma de buenos aires,900,Auto (de otro PyCampista),3,1,2,Si,No,Si,Sí,Sí,Sí,Gente aprender,9,7,3,7,Sí,,25,Capricornio,buey,Casi nulo,Nada,Sí,Varón Cis,0,Gracias!
+3/25/2023 20:57:45,CABA,,Auto propio (con otros PyCampistas),3,1,3,Si,No,No,Sí,Sí,Sí,,10,9,7,10,Sí,Las Grutas,33,Aries,serpiente,Medio,Mucho,No,Varón Cis,0,
+3/25/2023 20:58:46,"La Plata, Buenos Aires",1000,Avión,4,1,3,No,No,Si,Sí,Sí,Sí,,7,7,4,8,Tal vez,En el sur argentino ,27,Virgo,cerdo,Polémico,Algo,No,Varón Cis,0,
+3/25/2023 20:59:08,Córdoba capital,890,Ómnibus,4,1,2,Si,No,Si,Sí,No,Sí,"Compañerismo, aprendizaje, buena onda",10,7,3,8,Sí,Aquí en corrientes/Córdoba ,29,Capricornio,,Básico,Nada,No,Varón Cis,0,Tremendo el PyCamp!
+3/25/2023 20:59:12,"La Plata, Buenos Aires ",1000,Avión,2,4,2,Si,No,No,No,Sí,Sí,"Pileta, debate",8,8,5,9,Sí,"Córdoba, Santa fe ",31,Piscis,mono,Me defiendo,Algo,No,Mujer Cis,0,Les amo <3
+3/25/2023 21:00:07,"Castelli, buenos aires",1100,Avión,2,11,2,Si,Si,No,Sí,Sí,Sí,"hablar, conocer personas",8,3,2,6,Tal vez,Salta,63,,,Alto,Mucho,No,Varón Cis,0,Comprar fruta
+3/25/2023 21:03:22,Rosario,760,Ómnibus,2,9,0,Si,No,No,Sí,Sí,Sí,Que llovió ,8,6,6,7,Sí,San Luis ,33,Tauro,caballo,Intermedialto,Mucho,No,Varón Cis,0,
+3/25/2023 21:04:09,La Plata,1000,Avión,3,3,2,No,No,Si,Sí,No,Sí,Debate peer programming pileta juegos,8,6,5,10,Sí,Bariloche,27,Aries,cerdo,Medio me defiendo,Mucho,No,Mujer Cis,0,
+3/25/2023 21:08:01,"Florida Oeste, Vicente López, Buenos Aires ",860,Auto propio (con otros PyCampistas),3,15,7,Si,No,Si,Sí,Sí,Sí,"Pileta, comunidad ",9,7,5,8,Sí,El sur ,47,Tauro,conejo,Alto ,Mucho,No,Varón Cis,2,Vamos les pibes ! 
+3/25/2023 21:08:56,"Barracas, Buenos Aires",900,Avión,3,2,3,Si,Si,No,Sí,Sí,Sí,"Comunidad, coding, experiencia ",8,8,3,9,Sí,Buenos Aires,38,Virgo,rata,Intermedio,Mucho,No,Varón Cis,2,Más PyCamps!!
+3/25/2023 21:11:30,Buenos Aires,900,Ómnibus,3,1,1,Si,Si,Si,Sí,No,No,La comunidad y el aprender cosas nuevas,9,5,3,8,Tal vez,Jujuy ,14,Géminis,,Más menos que mas,Nada,No,Mujer Cis,0,
+3/25/2023 21:19:23,Capital federal bs as,900,Auto (de otro PyCampista),4,1,1,Si,Si,Si,Sí,Sí,Sí,"Juegos de mesa, gente copada,",6,6,1,7,No,,19,Géminis,cabra,Muy basico,Nada,No,Mujer Cis,0,"El internet muy malo, y el baño fue un tema por el agua caliente y los cortes de luz"
+3/25/2023 21:29:34,"Las Perdices, Córdoba",942,Ómnibus,4,2,1,Si,Si,No,Sí,Sí,Sí,"Fernet, cerveza, chipá, pileta, espacio verde",8,9,8,8,Sí,Sur de Argentina,28,Virgo,perro,Normal,Mucho,No,Varón Cis,0,Gracias :) 
+3/25/2023 21:31:58,Lanus,900,Auto (de otro PyCampista),4,1,2,Si,Si,Si,Sí,Sí,Sí,"Catering, gente, chipa, juegos de mesa, dinamica del evento.",10,10,4,10,Sí,Cerca de Amba,16,Escorpión,perro,Poco mas que basico,Nada,No,Varón Cis,0,
+3/25/2023 21:34:02,caba,900,Auto (de otro PyCampista),5,2,1,Si,Si,Si,Sí,Sí,No,pileta jardin,10,9,4,10,Sí,cordoba,47,Géminis,conejo,zafaroni,Poco,No,Varón Cis,2,la pileta garpa
+3/25/2023 21:34:33,"San Isidro, Buenos Aires ",918,Ómnibus,3,5,2,Si,No,Si,Sí,No,No,Las personas,9,10,5,10,Sí,Córdoba ,53,Géminis,gallo,Básico ,Poco,Sí,Mujer Cis,0,Muy bueno 
+3/25/2023 21:39:03,"Vicente López,BsAs",860,Auto (de otro PyCampista),2,2,1,Si,No,Si,Sí,No,Sí,Juegos mesas,9,8,6,8,Sí,En algún lugar con frío ,13,Libra,,Principiante entusiasta ,Nada,Sí,Varón Cis,0,Estás suponiendo que tengo trabajo y que soy adulto 
+3/25/2023 21:41:05,Gualeguay,700,Ómnibus,4,2,3,Si,No,Si,Sí,No,No,"Friendly, informal, comodidad, comunidad, motivación ",9,7,1,9,Sí,En cualquier lugar que permita aglutinarnos,24,Virgo,tigre,Intermedio,Mucho,Sí,Varón Cis,0,
+3/25/2023 21:43:13,ciudad autónoma de buenos aires ,1000,Avión,2,5,3,Si,No,No,Sí,Sí,Sí,"pileta, juegos, programar, proyectos",7,5,3,7,Sí,Córdoba ,41,Libra,gallo,avanzaso,Poco,No,Varón Cis,2,Aguante el Pycamp 
+3/25/2023 22:00:07,Ciudad autónoma de buenos aires,900,Auto propio (con otros PyCampistas),5,1,1,Si,No,No,Sí,No,Sí,"Colaboración, ambiente",6,6,2,7,Sí,,26,Leo,rata,Masomeno,Nada,No,Varón Cis,0,
+3/25/2023 22:01:56,"Rafaela, Santa Fe",650,Auto propio (con otros PyCampistas),4,7,4,Si,No,Si,Sí,No,Sí,"Comunidad, charlas, juegos, comida, chipás, python",10,8,4,10,Sí,Cordoba,30,Virgo,mono,Muy bueno,Mucho,No,Mujer Cis,0,
+3/25/2023 22:02:57,Corrientes Capital ,5,Auto propio (solo),4,2,1,Si,No,No,Sí,Sí,Sí,"Charlas, piletas",10,10,4,8,Sí,Salta,31,Capricornio,cabra,Intermedio,Mucho,No,Mujer Cis,1,
+3/25/2023 22:06:40,Formosa capital ,180,Auto propio (solo),7,1,1,Si,No,No,Sí,No,Sí,"excelente predisposición, buena onda, el lugar, buenas charlas ",9,9,5,10,Sí,"Formosa, Salta",41,Aries,gallo,Ssr,Mucho,No,Varón Cis,0,
+3/25/2023 22:11:15,"Lanus, Buenos Aires",1000,Auto propio (con otros PyCampistas),2,1,1,Si,No,Si,Sí,Sí,Sí,diversidad,9,8,3,7,Tal vez,Las sierras cordobesas,44,Tauro,caballo,,Algo,No,Varón Cis,2,
+3/25/2023 22:16:48,"Santa Fe, Santa Fe",566,Ómnibus,3,1,2,Si,No,No,Sí,Sí,Sí,"compañerismo, diversión,aprendizaje,",10,6,6,10,Sí,Rafaela,32,Acuario,cabra,Basico,Poco,Sí,Varón Cis,0,GRACIAS
+3/25/2023 22:21:19,"San Francisco, Córdoba",800,Ómnibus,4,1,0,Si,No,No,Sí,Sí,Sí,"Juegos de mesa, las flores",6,7,3,8,Tal vez,Algún pueblo del sur de Argentina - ej. el Bolson ,34,Virgo,dragón,Bastante aceptable,Mucho,Sí,Varón Cis,0,promoción de conciencia alimenticia 
+3/25/2023 22:25:24,"Vicente López, Provincia de Buenos Aires",889,Avión,3,3,2,Si,Si,No,Sí,No,Sí,,10,10,5,10,Sí,,36,Leo,tigre,Mediano,Mucho,No,Agénero,0,
+3/25/2023 22:26:59,"CABA, Buenos Aires",,Auto (de otro PyCampista),4,2,2,Si,Si,Si,Sí,No,No,,9,6,5,8,Tal vez,,14,Tauro,,,Poco,Sí,Varón Cis,0,
+3/25/2023 22:38:57,Córdoba,960,Ómnibus,3,1,2,Si,No,Si,Sí,Sí,Sí,"Libertad para programar, lugar, comida, gente",10,9,5,10,Sí,,25,Sagitario,buey,Basico xd,Nada,No,Mujer Cis,0,Cuestionarios mas cortos jajaja
+3/25/2023 23:28:02,"Boedo, ciudad autonoma de buenos aires",913,Auto propio (con otros PyCampistas),6,7,3,Si,No,Si,Sí,No,Sí,BoardGames Amigues Python Comunidad,7,6,4,8,Sí,Bariloche,25,Libra,rata,Intermediamente avanzado,Mucho,Sí,Mujer Cis,0,Gracias por tanto Litox
+3/25/2023 23:59:52,"Almafuerte, Córdoba",961,Ómnibus,3,1,2,Si,No,Si,Tal vez,Sí,Sí,"Alojamiento, Ambiente, Perritos<3",9,8,3,9,Sí,nose pero que no haga calor,23,Piscis,dragón,principiante,Nada,No,Varón Cis,0,"muy lindo todo pero me cague un poco de calor, igual me gustó todo :)"
+3/26/2023 0:20:41,Córdoba capital ,960,Ómnibus,4,1,2,Si,No,Si,Sí,Sí,Sí,"menos el tiempo sofocante del jueves, todo!!",10,10,3,10,Sí,Patagonia,28,Aries,perro,casi nada,Nada,Sí,,0,Me encantó! =)
+3/26/2023 10:49:57,Caba,900,Avión,3,2,1,Si,Si,No,Sí,Sí,Sí,"compañerismo, buena onda, curiosidad",9,7,5,9,Sí,San Luis,29,Leo,gallo,Medio-alto,Mucho,No,Varón Cis,0,
+3/26/2023 11:05:23,"Ciudad de Salta, Salta",850,Ómnibus,4,2,0,Si,No,No,Sí,Sí,Sí,"Proyectos, juegos, conversar, compartir experiencias, comida, cama",10,10,5,8,Sí,Salta,51,Sagitario,cerdo,Aceptable ,Mucho,No,Varón Cis,0,Hacer lo posible por coordinar previamente todos los detalles técnicos
\ No newline at end of file
diff --git a/pycampana/cities_coords.csv b/pycampana/cities_coords.csv
new file mode 100644
index 0000000..dba0dc6
--- /dev/null
+++ b/pycampana/cities_coords.csv
@@ -0,0 +1,46 @@
+,city,lats,lngs,size
+0,Caba ,-34.6075682,-58.4370894,1
+1,"Santa Fe, Rafaela",-31.2532729,-61.4874461,1
+2,"vicente lopez, buenos aires",-34.5244484,-58.5036282,1
+3,"Jesús María, Córdoba",-30.9764132,-64.0957082,1
+4,"Rafaela, Santa Fe ",-31.2532729,-61.4874461,1
+5,"Buenos Aires, CABA",-34.6075682,-58.4370894,1
+6,"Barracas, Ciudad Autónoma de Buenos Aires",-34.6452854,-58.3875619,1
+7,"Resistencia, Chaco",-27.4511235,-58.9865196,1
+8,Ciudad de Buenos Aires ,-34.6075682,-58.4370894,1
+9,Berazategui,-34.7632677,-58.2116604,1
+10,CABA ,-34.6075682,-58.4370894,1
+11,Ciudad autonoma de buenos aires,-34.6075682,-58.4370894,1
+12,CABA,-34.6075682,-58.4370894,1
+13,"La Plata, Buenos Aires",-34.9206797,-57.9537638,1
+14,Córdoba capital,-31.4166867,-64.1834193,1
+15,"La Plata, Buenos Aires ",-34.9206797,-57.9537638,1
+16,"Castelli, buenos aires",-36.0867298,-57.8105802,1
+17,Rosario,-32.9595004,-60.6615415,1
+18,La Plata,-34.9206797,-57.9537638,1
+19,"Florida Oeste, Vicente López, Buenos Aires ",-34.5387664,-58.5144051,1
+20,"Barracas, Buenos Aires",-34.6452854,-58.3875619,1
+21,Buenos Aires,-34.6075682,-58.4370894,1
+22,Capital federal bs as,-34.5048856,-58.4936419,1
+23,"Las Perdices, Córdoba",-32.6993173,-63.7051586,1
+24,Lanus,-34.7033363,-58.3953235,1
+25,caba,-34.6075682,-58.4370894,1
+26,"San Isidro, Buenos Aires ",-34.4739792,-58.5264866,1
+27,"Vicente López,BsAs",,,1
+28,Gualeguay,-33.1504259,-59.3106789,1
+29,ciudad autónoma de buenos aires ,,,1
+30,Ciudad autónoma de buenos aires,,,1
+31,"Rafaela, Santa Fe",-31.2532729,-61.4874461,1
+32,Corrientes Capital ,-27.498136,-58.814561,1
+33,"Formosa, Formosa, Argentina",-26.1852983,-58.1744976,1
+34,"Lanus, Buenos Aires",-34.7033363,-58.3953235,1
+35,"Santa Fe, Santa Fe",35.6876096,-105.938456,1
+36,"San Francisco, Córdoba",-31.4249815,-62.0840299,1
+37,"Vicente López, Provincia de Buenos Aires",-34.5244484,-58.5036282,1
+38,"CABA, Buenos Aires",-34.6075682,-58.4370894,1
+39,Córdoba,37.8845813,-4.7760138,1
+40,"Boedo, ciudad autonoma de buenos aires",-34.6302518,-58.41879,1
+41,"Almafuerte, Córdoba",-32.1917687,-64.255066,1
+42,Córdoba capital ,-31.4166867,-64.1834193,1
+43,Caba,-34.6075682,-58.4370894,1
+44,"Ciudad de Salta, Salta",-24.7891828,-65.4103205,1
diff --git a/pycampana/general_experiments.ipynb b/pycampana/general_experiments.ipynb
new file mode 100644
index 0000000..fa4c12e
--- /dev/null
+++ b/pycampana/general_experiments.ipynb
@@ -0,0 +1,2956 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "bb2db59a-ad4f-4c64-b66a-e4bd2ad9d26b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "from wordcloud import WordCloud, STOPWORDS\n",
+    "import matplotlib.pyplot as plt\n",
+    "from collections import Counter"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "686e1368-726d-4be6-b415-546efc510a0c",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fname = \"PyCampAna 2023 (Responses) - Form Responses 1.csv\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "f38c5163-0bc4-4b6f-ae91-926b5a6b070b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "df = pd.read_csv(fname)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "645135a5-3d95-465f-9633-653b0b24511b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Timestamp</th>\n",
+       "      <th>¿De dónde venís? (ciudad, provincia)</th>\n",
+       "      <th>¿Cuántos kilómetros hiciste para llegar?</th>\n",
+       "      <th>¿En qué llegaste?</th>\n",
+       "      <th>¿Cuántas veces te bañaste?</th>\n",
+       "      <th>¿A cuántos PyCamp fuiste? (contando el actual)?</th>\n",
+       "      <th>¿En cuántos proyectos participaste en este PyCamp?</th>\n",
+       "      <th>¿Programaste Python durante el PyCamp?</th>\n",
+       "      <th>¿Escuchaste ronquidos?</th>\n",
+       "      <th>¿Viniste acompañado?</th>\n",
+       "      <th>...</th>\n",
+       "      <th>¿Dónde te gustaría que se haga un PyCamp?</th>\n",
+       "      <th>Tu edad</th>\n",
+       "      <th>¿Cuál es tu signo del zodíaco?</th>\n",
+       "      <th>¿Qué animal del horóscopo chino sos?</th>\n",
+       "      <th>¿Cómo describirías tu nivel de manejo de Python?</th>\n",
+       "      <th>¿Usas Python en tu profesión?</th>\n",
+       "      <th>¿Tenés preferencias o limitaciones alimentarias?</th>\n",
+       "      <th>Género autopercibido</th>\n",
+       "      <th>¿Tenés hijes?</th>\n",
+       "      <th>¿Querés dejar algún otro feedback?</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>3/25/2023 20:39:06</td>\n",
+       "      <td>Caba</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Avión</td>\n",
+       "      <td>9</td>\n",
+       "      <td>4.0</td>\n",
+       "      <td>3</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>No</td>\n",
+       "      <td>...</td>\n",
+       "      <td>En el sur lejos del calor</td>\n",
+       "      <td>33</td>\n",
+       "      <td>Piscis</td>\n",
+       "      <td>caballo</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>Mucho</td>\n",
+       "      <td>No</td>\n",
+       "      <td>Varón Cis</td>\n",
+       "      <td>0</td>\n",
+       "      <td>NaN</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>3/25/2023 20:39:07</td>\n",
+       "      <td>Santa Fe, Rafaela</td>\n",
+       "      <td>700.0</td>\n",
+       "      <td>Auto (de otro PyCampista)</td>\n",
+       "      <td>5</td>\n",
+       "      <td>2.0</td>\n",
+       "      <td>1</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>No</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>...</td>\n",
+       "      <td>Tierra del fuego</td>\n",
+       "      <td>15</td>\n",
+       "      <td>Leo</td>\n",
+       "      <td>cerdo</td>\n",
+       "      <td>zafable</td>\n",
+       "      <td>Nada</td>\n",
+       "      <td>No</td>\n",
+       "      <td>Varón Cis</td>\n",
+       "      <td>0</td>\n",
+       "      <td>nop je</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>3/25/2023 20:40:45</td>\n",
+       "      <td>vicente lopez, buenos aires</td>\n",
+       "      <td>900.0</td>\n",
+       "      <td>Auto (de otro PyCampista)</td>\n",
+       "      <td>4</td>\n",
+       "      <td>2.0</td>\n",
+       "      <td>2</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>No</td>\n",
+       "      <td>No</td>\n",
+       "      <td>...</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>32</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>intermedio</td>\n",
+       "      <td>Mucho</td>\n",
+       "      <td>Sí</td>\n",
+       "      <td>Mujer Cis</td>\n",
+       "      <td>0</td>\n",
+       "      <td>los baños necesitan mejorar</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>3/25/2023 20:40:45</td>\n",
+       "      <td>Jesús María, Córdoba</td>\n",
+       "      <td>900.0</td>\n",
+       "      <td>Ómnibus</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5.0</td>\n",
+       "      <td>2</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>No</td>\n",
+       "      <td>...</td>\n",
+       "      <td>Salta</td>\n",
+       "      <td>40</td>\n",
+       "      <td>Leo</td>\n",
+       "      <td>perro</td>\n",
+       "      <td>super sayayin</td>\n",
+       "      <td>Mucho</td>\n",
+       "      <td>No</td>\n",
+       "      <td>Varón Cis</td>\n",
+       "      <td>2</td>\n",
+       "      <td>PyAr es amor. El PyCamp es la mejor actividad ...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>3/25/2023 20:41:37</td>\n",
+       "      <td>Rafaela, Santa Fe</td>\n",
+       "      <td>626.0</td>\n",
+       "      <td>Auto propio (con otros PyCampistas)</td>\n",
+       "      <td>5</td>\n",
+       "      <td>12.0</td>\n",
+       "      <td>2</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>Si</td>\n",
+       "      <td>...</td>\n",
+       "      <td>en el sur, en un lugar frío</td>\n",
+       "      <td>35</td>\n",
+       "      <td>Cáncer</td>\n",
+       "      <td>conejo</td>\n",
+       "      <td>avanzado</td>\n",
+       "      <td>Mucho</td>\n",
+       "      <td>Sí</td>\n",
+       "      <td>Varón Cis</td>\n",
+       "      <td>0</td>\n",
+       "      <td>-</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 29 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "            Timestamp ¿De dónde venís? (ciudad, provincia)  \\\n",
+       "0  3/25/2023 20:39:06                                Caba    \n",
+       "1  3/25/2023 20:39:07                    Santa Fe, Rafaela   \n",
+       "2  3/25/2023 20:40:45          vicente lopez, buenos aires   \n",
+       "3  3/25/2023 20:40:45                 Jesús María, Córdoba   \n",
+       "4  3/25/2023 20:41:37                   Rafaela, Santa Fe    \n",
+       "\n",
+       "   ¿Cuántos kilómetros hiciste para llegar?  \\\n",
+       "0                                       NaN   \n",
+       "1                                     700.0   \n",
+       "2                                     900.0   \n",
+       "3                                     900.0   \n",
+       "4                                     626.0   \n",
+       "\n",
+       "                     ¿En qué llegaste?  ¿Cuántas veces te bañaste?  \\\n",
+       "0                                Avión                           9   \n",
+       "1            Auto (de otro PyCampista)                           5   \n",
+       "2            Auto (de otro PyCampista)                           4   \n",
+       "3                              Ómnibus                           3   \n",
+       "4  Auto propio (con otros PyCampistas)                           5   \n",
+       "\n",
+       "   ¿A cuántos PyCamp fuiste? (contando el actual)?  \\\n",
+       "0                                              4.0   \n",
+       "1                                              2.0   \n",
+       "2                                              2.0   \n",
+       "3                                              5.0   \n",
+       "4                                             12.0   \n",
+       "\n",
+       "   ¿En cuántos proyectos participaste en este PyCamp?  \\\n",
+       "0                                                  3    \n",
+       "1                                                  1    \n",
+       "2                                                  2    \n",
+       "3                                                  2    \n",
+       "4                                                  2    \n",
+       "\n",
+       "  ¿Programaste Python durante el PyCamp? ¿Escuchaste ronquidos?  \\\n",
+       "0                                     Si                     Si   \n",
+       "1                                     Si                     No   \n",
+       "2                                     Si                     No   \n",
+       "3                                     Si                     Si   \n",
+       "4                                     Si                     Si   \n",
+       "\n",
+       "  ¿Viniste acompañado?  ... ¿Dónde te gustaría que se haga un PyCamp? Tu edad  \\\n",
+       "0                   No  ...                 En el sur lejos del calor      33   \n",
+       "1                   Si  ...                          Tierra del fuego      15   \n",
+       "2                   No  ...                                       NaN      32   \n",
+       "3                   No  ...                                     Salta      40   \n",
+       "4                   Si  ...               en el sur, en un lugar frío      35   \n",
+       "\n",
+       "  ¿Cuál es tu signo del zodíaco? ¿Qué animal del horóscopo chino sos?  \\\n",
+       "0                         Piscis                              caballo   \n",
+       "1                            Leo                                cerdo   \n",
+       "2                            NaN                                  NaN   \n",
+       "3                            Leo                                perro   \n",
+       "4                         Cáncer                               conejo   \n",
+       "\n",
+       "   ¿Cómo describirías tu nivel de manejo de Python?  \\\n",
+       "0                                               NaN   \n",
+       "1                                          zafable    \n",
+       "2                                        intermedio   \n",
+       "3                                     super sayayin   \n",
+       "4                                          avanzado   \n",
+       "\n",
+       "   ¿Usas Python en tu profesión?  \\\n",
+       "0                          Mucho   \n",
+       "1                           Nada   \n",
+       "2                          Mucho   \n",
+       "3                          Mucho   \n",
+       "4                          Mucho   \n",
+       "\n",
+       "   ¿Tenés preferencias o limitaciones alimentarias?  Género autopercibido  \\\n",
+       "0                                                No             Varón Cis   \n",
+       "1                                                No             Varón Cis   \n",
+       "2                                                Sí             Mujer Cis   \n",
+       "3                                                No             Varón Cis   \n",
+       "4                                                Sí             Varón Cis   \n",
+       "\n",
+       "  ¿Tenés hijes?                 ¿Querés dejar algún otro feedback?  \n",
+       "0             0                                                NaN  \n",
+       "1             0                                             nop je  \n",
+       "2             0                        los baños necesitan mejorar  \n",
+       "3             2  PyAr es amor. El PyCamp es la mejor actividad ...  \n",
+       "4             0                                                  -  \n",
+       "\n",
+       "[5 rows x 29 columns]"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "f1cd407c-aab6-4ca8-94a2-d94580da63c1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dist = df[\"¿Cuántos kilómetros hiciste para llegar?\"].mean()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "4d5200f0-51fe-40cd-8dca-16af251ca76c",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/rb/8wvq8l2d2yv9349m9w0cvspj1d3lfx/T/ipykernel_36196/1662282228.py:1: FutureWarning: Dropping of nuisance columns in DataFrame reductions (with 'numeric_only=None') is deprecated; in a future version this will raise TypeError.  Select only valid columns before calling the reduction.\n",
+      "  df.mean().T\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "¿Cuántos kilómetros hiciste para llegar?              822.000000\n",
+       "¿Cuántas veces te bañaste?                              3.577778\n",
+       "¿A cuántos PyCamp fuiste? (contando el actual)?         3.295455\n",
+       "¿En cuántos proyectos participaste en este PyCamp?      2.044444\n",
+       "¿Qué nota le pondrías a la comida?                      8.644444\n",
+       "¿Qué nota le pondrías a los dormitorios?                7.355556\n",
+       "¿Qué nota le pondrías a Internet?                       4.111111\n",
+       "¿Qué nota le pondrías al lugar?                         8.488889\n",
+       "Tu edad                                                31.977778\n",
+       "¿Tenés hijes?                                           0.400000\n",
+       "dtype: float64"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.mean().T"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "c733651a-a3b7-436b-ab41-382f825d53f2",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index(['Timestamp', '¿De dónde venís? (ciudad, provincia)',\n",
+       "       '¿Cuántos kilómetros hiciste para llegar?', '¿En qué llegaste?',\n",
+       "       '¿Cuántas veces te bañaste?',\n",
+       "       '¿A cuántos PyCamp fuiste? (contando el actual)?',\n",
+       "       '¿En cuántos proyectos participaste en este PyCamp?',\n",
+       "       '¿Programaste Python durante el PyCamp?', '¿Escuchaste ronquidos?',\n",
+       "       '¿Viniste acompañado?', '¿Pensás asistir a otro PyCamp?',\n",
+       "       '¿Participaste de alguna actividad extra?', '¿Jugaste algún juego?',\n",
+       "       'Mencioná cosas de las que más te gustaron',\n",
+       "       '¿Qué nota le pondrías a la comida?',\n",
+       "       '¿Qué nota le pondrías a los dormitorios?',\n",
+       "       '¿Qué nota le pondrías a Internet?', '¿Qué nota le pondrías al lugar?',\n",
+       "       '¿Volverías a un PyCamp en este mismo lugar?',\n",
+       "       '¿Dónde te gustaría que se haga un PyCamp?', 'Tu edad',\n",
+       "       '¿Cuál es tu signo del zodíaco?',\n",
+       "       '¿Qué animal del horóscopo chino sos?',\n",
+       "       '¿Cómo describirías tu nivel de manejo de Python?',\n",
+       "       '¿Usas Python en tu profesión?',\n",
+       "       '¿Tenés preferencias o limitaciones alimentarias?',\n",
+       "       'Género autopercibido', '¿Tenés hijes?',\n",
+       "       '¿Querés dejar algún otro feedback?'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "2756efb4-dbf0-4843-babd-2887cbf1c3ac",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "comments = df['Mencioná cosas de las que más te gustaron']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "552d4042-ba0d-425f-9cce-081909f49fe8",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "words = comments.str.cat().lower()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "84094060-079f-4b61-8533-fe2f9e278e08",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "stopwords = STOPWORDS.union([\"de\", \"el\", \"del\", \"la\"])\n",
+    "wordcloud = WordCloud(width = 800, height = 800,\n",
+    "                background_color ='white',\n",
+    "                stopwords = stopwords,\n",
+    "                min_font_size = 10).generate(words)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "98563814-c53a-4443-861e-89bcacf1902c",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "acadac90-a4c0-4ec9-b664-e00df5bbcfa3",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# plot the WordCloud image                      \n",
+    "plt.figure(figsize = (8, 8), facecolor = None)\n",
+    "plt.imshow(wordcloud)\n",
+    "plt.axis(\"off\")\n",
+    "plt.tight_layout(pad = 0)\n",
+    " \n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d7a21973-0b2d-4d5d-bb30-47e06635b60a",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "9f015709-2439-4fcb-abc8-50df2dbc30b3",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def word_c(col_name, replacements={}, exclude=[], show_counter=False):\n",
+    "    col = df[col_name].fillna(\"\").str.strip().str.lower()\n",
+    "    if replacements:\n",
+    "        for k,v in replacements.items():\n",
+    "            col = col.str.replace(k,v)\n",
+    "    show_counter and print(col.value_counts())\n",
+    "    words_count = Counter(map(str.strip, (col.str.cat(sep=\",\").split(\",\"))))\n",
+    "    all_words = col.str.cat(sep=\" \")\n",
+    "    stopwords = STOPWORDS.union([\"de\", \"el\", \"del\", \"la\"])\n",
+    "    wordcloud = WordCloud(width = 800, height = 800,\n",
+    "                background_color ='white',\n",
+    "                stopwords = stopwords.union(exclude),\n",
+    "                min_font_size = 10).generate(all_words)\n",
+    "\n",
+    "    # plot the WordCloud image                      \n",
+    "    plt.figure(figsize = (8, 8), facecolor = None)\n",
+    "    plt.imshow(wordcloud)\n",
+    "    plt.axis(\"off\")\n",
+    "    plt.tight_layout(pad = 0)\n",
+    "\n",
+    "    plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "795eb546-cb7a-4959-811b-d8a9c419f128",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                                                     10\n",
+      "salta                                                 5\n",
+      "córdoba                                               4\n",
+      "san luis                                              2\n",
+      "bariloche                                             2\n",
+      "en el sur lejos del calor                             1\n",
+      "sur de argentina                                      1\n",
+      "nose pero que no haga calor                           1\n",
+      "algún pueblo del sur de argentina - ej. el bolson     1\n",
+      "rafaela                                               1\n",
+      "las sierras cordobesas                                1\n",
+      "formosa, salta                                        1\n",
+      "en cualquier lugar que permita aglutinarnos           1\n",
+      "en algún lugar con frío                               1\n",
+      "cerca de amba                                         1\n",
+      "el sur                                                1\n",
+      "jujuy                                                 1\n",
+      "buenos aires                                          1\n",
+      "tierra del fuego                                      1\n",
+      "córdoba, santa fe                                     1\n",
+      "aquí en corrientes/córdoba                            1\n",
+      "en el sur argentino                                   1\n",
+      "las grutas                                            1\n",
+      "baradero                                              1\n",
+      "neuquén                                               1\n",
+      "en el sur, en un lugar frío                           1\n",
+      "patagonia                                             1\n",
+      "Name: ¿Dónde te gustaría que se haga un PyCamp?, dtype: int64\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Dónde te gustaría que se haga un PyCamp?', \n",
+    "   replacements={'cordoba': \"córdoba\", 'jesús mario': \"jesus maria\"},\n",
+    "    show_counter=True\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "9723f770-9bc7-410f-9d4b-778c740a725f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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irzybvW8e4flvv0lTVStel49oWENWJIxmI44UG3NWlvPwn95B2aIi5BEqt2qONfDzf36eprOt+DwB/H0BwsHI4O8bz7by9H+/OupxqsZHmL2ibNQxCyGIhKIc3X6aF//vLepPNePp9REOhhG6QDWqOFJsZBWmc8fHN7LxoVUYTPElqV4tGBWZ3GTniL+TIJa7c+wsLn8Qlz8wabk1k0GvP0CbO2ZE761p4g9/8SLyCJcmouk09riBWBWdfxTDaU5u5qj7MhtUJAmimj4lEhhCCHQh8IcjHG9q42RrB829fbj8QQLhCN5QiOqOntiyiNgYJuE+NCsmQKIt0Ikr0oddtSJJsdDUABf/eyowSCqLkueQZkwe8nMJiflJsyi05XHGU8O+niPck3szSn/IUBc6H3TuJSKiLE+aRalteDhZkWRmOUrINKXRFGjjrLeWZakLRszHArCrVu7NuwW7apuSYx1A1wVRTSMS1elx+6hv7aWr14vbGyAYiqILHaOqYjEbSEu2kZPuJC8zGavZiKrKqP2T2ZnyPrqkUF1HQzeNZ1p58f/e4sCW4wBY7WacqXaC/hBBX4g2XydtdZ2c2FXFX//wM2O+1C+mq6WXrpYefvqPz/HBc3uIRmKzHtWgICsyWkTD6/Lj9wTJLhn9BSDLEiXzC1h52yJCgTChYJiQP0xTVSuR0OUl3DZWtXL2UC0//OpvObO/GiFiZf7ONDuRUBS/J4irow9XRx//95e/pKOxm4f/9M5+j8HI6JrOmQM1/OyffsfRbafRNX3wd5IEqkFF03TCgQjhQAR3l4egLzTmNg0mldkryohGooQDYcLBCF53gNbadrSoPup68VBzrIGdrxzge1/6FV3NvahGFavdDJIJf1+Avh4vfT1efvS3z1B3opk/+PsPkZzhHPU+mIrr5XH5+PafP8We1w+f/whIYLGZsCVb0DWB3xPA3eXB3eWh4XQzVYfr+Mvvf5q8sqwxtx0JR2k43cxbv9zG97/8a4K+ELIsYUuyIjtkAr4gAW/sT0djN6f3V/Pln3yWuasqhm0rGtEIByIohpjkgjPFjsflo7c99hG02M2kZScjqyO7QZxpDsaal/s9QX73rdd57n9fJ+SPTXBUo4otKfbx8HsCdLe66G51UXW4ntP7qnniy/ddkrd0piJLMjbT6N7ZZGus0kkXAk8wNKMMp0A4gi8Uu26eYIiazp4xl3eYTZhUFX0UuyfFZhl3nwM5PZNJzIsU5rWjZ3hq1yHqunpRFZlkixmbyYhRVZCQ0KfAYFuVtoRtXftpDLTyn6d/wB05G5jtKCPfko1JGf2+mGwMsoEi68jOBFVSmOMo54ynhkZ/K0EtjE2NXauesJuWwPnIwRHXqWE5UADuiBcdHYGgO+QipIVR1ZGvd7m9iHRj6pQ946FwlLrmbs7Ud7D3eD3Hq1rp6vWi6wP3Vv91HuJWlJAkMKgKJXlpLK7MY/HsfGYVZZKZ5hg0oq4kl2Q4+T0Bnvq3Fzh7oJaiuXlsenQtuWVZGM0GfH1+Tu2p5u1fbcPvCdJS3c7P/ul3/Pn/fZLMgrS4LlBnUze/+/abbHthH2abmVV3LKJicTGOFDu6rtPZ3MPJXVU0V7cze3npqNtRVIVbn7iRjQ+tJugLEfSH8Lr8/PNH/pfWmsvLHfH0ePnhV3/L6f3VpGUnc8vj6yiZX4jNaSEcilB/spk3fv4BHY3dBH0hXvvxeyzbtIA5K0c2IIUQtNZ28J0/f4pzR+oYeG8Uz8tn+aYF5JRmYrGbiEY0etpcVB2q59Tec5QtLKRkfsGo47Q5rTz6F3dx/+c3E/SFCPnD1J1q4uuf+/FgGOhSOXekjp/943O4Oj1sfGg1izfOISUzFkLoau3lg+d2c3T7GaLhKO89s4uckkwe/tM7UNSRZz9Tcb2sDgsL1s3i4JbjWB0W5q+bxewVZWQVpGO2mdCiOt2tvex45QAH3z2OEHD2QA1v/PwDPvKV+zFZRn+hCl2w962j7Hz1IJFQlPnrZrHunuXklGSgqAp93R72v3ucna8cIOQP017fxa//82X+7pd/PGy7hZW5fPY/nyAaiQ5ue+sLe3nm668BULGkmCe+fB/25JFnhmk5yaNOyiPhKK//7H2e+5/XCQXCqEaVG+9fzqL1c0jJil2vvm4v+946yp43DhP0hXjrl9sx20x84h8eRh2p9v4qRCDi/iBfymdbFwJ9NEvlMhlIOgZYW17IA0vnjfsuTbaaSbaOnN+ijuD1nC6eO3Cc/9uyG384wqrSAjbPK6cwNRmnxYxJVfCHI3zrnR3srm6c1P1WOkp4tOAuXmx+m9ZgBz+ve54sUzqznaWsSF3IwqTZmOSxveKTgSLJOMbw8KSakoCYbEJfxDtoOHmiXgJ6CIBd3QfZ1X1w3H2F9QiaGD3cmmJMGlI9OBmI/ufgbEMHr35wgv3H62nucBPVxpmoi/N/ESJmdJ2ubed0bTsvvneMyuJMVi0o4u4N88lIiU1qrtSk7pLfiGcP1rJ88wI+828fJq88a/BjKIRg7d3LmLemgv/5k5/hdfk5vvMs7z2zi4e+eEdcL+EdrxzE3xegbGEhn/vaRyiszMVkNiL1+6a1qB7zbHmDJKWP3R9JkiVMFiMmi5EkHKRkRialL5uuC87sr6F0fiF/9p1PUDIvf0gobvUdi5mzqpxv/9kvaD7XRm+7m/ef283sFaUj63+Eovzob5+m6kgdCHCk2Lj/87dy+8c24EyzY+jfthCi3+sUxucOEI1qGMY5p7IsY7GZsdhiL9FwKIJquPyHxecOEA1rfPzvH+LOT2zEYjMPXiNd11l52yKe+tcXeOfX2wkFwvzuf1/nhvuWk1+RPeo2J/t6qQaFdfcuJzUrmblrKnCm2jFZTciyNHgddF1n7T3L+OFXf8N7z+4mGtE4uOUEd358IzljeDQhpsKuqDL3fPoWPvzX9+BItQ9uWwjB2nuXk1eWxa///aXYy+RALSd2VbH05nlDtmOxmymemzf4b13TOXWBSrrNaaF4Xj7J6SOHmkZDCMGRD07xwnfeJBQIY0+y8ol/foSbHl495HrFntulvP2r7fz8n3+H3xPk1R9tYcWti1iycXKqmq40er+3YzRcgSAQexlfGN6SiC/HJhzVCGlTIx1hNqiDekipNis3VhRjHkFYcqbT7fPz8x0H8YbCrJ9Vwv/70G0kWczIF8Qduzw+jMrkJyTLyGzKXMeCpNm817GLnd0H6Qm7eK9jN7u6D1FkzeWxgrupdJZdRnL4+IazhDRiuH4AkzwwqRKE9fP3a1iPoOkxI6jAkkOWOX3cfZXZC0cN0wEokjKpoUldF/T2+fnN6wf4/bYTuDyBSZlMBEMRjpxp5mR1K2/tPM2T96xk/fJy7JapN3RH4pINJ4vdzGN/eQ+Fs4eKvElS7MO3+o7FnNp7Ay997x2i4Sg7Xj7ArU/eSGpW8rjb7mlzUTK/gD/+5scoXVA47MSoBgV7khV7kvVShz8pJKU7+MhX76dicfHgB2gA1aCyaP0c1ty1hOe//Sa6pnNs+2mELkZsdHPwveMc3XEGRMx4ePhP7+RDX7wddYREVlVVUB0WrI7x3e1TzdKb57H5iXXDxiLLMhl5qTz2l3dzfMcZmqvb8fT4eO+ZXTz5Nw9M6xhzSjLHNIBkWSYl08ltH13Pka2n6W7tpaW6Da/LF9f2K5eX8eTfPjDsfpQkCavdzH2f3cy7v95Ja10H/r4A1UfrhxlOU0UoEOad3+6gq7kXRZW55fF13PzomkEj+sKx2pKs3PmJjRx45xh73zpKyB/mtR9vYf7aWeMa51cDkahGU6+bVQz30Aqgqq0LiIXsUqzn72dZkgYVxSOaPqLXSghBt9eP2x+ckrGnWC1kO2OTxLruXrp9fvKMSVOyr3iRkGIW5QS+i2fauvAEY16TB5bOI9lqHvZ+94cjuKbgPEpSTCAy15LJ44X3clv2eo66T3Og9zgn3VWc9tTwjaqf8tGiB7kxY/klVZNF9Cg6Y3tWdAQRfXQDO6iFBkY8JIRokFSU/tDc+oyV3J+3ecRQ3USYTKNJ03WOnm3hx7/bxYFTDUxBtJVIVKeupYf/+MnbHDnTzCceWE32BCeTk8Eln/X88mwqxwiTGS1GlmycR1Ja7GGvOdZAd4srrmRDRVXY8OBKiufNPC2VCymel8+iG+cMM5oGUBSZyuWlgx+dzqaeIXlLA0TDUQ5tOYHP7QegYFYOt310/TCjaaZhNBtYcMNsHGO0QckpyWTR+jlA7ONydNvpwSKCmYQkSWTkpZKeG6tyCXhDhIKRce9XWZHZ/MQNY7atMVtNzFpWAsTCZr3t7mnrO+fp9bLvzSMAOFPtrLx90TCj6UKMZiOr71oy+O+GUy10NnZP+Ting2A0yrGmNoKRoX3/hBD0+gIcbmwBYFlRLsoFz7QkSYP5T82uvmHrA4Q1jcONLfjDEaYCs0FlSVEuJlXldGsnRxvbxgw7CiEm5R4b6+1rVBVkJMKahj88/rMCENG0weVMI4TshRDUdPaMm8N1uUiSRLophZsyVvOHpR/mC+VPkm/Jxh3x8Hrb+/ijgWHLD5yL0Y5TCIE36iesj30PaELDHRk9TaIr3AuAKqsXVf7ZMfdLC3SGesbdz3SiC8Hh0838vx+9xYFTjVNiNF1IOKLx2tbjfOuX79PU1jvtfTwv2XCqXFY6ZrhHkiSK5uaRmpMMxJJfzx2pi2vbBpPKmruXjlkWfqWRZYm5q8qxJY3t9UnJcA6W4g+EGC+mt7OP+lPNMW8UsP6BFThSprbKYTKwOiwUVuaO6XaWJImlN88f/Hdvh5v2hq7pGN6EMVqMGC0XtEiIQ7E7Iy+Fknlja/5IskRK1nnvQDAQRotMTZn3xZzZX4u33yB3pjmoWFw87jqlC89XLXp6vbTUjCxlcbUhBGw5VcPrx84MGjhCCLq8Pr73/h7a+3w4zEbuWTR7WLn8suI8FFniRHM7W05VE4hEB1ugeIIh3j9dw+8OnJiysUuSxJ0LKpmbm4k/HOFrb25j69laur1+ND1W/RbRNHp8fqrau/jgTA19gcv32oz1OcpPcWI2qOj9GlN9gfPvNiFGrsorSEke7PO39WztEEMzHNU40dLBt97ZgXeMkOpkIkkSToOdZSnzuS9vMxISNd5GQhcZJRISJiUWvnVH+kZMm48KjUZ/ywUeo5EJ6xFqvY3oYvgkOiKinHTHQvRF1jxM8vmQcZoxmQJrLM3heN9ZesPTNwEbC03X2X+igX/63us0tI5txMiyhMNmIifDSUleGrOKMplTmsWc0mwqSzIpL0inIDuFtGQbpnG83JoueH9fFf/1s3dp7768fN2JcskujfT84RogF5Oc7oxVWfXTVhffB9NgMoybW3KlkWSZ3NLx+yjJQ2ZVAl0bflP53H56+qunZEWmaE5+XLpHVxqj2TBujhlATun5axn0h3B39kHl1DVAHY0Bbazmc220N3TFKjP7/IRDESIhjb4ez5Ak9HheSUnpTuzJtrENJ0C5oBpO6JPjDYiHulPNgwfi6uzjl//+0qgaOgO4L3gJRcKxCtFrAZOqkm638PW3trOvtomC1GR0oXOsqY39dc1IwB0LKlmQnz3sem6sLOEXO5Op6+rlf97ZwbHmNgpSkojqOvXdLnbXNJCT7MAZNNHlHR7i1XSdFpeHHp8ffzhCIBzhbH9oUAd2VTfgDgSxGAxYTQacZjNFaclDmg47LSb+bPM6/v6ld6jt6uVvnn+LRfk55CY7MCgKwUiETo+fhh4XLn+Apz71CEnWqQvnZyc5WF6cz++PneHVo6cJRCKUZqSiKjK+YJiIpvPFzWsxXdAQuTAtieXFebx7qppXDp9CF4JZWelIkkRdVy87ztUT0TTm52VxonnyDHZNaINq4SM9q5IkEe0Pn5mV4ctIkkSeOYs6XxOnPTV4ol5SL5ATEELQEmjnQO/xcWsRNaFxxH2a9ZkryTZnDIbLBIIjrlM0B9oAWJm6cEj/P1mS2ZCxip1dB2kJtPNm2zY+XHjPiBWBQgiCegiDZJj05O+L99PQ0sv3n9k+pvGSleZgyex8KooyyUl3kppkxW41YTEZUNWYarym6YQjGr5gGHdfgG63j9rmbk5Ut3Kyuo3wCJNNAew5Vs9Tr+zlTz6yEeM0RWkueS825/gPpMlqxHCB6J/XHV/OiMVumpTk5alEkpg0r1AkFCHgjX2cTFbjYIn4TEdR5TGlEAZwJNsGcyGiEY2gf/pCdUIIwsEIdSebeO1HWzi55xxel49QMIIW1dCjeqw0Vu/PXZmgPWO2muIWeb0SuDv7zv+9y8NL3317QutrUY1waOaEBC4Hu8nIH21ay3P7j/PuqXOEozq60BECrCYDdy6s5As3rxlR9yjTaeerd93EN9/eTm1XLy8dOoksSciSjEGRWVSQw59sXsv/bdkzouHkCYb4xtsxg03TY/dcpD9sL4TgZ9sPYFAUZFlCkWTyU5P4wcceGJqkLkksKcrl3x+6nR9t28e+2iZ2VtcPenYkScKoKJgMKuVZaWNKL8TLWG8hWZL4o01r6PUHONrUxhvHz8aaw8qxdPpUm4XP37wa0wVfGVWW+dPN6/CHIxxtbOX5AycwKDKyHDMRcpIc/N39m6lq7+Jcx+SFiL0RPz+pexarYmZR8lyKbHmYZAMgEdbDnHBX8VLLOwAsSp6NRR5+D6xNX8runsN0hnr4Uc3TPJB/G2nGZDShU+9r5tmm1+kOu8bNjZKQaPS38IPq3/JwwZ1km9LR0TnmPssLzW8S0sNU2ItZljJ/2LpznOVszrqRt9q38mb7VjpC3WzIWEmRLQ9FkvFG/TT4WzndV01nqIfPlz1Bqil5Mk7hiIQjGr94ZS8nR/BKq4pMXmYyj9y+hJXzi0hNsmIxGYcUAoyFEIJIVMMXCNPY1stzbx9mz9E63N7hE7m3dp1mwaw8bl0zO+7tXw6Xbp7F+YG58CDiDU8oU1BRMRUYJumDqWk6Wr9Cr6IoMzpEeSExOyOOG0GKJWDrmo7QxYh5XlOBEAJvr4+nv/4av//p+4M5ZEaTgczCNJLSHVgdFowWIwaDSiQc4cSuKlwXGBvjoRjkGX29LjR6jGYDyZkTSyi22k1xGcdXAwJBfmoS//3onWyvquNkSwfeUJg0m5WFBdmsLClAuaDa8kIkYF15IZXZ97PzXD1V7d0EoxGSLRbm5GSwpqwQi9HArfPKyU12DDbCHcCgKCwuyMEZZ/uSFKtlRMkARZaZn5fF1x+9i8MNrRxvbqe9z0MoqmExGshLdjI7O4O5uZkYL8ohMqsqDy9fgC4ExWkpw7Y9QEl6Cg8tX4DZoI7ZbkWSJIrSkvnGY3exp6aJ481teENhjKpCms1KaUYqphGKW0ozUvn6o3exs7qeEy0dBMMR7GYT5ZlprC4tIM1uJdVm4dEVC5mTmzEpk0hBrDHu9r79vNW+HUVScKg2ZEkazEsaEKB8IO/WEduULEqaw8aMVWzr2seeniMc6D2OXbUR1iMEtCBZ5nQ+XHgPb7ZtpTvsGnUsdtXKHdkbeKdjJ39//JvYVSs6Ot5of46rJYdHC+4iy5w+7NgNkspDBbdjlFW2dOxiT89h9vQcjp1bpCHv45IRBDInm73H63l79+lhHnSbxcgdN8zlyXtWkpl6adIBkiRhNKgYDSrJDgtzS7PZd6KBHz63k5M1bUOW9fhCvPjuERbNyiUnY+qLJi7ZcIonwVeL6kTD540lywyoApuJqKo62DYmEooQ6U8+neleJ6GLuIQpI6HooLGkqMq0emhe+eG7vPS9twkHIxhMKktvns8tj68jtyQTW7INs9WIod9d3NXSy39/9ocTMpxmOhdWOxZU5vLH3/zYhOpoZEUmq3D8suerASFi5dIWo4HN8yrYPG+4EOloDDyLGQ4b943RdPb+pfO4f+nwikmbychH1y6d+KBHGYsiSSwrzmNZcd74K1wwhv/v3k3jLre0KI+lRfFtV5IknBYzm+eVs3leedzrJFnN3LGgkjsWVI64TEVWOl+6c0Nc24sHu2rhQ/m3k9udSY2vka5QL34t0P87K/mWHBYlz2FV6qJY+GyEd69ZMfHhwnsotReyvXMfTYE2AlqQFGMSK1IXckvWOkptBezqPogr0jdqxZosySxPXUilo5R3OnZw1lOLTwuQY85grrOCW7LWUWYvGrFiTpIkkgwOPpR/O/OTZrGr+xBnvXV0h3qJiig2xUKuJYtyexFLU+aPqBclEdOSUiR53LD9WHj9IV567yjRi4SUZVniw3cs55Hbl+AcoxBlIgxUk69eWIzTZuYbT73H8XOtQ5Y5WdPGkTPNZKU7L+u44uGSDaeulvGrHvp6PAR8591qqVlTbwlejZisRuzJsVL2UCBMZ1PPVWE4hUMR+rq94y7X3tA5+Hej2YAteXpkJNrqOnn1R1sIByNIssRdn7yZj/7tg4MVcBefX1mRpkzA8EqReUEuotB0SubmY7ZdGx6kBAniRZVVFiRVMtdZjib0mLL2QCMBacCQUJEZ2eMYW04ixZjErVk3cFPG6n51bpCRUCQlppckwd/M+QICgUEaeYIohECRZBYlz2FeUgXRfoFK6YLtjPfut6oWFifPZX5SJZrQ+lvTxI5FRkaRFBRJHnE7RtnIl2d/Dl3oqLKKQZq4GSCE4Pi5Vk7XDg3RSZLE7evm8MTdy7FMgl7ixUiSxNyybL7w4fX8y/ffoLnDPfi7cETjjR2n2LS68qLc4snnkmMMdSeaxg3XdTR24+k5/2EdS+H6eiYp3UFW4fleccd3nJm2qqvLIeANDjGKRuPc4frBv9ucFjLz06ZyWIOcPVg7mNhsMKrc99lbsDktsdLiEV4oPncAX59/WsY2LpNkM89eWT4ol+F1+2k40zI5G06Q4CpDkiRUWcWkGLEoZqxq7I9FMWOUjaMaGhcjS/L5bShmzIoJg6wO9rkzKyYsinnMpGzRPx6DbMCixMZw4XbiPR6DrA7ub+BYTIoRVR7d+JKk2BitqgWjfGn9KDVdcKqmjR7X0PdlbqaTBzctwjyFum+SJLFoVi6bVlcOe00eq2rB1RcYcb3J5JINp9oTTWOWleuaztkDtXS1xDQpUrOTx+39db1iT7ZSvrgI1Rh70Pa8cZjGqrYZUWo6FkF/iLMHa4d4FS8mFAizt19HCKBwTh7OtOnpAeZ1+wdDhCarkbSc0fM6dF2n/lQTHTNEs0hCwnBBVm04FEW/hN6CeWVZFM+JhV162t3se+toXDILCRIkSDAagWCYs/UdQ7TEJGDJ7HzKCycnL20sZFnmng3zMV+U9hEKRzl1Uf7TlOz/Ulf09Hp54f/ewjeCdSeEoPlcG2/9anusw7sEq+5YNGaD1+sZWZbZ8OBKsgpiuSRel5/v/vWvqD/ZPGYi9UDF2BWrehKw+/eHObb9zIhGXiQcZcvTO6k51gDEmsre8uG1Y+o+TSaOFNugrEPIH6arefTw8kDT6tA0VvyNiQSOFPtgT7umqlZ62iau22JzWrjzExsxWoxEw1F+/5P32PHygcFihNHQNJ2Oxu5BDagECRJcnQgR69Go6fq4f3Q9vslZIBShobV3yM9MJpVFs/LH1V+aLDJS7MwryxnyM10IquKIglwul3yEWlTn3d/sQJYlHvjCraTnpQISuqZTe6KRp/71Bc4dqgUgPSeFdfcun/bcipE+MsOqwMZQ2J1OIy+3NIt7/nATP/jKb9E1nRM7z/C1z/6QzU/cwMpbF5FRkBozAgT4+vw0nm2l6lAddSebuefTN1O6oHDYNkf9yF7848s4Bz1tLn7y/z1DyB9i2S0LB69xOBBmy9M7eeYbrw2Gyxatn8OclaMnkE729SqdX4DJYiTgDRIJR3nuf97gY3/3YEzNvl8eIRKOcHTbGZ795u+pPtqAJEuDQqRXEkmSyCxIIyM/jaaqVjoaunnuf1/nU//8KKnZyRcsKdCiOggxWGBwIYqqsObuZRx49wR7Xj9MV0svP/zb31J7ook1dy2hZEHBoPRHNByls7mH2mONHN91lupjDfzB3z3EvDXxJ1HPSKT+3I/EpC3BdYIQgj5vkO2HajhV206fNzii4ObFFOWk8ukPrR13uUhUo/uillRGg0phTsq0fTcVRaY0P439JxoGfyZ0MS1imJdsON33uc1seXoXL33vHd797U6yCtNxptoHlaF97gBCgNlm4p7PbGLJxvG7eU8m0YhGw+lmejvc+PsC+PoC+NwBPL1eXP0JZdGIxs5XD+Lq7MOWbMXqsGBzxv7klGaRnjt9N4EkS9z25Hp6Wl289pNY6XzMMGriF//yPEaLEavdTDgYIegPEQ1HiYSj2JKs3PzI6hG3GQlHqT5Sj9flx9fnx9cXwN8XoK2uE3+/p9DXF+CtX23n7KE6bM5Y/ztbUuy/xXPzsSePrimVkZfK/HWVbH9xH//1hz8kOd1JVlE6iiLTWtdJT5srlpgtQfHcAp78yv1Y7CNXWUzF9coty+KmR9bw8vffRovqvPmLrRzZeorZK8pwpFjxuQNUHa6nra6DaETj5sfWEglF2PrCvhlhPBXPy2fVHYtorW1Hi+p88Nwejm49RW5pFhaHmVAgTF+PF5/Lz8f+7kPc8vi6EbeTnpvCZ//jcfyeACd3V9HZ1MMz33iNl773NiarEavDjK7pBLz991UkOlgtGQ7OEA/cZbBhVgnbvvyHSEhjltcnSHAtIISgobWXf/r+G5xr6CIc1cb1VEuAyagSmh9fbq2mCfwXvRtURSY9efo6XsiSREbK0LQPAfSNkToyWVyy4bRwXSXli4p47luvU3+6GXfXcCsvPT+Vuz6+kQ/98e3TLmjp6fHyn5/+AbXHG0ddRotq7H3zyJAcnAEe/+t7eeIr901rvzirw8LjX7qP/IocXv3RFqqP1BMJ9X/EXH5GCjTZnBbMoxgjHY3dfPnu/xyxzcsAAW+QLb/dOeLv/uapL3Dj/StGXdfiMPPQF28nOd3B6z//gPaGrmF5b5IkMX9dJR/9mweoXFE2qhE2FddLkiQe+fO78Lp8bHthH0F/iOZzbTSfGxoDtzos3P7RdXzkK/ez980j7HrtUCzEfIUxmgw89Cd30tvuZvtL+wkHI3S3uuhudQ1ZTjWqRMYI10qSRHZxBn/9w8/w4nffZuvze+lo7MbvCeD3BOhtdw9bRzWqlMzLJ2WCuk8zDUmSMKoqqerM7vt4PRKJary84wQujx+LycDNy2aRnTp+J4KrlTxLNh/Kvx2zbCLZMHXH6Q9G+MWr+zhZ047RoLCgIoesVAenatvp7PGyeHYeNosRtzdIbVM3PX1+ivPSuHfjfBZXxidDIYQgelEaiSRJGKbzOy8x4v7CkanP4bzkt0nAF+KmR9ZQuayUHS8f4MCW43TUd6FpGqnZySzZOI+19yyldEEhahwxT9WgYLSaCEU1jBYjQkAwHEHTdBRZxmiIVRsIoRMKa2i6jqLImIzqiC54SZaw2M2Y7WYiUQ1N0/srGUBVFAzq6BUU0ahGSNcJhqPYDWoslyiiEQhF0BUZDAqK2RCXQqmiyJhsJkKRKMKg4A+GMQTDqIqMQR1e+WCxm7nliXUsWFfJmQM1HNl6irOH6uhud+Nx+1BNBpLSHBRW5jJnRSlLN86jcJT2JbIsY3VakNVLyykaz2jUIhq2ZCtP/u2DLLl5PrteO8jpvdW4OvswWY0Uzs5l1e2LWXbLArKLhou5XcjA9bLGoUg/EiOJkUqSREqmk8/822OsvWcZ7z+7m5pjDbi7PciKTEpmEnNXlbP6ziXMW12B1WmhbFERzjQ7fk9wVGFL1aAOjtNsNY3a5Pn8QGJG0MA6JoshdiPGQUqmk8/+xxOsvXspu18/zJkDNfR1e5EVGXuSlfS8FCqWlDB7ZdnYQ5Ak0vNSefKrD3Dzo2s5uOU4x3eepflcG57emMvdnmwlqzCdskVFLLyhkrzyHDILpqcCMsHMJRyJ8sNXdnPgTNOw3/3xh25kyaz4taQGEEJwtLqVbz7zAYFQhFuWz+LeG4YrZU8VQgiqmrr4+et7SbJb+MRdq0hPmjpviSRJFFhzeLzw3inbxwCNbb2cONeK2ajyxJ3LuWv9XGxWE9/+zVZ2HKrhybtXUFGUQSgcpaPHy89e2sPJmjYsZiOziuJrdSbJEqoqE75Ap3FA6XvaEIzYhsUwxVIEcBmGUyQUQTUoFM7OpaAyl0f/4q4hv5f6FXjjDXXd+MAKOuxGvvaLLdz7mds4XtPGT17azcnqNsoLM/iDe1ayZHY+O4/U8NOX9tLU4aI0L53PPLSWFXOHK6QmpTv4i19+gff2nWPH4RpqmrrwhyI4rSYWzMpj/bIy1i0qwWa52HUveG3bSf79p+9Q8+O3+Yc/vJ2Dp5t4ZetxTtW00726CIvJQG5+Gs2yoMQTIMluHvE4dV3HnJfMLf/xKDuP1NHY3suH/+HXpCZZWTo7n1tWV7JoVh5mo2HId1RRFHJKM8kpzWTFXUvZeaSGrQerOX6ulW6Xj24h6LSZaPV66TzbyFqzyqJZuZgvynHJKcngl6e/fsmdqmVl7PJcXRdoYQ2rw8zK2xayYvOCoS5hSYoZtdL4uVJJ6Q6+9sZXLn2ssjSiASNJEs40B2vuWsLqOxbHusZzvtpfkqTBexWgbGEhvzjx3wjBqIbT2nuWsfrOJYPry8rYx6aoCh/92wf5yFcfGHOsIxEbv50b7l/BunuXDxs/koQUx/kd2JbZZqJ0QQGl8wt48I9vZ9gJv2B7iUKOBAMIIQiGI4QiUfzBCJ2umMzMpYZF+vxBfvb6XoLhKPNLc/jTRzZgm8Ywqq4Ldp+o4829Z0iymVlWmc+mZbOmbf9TSWevl85eL/nZyTxy2xIctljvPbvVBJKEosgk2WOTuIwUO1/51Ga++j+v8p3fbmNhRQ6l+eML3qqyjN1ioid8vngkqul0u3zkZSZP1aENQReCjovymSTAMUmim2NxyYbTefGw2IuWy2wkOPgBkiWqGrt4ZdsJqpu6CIajHDrdRJ83yJ88vp5vP70dlydAVNM5dq6FHzy3g4LP3zlEZl0IQXVjF999dge7jtah6Tp2qwmn3UKfL8h7B86x92QDp+o6+NzD67CYzmtZCCGQFRmdmOX+2vaT/PSlPXS5vNgtJmw2M25vgENnWzjT0ElDm4uP37sSi3loXyhdFxw608z3n9vJsaoWdCGwW02YTSrt3R5e2XqCXUfr+NCmRXz07hWoF1nJkiQRiWr88vX9PPvWIbyBMAZVJslhQdcFbm+AXk+AEzVtNLW7qChMH2Y4SZKEMsXW94AeCYA0jgExFlM9VkmS4hrfeOMYuN/lCdzvA/u+1EdkMs7vsO1JoEyWWFSCaxqDqvD45mXctXYugVCE+rZe/v7HbwwpRZ8IUU3nnf1VHKtuYU5RJn/2yHoyk+3xOmEnBUmWKMhMISPZRmayg6Ks8ZvWXy0EQhGCoQiZqQ6cF6RxmIyx6EnggjQESZJIcVjYtGoWp2q28sH+c3EZTgZVIS3JRs8FVbfhiEZDay8LKnKnZdIV1XSqG4enhuSkO6d83zMy8P/7HSe5ZeUs/r/P3EZ9Sw//8P03qWnu4mu/eI/lcwt48q4VVDd18fWn3qOupYdj1a2DhpMQgo4eL99+eht7j9cztyybJ+5YztzSbBRFxh8I88J7R3np/WO89N4xkh0WnrxrBcYRYqV1LT1895ntFGan8NVPbqa8IBZuamzr5Ucv7ObAqUaeeesQ6xaXsrAiZ8jN0tzp5j9/9i71rT1UFmby0XtXMq8sG1WR6e0L8Ozbh3lz5yl+8eo+nHYzD9y0cJiHY9+JBl56/xhRXfDYbUt5cNPCfg+ZwBcIc7q2g+2Ha1hYkUuyY3rUuBNcnWiaTltLL7o29GOnqDIZWUnTm5uQ4KpCkiRSnVZSnbF3jNVsGqxKvRRcHj/7TjVQWZjFlz9yM0VZqdPSmPVCZEli3cISnir7CIoskWS7BtuBifNq4gAOqxlN0+lyDe32IMsyuRlJ2CxGztR3xLVps0klPzt5SOl/KBzhyNlmblldOWwSPxW0d/cN02ySZYmKooxR1pg8ZqThFIlqPHb7UvIyk0myW1gxr5B39sS0gu7buID8rGTSkm2U5KWx+1g9rZ19Q1qUbNl3lt3H6sjLTObvP3M7BdkXCB8m2/jMg2uJajq/e+cwb+86zY1LSkeM7UY1nZwMJ3/76VspyUs7368qxc5fOa18+p9/i8cXYtvBahZWnNeT0HXBr3+/n7qWHrLTHPztZ26j4gJl8PRkO3/6xAYMqswL7x3jubcPs2hW3pBlAGqauujzBplVlMmHbllE4QXHkZ4cKx29dU1lzEs2zS+eBFcXfl+IL37yJ3gu0l3LyHTyH99+kvzCRC5Tgvi5nLdNerKdf//s3ZM2lkvFqCpTmtd0pbCaDVjMRrrdfkLhKOZ+Id3MVDuarlPb3E0kqg3JBdKFQNfB6xu9kOhCLGYj5YUZvL/v3GB6hhBw6FQT5xo6mVeeM6Vep6im8+KWY4QuEvO1WozDtJ2mghnZ1t1pM5Pb70EyGVRyMmKut9QkK/n98VOzUcVpNyNErCxS6y8f1/RYjpIQcPOKihHjrRazgZXzCrFajDS0u6hr6RmxXFNVZNYvLacwJ3XYTZCXmUxZXsyl2dA2tN6trbuPA6di1WG3rKqkOHe4G9hiMnDLqkoyU+w0dbg4dKppmPiYQVWQZYnePj/t3R40XR8hJUWaNkHJBFcvJpOBR55cy30Pr+CmW+dTUhZfEmiCK4MQAl3XCYYjhPubfg9UMoUi0cF8o6imxy2Kquux5N1Q+Pz6kThK1SeT2DFo/ccQJRSOEo5qowovxgpzooPnQNNjxx8KR2MFP+J8hVcoHCUUGfj5CJpwQgwe+4V/QuHohHtUDlyfC89nsH//kaiGro+uN3f+POhDzkM868VDapKNVKcVlydAfev5b1NpfhoGVWHfiUbqWnoG9xUKR6mq78AbCGG1GMfY8nkUWaKyOJOUi4p5mjvcPP/OkWEGzWQihODQqUbe33t2mNNz6Zx8kkapMp9MZqTHKdVpHayUk2VpsO+NzWzC0S+wKEkSJoOKJEEkErvhUKCxvZfWrlh3e1WV2XO8fsR9DCyjaTpN7S50XaBclENit5qYU5KFOkKSsCRBWr9mheciK72qoROXJ4DFZGDhrNxR1peoKMwgK81Ba1cfp2rbCITmYbvgxl0yJ5+8jCRqW3r4px+8wSObl7ByfhH5WUlYzcZE8m6CuDEYFR5+fA2CWDuk118+xLe/9vqkbFsIgStchy8an5vfqqaRYhxdmiJBjKPVrXz+688xuyiL//vzD1HV1MXL24+z71QDbm+Q1CQrSyryuGfdfOaXZI9azCCEoNPlY+fxWrYcqKK6pRtfIEyKw8Lc4mzuWD2bxeV52CymuPOMLuXT7g+GOVHbxht7T3OkqoXuPh9Gg0JhVgobF5dz09JyslOdQ7zn7T0e/u7HrxOJ6vzrp+/k/cPn+O07h9CFzj1r5/PYLUvQdJ2fvLaH9w6cQ1Vk7lwzl0c3LSbZbhlyj2m6zoN/+1N6PUPV8LNSHPzLp+9kXkl2XMeh64Lqli72nmxg98l6alq68fpDqIpMqtNKaW4aNywsZeOSMhzW4R/xQCjCwbNNbD1czf7TjfR4/JgMKqW5ady4qJQNi8vJSXNecs5XQVYyxXmp7DlWz4GTjVQUpiPLMsW5acwtyWbHkVr+8Xuv88DNi0iymzlV08aL7x1D1wVL58TXT1aSJOaX51JekMFe9/lvrBCCN3eeIifTyaO3LcNhM09q7poQgiNnmvn2b7bSdlFiuNVs5M4b5o36HEwmM9JwurhB4MDNbzReVL7f/9cLH+L2Lg9av77ET17cE9f+/MHIcIVqYt6uFOfouUMDjp6LZwg9bj+hSBSH1Yzdahr1A2GzGHH2VwB09HqJRKPAecOpvCCDTz+4lu//bif1rT383zPbefG9YyysyOGGpWWsmFs46TdmgmuTC5PjJUkaNkm4XE65fsdp94txLVvi2MSG7L9DmpmvnxERQhDS++gIHKM3XEtY8yJJEhYllVRTBRnmuaiykUnrzkwsfBKOaDS09bL9aC3fe3EnDR29OCwxCYz6tl7q23o5cKaJP31kAzcsLEG5yPsshKC+rZdvP7+NncfqCEc1zEYVi8lAW4+Hxg4Xu0/Wce+6+XzirlXYLfFNyCZ6lKFwlF+/fZDn3j9Cl9uHQVVwWE0EQ1EOnW3m6LlWdhyr5Y8fupHZhZnni3WIpW64vEFe2HaMl7cdJ6JpeAMhfvX2AZLsZjp6PLzwwTFMRhVvIMRTb+4j1WnloY2LhrwbJUnipiXldPR68ARCtHb10dTpJjww8Y6DqKaz9Ug1P3x5N9XNXYMJ8rIkoQuB2xektrWHTpeX5bMLhhlOgVCEp97czzPvHcblCaDKMg6biUAowt5TDew/08juE/V87oF1VBZcWs83u9XEqgVF9Lj9ZKXZ0UUstCRJ8NgdyzhV2865hi7+62fvDlmvvCCdm1aM3tnhYpIdFm5bN4cDJxsGIz4Qi/r85vcH6HUHeOLuFeROUqu1UDjKzsM1/PiF3Zwboa3KsrkFUx4iHGBGvrkUWR7xyYynZYI/GB40ZOaUZMVKMMchPysJaYQdyrI0YtL4eIQiMdevqsioytgVWgNGYjAUHXLzQex4N64op6Iog3f3nuXVrSfodvl4fecpth6qoTA7hT+4ZyWrFxZPW3+gBAmuNzQRodm3h4PdP8YbaSOqB9CJ6ccokgGDbCXdPJsV6Z8n2ViEJE1uor3bF+C/frOFoqxU/uKxjRRmpSAQHD3Xws9e30dtazc/eHkXOakOKi762PqCYf7zN1vYf6qRtCQrH79zFStmF2AyqvT5Qry59zS/e/8IT797CKOq8Ol716DGYVRPxOOk6zovbT/Oz17fi6LIfPKuVdyyfBY2i5GopnO8ppUfvLKbfacb+M9fbeGbX7x/sFx+gLbuPt47WMWXP7KJ4pxUfvzqHt7ed4an3tiPwaDwb394F+X56fzgpV38fvcp3t53hgfWLxhS/SpLEl94cB1RTSeq6by7/yz/8estEzgOwc7jtXzzmQ9o7faQnmTl9lVzuHFhKalOK5GoRm1rN/tPN5GfmUxWylCRy0hU47n3j/Crtw6g6zp3r53HIzctItlhIarpHDjTyG/eOcTuE3VEohp/89FbyE1PmrAhIEkSd94wj5tWVOC0mYdEPBbPzuMvPnYzv3h5L63dfQhdYFAV5pRl84n7V5M5QQHSjSsqeGvnKfYcGxrZ8QcjvPz+MfafbODBTYtYt6SU1CQrZmNM/zCeYxJCEIpECQQjnGvs5Nk3D3PodOOwCA9AeoqNh25dTErS9BRJxf21VQ0qq25fRE5JLIG5cPbIoouTwmUYjCajOlhG8LlHbmDlvOE93OIehhS3TuEQzEYVWZb7H9DRBcFi2iixWLDZpKKMsDNFlinISuYP7lnJAxsXsONILbuP1XHgZBMna9r4+++9zh8+tI4Hb144LcaTM83OXZ+4CSEESelO7FNwowoh8PQF2LblFM4kC+s2zEYATfXdNNR34fPGxCmTU2yUVmSRmmYf90H09AWoOddOd6eHcCiK2WIkM9tJaXkW5jHi+pqmc/RQPe2tLuYtLKCgKJ1oVKOtxUV9TSfewbFYyS9KJyPTiaLIsbYHtZ0cP9LI0lWlpKTaOHuylbZWF+mZDubMy8dsMeLzBjlxtAFXr5+0dAcLlhRiGqEiRQhBnztAY10X3V0eAv4wSGCxGsnKTqawOB2LNRG+nWx0oVHneZ89nf9DUOsd9ntNhNG0ME2+3QSiPazL+hJpplmTeh2EgIxkO1958haKs1P6hYAFeelJpDlt/M0Pf8+Zhg62HKyiNC990PARQvDy9uMcOtuM02bmS09sYsPimFCqJEnkpAkqCtKxW4z86NU9PPf+EVbPK2LJrPxJGztAbWsPv3r7AACfuWcNj25agtL/8RRCUJCZTHqynb/6zsucrGvj9d2neeyWJUO2EdV0ls8uYM38YsxGlfvXz2frkWo6XF4euXkx6xeVIUnwwIYF/H73Kc41dxHV9CEJ0JIkYTGdf9btFtOIE+bR6PMH+cUb+2jp6qMoO4WvPnkLSyryh3wjyvPT2byicnB/AwghqG7u4vkPjhKKRHlo4yI+e/9abP0pFwPnoSI/g7/8zsvsPdXAKztO8Jl7117SN8hiNmAxD5enURWZm1dWsHphMecaOwmGIqQn2ynKTen3Vk5sZ1azgU89uJaWTjeNba4hv4tqOg2tvXzzl+/zs5f3sGR2PnNKssnJcJLitGKzGDEbDSiKjCTFQqmRiIY/GKHPG6Tb7eNcQydHq1qoaewaplQ+gEFVePS2paycXzRt77+4v7Qmi5EHvnDbVI5lUshMdaD0x8gb23pZOa9w2j8maUk2TAYVrz+E1x8aUvF3If5gBE+/gFx6sm3UkvCBdZOdVu66cR4blpVztKqFn728hyNnW3jpvaOsnF9IWRz6G5dLZn4aX/zWH0z5fro6PXzrP14jPcPBgiVFvPfWcd7+/RFam3sJBiLIsoTdYaa4LJPHP34jCxcXDROVjCVwCo4dbuDFZ/Zw7nQbbrefSCSKyWggOdXGwqVFfOjDqynqnxBcfJ20qM6brxxm+/un+PQfbSYnN4UXn93LljeP09bSS8Afjo3FaWHdhko+/tmbcfQnTB49VM///tfr/NFf3oGiyPz2F9vp7vSSnGLl3odXcse9S3ju17t485VDeDxBkpKt3PfQSh55cu2QOL3XE+T1lw5yYG8NzY09eNx+QqEIIGE0qaSm2amcm8eTn1xPbsHwQoaRSRhY4yGEIKi5OOl6bkSj6WJ6Queo6vs9KeklKFJ8SbbxIMsSyysLKMo634tx4L9LK/OZXZjJ7pP17DhWx8fuWDnoYXB5Auw+UU8kqrGssoAlFXlD7g1JkpCBm5dVsOVgFVWNXbx/6BwLykbOy7yQeO8eIQR7TtbT2eulNC+NtQtKhmx7YDzleenMLsrkwJkmdp+s48ENCzBe0LlAkWUKMpIxG2MdJAozUwa3s7g8d9C4SHXE3r2hSBR/KIxlEsvia5q7OV7ThiTB/TcuYElFXtzVzELA4apmmjvdJNnN3LNuHvYLxJcHzsPc4mxuXFTKC1uP8fru0zx5+wps5sm7lwb2Y7MYWXQJiu8jbW92aRYfv38133jqvRG9QQCuvgDv7a3ivb1VWMwGHFYTZpMBo0EdNKJ1PeYJDIaj+PwhvIHwYNrNaKiqzF3r53H/zQun9Tt/zcV3inNTyUp1UNPczQf7z3H3jfOmRVPiQsoLM0hxWmIaU1UtrF1UMkwGXgjBuYZO2ns8qIpMZXFW3OO0W02sWViMJEn87Xdeo76tlx63n9K8S/OQzWRcvT6e+tEHvPP6UdLSHcxbVIjNZqKz3U19bReH9tXS0+3lz//mHmbPzRv28Gzbcor/+8Yb9Ln8ZOelsGBxIQ6Hmd4eH81NPbz92hHOnGjmT758N3MXjD7TjkY1Otrd/PYX2/ndb3aTlGyjoCgdRZEIBiO4enw4nBbMI7R+2b+7mvZWFyVlWaSk2Dh7upXf/mwb0UiUD945QeXcPNwuP9Vn23j95YMsWlY8ZCx+X4itW05SX9tFeoaDslnZpKbZEQI62t3U1XTy3lvHaGvt5Z++9mGccbWtufJNjK8GOoMn6QyejGtZgU5N39ssSv0oVnny5B1UWWZucfaIH2mDqrC0Mp/dJ+upbu7CHzxvLLR0u2nqdKEqMvNKsgbzKS8k5nlyMqsgkzMNnZxr7qKnz0dmyuT0UvMHw5xp6IzlVhkMtHX34booORsgEI4OGkI9fX56PQGyLggbGQ1Kfz5n7BxYzIZBdfuBkJgkSSiyhFFVBivvJpP9ZxqJajpmo8rtK2dPqJpZ03UOnG1CF4KcNCcVBSNrDUkSrF9cxgtbj9Hd5+NsQ8ekewAnG4OqcNvaOQB8+zdbh4hijkQgGBkiwnmpWMwGHrh5IR+7b1VcKTmTyTVnOKlKzAL99m+3cqSqhbf3nOH2tXNG7F+j64JQOILRqA5LqrwcstMcrF5QTF1LD2/vOcNta+cM02gKhiK8s+cMHT1ectKdLK7MGzKG2NiisV58o7QSAQFCYFSVQS/btUY0qvPGy4dYs76Sx//gBorLspAkCPjDvPP6UX72/feor+lk97azVMzKGdJMur62i5//4D1cPT5WrivnDz5zE8VlmaiqQjgU5dSJJn707Xc4c7KFn3x3C3//7w/jHCX0qGuCXVtPEw5r3PvQCm68eS6FRekoqoynL0BtdQepaXYMI4RLD+2r4dNf3Myd9y6lrdXFP375GeprOnn1+QM8+tF13P3gclqaevh//9/zNDf0UFfdMcRwSkmz8fATa/D0BZm3qIDcvFQMxlhFaZ/bz/O/3cNzv95FbVUHB3ZXc9Ot09fz61qnI3CciRiZId2DO1yPVZ08w0mWpUHxyZHITosZDpqu09PnJ61fm6jPF8LjD2EyqqQl2UadkZsMKikOK5IEvZ4A3kCYzJQRFx0k3jPiD0Xo7ov1Qjx8rpk//ubz464TjcbK9C9kwCAaQJZiQTaDIqNc3Hd0oGhokucGTR0uALJSHRP+UAshBiu5c9OTxvTYZSbbMaoKmi5o7nLPeMMJYu2pNq+Zjcmo8rMX9wwRxpwK0pJsPHLbEh65bcmwrh3TwTVnOAFsXlXJgZON7D5ax3ee3s7pug5uXzN7UF28x+2juqmbAycbsJiN/OGH1k6qxSpJEo/etoT9Jxupburk//34bf7g3lXMK4uVDLu9AZ57+wivbD2BLEvcs2H+cMMqHOFnL++h2+3nxiWlVBRl9sfDQdMEJ2ta+cWr+/AHI8yvyCEz1XHNeZsGKChO58lPbqCw5HyjYKvNxO33LGbHB6c5tK+WE0cbCUeig4ZTNKrxzutHaGtxUVCUxkc+sYGyWdnnKzRNKguXFPGxz9zEv//985w52cy2Lae48/6lo35gmht7uf+RFTz2sRuwXJAXlZxiY8nyklHHrxoUNtw8F9WgkJbhYN6CAuprOklOsbFiTTkGg0JeQSrZOcnUVLXT0+1F18+LmhoMKus2zunX7Bo6NofTwuY7F3Fwbw1nT7VQXdXGxs3zErlOk4Qn0jLBNQSeSCuTLcE3VujMbDzv5QyEz8/kI1GNSFRDkeQhYa+LkSQJs0FBliTCEW1SG7UOhF4AUhwWCrPGsciAgszkYeMd6d6P/ZwJ5SldDt5ALAxlN5smvEdBzIgExgwfxrxmMkaDQjAc6ws4UQKhWI6Q1WLEEcd3bUDLKRCKYDUbLzlX1qAqbFxeQUVhJj99cTdbD57DHwhPqgFrMqrML8/hEw+sYX55ziUVb00G15zhJEkSmal2/uTxDVjNBrYdquG5tw/z3NuHYw9ev2BarMca3Lp69pSMIzvdyZc+vonvPbudQ2ea+etvvoTDZsJoUOnzBglHNZIdFu6+cR6P3bZ0hFAedLv9vLr1BK9uPYGqyCTZzaiqgtcfwhcIA1CWn8bH7llJbmbSSMO46pEkiYVLioYYTQMYTQYqKnM4tK+W7k7PkHYiXR19nDzaiKbpLFxaTEl55ojGRMXsbOYvLmTnB2fYu+scG2+dh22UJpHpmQ423b5wxHDcWKSm2bH3h88MBoWUtJhHwJlsITMrJu6qKDJ2hxkkCAbC6Jo+pCJoNG0SSZKwO0ykpNnRdYHXE2RoF+AEl0NEHzvsMPI6gfEXmgACCEdGDzsFQ+d/d6ERZVAVVEUhomljrh+rXtLQxcA6k+d9v9BTtLyygH/81B0YpkFnZyoYSKUIhCMTDnRLnDeYAqHRjaEBkc9wVOtPZp94msn7+6r4p++/wWO3L+NPntgw7vJCwKtbT/C9Z7fzmQ+t45Hbloy7zmgoikxBdjJf/fSt3H12Pq9tPc7Rsy20dvWNm680FunJNuaWZbNheQWbVs3C1J/rdqWYYYbTyJ3eJfpdsxedp4EY98WnT5IkinNT+bOPbGTl/CJ2Ha3jZE0bLk8gVg3WP/NZOCuX9UvLhucWSVwwjtEvzkDD15EuoCxJzC/L4Usfv4W3d59hx+FaGtt78fhDpCZbWViRx6aVFayYVzSi1Wwyqty7YT4Wk4Hj51pp7/Hg8YXQhcBiNjK/LIfFlXnctKKCuaXZcUk1XI3IsjTEU3QxAxVx4XB0iJ6Wq9dPV6cHgzHmzRmpUi1mdFjIzY8pu3d3eujt8o5qOOXmpZKcMnrIYzTsjvM5RzENpdj1NpkNg6G92M9lJOhXiD9/LAN/1zRBbXU7ddUddLS78XmCBIMRfN4Q5860xpbVBQIxbbPwax1FmviHS5UnN99C6IKeEfKCBujs7z2myDIpF9xrDqsJh9VEW08fvR7/qEUq4aiGyxd7NzptpklNRjYbDYPSAn3+IB5/kDTn1dnmJCvFDsQ090KR6ISMmoFcsjMNHbT19I25bI/HTziiYTKoZPbvc6IMKKrHOzazyUAorE1KiE2SJAyqwrK5Bcwty6a6sYuq+g4OnW7idE07rV1uolF9VONTItaEOcVppbI4i0WVucwtzaaiKJMku/mKGkwDzCjD6e7187h5ZQWqogxRDv/wHct44OaFw7wyf/LhDXzuoXWYjCoGdfgsJi3Jxj3r53HrmtkxdXERk+iXZRlViblDVUUediFuXT2bGxaXxqqlLCO/BFVF5ssfv4U//8hNo87QZFmiMDuFj92zksduWzpYTilLMX0oo1Ed1eBRFZmFFbnMKckiHNHQdH1QpG2grNRkUFEvju9fY0hSLBQ21u9HIhgI4/eFUVVl1LwliF0jh8McawDtC+H3h0dd1mY3YTRN/JExGi8yjPvHbDSMP2sSQhAORzmwpyaWx3SuHV0XGI0qqkEZDF/0uSbuGUkwPjbDRFvTSDgMkxuoi2o6p+o7uHVF5bCE5Kimc6iqCYDCrJQh76ucdCf5GUk0drg409CBNxAeFroRQtDR66W6uRtJgqLsVFIn0bCxW0xU5Kfz3sEq6tp6qW7uJtVhvSrfWYsr8vjVWwfxB8PsOFrLnWvmxH0ciiyxZFYeWw9X09LVR11bDyU5w/PgBLDreB0AdquR2YVT3xpJkmISOgZVoavXO/4KE8BiMjC/PIe5pdncccNcIlENbyBMS4ebbpcXtzdAKKyhC4HRoGA1G0lPtpOb4STZaY19Jy+ovJspzBjDSZIkTEZ1WHx1wF05knVvsxiHtCgZaZux9eW4ZwejjWOk5WwWE+M11R6wvkdKTo9nLEaDOmZ+wrWPhHoJ526gt5cEY5YMS5KE1P8xGpAvGHXZS3x4L5ZJOP+L+Nbf8uYxfvydd/H0Bamcm8vSlaUUFqeTnGLDbDEQDkX51U+2cuRg/fgbSzAhMszzOMX4Cc0DmJUkko2j57tdCroQ7D/dSH17L8XZ5+UmhBAcrW7hZF07ADcsLBkygUx1WFm7oIT9Z5rYe7KBo9UtrJ1fPExfaNuRaqoaO7GZjaxfVBpX3ki8T4EsS6ydX8wLW4/R2t3H8x8cZVZ+OsmOkSczwXAEWZaHJILPFOYVZ1Oam8a55i6e3nKIWQUZlOcPTyGA896eC+UjllcWkJeRRGt3H6/sOMGn7l6N9SLvXnVzF1sOVAGwadmsEVu2TAVRTUfvDxFOBbIc82qZTQYcNjM56c4p2c90cT1/kRNcwxiNKiaziscdwe8fveO3ECKWU6TrGE0qpkvwKE0lXk+Qp5/aSZ87wLyFBfzV391HZk7SEGOyt8eL+QpUllwPZJjnYlez8Ubb4lhaoth+EyZ5ckr5L6ShrZdvPLOVP7x3NcXZaQgEJ2rb+P5Lu3B5AhRlp7BhcdmQylxJkrhz9RzeO3iOQ1VNfPOZDwiGIyydlY/RoOILhHn3wFl+9vo+IlGNW5bPYvnsoYLBQgj0/gnFQG5oOBIdDLMMNLkdSFkYkAS40Jgoz8/goY2L+O6LO/jg0DlCkSgPrl/InKIsTEaVYDhCQ3svR861cORcM3/26EaKs4c3Rr8cYrlDYnBCJQRE+iMAAkF4hOO4OJKQ7LDyyM2L+fbvtnGmoYN/+OmbPLh+AavnFeG0mYlqOq3dfZysbae918MjNy8mI9k+eC1KclK5Z908fvraXl7cdhyAh29ajNNmRtd1jvQrwXf0einPS+e+G+ZPecGPEIJgKMLZ+g5CkeiIkhUJhjOzvhIJEkwSyak20jOcdHd6aW3qJRrVRvRc+X0h2lpcCBFL4k5JvbScgqni3Jk2erpi7vN7PrScnPyUYTPcYCCCxzO5CckJ+nPgDNnMTXmIQ90/GSdRXCLbspg5yQ8iX0Je1FiYDCof3rwk5qX496dJ6m9e293nQ9cFWSl2PnnXKuYWD88FdNrMfOXJW/jG0++z/3QjX/nea9gtRmwWE25vgEA4gtlo4NaVlfzxQzdiusjbFNV03tp3hpO17fiCIXzBMD19/kHP7I9f283re05hNRuwWUxkJtt5+KbFQ0KCqiLz6KbFBMMRXtp2nO1HathxtBZJiuVlxXL6YgaM1WSMu2/cROjzBXljz2lqW3vwB8P4gmGaOlzoQtDrCfA/z20lI9mO3WLEajZSmJnMY7csHbINRZa4c80cwtEoT715gDMNHfz7r95FliRkWY4Zl8QMs3klOTywfsGQ9Q2qwuObl+IPhnlh67FYz7oth0m2WwhFori9QQSCuUXZfP7BdVTkx9errtvt42xdx2DfvIE8pZZONzsO14y5bjiiceRMMy+9dwyQWDY3via/1zsJwynBNUlahpPiskzOnGzh7KkWujs9ZGYnDQtTdHb0cfZUC7IiUVqRjSMpHvHI6SMUigwK0tgdw2eDQghaW3ppauie7qFdFyiSgXLnHUT0AMd7fzOi8SQhk2ddybL0z5BsLL6kcO5YyLLEugWlzCvJ4ZUdxzla3YrHFyTNaWVeSQ73rpvH2gXFI1ZeSpJEcXYKX3piE+8eOMv7h85R19ZLl9uH02piQVkutyyvYP2iMlKdw3OPIlGNLQeq+OBw9Yhjq2rqoqqpa/DfWSkO7lg9Z1guldlo4KO3L2dxRR5v7zvD0epW2no8BMMRLEYD2WkOKgsyWTIrb4jwZf9RXPD/ww5w+I9GWLjPH+K1XScHw5oXH+OJ2qEexVkFGcMMp1hvUQMPbVxMcXYq24/WcqiqmeZOF4FQBIOqkOKwUpqbxqZlFSRf1G9vYP1P3r2K8vx0PjhczeGqZrr7/JgMCpWFmayYU8BtK2czawINfk9Wt/FP33tjsHJyoOfpjkM17DlaN+p6goEQXWz58oJ01i8ri2uf1zsJwynBNYnJpHLzbQvYs6OKk8eb+P1LB3no8TXY7GZkOSbv3+cK8Owvd9Hc2ENahoNb7lg4atn/lSIjy4miKkCEE0caWby8BGN//p2m6XS29/Grn2yjz53wOE0VZiWJBSmPU2BbQ713O53BEwS1XiRUUkwlFNlvJMuyCJM8OV3gL0YIgSxJ3LiolGWV+QRDETQhUGQZs1HFajaOWVUrSRJ5GUk8vnkp990wn3A0loyryDKm/oTc0QSAzSYDf/uxW/mrx+NT4VZkidRR8pcsJiMr5xSysCyXYDhCJKoPVvoZ1Fixi9loGGILZSbb+e8/uhdN03FekO9jNRn5zT98FCHEEHHQ7DQnv/3HjyIEg0KgADlpTr7xx/cPhufGYyzJBFWRWTW3iCUV+QRCESKahq6LQQ+a0aBiNRlGfZdYTEZuXTGbGxeVEQhF0HQdGQmDQcFqMmBQlQndR4tn5/NnH72JfccbOFXTRlevF28gVhgzXm6vJEmYDApzy7L52L2ryLjEKr7rjYThlOCaRJIkFi0t4oFHV/Gbn27jmad20tTQzfxFhdjsZtwuHwf31nJwXw02uymmSl46chuEK0lhcQaVc3M5uLeGV57fj6LIFJdlggStTT1se+8Uvd0+ikoyqK8duZQ4EonS0+XF5wsRCkYIBSPU18S8BOFwlBNHG+nt9mIyGzCaVBwOC6np4zdOvp5QZRPp5tmkm6dG9208Bownu8U0aqXveKiKMigNEC+yJA2ROLhcxir2GQlFkUeUL5BlacRSfVWRR2wXoyryEEPqcom3iGg0ZFnCZjZOivSDw2rizhvmcucNc/H6Qzzz5iF+9MIu1i4q4cFbFo26nkTs/KYn28jNTJrU7hnXOgnDKcE1zT0fWo6qyPzuN7vY8cFpdm09i2qQiUQ0EJCR6eSxj65j0x0Lr/RQR0RVZT766Y24en3U1XTym19sx2qNdVQPBiLYHWY+92e30dbi4qkffTDiNtpaXPzku1toqOsiGtGIRjX8/c04PX0BfvyddzGZYvIGqqowf1EBX/zSXdN5mAkSJJgE7FYTc0pjfQmz0hysmFc4/koJJkzCcEowI7FajSxbVYaqyjjHyDvKyUth+eoykpKtqBdpeUmShNVq5MHHVrFu42x2vH+K6qp2fL4QSUlWyiuzWbdh9qB3ZSQPiyRLlJRnssxVRtmsbFRD/LOyjKwklq0qo2xW1mD4QZIgt3/MZRVZQ5YvKs1g2aoyCgrTLpAwkJgzP49/+fqH2fH+aU4cbSQYCGN3WCivzGbNjZVk5SRTdbqFs6dbKCrN4OIED0VRSEq2kpkVn7q8Pa4mwQkSJJiJpCfbJ9W7lmA40jjqookW6gkSJBgTIQS7Ov6b0+4X41q+xLGJDdl/hywl5m2jIYTgUFUzn/nPZzAbVf7vzx9iYXnulR5WgqsAlyfA028eJD8zmbvWz7ti4xBC4PYGae104/YGCQTDg3ltU4Uiy9y0qmKywo6j5iok3lwJEiRIkCDBNYLTbubJu1dMe85SrOdhlO5eH1sPnGP30Tqa2l0EQxGimj6oozWVmAwqNy4rQzFO7bEnDKcECRIkmIGkJ9l4cP0CDKpC6hhtgxIkuBBZkoYpkk8H1Y1dvPz+Md7ZfYYe95VpARW9jEbCEyFhOCVIkCDBDEOSJAqzUvjqRzdf6aEkSDAqA0rs+0408INnd3Cypo0pdirNCBKGU4IECRIkSHAdMmDkXKryiCAmtPn1X7xHa1ffpI1rppMwnBIkSJAgQYJriPrWHsxGlay0kZvptnS62X6wht4+PylOK6sWFlGYPbyd03i0d/Xx3Wd2XFdGEyQMpwQJEiRIkOCaIRSO8KvX9nP8XCtP3r2C29fNGTSIhBCcqmnnf379ASdr2ghHNIwGhde2pfFHj93I8nmFcRtPUU3nmTcPUds8ersnSYolbBtUBVmRUSQp5t2aIm1do0Gd8sbIkDCcEiRIkCBBgmuG5g43p2rb6er1DVE2FyLW7PgnL+7m8JlmHFYTlcWZ9PYFOFPXwbd+9QH/+5WHSHHGV4hQ1dDB9kM1I1bKyZJEXlYSS2YXsGJ+IaX5aaSn2GPtfaa4rdV09DtIGE7TxNCba6Tsuf5GlpNgLse7r8na35Vg+MM6Xkbi0OO8Wo97oox/LwxwfZ6fBJND4nmcOXS5fHS7fCQ5zFQWZ11wbgXHz7Wx73gDBkXms4/cwOqFRbR09vG1n79LTXM3h041cfOqWePuQxeCk9VttHcPD9FJEmxcUcGH71hGZUnmhHvvXQ0kDKcpRgiBThRfpIPO4Cla/HtxhesIRHsR6JhkJzZDBhnmuWRZFpJsLMakJCFLyiXtT9PDeKPtdAVP0RY4TE/oHMGoC40wqmTBoqaSbCwm0zKfNNMs7Go2Bnl4V/SZiBACTYQJ615CmhtPpBV3uIG+cCPeaCtBzU1UBInqAXSho8pmVMmMSXFgU7NwGvNwGgr6z7ETk+JAlSxXxbFPBCF0QrqHkNZHX7iJ3nA17nAjfZEmwpqXiB5AFyEUyYRBtmJSnNgN2aQYS0k2FeMw5GJWkjHItrjvQ+kS79cEVy9CCKIiSFjzENa9uML1eMLN9EWa8URaCOuxey0qAggEBsmMKlkwKQ4chlychrz++y0Pk5KESXYgS4Zr7nmcbjy+IB5fiPysZLLTz/ft03XBi1uOEopE2bCsjLvXz8NkVMlKdXDrmtn86Pnd7D/ZGJfhFAhGOFkdC/VdiCxLbFhWzpc/uRmHzXTNXsuE4TQGQui0Bg7RETg+4u8lZPJtK0kzV466jYDWwxn3y9R6tuAO1yMYqjPho52ecBWNvp3IkoFsy2KK7DdQ5rgdoxK/bL4Qgr5II9V9b1LreR93pH7E5foijbQHjnDG/RIWJZV822qKHRvJta5AkeJrvDndCCEIar20B47SHjhKb7gmZhBqrrFX1Eb+sUGykmQqIsVYRrZ1EZnmeTgMeZdsrM4UdKHRG6qlNXCANv9hekJV+KIdw+65EQkM/EXCbsgm3TSbTPNc8m1rSDIWIklju9dVyTzm768U7YFjtPkPIaapCUKudTkZ5jnjnq+rGSF0+iItdAaP0xE4Rk+oGne4npDuGXO9wAV/bw0cHPy7WUkmxVhGmrmCTPN8si2LMavJUzP464CophPVdFKc1iEimLUt3RyrasFkVLn9hrkYDbH3naoq5GUmYzQotHa549pHMBShvqVn2M8Lc1L4g/tWXdNGEyQMpzER6DT79nKs91djLpViKh/20RVCpyt4hoPdP6LVfxCdyLj700WEFv8+OgLHaQ8cY3Hax0kyjJ+spwuNVv8B9nV9F1eoFp1oPIdHQOuhqu91mny7KXfezqLUJzHI9hlxwwshEGgEoj2cdr9Is28fnkgLIT2+B3ssIsJPV/AUXcFT1Hm3YFUyyLEuY07yAzgNeVfVrHfgPPVFmjjR+ywt/v34o51oInypW8QbacUbaaXRt50zfa+SY1nK3JSHcBrykCQFaYQsAqMyvCP9TKDdf5iD3T+Kz3icBFTZRLp59rTkWUwnA95eV7iOs+5XaAscxhftJKL7LnvbQc1Fa+AArYGDmOTXSTIWUGBbS0XSnZiVFCTkq+Z5nAkosoyiSES1WHsTSZLQdcG2gzV4AyHmFGcxqzBjyDk1qDKqIhMMxfftCEeidPZ6h/xMliRWzCuiJD/tmr9eCcPpMnFHGoiKIEbpvHdIIGgPHGV7+7/TF2ma8DajIkCN5x36Is2syfxz0k2zR7kRBZoeoarv9xzq/gkBbfgMYHwEAa2H471P44m0siLjc9jVnCt64wshcIVrqPFsoarv9/ijXUxV28SI7set1+N211PjeYsi+3rmJD9Iqql8xvdSEwi80TbOuF+myv3aJV7/0dFEBHe4Hne4njrv+8xLeYRSxy3Y1exh94dZGbnsOcHVT1QP0h06y2nXyzR4txIRU6UKLQjpbjqCbjqCJzjjfpnZyQ9SZL8RpyH/mv8YTxZOuxmnzUxbVx9ub5Aku5mm9l62H6wGAasWFpOdfv55jbVK0YhEtUEv1HhENR23NzDkZ2aTgcWVeRjUq9tzHw8z+8twFdAXbkbTQyDHDKfYR7+WvZ3fuSSj6UK6gqfY1/kdNmT/PVY1fdiLQwio875/GUbTBdtCo8G7DUU2si7zr1El02Vt75LGIASaCFHn3crJ3mfoCp1hOvtMh3UvVX2/pzN4igrnnVQm3YNBts3IF7YQGu2BYxzpeYpm/16m+jwFtV4Odf+EFv8+lqd/jnTTbOB8Uq9JSZrS/SeYfmIhcjcnep+mxvM23mjbdO4db7SNg10/oMG7lYWpHyHfthqJay/ReLLJSXeSne6krrmHZ948xPJ5Bbyx4xRV9Z2kOK1sWFY2pLJNF4Iet49IVCPJYYlrH7oQw/KbjAaF/Kzk6+L6XLuB+GmiL9JIVAQHpecDWg+Hun/a/9G/fNoDxzja8xRRMdS6F0KnM3iC/V3fnzRPg06UWs8WTrtfRBejJAhNEUIIfNF2trf/Bzvb/4uu0Gmm02i6EFe4loPdP2Rr27/giTRP+7kYD02Eqe57m/da/35ajKYBdBGh1X+Q91v/nmrPW+giMlhNZVaSp2UMCaYegUATEdoCh3in5Usc7/3NNBtN59GJ0hE8zra2/8fezu/gj3ZOeaPYq53czCRuWlGBpuv88rV9fOkbL/PatpPoQnDPxvmUFaQPWT4YinK6tgOA4pzUuPYhMbwSUpYlHPaZmes42SQMp8skqLnwRTr7/yWo9WyhwbsNJimnQqBR43mXJt9ehDi/TW+0nYPdP8IXbZ+U/QygiwhnXC/RG6qe1O2OvU+NjuAxtrb9MzWet4cZiVcCTYRp8G3n/dZ/iOWozRDjKaL7Oet+jd2d3ySgdXMljEtPpIW9nf/LWferg7lDJtmJlHidXBPoIkqV+1W2tf0bncETcedMTiUh3c1J17Ps7PgaveGRtYMSxFBkmQ/dsoiHbllMRoqdqKaTlebgwU2LeOz2pcjy0OfU7Qlw+HQTqiKzfF5hXPuQZRmzcWjASpKkIcno1zKJUN0k0BuuJsuyEF+0i5OuZyf9RRPS3VR73iDftgqDZEEXUeo8W2gLHJ3U/QzQF2mm3ruVZGMxijy1XbaF0GkLHGJ3xzdxhUeuBLySdIVOs6vj66zL+iuyLYuvaLWULqJU973Nwe4fEda9468whQQ1F4d6foIimyh33o4iGTHI1is+rgSXzkAC+EnXcxzr+RUhfea10Wj07SKk9bEi4wtkmudfF2GhS8FiMvCpB9dw27rZ+AJhbBYjeZlJWM3D3+cGVeHJe1ZgNqpUFmfGtX1VkUl2WPAFzheh6Lo+5N/XMteHeTjFdAVPI9A47fod3sjUuLQbvbvoCp4CYobNsd7fol9y5dTYCDRqvVsIaD1TOrPTRZRW/yG2tv0rrnAdVyo0Nx59kUa2tv0Lzf59V8zzpAuNRt9O9nV+h5B2+ZWFk0FQc3Gw+8fUe7ciSdKMzHMyKnasagYmJSmm2cW1n7h6qURFgKM9T3Gk5+cz0miKIfpDd/9KR/B4wvM0CpIkYTEbmFWUyZLZ+cwqysRmGVkiID3FxsObl3DPhgVxJ4ebjSp5WclDfhaJarR2uiZh9DOfhMdpEugN1dAXaaLJv3dY2bMimci0zCfVVI5FSUVCwh/tpi1wmO7QWeI1FmIhu3fItizmjOulUTWMDLKVTPN8UkxlmJXk2P60HjoCx+gMnox7f+5wI13BM9jsWXEtP1GEEHQEjrOn81v4o53jrzACEjJWNZNkYxE2NQOLmopBtiJLBgQ6uh4hpHsIRHvwRFpwhesIj6M1Mxq+aAcHun6AJSuFVFPFtM90u0NnOdD1w8uqaDLINlKN5TiMedjUDAyyBVkyoIsIUT1EQOvBH+3CFa7DG2mNq4TfH+3gcPdPWZL2CRRpar2Tl0KBbR1OQwER4Y+JMeoBIrqfkO4hovliYqq6h4juI6x5CevemEioCDBTDfmpQAid066XON779GWFyk1KEinGUuyGbKxKGgbZiiIbLxCv9eGPduKNtPY/j5fmoeyLNLG745uszfwL0i1zRpTISBAf0kD/uAlgMRspy09n77HzUYJgKMrZ+k7WLi695j2BCcNpEnBHGtjb8W1cobrBn8moZFuXsDDlCVJN5aiyZVBgUhcRgpqbc31vcsL1DEGtN679tAeO0ujbSaNvFxe/1BXJRKFtHfNSHsZpLMQgWfrL6SV0ESGk91HjeZdjPb/uz40ZD0GDbxtF9vXxnYQJ4o22safzf+kN105oPUUyYVHTKLZvIN+2Bqcht//cGpElFRmFgXYOAh0hNDQiaHqYsO6hM3iKGs87dASOE9F9E9L36Q6dZXfHt9iU+2+Y1enxrgyIfx7r+XW/V25iKJKJZGMxZY7N5NtWxzwvsglFMvbnJEnE0oF1NBHpN6ICeKJtNHp3Uud9D3+0a0xdqN5wDTva/2tSNH0mG5shE5thaPhBCB0dDSE0dKEhuPC/UXShoYswIc2DJ9rKsZ5f0xuevpy/6UYXGvXe9znW++sJG00SMmYlmUzLfMqdt5NiLMUg21BlU0wPjfO6XwIdgYamR9BEiLDuoyNwjFrvFrqCpwlpfRN+Hvd3fY+1WX+VkCuYZowGhXnlOThtZvp8QSAmUXD0TDPdLh/pKfYrPMKpJWE4TQIR3U+Tf/fgvyUUypPuYEX65zHKsRvowodakUxYpQwWpD6ORU1jd8c34npheSKt7O38Nt5I65CfG2UH85IfZmHaR5AZLt6oSEYsUhpzkx/CJDvZ1fH1uPbXHjhKVAQwSPE1fYyXoOZmf9f36J5Q5aFEhnkO5c7bKLJvxKKcr/4Y7YUpoYCkoGAE2YZZJOM0FFDq2ERH4BhVfb+nzvsBET1eL46gI3iMo72/ZGnaJ1Hl6akgOdf3JvXerUzMAyKRbCxmdtJ9VCTdgdp/DUc+VxIScr+hbcEoO7CqmWSZFzI/5VGq+97iXN8b9ITPjbq3yRAmnS4kSUZBhlGV8gUDEaAkvZDqvjevWcNJCEFn8CSHun8a9wRuAKuSTrFjI7OS7iHZWDxYHDDm84iCohgBG2aRgtOQT7nzDjqDJzjjfoVG384JjEPQGjjIoe6fsDbzLzAq1/bHeiYhSRJLZudTXpjBwVONgz8/craF3UfruPPGucOS0K8lEobTFJBnXcHi1D/AOIYKtyRJSCixj3jwGGfdr4y7XU2EhmlDyRiocN7JvJRH+j1aY++vxHEzjb6YJ2E8wroPd7iBdPPscZeNl1iC81s0enfEvY4qmSlz3src5IdJNhZdcoL2wLWQ+r2BKaZyMsxzOdLzFL5oR1zbEOhU971FtmUxBba1UzzLFXijrZxyPY8YrX/MiEjkWpezLP0zpJkqJizkeeExWdRU5qY8TI51KYd7fk6jd8eMqLKaWiYeurha0USIIz2/mKA3UyLDPJdFqR8l17rskicQF95nGZZ5JJtKKPTfwIGu709oPPXeD8gwz2Fu8kPXdKubiTCQ+6X3y+RoukDo40+8JEnCZIzvfZGaZOWejfM5eraZqBbzFPqDYX756j4WzMqlMDvlmvUCJgynScamZrEg9XFsamZcN40iGZmddD9t/kOXJJiZbp7NorSPYpBtjGY0Xby/uckP0uTbRVQEx1xW00P0hKomzXASQtAVPMNJ13Pj7nsAk5LM0rRPUOG8KxZemsQH0SjbmZV0L05jPrs7vhX3yzqgdXPC9QwZ5jmxlhBT9HLQ9DAnep+dkOSEjEq+bTU3ZH8lJhEwCWOTJYVUUwXrsv6Ko4ZcTrl+dxktXRLMFHShccb9Ci2+fXGvI0sGCmxrWJv5l7EcykkyVCQkjLKNQts6ko2F7Ov8Ho2+nXFNGGKVgL8j1VROtmXJNfuxngiapnPodBOvbj3BsapW3N5AXIn0Cypy+daXPhTXPiRJYtOqWRw40cAbO04NGk91LT380/fe4ItPbGBeWTaqcu0VZCTM80km27KITMuCuB9eSZJIMhaSbVlCPIbPkHWRmZfyCGYlaUL7cxjySDVVjLusJsJ4LgoLXg46UU66nsETaY5reaPsZHHqx6hMug9VnvymkZIkIUsKudYVrEj//IREHNv8h2ny75nU8VxMd+hc/8cj3rwPiSzLIlZkfGHSjKbBLUsSZiWZxWkfp9Rxy6RtN8GVozdUzRn3S3F7ECUUCm03sDrjT/snDJP/+ZAkmSRjEasyv0i+bVXc63kizZx0PTeBsPu1ixCCXUfr+MfvvcGbO0/T0unGFwjjD0ZG/RMMR7FbTRTFKYA5gEFV+MQDa1i7uARFPv++OXGulX/7wVs88+Yhul0zL/fxckl4nCYRCZlSx+bBJPB4UWUz2dbF1HrfndCDn2aaRbZl8QRHCSbFSaqpnI7gsTGXE+j4oh1oeghFvrwWLEIIWv0HafDujGt5RTIyJ/l+ZiXdPS3u91zbCuanfJhD3T+Oy5si0DjZ+yxFtvUYFdu4y08UTURo8u0als82FhYljaXpn+pvxjs1s26DZGFR6sfwRlppDRyakn0kmHqieogaz7u4w43jL9xPhnkuy9M/i1XNmHKvjsOQw8qML+CPdvVXH49Po28XLYH9FNvXM9FJ6LVEj9vP8+8eodvtIyPFzs0rKyjNT+PNHac529DJw5sXk5Zio7PHy4GTjVQ1dDK7JIvPPryO0ry0Ce1LkiRyMpz8xR9swmIy8t6+s4OtWOpbe/jBszt4Y/tJVi4oZuPycvKzkzGoCoosI8tSfwrJJCJJKP3bnUoShtMkYlZSybQsmPB6EhKZ5vkYZdsEDCeJAvs6TJfQlV6RTCQZC5BRx51thrQ+wrofy2UaTmHdyxnXi3FX7WRbljA/5TFUyTwtpcYyKuXO22gLHKLJt3v8FYhJNjT6dlDm3Mxkv6hDmptqz1txe5skJOalPDzlooAxj2Uu81IeozdcN+GE4gRXHiEEfZGm/vsrvtw5s5LMyow/wmHInbZQmNNQyNK0T7Gj/T/xa13jLq+LCMd7fkOOZQmm67jpdH1rD9WNXaQ4rHzlk7ewemEJkgTnGrtoaOtl3ZJS5pVlAxCOaDz71iF++tIeXtt6gr/82M0T2pcQgqimI0sSD96yCJfHz54LJQrCMYmCs/Wd/Pq1/aQmWynITiEn3YnTZsZiNqAoyqS9PVVF5om7V6AqCcPpqiHdMnvC3qYB7IYszEoKvjg1jUyyI6YndAmCfpIkYVXTUWXLuLpGYd0Xdz7SaAgRE63rCJ6Ia3lVMrMw9YlpfflJkoRFTaPUsZlW/yE0ERp3nagI0uTfQ4Ft3aR7ndoChycUJk01VVDi2DSpYxgNSZLItS4j27KIOu/707LPBJNLrefduPXTJGQqku4izTxrWvOHJEkix7qUYsdNnHL9Lq5JRG+4hkbfLsoct163uU593iB93iDlhRksm1uI3B9CMxpUhIBQOHq+ObdR5YFNCzlb38Hbu89w27rZrJhXFNd+qho6+WB/FfUtvfS4fXS7fHT2jq7LpQtBV6+Prl4fU+WrNhlVHrtjGaoytVGKRI7TJJJumjXhCqYBZEklxVQW9/I2QxZJl6FdYlZS46qGiWheovrl9Y7TRJAG79a4mxGXODaRbp5zWfu8FCQkiu0bcBhy41wjJuLpjjQgJlEsURcatZ4txCs/IEsGyhy3YpuGEMoAqmxmTvJDM1L0MsHYhDQ3NZ534l4+1VROmeNW5Cswz1ZlM/NSHhkiPzIWEd1PvXfrjFHXvxKEIhrhqEZasm1IhZzVbEAXOh7f0Imw1Wxk7eJSZFli24GauPdz8GQjP31xD2/vOs2Bk43UtfQkWq4kmCgSScaiy2p06jTkxb2sRUkdJuw3EUyKI66PXlSELruCKqi5aYwz/GVWkimyr0eVrkyXbUUyUWzfEPfy3kgbrnAtTGLrB0+klZ7Q6JpJF+M05JFrW4EsTW/1Srq5kjRT5bTuM8Hl0+TfTSAa3yRGRqXAtjam03SFPDh2NYvypDviXr49cBRXpP66bceiyLE8n0AgPOS15LRbiGo6HT1DowySJOG0m7GYDDS1u+Lej6braNrkNLO/2kgYTpOEUbZPqLptJGyGeNubSNgNWaiS5ZL3ZZCtcYUVNRFGF5FL3g9Aa+Bg3GGBZGMJ6ebZV9TNnmtdEbfnUKDR6j+EPiGdpTG2JwSdwRMEJzBjTjVVkGyMz70+mSiSkUL7DdO+3wSXTkT30+zfRzSOUDTE3hMljpum3SgfikSh7QYsSkpcSwe1Xpp9w9tfXS/YbSbsVhPdff5BVW+A3HQnQsDZ+k78wfCgYSmEIBCMEO73VCUYn4ThNEmYlaRBlfBLJV53tIxCkrHwsowLdbAly9hoIowmLl3wUAidmr5341pWQiHbujju8zBV2AwZJBkK416+PXDkso3LAQQaPaGquIsEZFSK7OsvOUR8OUjIZJrnXvHrlSB+PJFWeoLniDcMnGlZQLKxZGoHNQ4xyZYCsi1L416n3vvBpD2TVxvZaU6yUh30uv2cqjnfdH52SRZ2q4kdh2t5d89ZvP4w4UiUpnYX7+09iy8QIistob4eD1d1cvjFrtgr6aWI9We6dA8QELfhJUkyVjXjsvalSGpcYcVYD69Ln7n5tS7c4frxFySW55VtWXxFr6MkSRgkKw5DLr3h+OL9vkgnwagLg/HyW9OENA994Sbi/bApspEsy8LL3u+lECsyyMRhyI07fy3BlUMIgTfShifSEvc6Bba1zITSfqNsJ908m3rf1rgMIk+khb5IM6kTyBu9VshJd1KSn865xi6OnGlm2dwCDKpCapKVtYuKef7do3z36e1sP1SDxWSgrauP4+dakSSJNYviN5KLclPZvGbyukpMBgZVHkyGn0quasOpy/8ONb3/gSyZmJf5HayG4is2FqNsu+y8nHgNLwkZm3rp+U3AYAPO8Yg1yr10w6kzcCLuDugG2UbGJLZ3uVRU2YLNkB338gKN7tBZHMZ4k8pHJ6S5ccVpaEIsTHclS6+tajoOQx4dweNXbAwJ4kOg0Rk8EbckiEl2kmmZP8Wjig9Jkskwz8UkO+NqUq6LKM2+vdel4WQ0KNy2djZJdjOb184eUmH2+J3LqWro4mR1Gx/sP59HaTKq3LK8grUTMJxWzi9iyez8SR37ZDDVFXVwlRtOuggQiraiyBbEZYSTJgNVtqBKl6d1pMQdbpEmpHI94hYkOa5+XDGj6dKSLIXQ6QqejTvslGIsQblCSeEXokjGCZ1fgZiQsTPqdoQgpPdNqMVKpnneZRUkXC6qbMJpzENCmWA/vQTTjS6idAZPxb18sqnksvM2J5NUUxlmJSkuw0mg0xE8hi4eucL5WdOPJEmsXljM6oXFw36el5nE33x6M7/fdpLTtR2EI1GSHBaWzcln85rZWEzxV8kaVAWDen2d2wGuasNpJqFKJuRL1HAaIF5NJkmSMMkTF74cui+J+Fzw4pJL7SN6AG+0Le5QX4qpZFrELsdDkmJ9s2QM6MSTJyHwR8cX6IsHX7RjQlWMycaSK2o4ATgN+SiSMW5PRoIrgy60CTXPdRryMciXH36eLAyybUIhdH+0i6DmwqpOTA37WkaSJIpz0/j0h9bS2xdA0zQsJiNOu3laQlzXConk8ElCkU0o8uVq2sTZbw4Fw2ULLk79QxLS3fgi8XtPkoyFzIR8Cojpx0xkpuqLtk+ClpPAFaqLe2lVsuIw5FzmPi8fhyH3koVfE0wffq0zbhkCCZkkY8FlVe5ONpIkTUjfLai5JtSy6HrCoCpkptrJyUgi2WlJGE0TJGE4TRKKZJg2gThFMs4Iz8x4hDVP3ErowGUnvE8mMvElzw8Q0jyXlQsGMd9eX5wNkCFWyWmQrVc8lGJRU5Gus3DI1UgsnByfca9KZixK2hW/ty7GaYw/pyakeSbNE5wgwYVM+pdeF1EiWi+CMLJkxiAnj/hSFf3L6YSRJRMGOWXYcrGqOZ2o7kUXQQQ6EgqKbEORrMwU7wT0J1tP00vGIFuYScc+EkIIwrpvQr3MdnV8nX3Sd5gJxxbRfUQmEHoSaOgictn5FBN50ZuUpMuu5JwMLEraZYepE0w9vkhb3F5RVbZgUePTTZpOnIZ8Yu+H8Y8jovsJaL0IIWacATjT0DQdlzeAhERq0swJz85UJt1wiuouqnv/lU7fG9gMFczO+A9shjlDblwhBO7QIc50fYlQtJVsx6OUpvw5qjS0OkgXAbr8b9PufRFv+BRR3YtBSSXZvJIcxyNIksxM+MiCNK2tJ66EZs+lENK8E+pzF69I5kxECB1NRFC5nOR2MSFD06Q4rpjC+oUokhGjbCPe9tQJrgy+CRjlqmy67AKUqcCqpiOjjNucHGKTmZDmHpxwJxidtu4+/vG7b2AwKHznqw9f6eHMeCY9VGdU0ih0fgaTko0vcpZG908RFyXY6iJAg+u7BKNNWAylFDg/hSpfaDQJND1Ii+fXnOv5V3qDO4gKD0YlFSEidPpe52zX3+EJHZns4V8SEtK0GjNXx0tAELyOtH0EOvokVHZORDHcIFtQ5Jnh6TFdpvhrgqkn5s2Mv//hTPBmXoyMgkGOP78zqLkm5bm81glHNAKhCNHo9am2PlGmIMdJwmacQ0nKX6BIFjp9r9PmfX5QLkAXIRr7fowruBuDnEp56lcwq0N7tAkh6A3uoNH9IzTdQ5plE0uyn2Z53uuszH+bBVk/xKAk0dz3awQzoamgNK2VTTFP28xGICY0w73aiYVALi85PKIH0PT4WmFAv/o7M6PJrlG5vCrPBFPPRLyZimTAOAEDZbqQJBmzkhT38kHNnTCc4iAUjibarUyAKXGTSJJEmvVm3KH9tHmepdn9cxzGudiN83EF9tLmeQ5JUsl1PI7TtHxY/FkXETq8LxPRe7CoJZSmfmmIuGWyeQ0lKQpnur5KMNo4FYcwYa4GY2Z6EUR035UexFWFLiITqsxTZOMEtL+mFnUGla0nGAkxIaNcRkW5TF26qUBCmpAnTBPh67Zn3UQIR6JEp9BwCoYiNHW4aOvqw9UXwOsPEYlqaPr5911WmoObV87CZJwZ77SxmLIRKpKVAufH8YVP0xc6QqP7JxQlf54G9/cIaW2kWtaT63wCRR6eo6ELHz3B7QCkWTdiUYc2MJUkCadxMXbjvJljOM2IXKuZxUT0iBKANsHeWjLKjDHY5asifHz9ogttYo2oJWmGCkdOLC0i1p7lcmVCZibhSJQte6s419DBXesXUJIX6xnZ2NbLgVNNE9pWQ2sPHl+I9OTLD7kL0d84OBShpqmTd3ad5VhVCz19foKhSL+RpqMLMaRt2sJZeaxbXDqm4TTYmHiE30lMX9u1KTOcJEnCrBZRkvLnnOz4Ip3+NwhqLXhChzGr+ZSm/DUGeeTmoP5IDVq/tyLJvHLEkyFJRuzGSrr9b0/VIcSNdMH/JziPFmcH9gQxYoZm/C/5WBXqzLjvElV1MxtdRCcklyEhz9BcSmlCmmGaHr5smZCZissT4L9/sQWPL0RLp4d/++LdABw/18q///jKfRe9gRC7Dtfy6tbjHDrVRCROT5aux/fuc3kCbDtYjaadv66qqrC4Mo+C7OmpBJ1Sn5gkSSSZlpHreJwG9/fxhA6jSDYKnJ/Gaigd1ToMa+dzY0xK1qjbNippJKSoZi6J3IKJMdEXfOzjNlMMp5n4kU0wwKWIs87cEv74x3Uth+lURSEtyYbPHyY9ZXg+mixJyEp850oIhhgil4IQgobWXn712j627K3C65+aibMvEOY3v99PbfP54iNVkfnYff8/e+8dHsd53mvf78xsb+i9A+y9iRLVmyVLdtx7XOKcNDtO7HzpJ3FOcpKcJHbiOHGqW9yrLFu9d0rsnWADiN7rYvvuzLzfHwtABNEWwC4ASntfl0hxd3bmnf68T/k9e/nkO69HfWP0qlPx2LaiKh50cwSrWojLuo65DB7jCv0cdQ7lWmUVqdpmmYnV+uBNP+kwYBZufCy+j2C6WS0GXJaZUYS2QENIJg35VXdaZUpSBBMowkJKTTmvQXK8Dr78R+9hJBCmagZPy/vv2cHHf+m6lNZ1+lI3X/zWc4sei2manLjQxRf/51lau4dT9h4tFCEEhblurt9aS2v3MBORPt0wOXymjftv3kRZUerFA4sl44ZTwhymw/9VdHMEIaxE9Fa6xr6Fu2D9uIjldK783JhDB8jM5tCsahbS9NimeKn13IFtARUzqwmnVrDk8u1kuCv1h7wpTSRy9b3bsqw6kkr4qRvmUkpMuTqrrBbiyVaF5Q1r1CtCUJzvoTh/5orW4nwPud7UijbyfC6slsWZA6YpOdrYwd9/4xk6+0YXtY6FYLNq7NhQweOvNDIaeN3JcrG1n5auIUoLvRn3lmbUcDJlnE7/N/HHjmNTS6jwfoLW0X9lMPwsvuDPKPN8aEZVcZtWxMQLJKp34bFtmmHtcjyk98Z1xV7rLKR3n0VxsiHnPeTaajM4otXNQvu9SYxV4xVYaGJ7luVFCLGgPDSJkWKD6+VFIjHM1CfMirCseBPslUAI8LlTn8hZLSpWbeHhdiklzZ2D/PuPXqGrf3TOZRUhUBSBEAIpJfoSQoNrqovI8zmnGE7RuM7pS91cv60G9Vo1nKTU6Q89Sm/wJ6jCQZXvtyh2/xK6GaRj7Kt0+L+K01JLjv2GaZVBDq0Wi+IjYQ4zEt1PgfPu6ZIFZoxQ/BxyIZUiWZYRsSBVa13G3vTnUhW2Bc2OdTOGiY66CrScFqIQn2VlsC1Aa8uQOgkzvOrUwyUmcTOQ8vIWxbFqKk+Xi9JCH3dfv566ivyUf2OzalgsCzecIrEE//2T/Zy73Dvj96qqUFmcQ2mhl5qyfMqKfLidNpo7BvnuI4cXvL0JSvI9VJfmcblzaMrnh0638cl33UCm05wyYjhJKYnonXSOfZOEOUqh6z4KXfeiKi5KPO/BHzvKaPQgHf6v4bKswaoVcuW0WVUc5Dpuoj/0ECOR/YQTF3Fa1gJJS1pKGIufJhA/m4nhZ0kDArGgh64uo+OVP2/evlKqYkVTbCSM1JqX6DKKIROshno23cwaTqsdh5r6i9SUCRJm6r0alwspTeJmMOXlbapv2Zqvrxa2rytn+7ry+Re8Ap/bwR3XrUVRFpB4LyWvnWzh4OnWGb+vLMnhl27fyp5NVVSV5uKwvd7P9fnDlxY0vqsRQrB1bTkvHLnEFYoGtHYPMxaMUJCb2U4GGbmiTBmhdeSfCMUvYNcqqM35LJbxl6hNLaM257Oc6f8tRqIH6Bj7JrW5vzfFjSywUup+L/7oEaJ6JxeHPk+l79dxWdYAkmC8kTb/f2DIEKsiTpFlBgROrTDlpXUzQtxI/YH4RkQgsKk5RFJUeNbNyLhOzcqzEC9AlpXBZZlIgZg/cdeQ8VV5P+oysiCDzq7mXjO9PVcSn9vOB+/duaA8en8wyoPPniKemBopUITg5l31/Mb7bqSqNA91PDyXbtbWFE2G/SZI6DptPSMZN5zS7tAyZZyewI8ZiryApnioyfkMdq2SSbUjIfDYtlHh+yRCqPQEfshQ+LkppdhCCLz2HVTnfAqrmsdY7Dhn+z/F8Z73cbTn3TQO/B6qcFCf+ycoq1DdNgsgwKHlLiivIqT3Z3BA1wIChzazttlMxIyxVeMViOipt/PIsjK4tKKUl9XNSMoG/HISiPewkH57NtXzpgvVLQYhBDartqAE8dOXumnumN5Wa+eGCn7/E3dSV1GApioZiyBUluSgKlen8Eg6ejN/3ab1ipJSEoyfozf4UwQKhc63ku+8Y4YLV1Dseif5jluRmHQFvksk0Tp1YMJGsfsdrCv4Bwqd92HXypEY2NRiKr2/wrr8vyXfeRcWJRdlgbkhWTKPQKAJB7YpzZvnxp/oYLWU168UzgWEU2Lm2KoIkekyks1xugbwWStTfk7qMkrUGJkym18NBPTulJe1Ki4c6vIIIr7ZSOgG51v6piRnA+T7nHz4/t0U5GS+z6HLYSXXO3U7UkJ3f+qN0hdL2n2YHutmdpY9MJ6rMnMJbFK8spANhf+MlAZCCMQMmRoCK7n2G8mxXw+TicNifJ1JY+y6iqfGP10NmR5ZrsSu+nBbiokYQ/MvDAxFL76py+sFAp+1ev4Fx4kYI8TN4IrnhYUS/asmZJhldryWSiyKm7g5Nu+yhowTTPSMFx+snmfrSKwp5WVtqheXNrOAcpalEYnGudjaP82wvm5LDdvXVSzL80gRgnyfk/7h19MEpJSMBlLLEV3SttO5MiEEQqgowoaq2OcUXZsoj00uZ5vRnZpcX7I3kSJs4/9ZEUK94jvbrL/PsrLYVN+CHlyj8ZY3eVm7wGupSHlp3YwQ0vsyOJ7UCOn9WZX4awBFaOQswDAfS3StmlAwgJQGQwsxnBQvrgXkWb4ZSfaVW/jvonF9mvyA1aKyoa4Yp2N5qnyFEDjsU416CUSimX+HZLPmsmQMq+LCaylDoKTU+iBmjDEcvUixc+syjG514rIUowr7nMKvVzIca6LOc/eK9hUbS3S9yQ3eawNFaBTY19IfPZ3S8v54GwkziE3xrIpK16DeT1ifnlMzGy5LCTY19VSBNwpSSl492YKqKGxZU4rTbp1y/uIJg6ONHfzoyWP0Do5RUuDlHbdv4YatNdisqSnMJxIGQ6OhKZ/ZrRbWVqeeR7dkBDhs0420cCzzz6KsmyZLxhBCkGdfl7KitiETdEeOLKqv1hsBIQR21YvHUpryb/oip1e0H5cpDUZjLeMNirOsZhQ0ihxbUy7Y8Mc7CCR6Mjyq1BmMXiBmzB9mBBColDq2vykjEWPBKD99+gR/9M8P8ejLjVO+0w2TZw9e4C//83EOnGqltXuYA6da+b//9SQ/ffoERoqtUgxTEr7Ks6OqCj7P8rVBEwhUbabzm/n3x5vvqsqyjAiK7JuwKqmVhkoM+iOniemZT+5brdgUL15r6uG60XgrUWM0cwOah7gRIKD38mZP6r8WECIZCnZrJSktLzHoCR/L8KhSw5Q6w7GLJMzQ/AuT7PtY4tiR4VGtTnoGx+geGMPlsFJdmjfpQZJSMuwP88MnjjEaiFBe5OMD9+xg75ZqwtE4P3jiKH1DqcmKSCmnNQVWFIHTvnz5cFJK4vHpKQKLbR2zELKGU5aM4tKKKLRvSHn54VgzA9HGVVfNs1xYVQ+51lpS1SfTzSjdocUr8C6VQKIbf7x1xbafZWF4LGXk2epTXr4t+CK6XPk8p7A+SG/kRMre1Rxr7YI8t28khkZDDI+GyPU4WV87NXT2/OGLXGztJ8/r5O9+95f47Q/dwl/85r3s21bLsD/CS0dTyyFTFIH1KqVx05REY8uX62hKyeDoVK0xIUi5P99SyBpOWTKKEIJq920pLx8xhmkP7ceQscwNahWjCJVcWz1WJbVyXolBR+i1BfXvShdSmvjjbYQSb3b9rWsHq+qmxLEdVaSWwBtM9NETPp7hUc2NlJKReAtD0Ysp/6bafdOMfVDfDISjccKxBLk+J17X622vYnGdJ/afRwJ337COuop8LJpKjsfJdVuqEQIutKZ2L6uKMi0J3DBN/MHlM7JjcZ2egamhWyEExXmptxZaLFnDKUvGKXFuW1CZfUvgWfzx9gyOaHVTZN+EfQH6M8OxSwzHmpbdS2fIBO2h/ZhkK+quFQSCKvdN2FRfSsvrMkpL4BniRmohskxgonPJ/1jKWmFOtYAy5+43ZXNfSHpipClxO61XhOng5MVuOnpHyPE4uHV3w2R7FUVJlvXbLBpD/tTOs8WiTlPnjsd1WrqGl+05dKGlf1oFnSIEtQvo0bdY3pxXVpZlxa7mUOu5PeUHWdwMcmzoa6uy5cNy4NKKKbRvTHn5QKJ73IBZ3sq2QKKLztDBZd1mlqXj0oqpct2Y4tKSrvCRZJhshcLn/ZHTdIZeS3n5YkdyorYaKgFXAptFw2pVCYbjmOPJ3rGEzvOHLxGOxNm2tpza8vwpx2dC3sfQUwuFOmwWqkqmTu5icZ0zTd3EEpmfSBnjSe7mVdekzaqxvjbz2l1ZwylLxlGERplzDy5L6hd0T/g4zYGnJxv/vpkQQlDjvpVU85wkJi2B5wglpgvSZQopTS74H1oV+S9ZFk6D916sSmohjagxwgX/L5b9XEspiRijNI4+gJ5i6N6iOKlwXZ/yvr0R8Xkc+NwO+ocCdA/4kVLS3DHA0cZ2rBaVPZur8Llfr36TUhKJJYgndGy21BKrHTYL9ZUFU4wvCZy60EVbhr1OUkqaOgY4fr5z2ndrqgvJ9WRznLK8ARDj1XU17ltT9jrpMsLJ4W+PzzTfXIYTQLFzG/m2NSkvP5bo4MzIj5YlbCalpDdygrbgyxnfVpb0IwTk2uqp9dxJqsZ5Z+ggF/wPL6vQqYlOk/8xukIHSfUZkG9bS43n1jettwmgujSPhsoCugf8fOF/nuWbPz/A3339GTr7Rqkuy+OO69ZMhukgKVHQ1e/HMMyU84MURbBlTRmFV4Xr2ntHePC5U0QypKUkpWQsGOXHTx6f1lpFUQR3XLcWVc28WZM1nLIsC4rQ2OB7N84FKPmG9QEODfwbPeFjq87rZEpjfEyZGZdVcVHruXNBwpaXA0/THnwZU2ZO10lKSdQY4ezIj7NNma9ZBBbFQb3nLtwpKvtLDE4P/4DO0AFMacz/gzTQHT7MmZEfppzbpKCyMed9WJTMexxWM3k+J++6cxtup42Dp9v47wde41L7AG6HjY+9/TryfFMLTyKxBGebe0AIGqpSez4LIVhfW8za6qnLSwmPvHiGXzx3OiPGUzxh8OOnjvPMgelhuurSPHZvrFqedi8Z30KWLOO4LSVszH0vygIE68cSnRwY+BJtwRcwzPiKGVBSSkxpkDAjdIeO8Erf3xHUexbVriAVBCrlzj0LapERN4OcGPoWA9GzGTlOEomJzumR79EZTt0LkGV1UmjfSJ3nrpS9wBFjkCOD/0l/5DQyo8a5SW/4FIcH/p2IMZzy7ypcN1Lq3JmxcV1LXL+lmj/5X3ezd0s1ZUU+rttSzR998i5u3lk3bdlhf5jmjkG8bjvXbU79eeN22nj7bVumyRLohsk3f36Arz3wGkOjIQxz6deKaUoGhgN89aev8sPHjhK7Sr9JUxVu3d1ARUkOy+FszLZcybKMCBo8b2UoepGWwLMpa7KMxtt4qfdv2Jj7XtZ634bbUoqyTKXGUppEDT/+RBv9kdO0B/czED2HxGBL7ocytl0hBHm2Buq8d3N88Osph+BG4s280vv/uKnkjym0b0rbcUrmmwzTOPpjGkd/lm3q+wZAVaxsyfswPZFjDEQb5/8BScHVF3r/khuKPkeZcw+WFLsCpIoh47QGXuT40NcZS0zPYZkNr6WSrXkfTlls942OqircsrOem3bUIWUyPKvMYlEU5Lj41z9+L1aLSnlRzoK2s297LXfuXccT+xunTCLHQlG+/+hhDpxs4V13bWVzQxnlRT7cTlvKHiEpk7pQ3QN+Tl/q5qdPHae5c3DGyera6iLededWLNryvBeyhlOWZUMIgV3zsTn3AwxEGwkkulL+rS6jnB7+Ab3hE9R67qDOczd2NWdyvUvlag9NzBxjMHqe3shxhmPNDMeaCOsDS97OQhBCYY33rTT5H8efSF2ewZ9oZ3/fF9iW91Fq3LehCMuij9HEcRmNt3B86Jt0hl7LGk1vIKyKh615H+XVvi8SMYZS+k1YH+DVvn9kjfetbMx9Hw41D1j8fSiRICFiDHHe/xDnRx8kaoyk/HsFjbW+t5FvX/emzm26konjoKZwPNxOG26nbVHb0VSFD9+3i8udg9M0oCTQ3DnIl7/7IqWFXuoqCqgqyaWkwEPP4PTWOdF4gstdyV6EgyNBuvr9NLcP0tI1RGv3MAl95hCxy2HlV965l+L85etLmDWcsiwrAkG+bS17C3+Hl3v/hpiZWu8pGG/JEj3DUOwi50Z/RqXrBqrcN+O1VKApdjRhT8lIkFIiMTBkAkPGMWQc3YwQSHQzFL1IT+QEo/FWEmYY3YwgWZ6cjplwqPlsz/8V9vf9w4KqmkbjLezv+wLtof1syf0wHksZVsWVcu8uKU0SZoSQ3s/lwLM0jT0+ntM0c3hOFZY3TKPf5PVhIjExzDjmAs6/KXUMGUeioaACYlW/zIUQVLj2siXvQxwf/AYJGU7pdxFjiDMjP6Q99Aobct5DuXMPDi0fTdgX5FHQZZSY4acjdIBzow8wluhckGEuUKj13M6GnHejptiDL0v6EEJQX1nAb3/4Fv7hG8/Q0Ts6bZmEbtDeM0J7zwiqItBm8Qo1dQzyh//0C6QEwzBI6AaJeeQRPE4bn3zXDezdWpOGvUmdrOGUZdkRQqHCtZedBb/GscGvETMX1pvOkHHGEp2cHf0JjaMP4LVW4LNU4bNW4VDzsKoeNMWOgoYi1GQi97ihpJtRdBkhZowR0YcJG4OEEgME9R4SZmovjeVECEGlax8N3nu56H94QVVzuozQEniWrtBBSp27KHXsIMdWi0srxKHmoSo2FDQkJqZMEDeDRA0/oUQ//kQHQ9HzdIePzJtnYlU8rPO9nYtjj6TchHW5mDCCDBlDN2PJv6/4f8NM/jv5fXTy/xNmFN2MEDP8CxJjbQu+QlgfwqI40IQdTbGjChuaYkMVNlRhHf/MiiZsr///5Pc2BMqyGluqsLLe9y4CiV7OjT5AqrlrJjqj8VZe6/9H3FopFa7ryLM14LVW4dQKsKs+NOGYNGgMmUCXUaL6KGFjiECik8HIeXoixxhLdKW83dcRlDi2s7Pg19GEff7Fs2QERVHYs6maP/jEnXzpOy/Q0jW759IwJcYM/eUgqc00FkytEADA7bTyyXddzzvv2Los/emuJGs4ZVkRFKHR4L2HhBnmxNA3U66cuRqJiT/enny5hQAEmrChCA2BihDiCg9C0ni61kJNFsXJptz3MRS7kHIuypXEzSBtwRfpCO3HruZhUzxYFCeqsCCEipTJY5M0KJJGZdQYQ6ZgpKnCyoacd7HW93Z6IycYMBY+vnSRMMOcG32QuBkkbgRJmCESZpiEGcFEx5Q6pkyMe4WSf7/++evfLUXSYSB6hoHomSs+EShCGzfik/+pwjLtM+WKzzTFjkVxYlXcWBQnNtVLnecO3BnsvaYpNrbl/TJRfZjW4Asp5x9OENR7OO//BaqwYldzsCpuNMWBKqyTeXamNDBlgoQZnjTSl9JaKddWx+6C38StFa9qr95yY5gm+pWemolDc6VdKsb/fdV3iiIWnSe0a2MVf/K/3sJXH9jPsXOd05oAp5PCXDeffNf1vPXmjdity+9pzBpOWVYMi+Jkc+4HsShOTgx9c0EVNLOTdP+/kQq+kl3tK9lX9Ac83/PnC0qavRJT6oT1fsKkR0YgGSa5k02570cRVnzW6kUZdukiboY4NvS1K7SGVsNFIJMGGYlFDCf5VtOEnXzbmowaTpAMC+8t+h00xUHT2BOLClEbMk5I7yeUpmtsZgR5tnpuKflzcq11WaPpKvYfv8y//uClRf12Q20xf/Xp+xf1W1VV2LKmlL/77Dv46VPHeWL/OTp6R9DTaEB5XDZ2b6rm4790HWurC1fs3GcNpywriiJU1njvw6I4OD70dQKJnpUe0qokWWVXz+7C3+JQ/1cI6it/nMqd17Ez/1exqzmY0sBrKV/pIY2Xya8GgykdyPE/l2efhBA4tQJ2FfwaIMeV+1ebd1ZQ7NjK7oLfJNdamzWaZiAUic+Ya5QKVwtaLhQhBC6HlY+8bQ/7ttfx8rEmXjzSRHPH4JIMKKfdyg3barl5Vx037ahfdDJ7usgaTllWHE2xUee5i1xrHQcH/oX+6NlV+MBeeYRQqHLdiKXYwav9XySQ6F6ZcaBS7rqOvYWfwTUuoChQcFtKsQhnygnGWVYnDjWfPYWfxmMpo3H0p0SN0ZUeEpAMC1e69nFd4WdwaYUpFzq82agtz+dDb9016/emaRKOJejoGaGzf5TRsQgNVYV85P7dbG5Ij1dTUxXWVBdSU57HL922hbbeEQ6caOHE+S76hseIJQwMw8QwzPFUiqR/VQiBqipoqoLNqlFXUcCezVXs2VxNaYEXp906RfV8pcgaTllWBYrQyLOt4fbSv+K8/xc0jT2+YoZBKlgUJ0Is/+0z0ffvluI/48jgf9AfbVzWqj9VWGnw3sf2vI/h1F53lQshcGvF2FQvCT1rOF3LCCGwKV625X0Un7WK08PfZyh2aUWrSz2Wctb67me9793j1aEr//JcrayrKWJdTdG8y0kJ3QN+fvTkcR5/pZHGph5u3VWf1rFYNJX8HBf5OS52rq8AYCwYpWvAz4g/zFgoSjyuoxsmmqZgs2h4PQ4Kc9yUFnpxOayT61pN5zxrOGVZNQghcGh5bM37ZUqdOzk38jM6QvsXnTiefgSqsFHtvoka9224tfkfThkZhRAUOTZzU8mfcHbkR1z0P7osPeocah4bct7Dhpx3YVOna6a4LEVYVQ/ovRkfS5bMknxJqdS4byPHWssF/0Nc9D+87PeiIiyUOXexLe/jFNjWoSrW+X/0JidVA0MIqCjO4VfeuZeuvlEeevEMt+1Zw7Z16Q25Xz0en8eBz5Ne4dTlJms4ZVl1qMJCsX0rBSXrJzWb+iNnCOn9yz7rVdCwqzl4LOVUuq+nyn0LHq10SaKS6UAIBa+lkr2Fv0u5ay+Now8wEGnMQAd7gU31UurYwfb8XyHHWj1r/zynVohDzU3z9rOsJEIo5Fhr2FP4Keo8d9E4+lN6IycI64NkLu8q6fEqsK9nY857KHFuRxOOVeVxeCOR43Fw4446Dp1p49mDF9NuOL0RyRpOWVYlQiRlBYodWyiwrWModome8FF6IycYjJ5fkHDmQlHQcFtKybM1UGjfRL6tgQL7eqzq6mrnIIRAFVaq3bdQZN9Me2g/7cFX6IucJG4Gl7x+m+qjynUTla59lLn2YJnn5aUKCz5rFV3hw7xxErSzCCFQsVDk2ESerZ7+6Bk6Qq/RGz7OcKxpwdIFs26H5GSg3LWHEsd2ypy7sWTDchlHEQKv247VotHRl7pi+5sZMU8z0Df10y/Zn2uIiD73xSSEwKHm4dDylrQ9QyYYjbXOu5ym2PBaKpf0QJFSMpboRDfndr0LoeC2lGBVXHMutxyY0kgKVxrD9EdO0x89y2D0HBF9eFyPx0BKAznejnb65SuS4oIIhFAQqChCRREaTq2APGtD0lhybMKp5WNV3FgV9zWThCqlScwcI5DooTN0gJ7wUUbjbRgyNq6ho8P40ZkQcREIQJk8DqqwUmBbS6XrRoocm/FYysfzuVK71sL6EFFjZM4mwzbVgysD2jumTAoyrlQj6EwhhILHUoJlFdyDkHx2GDJO1BhlJNY8PqE5SSDRPXkfTr/WYOJ6Swp8Ju89VVhxayUUO7ZR6txBjrUWp5aPqtjGr80smUZKycMvnuUL//MsO9ZX8C9//J6VHtJqYdYLMGs4ZbnmuPKalZhJ3ZhEX/JvfYC4EUCX0WQ7FTMOQqCQNAosigOr6sGu+rCrubgtxbi0ovHmoK/fJ9fyLPfK4xM2BhmLtxNI9BJM9JIwQ8ljYyZQFSuacGBVXbi0InzWKryWCuyqj4ljcS0fhyyZ5/VrTRLS+wkkeggmugnqfePio1EMGUOgjLdFsmFVPLgsxbgtxXgtZdjVPASvT06y19zyMjga5O+/8QwvH7vM22/bzP/+X29Z6SGtFma9ELOhuiyrhomy1LmYKFl9/d8qHkspngyLA15LXHl8XFohLq2Q7NFZvUwYH9P9o6vfiHh9fAK3pQS3pQTYsZJDetMzMhZOScdJ1w36hgO8dLSZA6daURTBdZurMz/ANwBZwynLqiGsJ/jQ0z+gMzg64/eKEHxk7Q4+t+3m5R1YliwZwpQmncExftJ8ipd7WugNB7GrGmtzCnh/wzZuKK7CZclWkmVJnSNn2/l/X38mhSUlhimJJ3Q0VeHG7XXcuL024+N7I5A1nLKsGiSS0ViE4djMlWEKgnAiK4yZ5Y2BlJLzIwN8/tDTHB3onOJxag2M8GpPG5/eso9PrN+FQ1v+flxZrk10wyQcjae0rN1mob6ygBu31/HO27fgsGWvs1TIGk5ZsmTJsgJEDZ0fNZ3i+GDXjCHqoB7nW+ePcEtZLRtzi1Z92C7L6uC6LdX825++b97lVFXBqql4XDYK89wLbparGya6vnKiqDMiwGbRMn6vZA2nLFmyZFkBAokYz3Y2YcxRoNMbCfJqbxsbcouyNWZZUiLP6yTP60xp2aUYGC8daeLBZ08u+veZwKKp/P3n3oHFMrPWXLrIGk5ZsmTJsgJEdZ2e8Px6ZJfHhmCym1eWLHOzXJ7J3qExDp9tX5ZtpYrNqmEugxzJtSFQkyVLlixvMCJGYk5v0wShRCKrC5MlyyoiazhlyZIlywrgVC1oKYir5tjsWV9TlpSRUmIYJqaZNbczRdZwypIlS5YVwK5ZKHdPb5Z8Ncn8pqzplCU1Dp9t53f/4QEefO5USsubpuTFI038yZcf5sCp1swOLoMoQqCpy2PSZHOcsmTJkmUF8FhsvKViLd88fwRdztzvbVNeMTcUVy3zyLJcywyNhjhytoOGysKUlhcCRgMRXj7WTFGem+u31qT2uyWMMR0IAWWFOfg8dgpyXNSW51NfWYCmZd54yhpOWbJkybIC2FSV9zZs4cxwLwf62qflMVW6c/jMln1UuH1ZKYIsGUMIgcNmwaKp9A6m3jx958ZKPvfR29M2DnM8xBiJxvGHogyPhunoHaGjb4RoTJ+2vKoqvOP2Ldxz4wYKcl2oyvIF0LKGU5YsWbKsAEII1vgK+Oeb3s4Dl8/wUncLveEAHouN3UUVfGjNNuq8eWhKZkurs2RRFIEQgmAkNeFMgHU1xayrKU7bGCZabpmmiW6YJBImsXiC0UCEI2fbeWL/Odq6h4nEkiLIum7ywDMncNgtvP3Wzai2rOGUJUuWLG94FCEocrj5rU3X81ubrp/2fdbTlCXTGIZJ7+AY0XgCm3XlTAIhkpl8iqqiqSp2K3hcNvJzXNRXFvC2WzfzwuFLfP+xI1zuHAKgbyjAV77/EvGEzvvv2YlFW55JRtZwypIlS5YVJGscZVkKppTjFXTJYO9ENZ0pJboxt7K3YUhOXujisVcakaakpiwv08NdMBP3h9tp475bNlFa6OPL332Bi239AMQSOt999AhlRTnctrthWe6nrOGUJUuWLFmyXKMcPt3GF771HInx9ifR8VDWIy+e5cUjTXP+NhpPEI0miCUMfB4Hb7lhfcbHuxQUIdixoYLf/tAt/M1Xn6RvKADAiD/M9x45TH1FPpUludmWK1myZMmSJUuWmSnMc7OxvoTzLX109Y1ijHucwtF4ys1+Swu9fPi+3TRUpVaJt5IoQrBzYwW37mrgJ08dnyyqaLzcy2snW6koziXTTqes4ZQlS5YsWbJco9SU5fMHH7+DsVCMngE/P3/uFM8cvMiGuhL2bKqc87cWi0ZZoZdN9aWUFXqXtTJtKWiqyi/dvoUHnzs16WkzTcmjL53lnXdszXiuVtZwypIlS5YsWa5RFEXgcdnxuOyUFXoJReK8erKVbWvL+K3335Tyeq61XLvyohzWVhdytrl38rOWriFau4fSWu03E9eGeZklS5YsWbJkmRMhBHk+J7lex+S/U/3vWkNVBfVXiXyapknjFYZUpsgaTlmuKZRr8AbPkiVLluWiINdNfWUBHpdtpYeSURRFoTjfM+UzU0pau4Yzvu1sqC7LNYMQXDMx+CxZsmRZCQpzXXzqAzevqCbTciAEOB3WKZ9JCYP+UMa3vWJHVkpJwjQYiUc4MthO42gvrcEhAokYJhKPZqPU6WWjr4TrCmsocrixKdo0l6IpJTEjcVWvJ4Fd1bCkoLhrSJOonsCc1vAAnKo1LS9qQ5qE9enVDQoCu2ZBTaFDeipMHNNgIsapkR7O+3tpCQ4xHA0TNuKoQsGpWSlzeqnzFLAtt5w6bwE2RUUVyjXgrhVzdpOXUqKbJlFTp8k/xLnhPpr8Q/SEA4QScaKGjk3V8FislLt91Hhy2VlYTqU7B5uqoq2iYzChoqubJgnTwB+Pctk/zKWxQbpDY/RHgvhjUWKGjm6aaKqCTdHwWG3k2hyUODxUe3Ko8+VT6fahKSpWRV2VHjspJSaShGkSM3Q6gqM0jQ7REhhhIBJkOBYmmIiTMAxMJBZFxaZq5Fjt+Gx2Sp1eyl1ear25VLpzsCgqmqIs+/lMPkt0jFn6zi0GVSg4NMuqPG/zIaXEGH8mxQyd5rFhLvuH6Az56QkH8MeiRPQEMUNHEQKHZsGhWXBqFvLsTirdOVS5fZS7fBQ53FgUBU1RUVcwtCSlxJSSuGkQiMdoHOnnkn+QzqCf/kiAkJ4gqutYlOR5y7M5qfHkUuvNZVtBGTk2O1ZFy+g+aKq6KvWY0o4E3Zh+r03IMWSSFTGcInqcw4PtPNpxlmd7LhJMxJDIaaaLGP/ToVq4rrCaD9TuZHdBFV6LbfKiG46F+N/HHuGl3ubJ37k1K/972z28s3rrvGO5HBjkDw7/ggv+/imfK8B3b/04O/IrlrSvABf8fbzvuW9w9Slu8BTwT3vfzRrv0ktAR2Jhjgy283T3BV7ovcRYPDrjMYXXj6sqBHWeAt5Svp47SteyzleUkrG5UigCrOrM4/PHo5wa7OHZziZe6L5MR3CUZFXu3MdAUwSV7hzurljDnRUNbMgtwm2xruiD2R+P0hoY4dLoIMcGuzg20E1rYISEaSBlcm9m2qcJxOTfAkUICh0utuWXcmt5HVvySqj35WNXp09ClhspJWE9QfPYEMcGujnQ28bRgS6GY2GkZNbr90qu3FchwG2xscZXwI6CMrYWlFLjyaHKkzvlmZEpmv3D/H/7H6FxpH/+hVNkU14RX7n5nVR5ctK2zkxjSslAJEjz2DBH+zt5ra+ds8N9BBIxWNB5TZ5TARTYXWzKL2ZrXimb8oqocOdQ7cnBqVnnXlEaCcRjnBvp5/hgF093NHF+pJ+wkZj3nhQkr0+bqrI2p5A7KxrYV1LN2pwCPMtwXb5RMaXEPxZZkW0vq+EkpaQ/GuQ7TYd4sP0UA9Hg3MuP/xk24rzQe4kTw53cVbaO395wC6UOL0IIAokYXSH/lFmeIc0Ubs2JMYFhmtNmiSazvXIXjpSgy+k+LUOakzfdYjGkycnhLr7bdJgX+5qSD6f5xjP+py4lF8f6uTjWz+Odjbyreivvq9lBjtWxKm9mgcCqTr1kTWlycrCH7148zovdlxmMhlNa18QxSJiSy2PD/FfjQX7RepabSmv5xLpdbMpLVmUsx3GY8C61B0d5uuMSh/s7OD8yQGfIj7mI60NO/p2cHfeEA/SEAzzdeYlqTy57iyr5yNodbMwrTj7Ul/lcT1zzB/raefDyWQ73d9AaGFnU3XblviKTBvSRgU6ODHRiVVTKXV425Baxq7CC2yvqqfXkApnZZ4nEkNOfJUvBkKmYGSvPxDntjwR5vP0Cz3Y2cXa4n+FYavfjtPWN/zlx+fdFgvR1Bnmusxm7qlHlyWFTXjF7iiq5vayeEqc7M+d03Lt0uL+DB5rP8FpfG33h4ILOSFLTWxIxdE4O9XBqqIcfXDrBnqJKPrRmG3uKKjLi8V/su2U1PvtnwjRNWruHpn1uX4YQ5bIZThJoDQ7zf048zpGBNhKLeLiMxiM82HaSi/5+/nrX21jrLWQsEaU77E//gK8Bwnqcn7ef4iuNLzEUCy/pAdscGORfGl/kwEAbn99+D1WuvFUXHlCEwD7ucZJSEtLj/LT5NP966lVG4pFFGRlX0hsO8rPmMxzobefXN+3lnbUbMzojNKVMzmJH+/nBpRMc7OtgOBombs7dJmGxGDJpJLaOjfBC92U+2LCNX163k3y7MyPbmwlTStoDI3zrwjF+3nIWfyw6Y5g8HcRNg5bACC2BEZ7tbOK/Gg9ye1kdn9l6IxVuX0a2+WZESslILMJjbRf49sWjtAVGiRnTu9mni6ihc3F0kIujgzzb0USly0eJ05327eimSWfIz7+e2s8znU3jXvylI4GecICHWxt5paeV+6rW8asb91DtyU3bM1dKyZA/zMnznRw+207P4BixuD7vO6KhspA/+MSdaRlDphkZi3D6UveUz4SA/BxXxre9bIZTR3CEzx9/lIMDbUtajyElp0e6+Ytjj/F/dryVjtAoQX1+L8sbDX88wrebDvHVi68STdNDKm4avNLXzB8deYg/33YPm3JKV9XsQ4hk2FZKyXAswldOv8oPL50gksaHtImkM+Tnb44+R5N/kM9tu5lcmyNt659ASsnF0QG+dPIVXuy+nLZzmAomSS/UP596hctjw/zhjlspXwZDQkrJgb52/v7YC5wc6sn49q4kZhr0R4KcG+3P6Ev9zYZumhwb6OK/Gw/ybGfTsvvG6n351Hrz0v6cihk6T7Rf5N9Ov8pF/2Ba1z2BBIZjYb576TjHBrv4/e23cFNp7azpCAuhtXuYL33neQ6fbWdB80m5ep73c6EbJg8+d4qxUHTK54oQVBTnZnz7GTecpJSMxiP814X9HB3smHEZAdhVjW15FWzLK6fY7sGiqoQSMTrDo5wY6qI5MEjUSDDRyvDkcBf/3PgCFc6cTO/CqiNuGvzg8lG+eengjC9cQTLRss5TwK78CgrtbjwWO1E9wWgiwtmRXk6PdDGWiGLMcFedHOriC6ef5e/3vINiu2fVGE/JZHqNuGnwL6de4UdNpzJmcMQMnR9eOgnAZ7feRK4t/eHLsJ7g1FDPshpNVyKBR9vPY1U1/nDHrRTYnRn1rr3W28ZfHXmWC6MDGdnGfKhCsKeokkp3TkbWvzrukuXDME0eam3kyydfoSPoX3ajSRWCG4qrKHKkz9skSe7X/5w/ylcbDzEYzXyFFkDjSD9/fugpPrX5Bt5Xv2VaSsJCCEVifO/RIxw524EQgqJcNw3VhThtlnkv0urS1Z1ULscbGu8/3szjL5+dZhQqisLamsy3jcm84YTksc6zPNR++qrKtyRO1cI95Rv4aMMe1nqLUBUFMXl2JaZM5vE0jQ3wjUsHeKmvCX886d5/oefSqnmpLxemlDzTdYF/O/cyMXP6C7fY4eEtZev5SP1uKpw5KEIZT7AUTGRtmePG7C/aTvPj1mO0BYenPPRMJAcGWvmnM8/zlzvuw6FZlmv35kQRAlUofLXxEN+/dJLEPCEtVQhsqoYmFCRJg3Mh3oa4afDDSydRhcLvb78FlyV9iahCCNblFHJ7eT0/vHRyUeEqm6piUVQUoWCMV98lTGNBa9JNk59dPk2R08Xntt6MlqE8kbPDffz10ecWbDQpCKxqskpOFcp45ahJzNQXHJr1Wu3cX70eSxpm9DPhsdi4oaSaPJuTmKkTM5LXW9zQiZmv/3/UMNAXeJ5WG8FEjB9cOsmXT71CMJFaP7R0U+hwc0dFA5Y0SpQE4zG+ef4I/3H2ABF9YdVZyWrPZIWyIU3ihrGgsHtXaIy/OvIMccPgg2u2Lfq529QxyNHGDiwWlffdvZ2P3L8bt9OWUv82sYrNf8MwGRgJ8sLhS3z74UMM+6fnzxXluTOuGg7LYDgNxcJ8q+nQjC95m6LxybU38Mk11+O2zCTWJVAEaChszC3l/+y4j1+0n+LLZ1/An0jGm5eaXH2t0RIY4r8uvDLj8VznK+J3N97KrSVrZqmOS94UqoBCu5tPrr2ebfnl/OOZZzk+1DnlQS6BZ7ovcEfpWu6p2LAqbidTSl7qbuHF7suzGk15NidbC0rZmFtEkcON12rDqqhIIKInGIiGuDDSz+H+TnrCgXm3mTSeTrAht4j3N8xfpbkQXBYr91at4/H2C4zE5q4O0YRChdvH2pwCyl0+Sp0efDY7dlVDU1QShkHESDASi9AyNsyZ4T4ujQ7OOFm5GkNKfnDxJPdVrZ9Mik8nujT5auNBzqVQbaYgKHf72JhbRL03jwKHC8/4OdQUNVkKbugEE3EGoiF6QwEujw1xeWyY0Xh0znVvzC1iS15Jxq7lUpeXP9t1B4Y0CekJwok4IT1OWE8QSsQJJcb/f/wzfyzKa31tHO7vzNCIMoNuGvzg0km+cvrVRRlNeTYnVZ4cCuxOfNZkeb4QSQ9sWI8zEAnRFfQzEA3NaVyuyylgc15x2ibPumny4+ZTfP3c4ZSNpgqXjx2FZdR58yh2eHBZLGhCRZcmET3BYDTE5bFhzgz1csk/OK+xHDMMvnx6Pw7NwrvrNi8qbDfsDzMyFqa8yMcH37qLXG9mchhDkTiBUCbTZCSxuE44GqdnYIyLbf2cvtTNqYvdk/3prub269Zi1TJfGZ5Rw8mUkp+3naIjNDJ9w0Lh/bU7+JWGvbhSKCkVJGd076/ZgW6a/MPpZ1J6KbyRiOgJftJ6nItj02ftRXY3f73zbWzOLU1ZF0oRgl35lXx++718+rWf0HVVkn1Qj/HT1uNszy+nxOFNyz4shbAe58GWs9O8RqpQKHV6+MjaHbylcg15dicuzYpFmVqpIklWYoTHH2jPdjbx9XNH6IsE5vReRAydfz/zGpvzitmQW5RWL+f1xVVsLyjj+a7mKZ/bFBWP1U6DL487yhvYW1xFkcOFU7NiUzWs6nRNpqQ3MaklFEjEOD3Uy3cuHuNgX8e8nraRWJhvXzjKX++9J+2SFAd723m2s3nOZWyqytb8Uj66bie7CytwWaw4VMu0cziBlBJ9fFYf0RMEE3Eu+Qd5uaeFg33t9IWDBBPxyWeEguD9DVvRMiygKoRAEyo+q4rPap91uYlqLVWIa8pwMqTJ4+0X+ZdT+1Oq4AVwahbKnF7uqGjgptIaajy5ODTLuC6TgkJSc8CUEsOUk57hkViEE4PdHOhr58RgN2PxGCE9jiklCoJ31m7GniZvuCklr/S08i+n9uOfxwC3Kiobcov45bU72FtcRa7NgUPTplXGTWg+RYzk9XlisJvvXzzB0YEuQjPo+k0wGovwpZMvU+L0cGtZ7YKfN4mEQUI3KCv0ke/LXOHHMwfO840HD2Rs/ZBs3GuYJvGEQSSawDBnf+dXFudw5961KErmp/kZNZwGogGe6j4/Yx7NOl8RH2u4DvcCq5asqsa7a7bxWn8Lz/deSudwVzVSSi4HBnms8+y0cmeHauEzG25lS27ZgqsyFCHY4Cvh19bt4y+PPz5tRnRkqIMTQ53cU75hxcOiEqYZAFZF5V11m/mNTddR60nG52cbpyCpPO6x2nBbrPzqhj3cWFrDl068zPPdzSTmuCnbA6N88/wR/nz3nXjneCEuFKuq8on1u9jf00rcNCiwO9maX8q+kmpuK6+jxpOHOr4/8x1/QdKIdFmsODULxeMvqm+cO8K3LhylPzK7/IcEDvV3cn5kgC35JWnbv4Rp8GDL2RkFYCewqxqf3nwDv7xuJzlWe0rXmRACi0iGKl0WK/l2J9WeHO6qaCBmGpwa7OHlnhZODHZzaqiXEqeH64urVvwankCMh52vJSV8KSWnh3r54okXUzKaLIrCvpJq3l6zkbsr1+C9IqqQynkod3nZnFfML6/dwVg8yrHBbl7paeXYQBdx0+DWstol7c+VNI8N8XfHnp/XaCpxevhQwzZ+ZcNuPOP7M+vzRiS18tyKDZdm5Z7KtdxWVs9DrY38d+NBmvzTS+kn6IsE+b9HnqXujvctWMPLYbdgt1mIJ3Qkmcu9C0Xi9A3N77VfDuxWjXfdtY2GysJlucczZjhJKTkz0jOjt0kguKd8A1Wu3EXtpFuzcV/FRo4MthN4E1XUPd97id7I9At1W145t5TUL6mU9ZbiBqrdebQGp/b5CetxXupr5o7StUtKWMwECoJfXruDz2y9ccGVbxPX3fqcQv7iurvgMDzVMbshbiJ5rquZd9ZuYl9JdVpvzq35pbylci05tmQOzhpfAXl255LO58T4HJqFT27Yjcdi5W+PPT9nInpPaIzGkb60hj+6Q2Nc8g/NGaJ4d91mfnXjdTiX4D24crx2VeO64kp2FZUzGAnRONKPIkRGqiPfLCSLfKJ889wROoLzy7/k2hx8Yv0u3le/lVLn4gpMrvyNz+bg9vJ6bi6toTPoJ6wn0jKBmRBh/eGlkzSNzW7IABQ6XHx+953cUV6/YE/XxL7YNY331G2m0u3jb48+z+nh2RvStgSG+fq5w/zxztsWlO9UnO+hON9D31CAvsExSgq8q2bCkAmEgLfsW8/bbtmMxbI8As4Zm+4kxoUZZxJA81isvKNqy6JPpiIEOwsqqfXkL3WY1wwRI8HD7aenfW5XNe4uW7+kUJoQggK7i5uL62f8/uW+ZiJG5mXsF4IiBG+v2cCnt+wjZwkPUCEEZU4vf7nnbrbll8657FA0zPcunUCfwzO1GHKsdv7xxvv5/O67uL64igKHK60aWg7NwofWbud99XPnaEUNnVODPWk9111BPwNzeLqKHG4+vHYHjgwY5apQKHZ6uK2sjptLa1e1Kv61wEvdl3ms/fy8SfnVnhy+uO9+PrX5hkUbTbOhKSo13jw25hWnLex6aqiXnzSdmvO+zrU5+Ou993Bv1dolhwdVRWFvcRVf2Hcftd7ZS+dNKXm4tZEXupoXVAhRW57P7XvWMDAS4nuPHWVgJPiGzQXO9Tr5yP27+cyHb8XrTl8kYD4y5kII6zHO+2dOBt2eV0GubWmx1zKHjzpPAadHuq/p6pRUOTvaS/8MSusei52d+RVLfjjZFI06TwEWRZ2WeD0YDdIWHGFr3uqZsZc5vXx8/S7y7M4lu6KFEBQ7Pfzm5uv5s4NPMjSH+vjL3S20BkZYk1OwxK1O3b4tw948TSi8v2ErT3VcpG8OQ6Z5bJiIrqetlYU/Hp0zgbjem5dRGQRIHt837nx7eQgm4nzj3JE5w9kAhXYXf7Lzdu4or78mvBymlHznwjHG5gg92lSVj67dwa2ldShp6iuqjFfV/t62m/mzg0/ij8+8/eFYhAcun+Gm0lo81pkKqKZj0VTe95YddA/4efjFM3QP+Nm3rZaq0ly8LjuqOvs+OGwWKopzFrNLy4rDZmHHhgrecftWrttSjcO2vJXfGTScEjQHZi493plfiSaWNvtTFYWNOSU80nHmDZ8kLoGjg+0zJvgW2l1p6XUnhKDU4cVrsTF0lZdQSjjv72VrXtmSt5MOBHBHRT1b89NXIaUIwc0lNdxYUs3DredmNcZDepzH2y/Q4Mu/Jl4MEwghqPHksq+0mgcvn511uc6gP60CkXHTmHMm79SsGU/YzrI0pJQ83908r5SES7Pw65v2ckd5wzVzb5we7mV/b+ucy2zKLeYDDduwpVnGQgjBbWX13Fu5jp80n55VkuSl7hZODHVzc2lqOV0nznfy9QcP0N47Qiyu8+qJFo42duCyW9E0lblypzfUl/D/fuftKW3Hoqk47Zk2WJL9ChVFYLVolBZ42bO5mr1bqqkuyyPHszLtwTJiOEkpCSRi9ITHpm9QKDR4CycTXpfCGm8hqlDe8IaTbhpcHBuYcT9r3AVpC0G4LTZs6vQbQSJpnyFXbaWwqhofbNiGlubQi8ti5f0N23ims4nwLOXIE9U3H1u3k5xrLGfGbbGyObeER5Tzs8o5DEZDxI1kM+F0PJAsSlKDiVnkbIZjYaJ6Vsl7NRNMxHm87cKc+XECuKWsjvfVb0mrrlIm0U2TR9vOE5zD26QJhQ+v3UGZKzN5Qm6Llfc1bOWF7suzeoIn9OT2FVenVEzQMzjG4bPtUz6LxXVi8fnvs+L81FM+btpRR1VJZlW6FVXBZlHxuu0U5nqmGGoraZxnzOPUFxmb8UXvsdjxpVg5Mx8lDu+q66eWCUbjEYZmUbCtdOWkTc/KOi4WeTUSZt3+SrAup4CaOXIDFosQgl2F5VS4fVwcnb3NQjLheZA9RZVpH0MmEUJQ5cnBY7EyPItuVNTQic6gEbZYXJoVu6rNWoXV5B+iOzRGeYZeTFmWhpSSprGheTW4LIrKx9btuqYmEz3hAMcHumes+p6gxOnhzgyGHYUQbM0vZUt+CX2dTbMud2Kwm5bACA2++fN6t6wp489//Z5FjSdvAfIFpYU+SgvfnD0fM2c4RWcuU/RZ7bi01GK181FoT28S7WplLB5lLDFzmey3mw7xk5bjadmOLs1Z+/7NpTuy3NxYWoM1Q4m+dlXj7so1cxpOA9EQzf5hdhcuPbdsufFZ7fPmU0UXqJg8FyUuD/l2JwOzGN6BRIyvnHmVL9/09iXnPWZJPxI4P9I/byXdzaW17CxcHaH8VJBS0uQfpHmeSrp7q9amVX5kJqyqyrvrNs/Z6284GuZAbxv1KfTlKy/yUV705jRolouMGU6js8xoHaolbYmwds06o4fkjUZYj8+qgxMxEstS8baQ1gGZRBMKm/NKUhb5XAzXF1Xxn+LArDPRmKHT5B8kbhoZT+pONy6Ldd7QbsJI37mudPmocPs4P0d+zP6eVv7+2It8avMNVLp915wx+kYmZugc6e+cph13JZpQeFvN+muqatGQkvMj/XMq9ttUjRtKqpdlcr6zsJxcm2NWT3DE0Dk11Mu7jcS8hRvZ+yfzZOztE53lZW5R1LQZOwJWnbZQJoibOvE0hk8Ww2opZ82zOyhyuDL6cChzeedtHNoSGFlwL6vVgEVR5n0RpPNMOzQLt5fXz5n3YkjJzy6f4Xde/gWPt18grCcwpVw119ybmbhhcHpodq0hgCpPDutzi66pysW4qXN6uG/OZcpd3mULIbst1nnbHV0eG56z4nc2Jhrj6oaJrhuYaZZTeTOSMatjtuRTVcz/4E4VARkL2awmDGnOOeN7M1HkcGc0j0IIgdtipdqTO2cvu47A6JzJsquX5S3NF0LwSzUb+faFY3NWZcVNgxNDPfzuKw+zq7CM99Rt4friKkpd3mzV3QoylojRGpi7MGRtTgEladZryjRxw+DCyNxVgtWeXPLtyxM+tioam/NKeLmnddZl2oOjDEfDVLpzUlqnlJJAKEZz5yCXOwcZHA2h6yb7tteyY33F5HIJ3SAcjaOpySq5a+k8rhQZM5xmO/gSmdYZ7bVyipe2z2LFu1avluPstdpT6m24FByaheJ5PE494QDxNIa0Fsq15I1xW6z85qa9/Pmhp+ZtCpswDQ70dXB8oJutBaXcUFzNW6vWsT73dcmN7IN9+WgZG551EgzJ50KVOwdvihpDq4WInqAzNDrnMkUOFx7L8ogqaopCtScXwezviqFoiMFoOKWKVyklbT0jfOuhQxw+08bgaDLH0GpRyfM5pxhOPQN+vvLDl8lxO/i9j9+O3bq8mkjXIhkznGzKzKvWpYmZRu+JvspfIBPNSJeCpsze0+r3Nt3OdYXVS1p/KviW6QEyH16rDZcls4aTTdUocLjmXCaQiBHW42kr258LKSX6eHPiqJEgZhgEEzEGIiEGoiFGYxGCiTghPU5ETyQr4yb+NnSiuk7M0IkaCQKJZPf55ebuyjWcGxngWxeOpqQTFTMNDvd3cnywm+9fOs7OwnLeUbuRHQXl5Nkc2FQta0AtA22BkTknfXZVo8qTk9Gcw0zQFw7OOfFRhKDI4U67dtNsCCDf7sRlsc46uTCkpCvoT6n/XM/gGH/x749xqW0ATVPI9ToJR+MzTricDhsdvSO82tvCfTdvZPsVRlWWmcmY4TSbpR4z9LTN1E1Yda1AZmI2TaBUsaka9lkM0RKHl53511ZZ/FJwqJZZjfJ0YVHUlCppBqMh1rF08dGZkFIS0uNcHhvmwuggrWPDNI8N0RHw0xMeYyQWuWYU85PhTxuf2nw9Ukq+c/FYymFO3TQZjIZ5quMST3VcYm1OATeW1HBDSRW7CivIs62MAN6bhd45wtWQfDaVOhff7mml6A0H5rx/LIqa7EqwTNfWRIqA22Kb0yvbEw4kjZ85xhWJJfj2w4e51D5AVWku99+yiS0NpfzgiWO8drJl2vIuu4WNdSW0dg9z7Fxn1nBKgYy9gfJmKS0O6fFZE8cXSliPo6+Saq+58McXntB3JW7Nhssysyt8YIY2LG9kbKqGJcOzQEUInJoFVShz5paNxubupL5QJryTPeEAT7Zf5PmuZnpCY/RFgks2vlcDOTYHn9m6jzK3l681HqI7NLZg4+/i6CAXRwd5qLWRBl8+N5fW8u66zRQ5XKhCyRpRaaZ/Hu+kpihL6hW5UswmjzGBJhQ8GfZsX41Ds2Cfp9hpIBqaN9mlo3eEUxe78Lrs/Np79nHr7gY0VeGxV87NuLzFolFenIOU0NI9tzzDUpjwdiULP17/94QTTIz/IRhvkySSquGr8Z7OmOFU7vTNGK8djUcIJGJpCXEMRAILan64UnSH5+8mPhe5Vie51pkToi8HZtcbeiNiVdXMlYJegV3V0BTBXM7RdHk7JRDR45wbHuBHTSd5quMigURsTmG+axWPxcbH1+3k5tJa/v30q7zU08JQNLxgA2ooGmYoGuZwfyffOHeYe6vW8bbq9WzOL8Fjta+anLxrnblUtSHZdDfTOkeZYD5dOlWItPVrTBWros4bGgwn4vPeKz0DY/QOjlFbUcDNO+vR5uhNB6AqghxP8v0yMja7PMNikFISjesMjYYYGg0xMBKks2+UvqExRgMRQpE4iYSBKSUWTcFmseDz2CnIcVNa6KW8OIdcr5N8n4tc7+rxLmfGcBKCPJsLr8WO/yrhxrAepzcyllKcdj46w/4lV5uJyT+mM1dS5EJoDQ4v6fdui40yZw4CMW22cXGsn4RpXFMaKotFkJwJLsfNo4r5E/JjaQo594TG+Ma5wzzadn7OSr43AmL8uNZ78/jrvfewv7eNX7Sc5enOS4s6nqaUDMcifP/SCZ7suMht5XW8vXoDN5bWvCnuiUwzXz6agsC6THlA6WS+dBEhxLJrBKqKMm8T4VRC3BPtVfJ9LqyWhZ2bdD1apZQMj4U5dLqNY40dtHYP0947gj+wMMPMatEoKfBQXZrHpoYSdm+sYkN9SUqtZzJJRgwnQdLtWOPJ5+Rw17TvT490847qrViX0OhXSsl5f9+SZ+Wqosya2Dhbm4iFYEjJmZGeJa1DEYJteWU80HqC2FV6Tn2RAJf8A2zMLVnSNq4VlkspXqRgOBlL1EPRTZOTQ9389ZHnOD3Uu+giAgWBqghUoaAKgSKUZGNMBMq4y1sh+bdumozGIyvuqRVC4LRYuauigb3FlXxoaDs/uHSS1/raGI1FFzUhGoqG+VnzWZ7taOK28np+c9Ne6r35aEo2hLdY5jNmheCaFCFOpHDvKsv8cp64X+ciYRrzlmhbLCoWTSUSi2OaEmWurr6Abpj0DycnbPm+uYti5sMwTEYDER5+4TRPvnqevqEA4ejiu07EEzrtPSO094zw2skWfvzkcbatK+f99+xkfW0xduvKFIlkLFTn0qys9xXPaDgdGGglqiewWhdvOEUNnTMj3Uv2ONlVy4xaUJKlh9gA2oLDtIWW5nECuL6wBrfFSiw21XAajUd4qa+Jdb6iFbfCl4PlCl+Zcn7hjKU0MzWl5LnOJv7m2PO0zaOTcyUC8FhtlDm9FDvd5NqcFNhd5Noc5NjsuC02HJoFp6ZhU5M5Ew5Nw6ZqOFQLjSP9/NFrj60az5YQAo/Fxr6Sam4oqebUUA+PtZ3nYF8HjSN9Kb3grkQiGY1H+XnLWQ71t/Oxtbv44Jpt11QPtdXEPO9cJMt3T6aTVO7dpU6MFoop5bwTGquizRuqyfe5yPO56BkYo7NvlKrSuft6DvvDvHayNdk3b83i2+ZE4wmeP3SJHz1xjAstfWkvXtENk2F/mOcPXeLQ6TbuvWkjH7hnJ5UlOctuPGXMcLKrFjbmFGNTtGleks7QKKdGurmxqHZROyylpCUwREtg6Ylsbott1lj22dGeJeViSSl5sa8pLUKJxQ4PuwuqebJraoJf3DR4qbeJ+ys3UeFc/gtoOUk+pM1lkQBIymbMYzgtUrVeSsn5kQH+NkWjSQBOzcrOwjLuKG9gjS+fQoebPLsDj8W2oNJ8V2D1CdxNjEcA2wvK2JhbTGfIz/GBLp5sv8grva1E9MSCH8TdoQD/fOoVWgLDfGbLjdlGwotgvpZCyYKG1V+gczXzJWGbUi574VEqQsepyCNUl+bSUFnAgdOtPPDsCX71XTfgdtq40lUlxxO0x0IRvvXQQS61D5DjcXD9tpoFj1tKSSyu8+2HD/HAMycXHI5bDKFInAefPUlb9zC//t59bG4om9ezlk4yZjglw0sVlLt8XL7KwNGlyXebD7M9rxz3LNVic6FLk5f7mpacOwTg0WyUOLwzJrKfHO6iO+yn3JWz4PVKKWkLjfBE57m05EoJBB+s3cnLfU3TKqyODXXy45bjfGbDLW/4FjQxQ8eUEjWDL0ApJRE9MW/ozKktTiiuNxzkr488O68iswCKnR7uq17HB+q3Ue3JwaKqk2G3NypWVaXWk0uNJ5e31WygK+jnodZzvNzTQvPYMP4FSDFEDZ2fNJ+mJxTg/+59C1XuN/bkIt045rnGDWnOK2q6GvHMI9hpSJPQMleyxgx93tCoy2KdN4XA67bzoft2caGtn58+dYLG5j7uun4tPQNjmKaks2+Ul49d5mxzDy8dbaa9ZxibVeOjb9tNcZ5nQWOWUjIWjPLVB17loRdOE08sn7FpmpKjZ9v5i75R/uw37mXnhuVrup7Rt2yDp4BtueW0BIamPeiODrbzZNc53lG1dcEtFdqDwzzQdnLJwpKQnO1uzCnhofbT09bXGx7jmZ6LfKRuF9oCE00TpsHPWk/SOLq0/KYrx7kpt5RbS9bweGfjlO9MJN9rPkK9p4D7KzelLSlWSjmZxL9aXjZRQyduGjgyGJaUQDiRmNfjlLeI8E/CNHi07RzHB7vnXE4g2FNUwac338BNpTVvijDslSRzzJIejzpfPp/ddhMfXbeTA31tvNzdygvdl+fVGJrAlJKXelr455Ov8Dd778VpySojp0ruLLIyEyRME3+aZTmWg/l6URqmSSC+9BzXhRAZF66di0KHa96iKiEE29eV86kP3MzXH3yN05e6OX3p9efNA8+c5IFnTk7+22Gz8KF7d3H/zZtQ56nAuxrTlPzs2ZM88tKZlIwmp91KSb6H/BwXLqcNp92CqioIBIZpEovrhCJxRsfCDIyGGBoNMtdjWJIU+/zyd1/gL37rrdRXFixo/Islo4aTVdX4QN1Onuw6R/iq0m1/Isp/nN9PpSuXXQWVKSnPmlIyEA3yD6efTYu3aYLrC2uwqRr6VSWqYSPB95uPsDW3jG155SklJkspiZk6D7ae5LvNh4in0d3rs9j5YO1OTg130XVV/lVQj/GFM88yHAvx7upt+KwLL92UUmJIScxI0BcN8ETnOTRF4ZNrrkdbQiJ/OgknEkR1fd6Z8FKIGzr++NwvAwHkLbCPlZSSoWiYh1ob55Uy2F5Qyhf23UelOyetCfFy8o9rj3y7k/uq1nNbWT2fDO3h5y1neKT1PN2hsZQmUU92XGR3UQUfWrNt3uqlLElKnXMbGHHDoD9y7WnJlTo9c7Y3SZgmQ7HU2pukAyklwURsXu9dsSPVnoCCO/eupa4in8debuTZgxcIRxMYhokkmbtmtWisqS7kfW/Zwe6NlTjtC5NfkFJyuqmbHzx+lGhs5nQUi6aS73OyY0MFN26vo7aiAIfdgs2ioWkKmvp64YaUYJomumESTxjE4gkGRoKcvNjN/mOXaekaJBLTZ1Q/b+oY4HuPHuZ3f/k2vC57xs9ZxuM6W3PL+KWqLfy45TjmVZdpe2iYPzj8cz636TZuLm4gzza7UmswEePgQCvfvHSQI4PtaR1jvaeAPQXVvNB7adp3LcEh/vDIz/mjzXezp7AKr2X2kxIzdM6N9vLz9lM82HYq7armQgiuL6zhE2v28sXTz03LHZswKvf3X+Y91TtYn1NEpSt3Vg+UZHxmlYgyFAvRGRqlKTDIwYFWjg11EEjEeE/1tlX1nvXHowT1OLlkLtk3aujzCuT5rHac6sLzhU4N9czbbb7M6eUv9tyVkbBSwjQwuXYbRgshcFmsrPHl8wfbb+Wja3fy3YvHeaTtPO3ztAcJ6wl+0nyKG0qqqfPmLduYr2UqXL45v48aOu1B/7IZGOmi0OHGbbHNWjltIhmIBIkamZ2kTSCBwWh4Tn0pRQjKXN6UZHyEAE1VaKgs4Hc+fAu/9u4baO8dYWg0REI3cDmsVJXmUZjrmhSbXCjBcIzvPnyYseD0SaaiCGrK8rjv5o289aZN5Plen2Smui0pJZUluezcUMnH3raHo40dPP5KIy8dayYcmXqcTFPywuFL3LSzntv3rFnwviyUjBtOqlD4UN0uTg53cc7fN+37nsgYf33yKbblneWm4jo255ZSYHNjU1Sipk5vJMC50V5ODndxdKhjilJ2scNDvaeAV/uny8gvBEUI3l+7g8ODbTNeuG3BEf78+KPszK9gb2ENG3NKyLU6savJxPeBaJBLYwOcHu7m+HAn7aGRKWGeXfmVDMVCafGSCSF4T/V2LgeG+EnL8WkzbRPJy32XOT7USY07nxpPPlWuXIrsbpyaFUkyfydiJPDHI3SF/YzEwwzHwnSF/YzFp+aPrCajCZKGUygNMhFzEdF1+uYJA5U4PYvSr3m5u3XOY6ogeGv1OtbnFGbkRRTREwuuVFuNTBybUpeX3916E7eW1fGvp1/llZ6WOY/vuZF+Tg32UOPJXTZpi2uZOl/+nJ4ZQ5p0BkcJ64mM95BMJzZVpdabx6mh2VMp+iJBxuLRZTGcdNOct1Akz+agwOFa0HNhYlmnw8r62uIljfFKpJScbe7lfMv0dzrA9Vtq+LX37mNNddG8ApyzceV+aprK3q01bKwvYVNDKd988ADDY1M7coSjCR5/uZGbd9Zj0TIbIcm44SSEYJ2viN/ZeCt/eeIJeiNj05YZS0R5ua+ZAwOtWBV1MmwnSYaOEqYxLcE63+biDzffybGhziUbTpAM1727ehs/uHx0Rrf/UCzE090XeLG3CYuiJvVxxgUpzSvGeOUDRgDrfMX8xfa38l8X9qctvOjSrPzuxtuwKxo/ajk2LQwKENTjnBnt4cxozxX6PiIpdT9eaG9KuWQ5h+WmLxJgOBbJ2Ax3wmXeHhidc7kqTw52dWEPVAkcHeicc5lCh4vbyurmrWZaLEPR8Lx5FNcaVlVlT1EF/3Tj2/ij1x7jhe7Ls+anxQyDF7qbua963Ru+kCIdlDo9FDrcc4bjLvkH6Y8EqbVcO148q6KyIbdoTsOpPTDKcCxCsXNhCdOLIW7qnJnHE13h8s3aQWK50Q2T4+c7GBqd6pkXwK5NVfzv37iHPG/6e/25nTbedcdWPE47X/7eC4xcZTwdOdtO/1CA8uKctG73apYl0K8IhTtK1/LZjbdRaJ89Zp4wDUJ6nLFElLFEdLID/dVGk8/q4LObbuPOsnWMJpZe+jjRhPRX197AbaVzu/ni42MMJGKTYwzpceJXGU0AG3wl/Pm2e6jzFlC5iMq8ucabZ3PyO5tu47fW3zznMYXkrDBuGkQNnZiZTK5OmMY1ZzQB+GNROsc7hGeK9uAog/OE6mq9edi1hb14x+JRBqNz9y3MsztZm1OQEaPQME26QmNE9KXLY6w2hBAU2J38/vZbWOObO0H05FAP+hvA67YcWFWNDblzN7Ju8g/RGhiZMfdktWJVNbYVlM4p3tkVGqM9OLos+xWIxzg7PLP3ZoJabx4FjoXlVWaKUCTOhZb+ac/hkkIvv/qu6zNiNMG4orumcuf1a7nnxg3TwpZx3eDkxenakelm2TIkhRC8vWozn99+L2u8hYtykysISh1ePr/tHt5ZtRWbojESW1oD3Sspc/r4k613c3/Fpnl1PuZCEwo78yv4211vY0d+JRahUOb0LWmdM+FULXxizV7+fvcvsa+oFpuSvvVbhEKBzcXGnJJVFdKQwInB7oy++A70tc9pmDlUjXpv/ozCqXPhj8+viO2x2Mi3L029dzYCiRhN/sFpuYZvFIQQrM0p4PbyujmLTXpCgbQWbbyRsasquwsr5lwmrCd4vqv5mhLCVIRgjS+fkjm8SQnT4LXetmXZr2MDXXMWpNgUlY15xbiWuX/ebMTiCbr6pxYoCQHXba5mQ11JxvPdLJrKe+7ahtMxVVbCNCWXOzPXqHiCZfVVa0LhLWXr2ZpbxjcvHeTlvmbagsPzVsQoImkw3Vxcz8carqPOU4Ay3j7CH0+v2FaFM4e/2fU2bu9ew49bjnNhrD/lbdhVjXW+Yu4uW8/7a3fguyKRvNKVi8diJ2qkrwJFCIFN1bixqI49BdU81XWeJ7rOcd7fS3d4bMEeJY9mo8Tppcadx76iOu4pX0+ebf7y1+Vmf28rET2OVU2/2zqsJ3imY3qRwJUUOtw0+PIX/HCIGTNXhFyJy2LNiPSAlJLecICjA5mfja0kmqKyu6iC7148PmuFUsI0CSXiWTXxFFCFwraCUvJtTobmmKT+oqWRT6zffU0l3Tf4CliXU0hnaPYOEU+0XeAzW/ZlbDIDySren10+O+d0xmdzsLe4ctUk4McTxrQwncNmYdfGKmzW5TErCvPc7NhQzivHLk9+JqWkd2B6OlC6WVbDaTKh0+nj9zffwTuqtnBiuJOjQx1cDgzRHfYTSsQwSSolF9pd1HsK2JFfybbcMrbklV2VVyLn7XK9mDE6NStvr9zMdYXVnBnp4cxIN2dGeukKjzIYDRLS45hSYlM1fFYH5S4fG3wlbM4tZWd+JZWunGkz3g05xfzp1rcQ1F9PbPZZ7BQ7lh4/nzCg3la1mdtKG7g4NsD50T4ujvXTNDZAXyTASCxMxEggkdhUCw7VgluzUub0Ueb0UeXOpc5TQJUrj2p37rJ3Bl8InUE/J4Z6uKV0ccrzsyGl5EBfO73zlFdXuH00zBMOmonkNTH3eOOGkazLzcAD8pWe1pS1j65lfFbHnB6n1aRLttoRQrDGV0CDL5+h/tkNp0A8xncuHONPdt5+zTT9zbHaubG0mpd6WmYVKR6Ihnmi/SIfXrM9YzmVp4Z6OTM8d37T2pwC1ufMHTJdTkwpicWn5kpaLRrVZbnLJ0KpKNRVFEwxnAAisczncK5YdqRV1diUW8qGnGLeWb2NuKEnS6XHRRcVIdAUBZuiYVctyW71M5yQTIVshBCUOLwU2z3cUtJAzEgQNw0M07xijMn8LYuiYlc1rIo2a1grz+bi/spNGRnr5JgBj8XOzvxKduRVEB/PaUrmM8lJQUtFJAUWVaGgKcnxWxUVVVFXnXdpJgwp+f7FE1xXVJnWipdAIsbPLp+ZM3laFYKbSmvwLKKCyGWxzqt4HtbjGSmB7gkH+NaFY2/QIN1UAvHYnOKlqhBZEcwFUOz0cGt5HccGu2atyDSRPNp2nr3FldxduSYlXb6VRgjBfdXr+VrjIbpnmVAY0uQnzae4qbQm7fIgEggm4vy0+TQDkdlzKlUheG/dllVVzCBINkE2rjA4VUXB514+L65QBDme6dtbjtYrK34mFKHg0qxLiN1m9lUghMAq1AXns6wkEzNqu2bBzhvzBXGkv5MXui5zT9XatORgmVLyYncLr/a2zXlFeSw27qtav6gHaJ7NOW9CuT8epT04yro0zi7H4jH+6+wBuucISbxRMKWkcaSP6BwaaiUuL9ZVIuh6LaAIwdtrNvC9i8fpCs0eBumPBPnnk69Q7vKxOa/4mvDqFTvcfKBhG1869cqsy5wd7ucHl07wu1tvSu+ERkpe6L7MY+3n58w73JJfwi1ltenbbhpQFQWH3UIieIWnTqwOT26yL19mWf3TgixZZmAoFuYb5w/TFRpbctWLlJL+SJD/PnuQkdjc+Wy3ltdR7vYuajsWRaHaM3en8oFIiMbh/rRV8sQNg1+0nOXnLY3Lnrxrjvf8m2jMnGmklHSHxtjf2zqnVtX63MI3XQubpVLh8vHe+i3zeqTPjw7wV0eeodk/lPTMZ/C8ywkv+hK3cV/Netb48mf9PmEa/PDSSZ7rapq3DVOqSClp8g/x5VOvMDZHaxeHqvHeui34rPa0bDddWCwq+b6peV+maU4TpswkUkoCoanHThGCkoLFPZ8XQvbpkeWa5Uh/J391+Gl6woFFPzwnkqY/f+hpTs+TZ1DocPHhNdvnLGGej71FVXN+H0jE+HnLWfojoSW/EAKJGD9qOsn/O/b8vC1kMsFAJMiHn/4B/3nmIGeG+/DHoxl9kY4lYnz93GEO9XXMuowqBDeX1Cy4P2YWeF/9VrYXlM273OH+Tn7zpQd5uPVc2nNQIWmQj8QinBrqoXGkb0kTAiEEdZ48fmXDHtxzhN9H41H+4tDTPNp2jsgSddAM0+ToQBd/+NpjNPlnrwATwC1lddxbtW5VVTZDMhG8pnxqIUBCN+kZXD6vtmFI2numaiMqimBjXfqEPmcj+/TIcs0igee6mvmzg09ydLBrwbNBKSUX/YP85ZFneb6rec5lFSG4u2INm5YYgrixtBrbPGHfA71tfO/S8UXPbqWUdAX9/PPJV/iH4y8SXiHBS1NKLowO8IUTL/Lpl37Onx18ku9ePE6TfxA9jXIAUkraAiN86cTLfP/i8TlfpFXuHLYVlGV71S0QIQSlTg+/umFPSs2tm/xDfP7QU/zt0ec52NeRLHpYIqFEnOMD3Xy18RB/euAJPvXSz/nBpZNLvpZUReG+qnXcUlo353KD0TB/feQ5/vPsAUbn8UzPRtzQeaTtHP/74JOcmKfRd47Nwa9vvG7BauHLgcNuZV1N8ZR8olg8waX2gWXT84oldM42T53suh02NtWXZnzbK57jlCXLQlCFmPJiNKTkha7LnB7q5V11m3l33SZKnR4cmhWLokx74JhSEtUTjMQiPN/VzH83HqIr5J931lrjyeUT63YtTUdFCGo8uVxXXMnLPa2zLhYzDb7eeJhwIs7H1u2kxOmdt1JJSknU0BmJRXipu4WvnTtEW2BkWshqQpk/3X0U56M9OEp7cJRnOi7hs9mpdudyY2kNe4urqHT7cGoWrIqKRVXRxPTzNsFEI+qEaRDREwxFwzzSeo6H287RHhidU9pEEwp3V65hTU7BihZBTBRpGNLEmKe4RY6r+xummfQ6CLFiY1eV5PE7N9LPfzcemrUSbQJ/PMoPm07yRPtFNuYV8daqdewuqiDP5sSqqGiKkuzAIMRkyM1EYpjJ8xszDfrDQc6P9vNabxuNI/2MxiKMxWOTOlzpeknn2Bz80c5baR4b4sLowKzL9UWC/OeZA7zYdZmPrN3BvtIacqx2bKo2rYApeZ4lMcMgrMc5M9TH9y4d50BvO2PztI1yqBY+u+2mlDx8K4GqCHasr6CkwEv3uJ5TQjc5eb6LoVvCFORkTr4Bksf24MlW+oenJvXfsqsB7wwJ4+kmazhluWbIszm4t2odj7adnxJ6MpEMREP8d+NBvn/pONsKStmeX0a5y4vPaseiaoAkqusMRUM0jvTzWl87XSkqkLs0C7+79cbkC3cJMz9B8gH9ztpNnBzsmfPhGdLjfP3cYZ7vusz91evZnF9MqdODd/whLRAkTINgIs5QNER3aIyTQz281N1CR3B0xv2yKSrvb9iGx2rlP84cWJEKu4ihEwkH6Q0HOdifDKnl2RysySmg0p1DhctHgd2F22LFpmmTRpRhmsnOAok4Q7EwHUE/jcN9XPIPpuxRW5dbyEfX7ZzX47dQJlouRfVkFWtU14kZyf+ixvT/jxrJZQKJGK/1zd2wvD8S4tsXjlHq9OLULNg1DZuiYVO1ZCWvqmJXLdg0DZuiTvnepmozTh6Wgk3V+PTmffRHgvy8pXFe48mUkuFYmFd6WnmlpxVNKFR5cih3eSmwu3BZrFgUFd00kteGnmAsHqU3HKQ75Ce0jN7SKncO/2fPXfzZwSdpHpu9PVbMNDgx1MOJ13ood3nZXVjBmpwCSp0enJoVTVEwpUnU0BmMhmn2D3FyqIdzw/0pic/aVY2Pr9/Fu+s2r9pcPCEEG+pKuH5LDQ8+d5IJ+/XExS5eO9HC/bdsRMng2HsHx/jRk8cwzdePZ2Gum/tu2Yj6Zqiqy5IlVbYVlPHHO2/Dqqh85+KxGb1EwUSc/T1t7O9pQxECp2qZzGeJmQZRPbEgg8GqqHx47Q7urlyblheQIgR3lDfwZPtFnu68NOdYJNA8NsS/nt6Pz2on3+6cfNEIBLo0iegJ/PEoI9EwsTleYoJkYvtvb9lHT3iM/zp7cNUoPQ/HIhzs6+DgeG6SIClXYlNUFEVBkHwB66ZB1Fhcq6Bcm4PPbbuJCpcvbYaElJLnu5r5UdMpYsbrrYzihkHcHP/PmPhs6vepHvnBaIj/OX908t+aULCq6qSEiEVN/m1Vxj8b/27i/+2qxu9svZENuUVp2WcAh6bxuW03Y0jJw62NC2oarUuTy2PDXJ7DMFkphBDsLqrgz3bdyR8feJy+efTcINmWpSvUCCSfFTZVQ1MUDGmSMJLG4ILGgODddZv5tY178FgyXx22FKwWlQ/eu5P9Jy7TN5T0/IQjcb798CHW1RSxpjr9jcqllIwFo3z74cNcaO2f/FxTFe7et551NUXLEtbMGk5ZrhluLavDY7Hx/22/hdF4hMfaLszZOsOUkuASklNtisoH12znU5tvwJFGDZUcm50/3XU7LYFhLs2RHDqBJJmcOrrIBG+ronJHRT1/fd095NudODULJU7PnKXlK4mESS9NOqhy5/D722/htrK5c1gWStKwHebJjotpXe9c6NJE100gNU+MAD7QsDWthtNEvtP/ve4t5Noc/LT59IoUH2QCi6Jya3kd/3TT2/irw89wabw6MBUmjOXF4rXYeG/9Fn5v+824V7nRNEFFSS6/97E7+OK3nmVgOGlodvSO8OdfeYRfe+8+9myuxuuyL9mYkVISSxi09wzz9Z+9xsvHmie9TULA3q01fOxte7Dblkd+Z3X6AbNkuQqLorKrsBwAt8XKn+66g/fVb017/78JHKrGh9Zu5/e230yuzZHWWYwQgipPLp/ffXda9ZpmwqIovK9hK5/ffRf59mTjTYuisjU/8wmUq4ENuUX85XV3c1/1ejRFXXVJttcqyQ4LFn5/+y386c7b5yznv9ZQhOCG4mq+cMP93FnesCw5ZSVOD3+481Y+t+3aMZogWcV2w7YafvuDt1CY+3qz+baeEf7u68/whW8+wxP7z9HWMzxvPt9MSCkZGQvz2skW/uNHL/OnX36YF480TRpNihDs3ljF737kVnIy1Fh4JrIepyzXBPXePIquqC4ptLv4w523Uu/L419Pv4o/Fk1L81oFQYnLw29tup531G7MmLtcEYIbSqr4h3338VeHn+HkYM+8PRsXtH4EeXYnv7lpL+9r2IrXap98AVgUhZ2F5TzefiFt25sJq6qxxlfAhdEBomnyHqWCAHw2O/dXr+cT63ZT78tfdeXcbwSEEDg0C++p38yeogq+du4wT7RfYDQeTZve0Vwkc7oszNfGaDEoQrAlv4S/vf5etjWV8t2Lx+mPBNO+Xy7Nwt7iKn57yz625JdgWUah5XA0Tu/gwrzOQohkVw9VwWJR0dRkDt2uTZX83sdv51+//9JksngwHOOZAxd57WQrPreD4nwPdZUFVBbnUJzvweuy43RY0TQVIcDQTWIJnbFQlMGRED0DfpraB+jq9zMaiDAWnHpdCQG37Krn0x+6hfLinHQemnnJGk5Zrgm2F5RNmYkJIfBZ7Xx8/S52FJbz3QvHeLH7MoPR2ftpzUeJ082+khr+14Y9k6GNTM5gNEVha14JX7vtPXz93BGe7LhAk39oyeZfgd3JrWV1/PLanWzNL0lWLl3xvSIE63ML8Vptc4rvLZU8m4Nv3/kBnu9q5omOC5wfGaAz5M9YmyRFCGo9eWwvKOUDDdvYXVSR7Uu3DGiKSq03j7+67i18oGEbP7t8hgN97bSODc+Zd7cYJiY263MKub28nrsqGrBlqDeeEIICu5NPbb6euysa+P6lk7zYfZnOoH/Jk5x8u5MteSW8v2Ert5XVpb3FUiqcutjN5/7+gSWtQ1EV7FYNu9WC3aYRCk9/noQicUKRON0Dfo6f75zy3dV35kKefQJBOJbgtZOt1FXkU1GcQ0GOC1VVM9HqcwpZwynLKkJMe8lDMky3PrdwxoeLKhR2FJRR783j2EA3L3Q380LXZdoCIyndhJpQqHD7uKuigTsr1rA5vxi3Zl22l60Qgly7k89s3ce9VWt5vruZZzqbODfcT8JMLYlYkCwVr/fmc2d5PXuLq9hVVD6ry18IQbHDQ6U7h8bhvrTuz9Xb8dnsvKN2I3dWNNA8NkSTf4hjA12cH+nnwugg4fEctMUYi2L8vzKXj+2FZVxfXMm2/DLqffk4VG1ZzuHEGFYrQgiWQ8BACIEmBNsKStmYV0STf4gLIwO80tvK0f5OOoL+pIL8QtdLsi1Xgy+frfklbCsoY62vgDU5BeRYl547M+/2x4/futwi/nTX7byrbhPHB7p5quMip4d7CSXiKd+jFkWl3pfPLaW13Fhaw8bcosnw+coglzxJMwxz0jBa3AgWjyklh063cfhMO/k5TsqLcqgpy+MPPnEnmpZZz52YRwdjdZTdzIJuGrzlyX+jMzxVrdStWfnz7ffyruptKzSyLItBSjmjm18ATot13nwmKSXxcX2fZv8Qp4d7ueQfojs4RlCPEzMS2FQNt8VGhdtHnSeXnYUVVHtycGqWZLXaCnonJjR7IrpObzjAicFuLvkH6Qj6GY6FierJcJdN1XBqFgocLspcXhq8+WzKL6bA7sKhWlIqQTdMk6Aen9H747Xa5tRSWgrm+DlKGAZRQ6c3PEbr2AhdoTH6I0GGx3V6QnqcuKGjj7dr0carxHKsdvJsTspcXuq8edT78il1erCNl+YrzNwMPBNMaGetlMBoqngstnl1wDKBKWWy0bhhMBwLc3a4j/bAKJ0hP/2RECE9TlRPoJvm5DVt1yx4LFaKHG6qPTlUe3Ipd/nIsdmT1YOqtuJeRMM0iRgJAvEYZ4f7ODfST3twlL5wkLAeJ2Ya2BUNx/g9WuXOodaby7aCMvJsDuwp3qOZ5sCpFj779z9b0TGkG7tV48n/+jQ2a1p8QrOeoKzHKcuqQQhBbgqqxHP9fkK/ZldRBbuKKtI4usyTnLWreKwqHquNNTkFGduWqigr0v9KEQL7uAaRBxuFDhdbrtFE9Ykcn5UIs1wLKBONxjULPpudWm/e/D+6BlAVBbdiw22xUeryclflmpUe0iSPdJ6kOzw65TMhBDvzqtiVX7MiY1pOlsvTc80bTi6LDbc2NSThtljRst3Ps2TJkiXLm4ifdxzn0ODlKZ+pQuHX19z6pjCcloslG07dA35auocoyfdSU5qHqi6fwoEqFB6849eYbmeKbBVNmhgLRTnX0kc0lqC+soCKopw5l5/oHxRP6GxpKMXlyHxprWGaNF7uY3B0umDd5oZSCnPcM/wqS5YsWd682G0WqkpzV3oYacVm0TKeGA5LNJyicZ3vPn6Eh186y871FfzvT95NUZ4nXWNLCVW8np650jHjNyKd/aN88TvP0T04xmc/dCvvu2v7rMtKKbncOcSf/vsjxBMGf/jRO7h334aMj1HXTb7z2GFeONo07bsv/O47uHXnwgwnOaXkNXtNZcmS5Y1HQ2Uh/+dT9630MNJKUioh89GmJRlOpmniD0bRDYNQJI5uZKbMeC4udw3x2qlW7r95I7ke57JvP8tUIrEEoXAcBAQjmSt1vxJNU/jIvbvYu6ma0WCErn4/j+4/y2IkV6SUtPeO8PLxy9y7bz0FWW9VlixZ3oC4nTY21pWs9DCuSZZkODntVj50z05qSvPY0lBKUe7yvmSkhMf3n+Mnz57ghq01WcNphRFCsK66iM988GaiMZ27965blu2qisK2teVsW5tUFm/rGeGxVxsX3Tn9qQPn+c7jR9i5oSJrOGXJkiVLliksOcdpc30pm+tXpirGlJKjFzpWZNtZZsblsPL+u3as9DAWjZRw5Fzn/AtmyZIlS5Y3Jdd0r7qewTEud87fJDVLllTpGw7Q3Dmw0sPIkiVLliyrlAV7nLoH/Pz4mROYVwnn1ZTmcc8N6+esohoJhPnmQwfJ97n48L27EALOt/Rz8lI3I4EwqqJQku9h14ZKKotzpiXm6oZJz6Cfy11DtPeOcLa5l1hCRxGCbz96GJ97qi6NzaLx6+/eh2UWFVHTlPQMjnHiYhed/aPEEzoel52NNcVsqi/F5bDOui/BcIyvP3SAXI+Td9++FbfTRiAc5dCZdlp7hglHE3hdNqqKc9m2rpw8bzKMGIrEeOK184wGInz43l0M+UM8e+gisYTO7g1V7FiXDDc1Xu7ltdOtSAnXbapic33prBWLCd3gUvsAJy91MzwWRgCFeW4215WwrroYRZk7wdk0TU4393K6qZvRsQhOh5X68nz2bKpCpCAo+JNnTtDRNzLlM0VRuO/Gjaytmr+JrZSSYDjGudY+mjsHGR4LYxgSl8NCSYGPnesqKMn3ZCRR2zBMeobGaOkaoq13hMbLvYSjCSTw/SeOTp63CTRV5Tfesw+bZeZbxzBNmjoGOdPcQ/9wAFNK8rwutq8to6GycNZrMUuWLFmyXBss2HAaDUR48rXzxBM6hmkSi+sYpuT6LdXcsrNhTsMpGIrxw6eO43HauGPPGh58/hRPHrhAIBTFMCWmaWLRVPJ8Tn71HTdwzw3rsV7xohkZC/PfD77GsfOdROMJYjEd05SYSJ49fHGaBIHLYeNX33k9Fqa+rKSEaDzBz184zY+fPs5IIExCN0nKGgicdgtrqgr57AdvpaGycEbDIxJL8JOnT5Dnc3LXdWtp6hjgP3/2KhfbBojGEximiaYq2K0W/vBjd3DPDRvGf6fz4tEmLncNUV9RwI+fPs7p5h503eDRVxr5g4/egdNu4S+/+iRD/hCGKXlsfyOf+/Ct3LSjfso+SinpHQrwtZ+/xoHTrYyFYuOq2xJFUXA7bNy9dx0fv38Peb7p0v5SSkYCEb73+BEef/XcZBNFVVWwWlS21JfyS7duQZtHYuJwYzvHzndimCaGYRKN62iqwtaGsnkNJykl33viKI++0sjgaJBILDHZ+VoAFotKUZ6HD71lJ/fftBGLll51b38oytd/cZDDZ9uIxnWi8cRkkcMLR5umXVM2q8avvmPvNMNJSsmwP8y3Hz3M0wcvEIzEMMzxcyEUvC4bN2yt5dfeeQNFee5stV6WLFmyXKMs2HCqLc/nHz/3DgLBKGPhGD9++jgnL3UvaB3BSIyv/OhlXjvdyobaYtbXrMXlsNI/HOTouQ66Bvz8x09fIc/rZN/WmsmXjMth5Z7r17NrfSUA51r6eOil0yiKwsffdt00vR6LpmCZoTQxHI3znccO873Hj2K3aezaUEltWT5WTaV/JMjxC50cbezgz/7zMT7/v+5hU13JrC+60UCEc619/NfPXiUSTbB7YyW5HgcJ3WBgNET3gJ+NtdMrF4KRGN97/Ag+t4P337Wd10630tw5yLceOYRumKypLOTuves4cLqVi+0D/OLFM+zZVI3D9rpKcd9wkL/5+lMcamynoiiHt2ypoTDPg2mYtPYMc/xCFz955jiDo0H+4KN3kONxTNmPhG7yPw8f5KfPnkQIwY515aytKsKiKXQPjnH0XAf//uOXCUXn7kP0mQ/cwsBIkGA4RlvPMP/2k1fmXP5quvv9dA34qS3No7Y8n4IcF1aLxuBIkBMXu2jtHuZffvQSZYU+rttUtaB1z4fTZuHuvWvZtqYMgIvt/fzixdOA4CP37qa0wDtleVURWGcwmgZGQ/zTd5/nxWNNeJx29m6uoaYsD0VA98AYR8518NBLZ+gbDvCnv3IXpQW+tO5HlixZsmRZHhZsODlslimGwKsnWxZsOEkJ+0+2cP9NG/no/XsoK/QhSIacXj3Vyhe/8xz9I0FeOXGZXRsqsFuTxoLTbuWm7XWT63E7rTzyylk0VeGO3Wuor5i/RYWUkmPnO/jZc6fQNIVPv/9mbtvZgM+dbBiZSBgcv9jJl3/wEs2dg/z02ZNUleTidc3cniIa1/nqg6+R63Hy/314LxvqinE7bRiGiT8YYWAkRGmhd9rvwtEECPjtD9xMZXEOdRUFfPE7z3GmuYd11UX8wcfuoCjXw6a6Ev7oXx/m7OVe4glj0nCKxRP85JnjHLvQyYbaYj79vpvYvrYcq0VDSkkgHOP5I5f4wnee46VjzezdXM0v3bJ5yhgutPXzyMuN6IbJ227axG++Zx8FOW6ESHrU9p9s4e++9QyBUGzOEFNlcQ6VxTkAtPXk8u8/XZjh9KF7d7JrQyX1lQWU5nuxjouYxRMG59v6+JOvPMzASIinDpxPu+Fkt1nYt7V28t8vHmvikZfPgoBbd9XPaPRejZTw6MtnefnEZexWC5/54C3csqMer8uGEIJwNM7Lxy/zHw/s5+i5Dn767En+1ztvmGIEZ8mSJUuWa4MVSw6vq8jnV96+l/JCH4pI5tFYLRq37Khn+9rX83yiMT2t203oJj959gSjwQh37F7L22/eNMUTY7Go7N5YxVtv3ICqCvafvExn3+icpe3BSIz/75dv57rNVXhddhQhsGgqBTluNtQWzyrItaGmmMqiHFRFYfvactwOK4YpuWl7HQU+F0LAloZSLJrKSCBCeNzzI6WkuXOI5480YbNqfPDunezeWDXpCRFC4HXZue/GjexYV0FcN3jguZMYV+hsSSl55JWzBCMxinLd/Oo7r6coz4OiJM+F027l5h113H/jxnQd+hkRQlBRlMMde9ZQU5qHzfq68qvVorKxtoTbdyV7QZ1p7s3oWBaLPxjhp8+dJKEb3H/zJu7bt2HSEIekwX/XdWt5521bEELw9MELXO4aWrRcQpYsWbJkWTlWxHASwJaGMkoKvNNCYIoiqC3PRwgYDUYwZujevhRGAmFOXkx6yG7ZUTdjaxZFCNZWFaKpKv5glI7+0TnXuX1NOWsqCxaUt6KpCnle12TCt9dlQx03sCqLcyfzqlRVwWHTAEkkluzCLiU0dQ7SPeDH47SxfW3ZjPuhKgobaoqBZLho0B+a/C4UjXOhtS85/rXl5HqmN9e1WTQ21ZVm3DMixOwJ6EJAwbg+WCQWH8/hWl2cvNSNPxBBUxXu3LNmxpw4VVW4aVstLoeV3qEAF9r6FiXQmSVLlixZVpYVafIrxg2T2bBZkwaErhtpf7lc7hwioRsAfPmHL/HfD74243KRWIJoPOntGhoNjaeNz8ymRehYqYqC02GZ8m8x8bn99c8FAkVJGlcTHiPDNGnuHMKUkiF/iM996eeoykw2sGR4LAwkKwhHxiKU5Hsn9ykUSXqwKktyZwzFCSHI9znxuuyT60k3UkqkTOadtXQPceJiFx19o4yMhQlH40TjOr2DgfFlQZpy1YloNHcOYpgmhbluCnJcsxqB1aV5OGwWRgMRLrYNYEqJMutVlSVLlixZViMrYjghwOee7uGYsgDTW/emg+FAeDJEMhqIMBaKzrqsx5msEJzPk3S1DEIqCAHaDMaOqojJcNnksuN/TxwPKSWjgaQhY5iSwdEQc+F12XE5rFNCQ+FogsS4IeZx2mYxvJI5QFZL5kroTSl5+fhlvvfEEc429yKlxOt24HPbsVs1NFVF01aZpXQV/mAEKcHtsM3ZJ0lTFdzj19TIWJhUZwWmNBmNhxmKhRiJhwjrcaJGAkOaCASqomBTNJyajRyrg3ybm1yrK9voehaiRoKBaICReIhAIkpYj5OQBlImKyAtiopDteDW7OTanBTaPdgVy4pWQprSZCQepjfiZyQeJqzH0U0DBFiEikuz4bM6KLZ7ybO5UMTqvmeWm4RpMBIPMRgNMpaIENbjxEwdU5oIIdCEil3VcGt2vFYHRTYPHot92c+5IU16I376o2OMxiNEjQSmlFgUFZdmJc/qotyZO+vYlmu0Ukrips5ANMBALMBYIkrUSKCbJooQ2BQNj8VOns1FqSMHh7qy90+6WRnDCWZ9UWcaab7+svrtD9xMSf78TYmrS3LnvCDn00majcVeSJLXG9EW+Fz88SfumncMmqpMJnBPXdPc45grjLZUpJQcPdfJP33veXqHAtSW5fHuO7ZRU5qHz23HZtVQFYWfv3CK7z5+NCNjSA/pM/QnzquJpC8yxrHhNo4Nt9EZGmE4FmQkkXxpxmY0nKz4LE7ybC7q3IXsLaxjb0EdTjWpR7bQ86ibBv/Y+CQj8aneRgXBHaUbuLNkQ9qvDSklBwdbeKTzBLqcGqa3KCp/sOlevJa5Jl3T1wcQM3UaR7s5PNTCpUAfveGkARLQo0SuNpyEgkOz4tJs5FpdlDi8bMwp5/biddS4C1LSNpuLkXiYn7Qe5nLwdaFVt2bjPdW72OArmzJ2E8mFsV6e6DrNeX8vvVE/o1caTuPHxTluOJXYvaz1lnBHyQa25VWiLHGsAOf8Pfy49RARI7Gk9aSCguCt5Vu4uXjtotcxcc51adIRGubQUAunRzrojYwxFAviT0SIXGk4IdAUFZuq4dZs+CwOCu1e1niLuKGwgV151ajjhmgmnoVSSnRpcmyojed6z3F+rIe+yBj+xHTDKdfqotKVx468Kt5atoUSh2/KuOxq5tIqJo7rUCzIS/0XOThwme7IKAPRAIEJw0m+bji5LTbyrG4qXXlsz63krrJNlNi9U8Z7rbJihtNK8XoiuKSyOIfdGyqvuZOoCDHpsdM0lU11JeR6F9anz2G3THpHguEYpmmiKNO9JbF4YjK0mW7C0QQ/e+4kvUMB6ivy+T+//lYaKgumGNWGaWKzru7qs1yvAyEgEI7Neax03SQYjo3/xglXXXe6adAfHePMaDePd53i6HAbET1O3NRnNcokEtM0SJgGQT1GfzQAATg82MLPO45R4czl4/U3cUvxWnwWx4KudSEEcVPnsa5T074L6FF25lWRZ0tvL7+wEefRrpM81Hli2nf7ChuwKqk9sqSUBPUY3ZFRnu4+y/O95+mOjBIbf7jPhiFNDJnUIhuJh+kMj3B6FJ7vvcB3ml9lX1EDH63dxxpvEdoM90sqRPU4BwabOTLUOvmZXbWwwVfKem8pQghMKbkc6Oe7LQd4vvccY4kIxiweypipE4vrjMRDtAYHOTTUwoPtx7i1eC0fqbuB9b7SyRf/YhiIjvFU91kC+uze+XShCsEGX+miDKcJL0hvxM+R4TYe7jhBU6CfqBEnbs5+X0qSv4ubOoFElJ6In/Njvbw6cIkftR5ic045H6m9gesK6tLuOdFNg4tjfXyz6RVe7r+YNJRmuNvjpk58/Jq8HBzg1f4mfth6iI/V3sC95VvItyW14RYyqVgIpjTpjYzxi47jPNJ5kv7oGDFz5sItQ0rCRpywEac/GuD8WA8v9J3n25df5R2VO3hbxTaqXPnXtEf8mjacxORMP/W5fn1FARZNQTdMTlzoYveGykwNL2OoikJ9RQFCJHODLnUMcN2m6gWtoyDHNamM3t43Qlw30LTpQqEjgQiBUCxtY7+SwdEgPUNjAOxYV0FNad40T6QcV3dfLiZvZUnKLqS1VUWoqsKwP8TAaHBG1XuA1p5hItHkrH1NVeGUB0dfxM9jXad5ovsMF8d6MeZ4uaeCiSRiJLgU6Of/nnqI20vW87kNb6HUmZPyOhQEd5Zs5NHOU4SNqVpeJ4c76AyPkGudPadroUgpGYoFOThwedp3mlC4q3Qj1hSMFSklrw408UjnSV4bbGY4NncoOxV0aTAcD/FI50mOD7fz2+vu4K7SjdjSNMOPGgm6I6NJL6IUHBhs5kvnnuLiWN+C12VKSUCP8kjXKU6PdvHZDXdze8mGa/pFlQqXgwP8vOM4z/eepzM0PKMBshAMKQnpcQ4OtnB2tJv311zHJxtuSptxYkqTR7tO8fVLL9EaWljrsIQ06I34+dK5pzky3MpnN7yFGncBOdb0N7qPGzr7By7xP837OT7cvqh1JEyDvugY/33pRV7pv8SvrbmFm4vWYlWvTRPkmg6ET5Sux+MGkVgipfLufJ+TrQ1JuYNnD19kcDQ06++klJhSrrqycSFgTWUBZYU+AqEoLx1rJhyJz7kf8qr9cNmtrKsqAuDEhU5GA5Fpv0voOudb+wlFM2M4mVJOqoSrijLtwT6hbH6kcXE362KwWZMzynhCJ5ziNbWlvpTCHBe6YfLsoYuT+3QlhmHyysnLhKJxinLdrKsumuJwGomHeajzBOf83Us2mq4mZuo81X2WL5x9guHY7Nf71QghqPMUsjGnbNp3o4kwr/Y3pT0P8chgK31R/7TPq935bMkpn5wszcfpkU4e7TqVFqPparrCI/xj45M823MureeqKzxKSI/z2mAzf3/m8UUZTVfTFhrinxqf4tWBS6uyIjWd9ET8/Kz9KO2hoSUbTVcT1GN87/JrfLPpFUJ6bMnvBEOaPNRxgi81PrVgo+lKEtLg+d7z/L8zj3I5MJB2wylhGjzQfoT/e+rhRRtNV9Po7+ZvTz/KD1sPETHmFlderVyb5t44VePVYPGEwVMHzlNTmjeZfCsl6IaBpipTZsQWTeWD9+zkUscArT3DfPG7z/PLb91FfUUBDpsFCURjCUYDEboG/AgBWxvKM5ogvVCEEDRUFfKWvev4zmNHeOSVRrzupG5TUa4bi6ZimpJQNM7gaIj23hFqy/KoKsmdso633byJpw9doG84yNd+cYDfePc+CnOSLt9YPMGhxnYeeflMxsrmc9wO8nzJG/1cay/tfSPUlecjhMAwTTr6Rvnqg69NkVHINBXFOVgtKpFYgmcOXmBtVeGk+Ols15TbZeODb9nJV37yCo/tb2RddRG37WzAO67lFI7GeelYM7944TRSSu7Ys2ZyPydo8BSxO7+GlsDArA99q6KSZ3Pjsziwq5bJsFXMSDCWiDIQGyOkz/wgMpG82HeBqst5/Oba21POhSi0e9hXWM/J4Q4Scmq447Hu03y0fh8ubfY2SwtBlyYPd56YtvcCwc686mR+UYpek7eUbeLHbUcYjAVm/F4g8Fhs5FlduC12rIqGpqjopkHESDAYDTAcD81qGA3Ggnyx8QnW+Uqo9xQtZDdnpS04yNnRTv7uzKO0h4anjddnsVNo9+K22LAqGro0iBk6g7Egg9HArCHIjvAw/3b+OcqdedS48hfsIdSEis/qSKvHSpIMpabTmNuTX8saTzHHhttmXcapWsm1ufBa7NgUC1ZFxUQSNRKMxsMMRAOzhqBips4PWg5S5crjHZU7Ujbir8aQJs/0NPKVC88yHJ/92ZZjdVJi9+HSrGiKSsI0COtxBmIBRmKhyeeEBA4MNPOPjU/SkKZrtHJEPQABAABJREFUESCix3mg/Sj/cu4ZoubM+W0KggK7mzyrC5dmQ1NUTGkS0uOMxEMMRIPocnqYdCAW4J/PPU3c1Pnl2huwa6s7HeNqFmQ4RaIJWnuGCEUShGNxwpE4HX2jAPQPB3nuyEWKcj04bBacdgulBV4KctKbA3ElpQVetq8tZ//JFh566SyDoyEqipOCksFwDEUIfudDt6BeWaE23lrkw/fu4uu/OMCLR5to7hxkTWUhHpctmRsRiTM0GqK9b4R9W2vZWFuyqgwnSGosve+u7bR0D/PC0Sa+9chhDp1tp6zQh9NmIZ4wCISj9AyO0dk/yp/+yt1TDCeA9TXF3H/jRh54/hRPvnaevqEAa6sKsVpUeocCHL/YReG4ITbkny5HYJgmvUMBBkeChKNxwrEEnX2jmFIigKPnOjBME4fdgstmxemwsqayYFJewed2sG9LDUcaOzh7uY9//N7z7NlYjdNuoW9ojGMXumjrGeb2XQ28cLRpxuMw0ah50B8iHIlNjmHieXy4sY14Qsdhs+ByWPE47VSXziy/AFCc52Hn+gqeP9LE46+eYzQYoao4F1VNXlNSSj77oVunhDUFcPf16znfNsCTr53jKz9+mZePN1NTlo+iCLoH/Bw918mQP8SOdRW8767tOO1TG0hriso7KnfwUMeJKbMwi6Ky0VfG7vwaat2FlDp85NlcODUrNiX5sIkaCUbiIdpCQzzXc479A5dmNKAS0uCJrjO8tWwra73FKb1AVaGwp6COH7YeSuZPXUFPeJQTw+3sK2xIS7ju4lgvzVckTE/g1KzcUNiQclhMCEGJI4fbStbx07Yjr39O0hDcnlfFjtxqSp0+imxefFYHNlXDqmgkTIOQHqMnMsq50R4e6TpJU6B/xu0MxYL8oOUgf7Ll/iXlEE3QGhriS+eenmY0lTp8vK1iO1tyyil35uKzOsYNJ5OIHqc34ufMaBePd53iwljvjGZ3o7+HJ7pO8xtrb1vw636dr4Q/3fK2yWT0dHBqpIMftB4ipE/1ZgsExY7pnRZSwaqovLd6N8eH26ekbzg1K9tzq9ieV0Wtq4BCu4c8mwuHasGqWjDHj+NgLMilsT6e7T3HocHLMxqiYSPOD1oOcnfpJtyWhVdTA/RFxvjapZem3U8TeC127ivfyg2F9VS7CvBaHFgUhbhpEExE6YqM0jjaxSOdp2gNDQJJ4+nVgSYujqVHJNiQJi/2XeQbTS/PaDQJBA3eIt5SupltuRUU2b14Lf8/e+8d5sZ13vt/zgx6295743LZexEldvVqybYk19iOY8txeo+T3CTXyb1x4vxu3HvcIhdJVrc6RVLsvZddcnvvi0UHZs7vD5AUlwDILVhyKeHzPHxIYoDBmcHMmfe85ftaMCoqmpSMhgP0B0epd/fwWucJjg21xZzPiNT48fkdZJud3Fe84IIkz80RTp6Q4VTf2sfffuslAsHwpTBLKBy1zps7B/nGr95BURQURaAqgsfuWMJnHlw1LQOHaKXYFz98GxFN51RjN29feLheLOkvzkmPm6dis5h49PbF5Gc5+dlvD9DV72bboXOXxDYNqorZZCDNYaGyMOuaTW5vFFlpdv7qE5uoKMzkzX31nGvr4+T5rguGS1S93GoxUpiTRm5mbPWg0aDw6QdWYjIZeHXXaY7Ud3DobHu0ObHRwKLaYj738C187VfbGYxjOPn8If77hb1sPXgOXdfRpUTTorpMUkqe23acl3eeRAiBIgR2q4lf/usnLxkNiiJ4YN18OvvcvLrnDEfrOzlW34mqKqiKQqbLyh98eC1VJdmcbOyJ6x4PhiN879ld7DzadMUYou999u3jvPTOhTEogrxMJ//fn36AvDjnA6LXzhc+eBvBUITj57vYfug88sLrihDkZjpjVslCCDKcVv748bXkZTp46Z2T7DvVxu7jzdHjvNDk9+5b6vj8I2sSVnLWuvJZmzeLHb0N5FvTuKtwHuvyasm3pmEzmDCKxA2OC23pzEkrZF1eLbt6z/GVk6/QE4jNDev0D7Ol+zQ1rrxxT1Fz0gqZ7SqImehDF0KAK7IrMYqpLSw0qfN29xk84dgE5AJrGqtzqia0P6tqZHP+HHb1niMsNeakFfJA8SIWZpRgN5qxqsaEJfs5OCl3ZLM8q4I7Cufx7fq3ea3zBKErPBES2NvfyDl3D7VpE9dyuxJvJMjZyx58FtXI7QVz+d2a2yiyZcT//c1QbMtgcWYp9xYv4D9Pvc4bXScJX2HkSCTPtB7k0fIVZJrtExpXltnBrbk1kz6uMeOQkjbfID9r3I3vCqPJIBTuL1nEbbmTr6hbkV3BwowSGj19VDqyubNwHrfmzrpkKKlCiX8PmaHYnsmCjGLuKprH0y0H+cG57YzGuR4bRnvZ3Xee2wvnTnh8EV3np4074xo4Aih3ZPN38+9nfkYxZsUQM9YcS/TaXJldyb3FC/le/TZe6Tx+SZ4k3j0/Gdq8g/zXmdfpD3pittlUEx8qX8bHK28hw2THEOecZprtlDmyWJRZyl2F83iz6xTfqd9K3xUeYHc4wHcbtlJiz2BJZtn101OYIhMynDLTbNy1ug5NG8fKQwhqy8a6DZ12Mx+5cwlCCIpyEzc5rSvP4/E7l2K3mK6qWi2EoKo4my8/cQ8Hz7TT2N6PLxjGbFTJcNqiTVYTlOmbTQZuX1nLirllnDjfxfn2fkZ9QQTgclgozEljTkU++VnOuDea1Wzk0TsWo2k65QWZ1z4flz5nYMOyGmaV5VJd8m5vPYOq8sDaeXj8QQpz3j03ZpOBhzcuxB8Mx6h7CyHISrfz+UfWcN9tcznW0ElXvxtfIIzJqJLhslFZlEVtWS5OmznmOIQQZKbZ+f0P3cq6xVUcP9/FyKgfm9VEdXE2y+aUYjEZuHt1HTUl2TGipUaDyuLaYhzWsd6TRBiNaowRajUbo/0Cl1Vz4lwXw54AJqNKQbaLxbOKKMpNx+0N8JE7l+ANhBBX/J6qorC0riSu8nk8HDbLNa+psoIM/vnz93D4bDsNrX34gmFMhuj5LMvPiKvVJC5UOv7eB1azeUUtx8910j0wikSS6bKxoLqQ6pLsmAbBl2MQCp+tWcu6vFrW5FSTbrJNuArObjCzuWAOEvjX4y/FDQVs7TnDZ2vWoozT2DEqKvcVL+Sd3vox6xAJnBjuoNnTT40rb9zjjEeP383BwZa4q/w7C+ddklQYL0IIFmeW8vu1G6l05lDryp9wFZxBUSm2Z/Cnc+4grEd4rfNEzDqsN+Dm5Egns1yJG4FPBkUIHi9fye/WrMV5Dc/GRR2iXIuLv5h7FxFd482uUzEh3+GQl519DdxfvChp45wovkiI79RvZf9A05jXFQSrcqr4XM36SZfUCyHINDn4Qu0G/FqY1TlVE96XIhScRisfqViFLnW+37A9pjBCkzpbe86yuWDOhH/z0yOdvN55Mq5XsNKRw98veIDFmaXXlIgxCpUiWwZ/NvdOXEYrP2/anbR8u6AW4fsN2+jwDcdsSzNa+XT1bXy0YtW4ErtVoZBhtvPBsmVkWxx85eSrdPiGxrynwzfE9xu28dVljyUt7D/diGskub23swlTpHiP4gkH+feTr/Bc26GYm9hhsPDc+i+SO4GQSF9glI/v+D6d/uExr5tVI1+ady8PlCyedA6MlJKdfQ381aGnY1b4DoOF/17zKWY5k2uYTJTTI118aucPYx6iAL9TtYYvzt40bqmELt8wXzrymzFyBFeyLncW/7ToAxP2Dkkp2TfQxN8cejrGWyCAh0uX8g8LHrju51JKSVjX+HnTHr59dktMHlGpPZN/W/Ih6tLit4+6EfQGRvnzA7/iyFBsUvT89CK+veoTE6qwC+sa3zjzFj9t3BVj5FhUI385924eKlk8YQN/MOjhi/v+hxPDHXG3q0Lh92rW8UTthmvuK6qj1sjfHn4m5vpRhOBDZcv5o9mbJxWmDOsRnmk5yNfOvInnCm+jSVH5l0WPcEfh3JkkD5RwIEmJQelS4g2FGPD66Pd4CUaS25g3RYoUE8NuMLGpoC5ulU1EahOu5EkzWuOGJoJamK09Z2PCLhMhLDW2dp+NGxa5JbeaQmvGDZ9Mq525CcNVnb5hApHkiUMWWtP5nepbyZhEhZQQgqWZ5cxNL4rZJokmio+EYytopxtdSl7pOM5Pzu+MMZoyTHb+et69zJlBRhNAjtnBXUXzxuTIXsQdDtDrn1hYrMM3xN7+xrieoXnpRTxQsmhS2mAZJjufrr4N8zgN96vh00K82nk8boiu2JbJ52atx26cnFfIqBh4sGQxq3OqY7aFdI1fteyLEdudqUzJcNKlpLF/kO/t2s8/vrKFL730Bv/82tuc6n43mVJKiTsQoGN4hCGff8aV9qdI8V5ECEGNKz9umEeXksE4E+PVMCoqK7Iq4j7MDww0xZ1ox4s3EuSd3vqY1y2qkVXZldgNEwvTTQeqECzOjK+V5g77CcWpHJoMAliaVc6ctMJJG4sGRWF5VkXcbaPhAMM34OF0xt3F9xq2MXRF6NhuMPPJqltYkV1xw43jKxEiWs2pxHlMhvTIhARBpZS0eQfHqMVfzgdKlkw6T1BcEA2dnYQ8u27/CAcH4lclPlSymEyTfUoJ3FaDiUfLl2OIk1/YONrH8eH2Se/7ejJpwykUifDMkRM88dQLfH37bp4/fpotDY3samql3zP2xjzU1sknfv40f/nCq0T05GrUpEiRIj55FicOQ6zhJJFxQ05XQwjB7LQCal2xk7M7HGBL9+lJj3N333l64qzeS2zR1hIzoe+aQFDmiK92HG2LkZx5zaIaWZdXi3WKxmI87S0AvxaOqWSbTqSUdPqG+feTr9LmG1stqAqF+4oX8qGy5RgnqcI+3ZTYMzHGyWmMSJ2ANv7Iio7k2HA7gThta4psGczPKJ7SOHMsTuanF08pt1rKaHuftiuqOgFyLU7W5NYkJXd7blrRmNZCFxkKeTk00EJwAuf1RjHpGemNs+f58uvbaBoYIttuZ2lJEQ5z/Ju9IM2FyWDgaEf3GG9UihQppg9FKPFzMCSTKi3PNjtYnVOFIc7K+PXOk3jDE38gh7QIr3aciElkFsCizBIqHNnxP3idEUJgUY1YlNhk44jUk6ZHZDOYWZ5VPuX9ZJsdcR9yYV2LqQ6cLqSUDId8fPPsWxwdaovZviqnit+v3YjDYJ6xZegGoeCMt/iQckLJ2JrUOZJAQLLOVUDGBAtBrsQoVGa58rBOsIjicnQke/oa4+rIzUkrJM/iSopX0KwaWJMbG66TwJGhVjzXobXPVJmU4dTn8fKjvQcJRiLcXTeLrz50N//+4J2UZaTHvFcIQZbdRkl6GoFwhDO9/VMdc4pxIC/IRUQ0nbCmEdY0IpqOputJD5dKKS99x1QeIJfv5/I/ES35Y36/YE5Q+TKZsymEYEP+bGxxvCGd/mGODbdN6HeSSM57ejk3GquQbVBUbi+YOyO8TRdRhZh0f7rxUmLLJC0J6s/2BMaILvWEPe+SjY7k6dYDvNl1KsbImOXK4/dnbZhw/8Trj0h4D00EXUqaEoTpSh1Z2KZYTSaEoMiWEffeHC9SSk6NxE8wL3Nk45qkbtWVqEJhlis/rpfx/GgvvkhoQm3UbgSTuiIOtHbQMjjMwsJ8/mTDLZRlRHtzmeK4NAFcFjO5TjshTaN9KLadQorkEtF1Tnb28NqJBvY0tdHr9qBLSZrVQllWOr9zyxJWVZYm7fv6PF7u//pP0aTkXx+6gzvmTk7zpWtklA986+cxE/ucghy+8sjd5KfF1z9KkZhkr+RL7Zmsyq7k9a6TY153h/y809PA0szycfef0mV0hRtPe6bGmcfizORdo8liuh/x1RPQ17oaihDR3kxxjKTr8VCK6BpvdZ/mhw3v4L8iPFVgTeMPZ29mTnrRDDeaoiTjHhoKehkOxSblmxUDBda0uDk/EyXP6pq0lANE89/iSRBYVCMltoykiLxC1MjLMTvJNjvo8o+1B9zhAO3eQYptGTNa02lShlPb8Aj+cIRZudmUpKdd8+I3Kgo2owl5ofouxfRyoqOHv3rmVVoHhxGAw2LCqKp0u0dpGRzioysXJfX7pARvKISmyynlsFmMBtbOqsDtDzAaCNE2NEy/x4c/FEl5nIiuCP1aiIGgl6GQj9FwgIAWIqBFCOsRwlIjpGmEpRb9v64lXOVOFoHgrqL5vNU9tk+bjuTIUCvdgRFK7Vnj2tdIyMeBgaYYsUaIajdNd96LJnWGgj4GQx7c4QDeSJCAFiakRQjpF86jFrlwPjXavINxc1SSSaE1sb7dzYKUkmND7Xz77JaYXDqjUPmdqltZk1tzQyrodCnxRAIMBDwMh/14I0H8WoigFrkUxozoWvT317ULqvxTT6bvC4zGncMsqnHKYbqLZJjs45bEiEd3YCRu+NGiGMgyO5Jq5DqMZtKMthjDCaKVn6uYmODt9WZSZzkQjj7IXBZzTDf7eEiiXhCEiJtolyJ5SCn56e5DtA4Ok26z8Nd3rWduYS6KEIQ0jZ4RD0vL4ieO3mjSbVb+/t6NRHSNQDjCf+88yM/3HrnRw7ohSCkJ6hH8kRCnRjo5PNjK6ZFOOv0jBLUwIV0jomtoUke7kGOj825T6ui/k93qNEpdWgGzXHmcHuka83q9u5v6kR5KbJnXnGSllHT4huM2Di2wprE8qzxp3rKLzbr9WojewChHh9o4PNhC42gf7rCf4AUjM5qrFA1l6VIiL5xD/cL/p+dsjmUyEgQzjZ6Am/868wZNnrGSFwah8MHyZTxQsihp3otESBn1q0X7OPo5OtTO8eF2Tg53MBj0EtTDhLTob65d+N0vv4d0qaMjL+1nqgyGvHE9fSbFELeAYzLYDCYM43geJ2Ig4ImbamFUDBPSqxoPVtWYsFq2J0ErmpnEpAyniwbTsD9ARNev+WMN+wN0uUcxKgp5zunrXZcCPMEQJzqiOSMPLqzjnvmzMCjqBa+9pDZvZiTbxkMRApc1GusPaxoOy40vQ7/eXEyoPTrUxpbu0+zuO09vwD1jIv4X3ey35FRz1t09ZqIN6Rqvdh5nfX5t3ATyK3mj62SMEB5Ey/HLJtDQ92poUqfB3cP+gSa2dJ/m+FA7oST2XEs2U0nunQm4Q37+3+k3YgxiBcHG/Do+XXXbhFXgJ4qUkp6Am339jWzvqWdP/3nccTTCrifeSDDuPWxQFKxTCK9djoKY0vUzGgnGNe4MijKl3Kl4mBRDwt6T7ptAy2lShlNFVgZ2k5H6vn46hkcovZDjFA8pJae7eznW2Y3VaGBOfvK6N6eIxRMMXQqXFWWkoQjBxZ/mZsgneL8iifb4OzjQzC+a93Kgv4nhGyBUOB5MqoGlWeU813aYgSv0m/YNNDEQ9JB3jZCTXwuxtftszOs21cSyrHIcU0yWlVIyHPbxfOthXmw/QpOnP247l5nGdHtipgspJSE9wtOtB+JKU5Q5sniidsOkG/iOawxIQprG292nebb1EIeHWqc9tDpe4oWjIbpYHE/UZjxcbMUyWcK6FrdqRCCSfl0qQkm4zysFUmcikzKclpYUMjsvh70tbXx7xz4+t2YFeU77JVe2BEIRDXcgwOmePr782lb6PF7WVZeztGRmhokmg5SSHreHQe/4HnBlWenYTMYYAyZaTaYz7A/gCQYJRTSklBhVFZvJSKbditkQ2/Dx4uf6PV7CmkYwotE2OHxJub131MPp7j6Uy0IeGXYLeS5nTH6BlNH8JLc/iDsQJBSJoEsZXRFdGIPVGDv2K1EUga5LRgIBBr1+wpqGqii4LGYy7dbrEqqVUhIIRxj0+fEFo7lXBlXBZTWTYbs+Y5gIUkZ1lZ5rPcR36rfiDvuv6WGKlsYbMCoGjIqKKhRUIVCEEp2MhYJJMdA42odXS75uz+LMUioc2TGG02jYzxtdp/hoxaqrXiu7+s7THYjNb8i1OLk1t2ZKRr6UkobRHr566jUODDQnfGhdRBVK9HyqBoxCRVVUDBfOo3LhvKpCJaRHaBztnV7v3026tpFI3ug6xX+f2xFjrORanPzN/HupdOQk+HQSvv+Cofzd+m0823owJiH9SgQCq2rErF64h0S0sbgiFFTEpQe7UVE5NdI55T5wVwv4JbOAQ5mSETYz/NozYxRXZ1KGk8Ns5ou3raRlcJjfHDvFia4eFhUX0DUySjAS4ZVTZznQ2sG5/gGOdHThCYYozUjjiTUrpxSDnYn8cMeBcefh/ORTH2R5+VihM12X7G5sZV9TG0fau2juH2LYH0DXJXazkaL0NFZVlvDQ4rlU58TmjjT1D/Kl595gxO9nyOvHFwpfuvB+8M4BfvDOgTHvf3TZfP7mnvWYDe/+9FJKjrR1seNcM8faezjfN8Cg10dE17GZTOS5HKwoL+ahxXOYU5B71RWSguDts408f+QUh9o6cfsDWI1GZuVls6muig8tnY89gd5Xsjjb3cczh09ysLmDtqERAuEIdrOJ2rxs1lSX8ciSeWTaZ04ZdFCP8NPzu/hZ4664oSuIPk8LrOnUpRVQas+iyJZOtsVJmtGK02jBohoxK9EHgUkxYFINGITCx3d8P66GzlS52Ez44EDLmIeCJiXv9NbzYMkinAnyIoJahHd66gnGebitzqkm1zI1r8R5Tx//fPQFjl1FhdiqGql25lHjyqXElkWuxUmWxYHLYMFmMGNRjZhUFbNijJ5PRWVvfyO/v+/n1zTE3o+cHO7kG2feimnn4jJa+L2adSzJLJvW+20w5OUbZ7bwfNuhhJ5FBUGlM4caZx4l9kyKbBlkmu2kGa04LvzmZtV46f4xKSphXeP2N/5jym1qEslYSEnSmvNG9zd5s8OkGqITzRW70JmYZtV40C/klsUjGa1jpptJj3BxcSH/6+6N/NfWXdT39lPf924i4Mun3m2fYFAUanOz+bMNt7Kg8MY26pwOqnOzWT+rMuH2rhE3Db0DCEFcg0PTdX625xA7z7WiKAKLwUC+y4lJVRjw+qnv6ae+p5/DbV18/bH7yXKMTR5VFYUch50chx1yIBAJc7i1k2BEoyYvm6K0sQ+hWfk5catZnjl0guePnEYRArPRQI7TgdVoYNDro2VgiMa+QQ63dfEfH7ybiuzEvcMOt3Xyyol6RgNBshw20iwWekc9HGrt5FRXL/0eH1/csAqLMTlx/cvRpWR/czv/8do7nOnuw6gqZDnsl47jcFsnR9u7ON7RzT8+sJlM2403nqSU7Oo7l9BoUhCUO7J5tHwFS7LKyLU4cRosqEK54WPfkDebb599O+ah0jTaz+mRLpZnxbbRkFLS6h3g5EhHzMrSIBTuKVow6fFIKRkIefle/baEDU9tqonb8mbxwbJlFNsyyDDZsarX9qSmiI+UknbfEF8/82ZMA2hVCB4sWcx9xQunVO11LSK6xrOth3i542hco8kgVBZkFPPBsmXMSy8i02y/JLp5rd89THKMZKtqjOtX0qSeNEHSiwUlk8VhsMT1fmlSv6YHb6KEdI1QAoXwqYbprweTvpoVRWFdVTkLCvN56eQZdjW10ufx4r9QcWcxGMh22FhWWswjC+aSNYNW+MnkQ8vm8cGlsc1PATqHR/mnF9/kfN8gd8+bRWV2Zsx7VFXhA4vmkuWws35WJcvKinBazCBg1B/kl/uP8d3teznS2snzR07z6VuXjvl8VU4m3/jI/Zd9p5tP/Ogput0ePrxsHo8uWzDGUBIivmP4gYVzCEU0bq0pZ3VlKRk2KwjwBUP89ng9//nmDk539fKrA8f567vWJjwfT+49wq01FXx+3Urq8rNBCDqG3HztrV28efocTx88way8bO6bXztFt/JYpJQ09w/x769u50x3H3fMreHTa5YxKy8bRREEwhGeO3ySH+w4wNtnm8jfupc/uX0NNtONTcYdDHn59tm34xpNFtXIxvw6/nzOXWSZ7cDMylPLMjvYmF/Hs22HxrweTcxtYnFmKUYxdoqRwLGhdpo8sUK4y7LKqXBOvnhBItnWfYa3u0/HrYArsWXyR3WbWZ83G6OizqhzeTMipWQk7OebZ7ewr79pzDYFwdq8Wr5Qu3HK4o7XosU7wE/O74ybz+Q0WHisYgW/W732ksbRjfjdM0x24sVhQ3oEzyQU9+OhSZ3ABFspXU6OJTaFA6KFOu44GlRTIXCV1j/Xyo+cCUzacBIAQpBps/LxZYv40KJ59Hm8eINhdCQ2o5Echx17nJye9wqXjJA4xxcMR3hy3xH2t3RQlZPJZ29bTrrNEnMuFCHYVFfNhtlVmAxj3bkZdisfXbmIfU1t7GlqY39LO59as+TSPi7+fXn37uiFLy79WxUKinL18y+EYGlZIQuK87EYx14SLquFR5bOZV9zG6+cqGd/czuSxKkYWQ47f7J5DdW572r5lGam8QcbV9M6NMyJjh7eOn2edTUVpNmSU4Z7kVdP1nOqq5eavGz+6q515LnereB0mE18aOl8+ka9/Peug2yrb+KBRXXMK8y7YdenlJKdvedienhBNO/hlpxq/rTuDrLM9kmNcaJtISaKUVG5NbeG1zpPjNHrkUj29jfyeMVKssxjq2iDWpi9/Y0x4S5VKNyaW4NdnfxDNqhFeLnjWNxVt0018QezN3F7wdxJn0sJSetJ917hV837eLPrZIyhOie9kC/M2nhdKuheaj+KO04ozShUHipdwmeqb8MyBa9iMooKojpIxITBglokmtMo5ZTnodFIYEph5HyLK64QZ1APMxDyJGWMF/FEAgnDn4W29KR8x3SSlCW/EAKr0UhpRjp1+TnMzc+lIisDh9n0njWaroam6/z2xFl+se8oNqORv757PdW5WQnPhUFVYoymi1iMKrX50aTK/lHvtCXOqYoSYzRdvm1eUd67Y7hKHH1JaSGVOWM9a0IISrPSWVNVhioEh1s7GfT6kipqGYpoPH/kFBK4d0EtOU57zHvMRgMrK0uwm020D49wrnfghiYihvQIhwdb8EViV4kuo4XP1awjx+Kc9D0U1rVpbZh5sSt7bVp+zLaTwx2cH+2L+Y1Hwj52952LeX+JLYMlWeVTEkXsDY5ybCh+XtO9xQtYmzdr0vsG8EdC161dyUwnomu80nGcnzfujpF3yLem8cd1d1Djyp32+d8TCbKvvynufTzLlcfj5SuxqpN/DgW1cFJy2nItzrhGpF8L0xNwJ0XNvT/gmVIVod1gpsQeGxUJaGHafUNJu/allAwEvTGFJRD1spfFGcNMY+ZnYd1kSCk52NLJN7bsxqiqfH7dSpaVFY5DEBD6PV5aB4cZ9PrxBqNqtsFwhLM9UfXniK6j6zrKNFWFSQnDPj8tg8MMeLx4giGCkQhhTedIa1TsUJPRfneJEsRnF+TGffgpQjC3KA9VUejzeOn3+ijPzkja2JsGhi5VNzb3D/OTXYfiOQLpHvEQjuhIGQ1r6lLeEAVjgOGQn3bfUNxttWn51KYVTOnB0x8cnfZy7AJbOkszyzk21D7GuxWROq92Ho9pWLunrzFmpSmAOelFVDun9qA9M9IVt3mx02hhRXbllB6gEklHgt/q/YaUkiODbXynfmvMb+kwmHli1oaogOl1uK86fENxlb0FgsWZpRTZEkvljHf/yVjgGYRKuSM7plBDEs3580VCOKbYC67DNzSlXCRFCBZmlMQI20qieYvusJ9Mc+yCdKJoUuesuzuuZ7jCkY3dEBuZmWlMynC6/EKa6Qd4PZFS0jHs5jvb9tLn8fLAwjoeXDQHw1UMHSkl3W4PTx88wa5zLRfyxMKELzTk1XSdsDa94QEpJcP+AM8cPMG2+iZ63B58oXC0wa6uo+ty3KuuTHtihdlsu+2SkTJeCYfx0uv2oOnR6/K5wyev8e7owzoQjsTt5XW98GshRhMI89W6CqZUpCyRNHsHEuYRJAtVKKzNm8VTLftjHqL7+qNGUvoFNWxdSrb2nInZh1ExsD6vdkp9tgB6/fGFQtOMVvKt124NdTU0KWMeKO9Hot4CD1878ybN3rF5aiZF5YNly7izcN51G89I2E9IjzUWFCGocU2tGEkiOTXSlRTFeEUI5qQVxq1wrXf34A4Hoo2ZJ2vYS0mzpx/vFPKlBIIVWRX8unl/zDHXu7sYCHqS0h4mrGvsvyIn7iJz0wqxv1eTwxsHhmgbGqY6J4vi9GsnculSXvAI+KjOyYomHr8H8YXCfGPLbvY0trK0rIg/2XwradarXwSN/YP8xdOvcLa7n3SbhTkFuczKy6YkM500ixmjQeWlY2d47WTDtI27e2SUv33uDfY1tWE3m5h7YQylWelk2KxYjAa21zfxqwPHr7kv41USvo2qcik5KhRJbgjJH45ccndvqquOG6q7koXFU/PoTBVN6gkN0qwpruwius7BgeYpl1GPh/kZxdSmFbCvv3HM6/1BD3v7Gy89SJs8fZwd6Y75fL41jdtypxZGAy6stmMfcmbVOOXJeCTkY0//+Snt473ASNjPv598laNDY5XBBXBHwTw+VX3rda1SDGla3BCSgCl7RwJamHd665OSJ6gKhaVZZTzVsj8mZ+rcaC/nRnsomEJS9EjYz/HhDsJyamHFGlc+Na48zrrH3qed/hF2952nypk7ZdWpc6O9HInTasluMLM0qzxpSurTyaQMp+eOn+K/9xzirzav5ePLF13z/VJKfnnoGC8cP83f37WR++bWTuZrZzQRTee5I6d45WQ9RRlp/NGmW66pFRSKaPxox0HOdPWR6bDxF3fcxua66jE6R6FIhAPNifVokjHuXx84zoHmdpwWM59bu4KHl8wlzfqu21i/ULE2HvzhxAaRLxy55OBJdjWbzWS8VEr76LL5rKmeXt2YZKAIJaGu2VRyk6SUdPmH2dl7blqTwy+iILi3aEGM4RSIhDk00MLG/DqMisqxoba4YZXNBXVYk9DSwaTGn850qccN4Y0XKSWvdJ5gMOSd9D7eCwS0ML9u3s/WnrMx5unstAI+X7v+QvXY9cOoKGMEfi9nqvfQscF2Tg13TnoflyOEoNyRQ4k9M6aiVJM6L7Qdjgq/TsIsuSgJMVW9NiEEeVYXy7LKaXD3xHidnms7xAMlC0mfwm8c0iM81bI/roFXYs9kQUbJjJ+3IUnJ4df8EkXBbjLhC4dpHnjv5QnouuSdhiZ+tOMANqORz61dzqKSa+c1dQyPcKKzBwncXlfNHXNqsJnGWtu6lIz4py/c0u/xcqSti4ius6IiKnLpslyxOpcw5Buf56Jj2J1429AIuoz2Nsx1JXeCLc5Ii3q0gLM9/TeF+qxVNeJM0ODz3GjPpI8hrGs83XKAs+7rF1panlVOsW1szpqO5PRIJ93+EXyRIEcH28ZU3wG4jFY25M9OinZyrtkR98HjDvuj/f4mEZaVUnJiuINnWw/GbYD6fkGXkq3dZ/hp4078V/yGJbZM/mzOnZTYrn9Sr8toxRzHYNalpNHTO+nffDDk5VfN++hNYsPZYlsGizLL4l7ru/sb2dl3blLXWFhqPNd6iN5A4rl3vJgVA3cUzo0rQtvk6ednjXviCteOB03qbO0+w/ae+phtihBszq+j6CaoqIPrZDgJoh4BJIwEbmyzxemgqX+Q/3prF91uD48uX8ADC+tQryEBANG+csELHpr8NCcmQ6y2jCcY4lh7bHgjWQTCEbyh6I2QZbfFrYQMaREOtMQXFLySI62dccNwoYjGoZYOIrpO2YUQYDJXFqWZaZeSzV8/2YA3OHk9k+uFy2ghN0HvriODbTGCguPBFwnybNshftG097pVgAkhyDI7uDVOuO28p4823yC9gVGOx1HyXppVRqktccXpRKh25cVN9B8K+jg82Drh5r5SSho9fXztzJucG+2d8vhuVqSUHB9u56unXotplptmtPKF2g0svaII4HpRYE2Lm1StI9nf3xTXw3kt3GE/Pzr3Dm91n05KtdtFrKqROwrmkGa0xWwbDQf4bv3W6IJpAvdtRNd4q+s0L7QfScoYhRAszCjlzsJYbUJN6jzdsp9n2w4TnqDQppSSwwMtfKd+a1zPbZk9iw+ULkW5SXo1XpdRSinxhcJoUqLr751Vm5QSbzDEN7fu4WxPP6urSvn4qsWY4vSVi4fDbMJ8QQKgc9h9qcfcxX1HNJ3fHDo5rV46i9FwycvV5/EyGgheunGllGi6zivH6znd1Teu/dX39rPrfCu6lGP2c6Kjm/3NHUgJS8sKk57npgjBB5fOQxWC0919/HL/sWj7mQvjuPhHl5KwpjHs8xOZ5qT7a2FVTcxy5mGK045hMOTlycY9eMKBa06kF4/NHfbz3fptfPPsluveKNOiGlmWVUbaFW1WRsMB6t3dtHoHaPYOjNlmVgwsyywnzZSca6HAmk7RFV4viD5EX+44xumRznE9lC7qXx0abOV/H3sxRtzx/YSUkjbfIN86uyXGoyGAD5evYHPBnBumZJ9mslHjjN84/vRIF692Hk+oUH05F+eGNu8gXz31Or9u3p9Uowku6OVllbMkqzTu9pPDnfz7yVdp8Q6MmT8TjTeohXm54xhfO/NmUqtnFSF4rGIls1x5MduGQj6+W7+VJ5v24tdCl+aeq40zrGvs7DvH/z3527gLEKtq5Heq1sRovs1kpl2OQNMljQMDHGrvRADZjlhr+2YlGInwox0H2HLmPAVpTh5ePJcRf4ARf3yvWobNOkYEsyg9jTkFOTT09PPb42epzM5kZWUJqiIY8vp5+fhZXj/ZQGG6k44h97T0/8x22FlYnM/Blg52nW/lp7sPc8ecGkwGldFAkNdPNfDC0dPkpzloHRi+6r4EYDUa+fLLW3isbyHLy4pRFYXzfQN8/539tA4OU5GdwYOL5saEJCOajicYIqRF0DSdQCTCsC96HoORCO0XpAMMqnqh8bAhJk/q9rpqjrd38/yR03zz7T0caOng7nmzKE53IYEBj49zvQPsa24jz+Xg7+7dOCaX63ojhGBt3ix+1byPjiu8S5rUeaplP55IkI9WrKLQlo7dYB7jUdGkjiccpD84yrGhNn7VvI+z7u5LniaDUMi1uCbluZrMsSzOLKPSmcPhKxI/Dw400+EbjkmEz7O6WJNbk7RVplU1ck/RfL7bsC0m5NHtH+FvDz/DH8zexKLMMrLM9jFtQKSUhPQIwyEfXf4Rnm87zJbu02M8FulGKzrEFVt8r+IOB/jm2S3s6WuMMSMWZJSwOqeSZs9A3M9OFpOqUmBNH1eVpSIE9xcv4vXOkzGLBU8kyNfPvIU77OeewgVkW5wxiesRXWck7KM/4GFnXwNPteynyzdyKb/HrBhIN9noSUIYDKILjCdmbeTkcGfMPjWps6+/kc/v+SmPla9gZU4VOWYHFtWIKhR0KQnqYUbCAdq8gzzXdojtPWcveVJNiorLaKU/jj7SRCmwpvOndXfw5eMvxUimXKyq3Np9hodLlzInvRCX0Yr14jiRBLUInnCAdv8Qz7UeYkdvQ9zuCEZF5cNlK6LCtFMe9fVjXIbTsc5udjW+OxkebutC03V2NrZcNSQikXhDYQ63d3K4vQubycji4sKpj3qG0Dk8ypazjQQjGqOBIN/Ysvuqq66PrVrEo8sXXLpATAaVT96ylNNdfZzt6ecrr20nx2nHpKoMeH1ENJ0HFtWxuLSQ//vK1mnJ2zGoCo8snceR9i72NbXzve37+M2hk1hNBoZ8AfyhMOtmVfCBxXP4++ffvOq+MuxW/vae9Xz/nf38f2/sxGo0YFAV3IEgUkKO084T61aysDi2TLh5YIgf7zpEj3uUQDiCLxymeySaX9A6OMw/vfgWTosZi9GAxWjktppyPrJi4aXPCyFIt1l5Yl20D95vDp9ke30T2+ubYvpWCuCBRXVjFNdvFBWOHO4smsePzu2I2RbUIzzXdoiDA80syCimxJ5JmtGKIhT8Wgh32E+Hb5h6dzdt3sEx1TqqEKzPm80HSpfwh/v/57qE7bItDlZmV3J0sG1MYunJ4U4aR2NbrMxPL6bMkRXz+mRRhcLG/Dre6DoVd2Xb7hviH4++wJy0Qman5ZNrcWJRTUSkhi8Soi8wSrOnn/rRHoavCPE4DRb+dM6dHBhoTlpY5Gbg2HAbr3eejOt9aRzt428OPZP07yy2ZfC38++jJo7HIx4LM0tYnVPF1p6zMdu8kSDfqd/KW12nmZNWSLE9I1phKcGrBXGHAzR7+mlw99DtHxlz3V6UV6h05vDlYy8mbf6tdObwqepb+dbZLTGhTwl0+of5/06/Tn5zGlXOXNJNNkyKgYiu4Q77afMO0e4bHGMoCgS35c5iWVY5/3bylSmPURGC5dmVfKF2I//3xG9jFgthXePgYAuHBlspvaxhskkxoEmdkZCfLv8wzZ7+q3q/N+XX8YmqW6asYXW9GZfhdKq7lx/uOUAwohHWNXQ9ehttPdfEtvNXcWNLLk3YJlXlrrpZLCkuSMa4ZwQSic1kJMse9aK5A1dP4g6EY92ptXnZ/PsH7+alY2fYca6FQa8Pg6qwtqac2+fUsKaqjG73KDW52VF18Ws87BVFIcNuIaxpWAyGxL1RLqMkI40vP3gHLx47zfb6ZnrcnqhbubSQ2+fUsLamnJCmMa8oj85hN1fuVBGCLLuNRSUFLC8vZlZeNq+fbODN0+fo83jJczlZXl7MfQtqmVeYF1c80x0IcrKzh77Rd+PfAnHp3A77Apc8UIjomONRkO7kjzbdwua6at4+e55DLZ30e7zoRHWkqnIzWVVRysrKkhvepw6iBt9j5Ss5OtTGoYHWuA+oNt8gbb5BFAQGRUUQXZ0m7AIvBGtyaviTOXfgNFoosWfRHKc3XLIRCO4qnM9Pzu8ak0DcH/TEXIaKENxbvBA1iTkNQgiqnLl8rHI1Xz31WlyNLL8W4uBgMwcHmzEIBVUoSGRUryzBozHDZOMLtZu4t3ghnkiQ1zpPXPdQ6I1iJORLWJk5GgkwGkl+zqpFNU5IrduiGPlU9W20+4biGsy6lJx1d3PW3Y0qlEttRSJST3hsZsXAB0qX8NmadbT7Bsk2O+kLJidR3KioPFiymP6Ah5817op7LUmgyz9Cl3/kmvsTwOLMEr44exOCaJVrMrSnjIrKnYXz0HSd/zrzBgNBT8xeJZIW7wAt3ol5HU2Kysb8Ov50zp3kWJxTHuv1ZlyG0wPzZlOakc6R9i6Od3VzvLOHPo+XXIf96rkqAgyKQrbNxqqKUj68eB5Gw3tHrLwyO5OffebD435/PBtGCEF1bhZ/vHkNf7R5Tdz3uqzmS99zLTso3+Xg6c9/dFzvvXwMxRkunli3ks+vW5lwvN/92ENx+9RlO2y8/eefvfS6y2LmM7cu49O3LovZVyKP3OKSAp554qPjHPHVj81mMrK8vIjl5UUxN/rln5spZa95Fhd/PfcevnbmLXb2NiSc9HTkNTup2w1mNuTP5i/m3EW6yUZQj7Aoo+S6GE4QLSlemV0ZI3R55RHVOPNYmFGS9O83KCoPlSxmNBzgJ+d3XjVsEbmK8XmRKmcOT8zawIb8OgxCYV56EXaDmWDo/WE43QwIIViUUcJfzL2L/+/UG5y5SjWpdhVj6SIZJhsfLlvOp6vXYlENhPQIFc7spBlOEO2d+ETtBkyKyq9a9sdtPzIejIrK8qxy/mbefZTaMxkJ+8mzusZlcI0Hg1C4r2QheVYXP2jYzoGB5ikbZXkWFx8qW86j5Stw3WSepouMy4qxmUzcUlHK6vISPMEQX9u+m18eOsZDC+Zw/7zZV/8CRSHDasFltdyw1hbTxaUmv0nYD1zdGJiIETSZMY1nDIm2J/rOiYwjWefy4r4mM4YbhRCCWa58/mbePfz4/E5ebD8aU/I9Hoqs6Xyiag13Fc4j/YLCr0lRmZNexPNtR5Ke7BoPVShsLqi7pnDghvzZ0yZ0JxA8Vr6CAms6P2zYzhl314SP3KwYuCWnmk9V38qCjOJLeVjVzlycRsv7XtNppiGEYFV2FX+/wMIPGrazs69hwlWUCoI56YV8tGIVmwrmXMqxyjTZKbVnJbVIQAiBAYVPVq2hypnLj8/v5MRw+4SuU4fBwuMVK3i4dCmF1mhrGaOiUm7PTprhJIRARbAyu5JCWzrPtR7mxfYjUXmPCe7LrBhYk1vDI6VLWZlTOSbH8GZjQiMXQuC0mKnLy8FmMpHjsFOTk7wchRQp3q8IISiyZfDnc+/iodLFPNNykIODLXjCAbyRIBFdJ3JBNE4RAqMwYFYN2AxmCqwu1ubVck/RArLNDgyXVekJBLNd+SzPLscdioZVDIoybUKFAliYUcr6vFo6fMNx35NmsrImpyapYboxYxACs2pkc0EdK7IreKPrJK90HKfTN8xoJEBIixCRUcVpBYEqFEyqilU14TRaqEsr5KGSxczPKMZ2RX87u8HM+rxa9l72EC23Z2OMUxmZCIOiUmrPwhOnPUayVuAGoTDblR+TJJ9tccRtNpsIl9FKXVrBde1MVGgbX2L4lQghmJdexP9Z8ghHLxRLnBvtYzTsx6+FiejaJWNeEQomRcV8QUut1J7J7QVz2VQwB4fRPObaNCoqy7LKqXd3E9Ki92C6yTZlNXohBFaDiU0FdSzPrmBL92le7ThBq3cATyRAQAsT1nUkMnqNKtFrNMvsYGlWGY+ULaPCkY1RvCtjY1RUVmRXjClqUIUg2zK1ijUhBCW2TJ6oXc8jZUt5vfMkb3efpjcwemGsESK6ho68kFKgYFIM2AwmMkx2FmSUcH/xQmpd+ZhV403vRBHXKM+Nu3F/Szt/9cJrfGrV0nEph6dIkWJi6FLSH/TQ5OmjzTuINxLEF4l6oYyKitNoIdvsoMiWQYUjG/NN0KbgRhLUwrR6Bzk/2sdQyIM3EiKkR1CFgkU1km6ykW9No8KRTbbZcdPoyaRITETX6Am4OT/aS5d/BF8khF8LIRCYFQNpJitZZgcVjhwKbenjMn51XafzfA9n951jsHsYBKTnpFE2p5iqhWWohsT7iIQjtJ3ppOFwE8O9I0gJadlOimsKqF5cjtlmJiw1mkb7aPYO0BcYxRMJoksdk2Ig48I1OjutgEyT/YanGgS0cDS/ydNPX8CDNxIkLDUMQsFmMJFpclBoS6fKkYPTOPMb98Yh4YAnZTgN+nw8f+w0i4oL3lNVcilSpEiRYupIKRkdDfDyy0c4fqKdUDBCRUUOd9wxj6qqPJRxCARfb17+/pu8+fN3LukSVcwv5WNfeoSswqg2mG/Uz2+//xZv/Hw7PS19BLxRj6HFZiYt28nSOxby6F88QG5JNuKy45NSMjro4cl/fZa9rxxisHuYoDeERGK2mnBmOqicX8rjf/MBapdVoajj08Ta/vQefvO138a8Xreqho/93SPYXVOX/vn5l5/hwOtHY16/7ZFVPPJH98T9jJSS1tMdfPcvfopvdGzxgMGo8ntf+Tg1SyqSbkjpms5P/+kpjm47GeMhrVlSye/920cxmie0wEw4wEkFGTOsVj65cslNkT+SIkWKFCmuLyMjPv7ff73Ojh31l0SPDx1uYfs7Z/k///ohKivji1beSHpa+zm1u/6S4TTYNcy9n91EVmEGnmEvP/6HX/Hid96IEXz0jfrxjfp5+Xtvcv5oM3/w9c9QtTDaK1NKSeuZDr71xz/myNaTyCsEoAPeIAFvkL62Ac4faeFTX36UjY/felXP1UUGuoc4tTu2fYk9zYYWnlqz34t0NHTF/Y6aJZVX/Zwry4FqNMT97Os/2Ur1onKEmlwLovVsBzuf30/LqbEdCoQiWPvBVRhMycupmpQ/WgiBIsTN6HpLkSJFihTTiJSS06e7OHq0NaZTRF/fKK+/ceIGjWxiDHQP4R7wEA5FeP2n23jtJ9uuqZJ9ek8DP/2npwj5Q5c8TT/9x6c4uu1UjNF0Jf2dg/z0H5+i9fT42lvNVIQQpGW7WLxhHiZrbD7dnpcO4h6cukjn5UgpObvvPD2tsdXDdpeNW+5fllR7JRXIT5EiRYoUSaW7Z4SRkfgK62fPTl/vzWQSDoRpr+/k3OEmXvj26wR942u2fuit42x7eg9Sl7z2463seuEA+jjbO/W09vPr/3iBSPjmlrtQVIUV9ywmpzi2eGywZ4Sdz+2bVAPmRPjcfg6+eYyAJ1ZXbOW9Sy6FW5PFlHxXmq7TMeKmsX+Q0WCIiH7ti6MiM4NF7yERzBQpUqRI8S5SghZJ/CyIRJITRroenDvcRMupDjrPdSOEIK88h7I5xVjtFrqbezl3pJnIFZpeIX+Irb/eRensQp7/1mtoF47XnmajamEZmfnp+D0BGg43M9gV24f0+I4zNB1vvWY4bKZTVJ3Pkk3z6WgYq6sVCUXY9cIB1j6yCmfm1PvTSSnp7xzkyNuxnkyrw8KaB5cnNUwHUzCcPMEQ/73nIG/Vn6fX4yUQiYyrge8HF81LGU4pUqRI8R5FCHClWTGZDITiCIUWJnn1P53sfvEgWkSL5sk8sopH/+IBsgozMZoNuAdGee0nW/nVV16I8Sg1HW/jR3/3y2jlHVBUk8/n/v0TVMwrwZ5mIxwM03Sijf/3xPfpbhqrdj7S7+bMvnNUL05+AvX1RAjB5o/dxis/2hJjXDYdb+Xc4SYWbZyXlGM8+vZJhntj+wlWzC+lckFp0s/jpAynUETj/23dyc8PHEWXEpvRiMtijttK40qubO6aIkWKFCneOwghqJ2VT1VVLqdPd47Z5nJZueuu+TdoZBNnpH80Kq553xJ+///9Dmk5rksPYUe6nUf/4kG6zvey9de7xnxuoHOQga5BkFA8q4C/+OEXmL2ieky1XVpOGp/634/x1d/9DqHAu4K3QV+IphNthAJhzHFyhG4myuYUs3TzfPb+9vCY1/s7Btn/2hHmrpmNyTI1myAcjPDm/7wT87pqUFm0YR755ckvRJiU4XS6p4/Xz5xDAivLinlowRwKXE6M6rUNpxzH9AjvpUiRIkWKmUFJSSaf/MQanvzFHs419BCOaFRX53HvPQuZP6/4Rg9vQriyndzxiXWkZbtiPBdWh4V1H17NgTeO4hm6Qk1egtFsYMNja6heXD7GaAJQFEHt8irK5xZTf7BxzLbe1n58bv9NbzhZbGZueWA5h7ecIBQY26t194sH+eCf3EdmwdQ8kA2HG2PCgQD2NCsr71mMMg67ZKJMynA63tXNsD/AvPxcvnTHempzs29ql2KKFClSpEgeiqKwbFklNTX5+P0hpASr1YTLZcEwjlL7mURhVR51q2bFGD4Q9a6Vzy2mqDqfs/vPx2xPy3ax5qEVCfWD0rKdlM4uijGcBruHCXgDQPxm5jcLiqowd00t5XNLYo6xs7GHQ2+dYPPHbpv0/jVNZ89LB/GNxhYiVC0sn7Y8sUmZYkM+P2FdY35BHrNSRlOKFClSpLgCRRFkZNgpLMygqCiDzEz7TWc0IaCouoCMvMQGTHZRVtzqMYC8smgyeSKsDgvZRZkxUoujg54x4bubmeKaAhZtmBvj+ZG65PWfbZvScfa29nNix9mYYgQhBHf8znpUw/QIB0xqrwZFQRUKNpMxJYKZIkWKFCnekyiKQvGsgqs6B0wWI+m5aXHfU7WwDPUqoSJFUbCn22MELwPeAJHQzVN9eDUUVeG2h1discf29ms52UbDoaZJSRNEFcrbaT7ZFrOtoDKXuatnTWq842FShlNRmguzQaV71EPwJiotTZEiRYoUKcaLUAQF11A5F0KQkZcWN5emfG7JNb/D5owNXwb9oUsyBu8FqpdUMP/W2TGvj/SPsvP5/TFVd+MhEoqw+8WDeEd8Y14XQrD6/mVk5KVPWzRsUjlOS0uKKEpzcayzh2Od3SwvLUqF624wUkraGrrZ8vS+Ke/LmWFn7QNLyCnKTMLIUqRIkeLmRAhBRu6184zMVhPxHoE5JfFDeJdjMBpi8qe0iI6eRIHIG42iKGz++DoOvH50TFhN13SObT9Fb2s/RTUTkynyjPjY98rhmNfTcpwsXDdnytV6V2NShlNBmpMv3LaKf/jtm3z59a382YZbWVSUj1FVL7RiSfxZVQgM6k0W575JaD/fy6++9tqU91NQns3cFVUpwylFihTva4QA1zhEGo1mI/EefOk51za64jX1lboO7x27CYDZy6uoXlTB2QNjk+gbj7VSf7CRwqr8uAn4iTj81vG4AqIltUXUraqZVmfOpAynlsFhwprG4uICtjY08cSvn6c8M4OanEzSrBZUkTgCuKy0iHvn1k56wClSpEiRIsX1QWBz2a79LhGT3w2APf3an433QQlJbUlyoxFCkFWYwcr7lnDuaPOYJsSRUITXf7aNWz+QuPrwSkKBMFt/tStGdFtRFW55YBmuLGdSx38lkzKcXjldz7fe2UtIix58RNc51z/Auf6Ba35Wk3rKcEqR4n3AxYlf1yXd3SM0N/fT3T1M/4AHnzdIMBRBACazAYvFhMtpISfXRV6ui+LiTDIy7JcW8claPV4ck5QQCIRoaRmgtXWAvr5Rhoa8+P0hIpqOQVUwmQ24nFayshzk56dRXZ1HRobt0limOz3h8gdnIBCmo2OIlpZ+OruG8XqC+PwhgsEIRoOCxWrCbDZEx5qXRkFBOgUF6ZjN707xyTyHU3mmCzH95y5ZCAEmyyS1lASYxmkIvB8wGA0s3jCPV3+4hd62sbbC6d0NtDd0UzHv2jlhUkpaTrfTcqo9ZpvVYeGWB5ZP+/U1KcPJaTZRmT25ME6+a3otwfczN8lclOI9jpQSrzdIR8cQO3c2sG9/I11dw4TDGpqmo2n6mIfvxQepoggURUFVFYxGlZKSTOrqClm2rILSkiwyMuyYTOqkJkUpJR5PgN7eUc6c6WTX7nM0NHTj84WIRHR0XUfT5BhjRYhoboaiCFRVwWw2UFqazbp1taxcWUVujhODYXLjGc94R0b8nDvfw65dDezefQ6PJ0gkohGJXDx/l5/DaIqEqiqX/jgdZmbVFrB0aTmzZxeSm+PE5bJOebzd3SP8wR/+DG2cjWsvRwjBP/6vD7BgwbUfkDMFo3lynckURZlQ6On9QO2yKmpXVMcYTn5vgDd/vp3P/Mvj1xSslLrkyNsn6O8YjNm28p7F5JRMf4rJpK6Ijy5dyONLFkzqC2+WlcbNSElNPo//yd34RgP4Rv34vUG8o378niA+z7uv+T3BcXfrTpFiIkQiGvsPNPH2ltPs3Xee0dHYbuVXImXUUIi63aPXpd8PJ092cPJkB88+e5CqylyeeGITCxZMTHVaSklf3yiHDjWzb38TR4+2MDTku/YHL4wrauhBOKwRCIQ5fryNEyfaeOGFw9y+eS4PPLAYp9M6oTFdi2AwzNGjbbzw4mEOHGiK2+8tdqxRI0rXNcIXwiBeb5DuHjfbt5/F5bIyf34xq1dXc8vqGtLHE0JKgK5Lhod94+pNeiVC3FxNfoFJGz+pZ10sBpOBOz6xjp3P7R/zDLpoDPW09lNQcfUqRvfAKEe3niJ8xX1htpq49eGVMdIO08GkDCdFUSanY5Bi2hBCUFyVx8f/8j4iYY1wKEIkFIn+feH/l/4dCLPt+YP89qfvEAnfXJPYRXRdEglFxngIjCbDtMjrp7g2UkqGhrw89fR+3njjBIOD3mt/aJxomo7XF8Rimfh0tWNHPT//+S46Oofw+ZIjKCgltLYO8LOf76KlZYDPfnY92dmOpDwofb4Qv/r1Xn7726MMDHiSMNoobrefnTsbGBrysmhh6ZQMp/cbKa9RcpmzOqok3nisZczrHee6ObXrLPnlOQnvJSklPa39nNp9NmZb5cIyKheUXReDdXI+yBQzFiEERpMBoynxTyul5PyJ9pt2QpBS0t3Sz8++8iKeixoeQvDRP72H2Usrbuzg3odIKWlo6OHb39nCsWNtSU9qFQIWLiihtDRrwpOi1WqipbWf0DSICYZCEba8fQpdSv7gi7fjclmmNGn7fEF+8pMdPP3MgWlJDFYUwdw5ReTnT62Nh6IIrFYTfn9oUl6nm4+bc55MBtPx69qcFm7/+Fq+/9f/M8br5HP72fXiAVbeuwRHeuKetjuf3YdneKzXWDWoLNk0n7zS7GkYcSxJMZwmepOnXJg3FpGoBOQmoulUO9tfOPTujSfg3o9PvudRiskhpaSlZYBvfPNNTpyITda8EkURZGc5yMi0Y7WaURTw+8O4R/z09bvjGjhWq4nlyyuxTqLh6bx5RcyaVZBwbEJAVpaTkpJM8vPSsNvNWK1GQmENjydAc3M/jY19+P3xvVW6Ltmxo54lS8q4+67JpS9E96OzY0c9v33lWML51GQyUFGRTXFRJukZNqwWE0II/IEQHk+Avt5R2toHGBjwoGmx+zCZDKxfX4eiTM0rm55u48/+7C4C/jBeb5BRTwCvJ4h7NIDHE8DjCTI87KW7e+RS2DDFzYfUJXIaUjoUVWH+rbMpqMil41z3mG1Htp6kv30Qe5otrp0Q9IXY9eLBmNedmXaWbJ5/XcJ0MAXDSUpJWNMZ9gfwhUOENW1cq480qyWVIJ5iSkhdcmTH2VSe1g1GSklX1zDf/s5bnDyZ2DBxOCxUV+dy65pZLLwQJlJVFeWCx1NKiabpBIJh2loHOXykhePH2+nuGmZ0NEBeXhrLl0/Ok2g2G3ng/sWcPdtFOKxhMCi4XFaKijJYvryS5csqyMlxYjQaMBqjYxJCXMq5CoUi9Pa6ee3147zx+gnccXK2QqEITz21j7W3zcbhiG0rcS2klPT2jvLyy0fxeoMx29PTbdx153w2bZpLdrYTo0nFcJn2j5QSTdfRIjqhUITBQS9Hjrayb18jbW0DDA/7CAYjzJ1bRHV13sRP4hVYrSbWr6u7LK9KR9ejv6GuR8fS1jbIf/7nqzQ19U35+1LcGLSINi3q5UIIyuYUM/+2OjrP94xZKIwOeNj61G4+OfdDcT97ZOtJeltjr6mKeaXUrahJ+lgTMWnDaSQQ5H8OHGFLfSMN/QMEwuOTTH9syXz++Z7Nk/3aFCnQIjpHd9Tf6GG874lEdJ5+ej8HDzbHLU9XVYXlyyu4956FrFhRidF47emmID+dFSsqiUR06uu7OHK0lZxs56S8TRCdpOfPL2bxojL8/hDLllWwbHkFNdX5GMbRANRiMeJyWamszKF2VgE/+u/tdHePxLyvp8fNgYNNrF8X21ZiPDQ193H6TGfM6znZTr7whU2sXVs7bk99ZqaD6uo8Hv7AUrq7R9i/v4ljx9vYtHHOuI55vFys5FOU2FW+02m5ao+2FDOfoD9EMBCeln2bbWbWfGAF7zyzB6/bP2bbO8/s4eE/vDtGiykcDLPnpYME43h/b//EWgxXSU9JNpP6Jl2X/HD3Af577yFCmoZBUTCqCpELHgBVURAC9AurEQlYjAZm5+awpLgwmeNP8T6ks6mXvo5YxdgU1w8pJadOdfD6GyfiepoVRfDA/Yt5/PFVZGVNPHHaYFCYM6eI2bML0fWpeRazs538/u9vwmBQyc11TeqBrigK69bV4h7184MfbCNwxQMlGIxw/Hgb6yZg4FxESqg/20UkTof3226bxapVVZNKb1AUhcLCDB54IJ2NG+eM0XRKkeJa+D0B/J5rV8VOloVr6yisLqDhUOOY1/s7Bzm85QRrP7hqzHXf1dRLw6FG5BXzTV5ZNgtumzNt44zHpO6kM719vHjyDBLJmspSPrRoHvkuJ//0yhZCEY0vrl1Fpt1K58goO863sKOxmWUlRfzN7esoSncl+xhSvM84suNsTClqiuuL3x/ml7/cG7dSzWhUuf++RXzqU2uxx+mIPhGi2k5Ty1tQVYWScfQMuxZGo4G77lzAli2nOHVqrHdISklHxxBud4C0tInJE0gp6ewcjnndZjMyq7YA0xRX0kIInE7LlPaRYuaRsPJMl0kpLnAPjjI6mLzKzisx28zc/ZkNnDvcNGa8/tEAu188yPK7FmG7IPWh65L6A+dpPd0xZh9CwJqHVpCec33tikn5Us/09DHiDzA7N4e/u2MDd9fNYklxIZk2K2ajyuy8HFaXl/LIwrn8n/tv57O3LGdfawc/2HPwPSUjn+L6EwlrnDnUjKalkk5vJKdOddBwRWLnRWprC3jkkeVTNppmIjabiVvXzIq7bfRCcvRkiMTN1xOXcq5SpLgSgzH+guKi9MxUGeoeYahneMr7uRqLN84ntyy2Eq7+4PkxiePhQIjDW07EhOlcWU4Wrp+LcRob+sZjUoZTz6iHUERjbkEu5Znpl25sq9FIWNMJRd790cwGAx9aNI/VFSW8fqaBwx1dyRl5ivclve2DdJzvfc81wLyZCIUiHDrUHFdI0mhU+dAHl0+55H0mk0j1OhAIx4TwxoMQxPUI+f0hWpr7bzrByBTXB6s9vhcx4A0QiFNkMBE0Taf1dDsj/aNT2s/VuNi/btV9S2MWB53nezizr+FSAZBnxMeBN47F7KNifim1yyYXyp4KkzKcQhENCTjNZtTLSludFjP+cBhP6N3JQwhButXCwsICghGNw+0pwynF5Gk/101v+7V7IqaYPkbcfk6e6ojrPa6qymXFius/kV1PsrOdGOOs9qPtUCZu5AghqIyjlqzrkm3bznDsePK1sVLc/GQVxm8tMtA1zGDX8JT2HfQF2ffqkZh8omRjtppYceciMvLGLrR0TWfXc/svec6Obz/NUPfwmPeoRpXlcT57PZiU4WQyGBCAJxgac0Nn2W2MBIIMen1X9HwSuCxmQNLvSZ6icIr3F1pEp7W+m9Gh1DV0o5BSMuoOJCwzv+3WWRiN7+1qKkUR2GyxVX76FHJLqqtzcblic6PaO4b41rfeYvfuc4SuUMpP8f4mpyQrbiXZcM8wbWc7Ji3XIqWk+UQbJ3fFqnMnGyEEs1dWUzYntpXS6X3nGO5zI6Vk728PxWy32i3c8uD0N/SNx6RmuII0J2ajgY4RN8P+d2P6dXk5eIMh9ra0E7wsXBfRdbpHRwlreirCkmLSBHxBTu0//z5RK565tLUN4PHEhgLsdjNz5xa/p71NAFxophuPydg1QghKSrJYnaB6rrGxjy//ywv8w//6DXv3nr8gcJnSMHu/Y3dZKZkVW6UeCWts+cVOPMOTW2C6Bzz8/MvPTDncN14c6XY2PLYG9QqpDL8nwME3jjLYPczZg40xn1t+1yLyy3OuyxivZFLlGjU5WTjNZpoHh2gZGibDFl0pLSzKx2Yy8ttTZ5mdl83ttdUYVZUDrR28dfY8AAU3kfillJKAN0hP+yC97YMM948yOuQl4AsRCUcQQqAaVMxWI3anFWeGnezCDPJKMknLcl4S+EsxdSJhjc6mPs4eabn2m28ipJQM9bppP9/DYI+bod4RAv4Q4WAERRGYzEacGXYy89MoKMumsCI3YVLo9aK5uT/u6/n5aaSnx1f8fa+R7EN0OMzce+8ijhxtpafHHbM9EAizb18jx461Mn9+CUsWl7NqVRXFxZkpvaT3KRa7hdkrq2k60Rqz7dTus7z15A4e/MKdE+rf6Rnx8fR/vsjxd04nc6hXRQjBynuXkFmQQV/bu2kYUpcc23aarPwMRgfG5loZzQbWfWj1DetNOjnDKTuLquxMjrR30dA3wIKCfBRFkOd0cNfsGn5z7BT/9uY7/GjPQRQhGPYHGPD6yHM5uLWyLNnHkBQuKgUH/SGGe92c3H+ew9vO0HK2E4/bT8AbIhwMEw5H0CJ6NPYrQBECRVUwGFUMJgMWqwmL3UxheQ7LNs1l8W2zySnKwGQxvi8eKJNFSokW0YmEo42Ig74Q7Y09NJ/upOFYK+0NPQz3jzLUEys+GN0BfOfvn+Kn//7ilMYhhODvf/R75E9TzyMpJZGwxuiQlwNvnWTPG8dpa+jG6/YTCoQJBcIXFJh1BAJFjfYeNFlMWO1mcooyWLx2Nrc9sITcoswbcl319Mb/DbKyHDdFJd1FxetwWCMcjhAKRRgY9NLdNczAoAe3O4DPGyQQCBMMRQgGwoRCkei/gxF8vhDDw/64+57sTyGEoK6ukM98Zh1f//objMZRKAcIBCLs39/E0aOtvPDiYWpnFbBp8xzmzyvGajVhMCipeeZ9gtlqYuG6uWx7aje+K0QktYjOL//teYxmIxsevQWby3rVxrmRsMZQ9zA/+99Ps+2p3XFFJqcTV6aDtY+s4pn/9/KY19sbOjn2zmm8I2MLUaoWllO54MbZEpMynIyqwuduWU6Px8P66spLk4VJVfnM6mUM+Hy8c76FxoGoSKEA8l1Ovrh2FTU5U9dTSTahQJim0x2cOdjE/rdOcmJPA0H/OKpjJOhSousakbAGvtCl5oPt53rY9+YJbE4La+5ZxIZHVjBneWXKgLqCSFjjzMEm+jqH6Gruo+VsF+3ne+g430swEJpQ9VxP29STxoUQhILToxGlazrnjrex46XDvP2bffR3DV/1+CQSLSLRIiECvhDuQQ89bQOc2HOOp7/1Jrfet5h1Dy5lwZpZV23qnEykhIGB+NouTqcFy3UuC54IUkqCwQhtbQOcP9/L6TNdNDR009IykLAX3fVEVRU2rK/DYTfzy1/u5cTJ9oRh6VBIo6trmK6uYba/c4aSkizWrKlh5YpKKitzsdnMSfeKpZhZCEWwcN0c6lbWcDBOxdlQzzDf+bOfcPCNY2z6yBoKKvNIy3ZhspoQRJXBPUNeetv6ObHjDNue3kNXU8+lOcnqsJBVkEFnY8+0t7dSVIVbP7CCLb/cOSYJvKe5j73ew9Hn6wVUg8rS2xeQXZRxw56lk5pthRCsLI8tyRVCUJGVwd/dsYHt55s40dVLWNMoy0xnRWkxi0sKk+/jngLhUITjuxvY/vxBTuw5R3drP1okuReIbzTAm7/ew5F3zrLpwyv58B/cicVmShlPF/CN+vn6Xz5JZ3M/kfeoqKWUEq/bz9vP7OPln7xDa33XpHJhLsfvCfDGL3dzaNtpNn94Ffd/ai2ZeWnX5bqKJ3oJ0fYk8arNbjQXvclHj7by2usnqK/voqNjKEapOznfNbXPq6rCihXRENyrrx7jlVePM3SNYghdl7S09NPS0s+WLaeYO6eITZvnsnxZxYV0ATGTpt0USSSzIJ37P38HJ3acieslCgXC7HxuH4ffOk5uaRauLGfUcBLikuE00DkYIzsgFMHyuxax6t4lfO2LP5z2fCchBMW1hcxZVcPO5/Zfen1kYBT3FSKcaTlR7SbDOFo4TRdJ/2ZFCIrTXTy2ZMGFZHCJQVEwKDPPhfzz/3iZF364laA/NK1ll1JCX+cQz3zrTXrbB/n03z103R5yMx1N0xnsdb+njabuln5++L+fY9+bxwkn2Zs10DXM0998nRO7G/jdf3yEWYtKUZTpjfsn8sgZVGXG5fVJKWlu7uepp/ezY0c9Xm9gysaNEIkNpGTc0ooiKCrK4JOfvI3bb5/Hyy8fZcfOegYGPITDV5c76O4eoadnhN17zrFoYRkPP7yUOXOLsJhnricwxeQRQrDi7kV86M8f4On/fDGhgeMb9dOcoBF3zD4Vwbw1tfzeVz6GoioYzcbrkijuynSw6t6lHHrz+LutXiQxlaQVc0uZsyq+CO31YlpMNiEEqhBjNJ5mInVLy3nmW+Fp16q4SDgUYfvzB7E6LPzuP3wAi23m54OkmDxSShpPtvO9f3iGY7umrymxFtE5ue88X/3Dn/DEv3yYhbfWTm/CcALjYKbVOkopOX68nW9+600aGnqu+X6TyUBmpp30dBtOpwWrxYTZbIjmmBlVTCYDRqNKKBzhN785GLeyLVlqAUIIjEaVsrJsPv/5jdx113z27m1kz95znD3bTegqCw0po17BXbsbOHGyjfvuW8wD9y8mNzfV7uq9iMFo4OE/vBsh4Nmvv4JnCnItBpOB5Xcu5DP/8jg5xVlIXZKRlzatrVcuIkTUy5Xzn1kxrVXefRNsfHwNphucEvC+7vpYt6yS2UsqOLnvfML3CEVgMKioRvVScm5mbhpWuxkpwTvqY7hvlM6mPsLBCKFQ+KpPkEhY461f72HJujpW37Xgfe91EkJgtZvHFSKVuiTgS7zyMVmMqIaphYqEEEnxmkgp6Tjfy3f+7ilO7Y8tpb0cRYkmgFscFgrLs8nMS8NsNUWTyIe9dDf3M9Q3eilxPhHt53v47t8/xee//GEW3VqLmCbvjzGBi1yL6DNGKkJKyZkznXzr228lNJpUVcHhMLNkSTkLF5ZSVZmD3W7GbDZiMhkwGFQMBgVFUVBVgXrBo9bXN8rzzx+OazhNx+2sKILKylzKyrLZuHEO5xt72b79DLt3n8PvD1015Oh2B3jqqX00NfbyxBObKLqBeSEppg9Hup0P/sl9VMwv5X/+5Te0nu4gfI1n0eWoBhVnpoNH/vgeNn90LZn5FzqCCKiYV5rYkEkyGXlprL5vacLvyy7MZMnmBddlLFdjUoaTLqNCb4q4ufsoOdPtbPrwSs4dbxsTH1ZUhYxcF8WVuZTXFVG7pIxZi8rJLkzHYDCAeHfRLQGkZHTYy9lDzbz19D5O7jnHYG9sSfFFAr4Qv/qvV1lwSw2ONNu0HuNMx5Vp5xtv/O24hP36O4f44u3/J/5GAX/0Hx9l6Yapd8l2pk/9NxkZ8PCdv3+KE3vOJXyPalAoLM9hyfo53HLvIqrmFWOxjk3qlYAe0elu6+fQ1tPs+u1Rzh1vxRev6kpCa3033/zrX/KlH36WirqiKR9HPByO+J5Sny9EKBSZclPaqSKlZHjYx09+spP6+vj99AoL07nzzvncdecCsrLsl+axqc5n06lPqaoKubkucnOdrFxRSX//KDt2NrB79znONXTjTlCJFw5r7N5znkAgzJe+9CCZmfbpG+RNTPmcYtY8tHzMXGQ0GTAYru29LajK45YHl41Z2CiqitkaK5R6JXml2ay+f+mYZ9BFQ2YiWB0W1jy4nEXr53LozePsfG4fHee7Ge514xn2EvKH0CI6QkQ9SzaXFVemk9yybBatn8vaR1aRW5aNuPy5LuCWB5cTCY/1cFYuKJ3Q2MaLEILbP76Ol3/wVlzP2W2PrMSVNbHzMh1MaoZ748w5djS2cM+cWayuuPYJjOg6r51u4ExPHw/Or6N6hlTWKarCwjW1lNUWUH+kBdWgULOwjFvuXkjNwlLKZxeSlu0c12Sanu1ixe3zWbBmFgffPs3P/+MlWs4kbi/T2dTHsZ31rL574U1tfE4VRVFwjXMiD/ivHme3OSykzYCbKhyM8NKPt3N0R2LlXdWgcOfjt3DXx9ZQObf4qp4yVVUoqc6nuCqP2+5fwt7Xj/HL/3qN3vbBuO/vaOzl5//+En/wlY+QluVI6vUlBGQlmNBHRwMEAmEcjvg9tK4nR460cuhwfM2vkpJM/vAP7mDRotKbTgMp+lMKVFWQl5fGIw8vY+OGOo4da2PHzga2bz9LOBw/jHfseDsvvHiYj3/slpvuuK8HGx+/lY2P3zqpz668ewkr714yqc8u2jCPRRvmTeqzVyKEwJFu57ZHVrL6gaX0tQ3Q3zHIyMAoAW8QLaQhFIHRbMCR4SAjN42CylzsafH114QQbHj0FjY8ektSxjceXNlO8spyYgwnV5aDxRvnxVVLv95MagQnunt49tgpZuVmj8twUoXgeGc3vzx8nKJ014wxnADyy7JY/9Ayiqvy2PzoKirnFeNwWScV8omGnSzccvdCCstz+PJnvkdXS3yxQK/bz9Gd9SzfPO+6lZKnmH6kLjm68yyvPbkzYVjN5rLy6B/eyf2/sxaL3Txuw0YIQWZeGnc8fguVc0v4+l/+gsaT7XG9dQe3nOKNX+7mod/bmPTrq6AgPe7rff2jeDwBsrNvrMitlJKXf3s0bt+4jAwbv/fZ9SxeXDbpkKyuy4Q96W7EGigjw87atbUsX17JXXfO48lf7OH48baYEJ6m6WzdeprVq6uonVVw/Qea4rohhMBoMlJYlU9hVf6NHs6E6DjXHTdUV72ogprFlTPC0XBdlh1CCJwWM5qu0zGSOIR1I1AUhfs/s54//8YnWbx2NmmZjinnySiqQnldIR/983sThuKklLSc7WK4b/q6T6e4/vh9QV787230dw7H3W6yGHn4cxu5/1PrsDosk5oEVIPKrMVlfOH/fJiSmry47wkGwrz8k3doP9eT9P5mlVWxDWkBuruH6e/33PB+an19o3F76QkBy5dXsmRJ+ZTy2DyeYMJcrht16EJE++ctXVrB333pAe66M34eSEfHEGdOd6HrqZYtKWYeUkpe/dEWwsGxOooGk4HFm+aTmWDRdr25bv5ao6pGk6mD4xCWvM4YjGrSrVhFVVi8djY1CxN75Po6BhmdZD+hFDOTs4eaOfJO4hDdnOWVUaNpigrbQghql1Twwd+/I2ELlp62Ad56am/Sy93y81xxG9IGgxGOH08s2ni96OgYihuuMpkMzJ1bNGWRzvb2qQutTicZGXY+9rFbmD07to+Zpumcb+wlFLq6rEGKFDeCzvM9HN12KuZ1m9PKLQ8umxHeJrhOhlNY0+gZ9aDpOsb3UWw9I9fFkvV1CR9sQ32j+DzxEzpT3HxEwhov/3g7oUD8xYHVbuZjf34vzozkJOeqqsK6h5ayZF1dwve89dTepCiqX0QIQUaGndra+O7/LW+fwnODr+mREX/cijejUaWgIH1Kk6+UJMydmklkZzu4ffPcuKHDgf5Uk+AUMw9N09nx7F4GOoditi3ZPJ+i6pkTcpx2KyakaWw/38yuplYMqkJh2vtHS0QIQc3C0oQ5JgFvkKAvdMNDGymSQ9u5bhqOxTbcvMjidXVUzClK6qrJaDJwx+OrsdjiV+943X52vXo0qdeY02lhTl1R3ATj7u5htm47c0OvaU3T44bMFEVMWQhycNDDsWNtCbfPkAUxiqKQle2IW+EYDEVuuFcwRYorGegc5MDrx2LCdEazgU0fuW3GeJtgnMnhL508w4/3Hr70/273KGFN40d7DvL88cRdlCUSbzDEoM/PiD9AQZqTNTO0ye90UVSRmzBnSkp53ZspppgepJSc3HOOkQR93MxWE6vuXIDVntyKMyEE1QtKqVpQysk40gfhUIRjO+vZ/OFVuJLm6VJZsrScV187Rk/P2JxFTZO88MJhamflU1tbcEMmO4vFGDeHSdMk3qvogF0LTdPZsuUUPYkaTXPjcpyuREpJwB+OqzRutcY/PylS3Ch0XefQW8c5tTtWKHjerbOpWVJxA0aVmHEZTg6zCZOq0DI0Qp/n3ZycjhH3uJK9BVCU7uILt62iKitj0oO9GXGk2646SYXfo61G3m8EfCEajrUmNITzSrKonFuUUHV7KmTlpzNrYSmn9p2Pq4Lf1tBNV1Nf0gwnIaBudgFLlpTzyiuxzUWbmvr40Y+28wd/eAfFN0BwMTvbEVd7JxSK0NjYx4rlE6/MiaqQt/HiS0cIJrltjq5LhJi6htTlhEIRjh5rjetZKihIn5E9BVO8f+lp6edXX3k+xttkdVpZ/6FbSM9x3XwepzUVZVRnZ9Ht9nCmt4/fHD3Jqe4+5hXkUZWdedXPWgwGyjPTWVRcwNyCvJnjy75OmMxXV7OeKSvUFFNjdMhLR2Nvwu3Zhenkl2ZPy81vMKpUzCnCYjXhj9NTqq9ziJ72QWYtLkva9xsMKg9/YBm7djUwMuKP2X7wUAtf+9rrfO73NlBZmTthw+BiqE9KiEQ0Bgc9ZGQ4MJuvPWUVFWViMRtxMzbXKhzWOHq0lds3zyVrnPpWF8fR1NTP9763lfYE2lkXmczpPX++h337G7lldQ0lJZmXQqCT+a0ujvfY8TZ27IhdvZtMBioqclKGU4oZgZQSz5CXX/yfZ+k8F6vwXzm/lBX3LEaZYbnR4zKcjKpKcXoaRWkulhQX4A2GaBoY4r65tXxk6cKrflaIaOPfm11lfNKI952t+L5kdNhLV3N8zS6hCIqr8rA5p08YsryuCIvdHNdwCgcjtJ7tRLt7YcJChUl9Z3k2H/vYGn74w20ErkiIl1Jy8GAzf/O3T3HHHfPYsL6OnBwXTqd5rDLxFZ+JRHS83iBut5++vlGOH29jx856cnJc/Omf3EVOzrU1ohwOM4sWl/H66ydith061MJvnj3AY4+uilsZeOV4Bge97Nl7nief3EVXV+IQ3bufueZbYhga8vHkk7v5xS/2MH9eMevWzaaiIofsbCculxWDYXwN0jVNp79/lL37GvnZz3YyGkdJvKIim7lJzrNLkWIyaJpOR30Xv/qP53n7l7ti8iItdjMf/osHyMxPvzEDvAoTUsa7OOGVZKRjM5pQFQXTFDWPUqS42ZFSMjrsY7g/viaXqioUVuRM68MqrzgT01USn9vP96BFtKQaTqqqsGnjHFpb+vntK8fiVmoNDHj4xS/2sGXLKWbNKqCsNIu8PBdOpxWTyYCUOsFgBL8/zPCwj/6BUXp73XS0D9HeMXRJaDItzTahhPPNm+aybduZmLBaJKLxzDMHGBrysW7dbGbPLiDNZR3z2/j9IZqb+6lv6Gb37nMcO9Y2xjDMyXGSleXgzFU6A0wUTdMJhTT27mtk775G0tNtVFfnUXrhfBUWZJCZacdmM2GxGDEaDUQiGsFgmOERHz09blpaBjh2rJWzZ7viyg0YDAob1tdRVDS1dAkpJaFQhEAgTCAQxh8IEwyE8ftDl17r7BrG7Y71REoJ+/Y3MjTsw2I2YLGaon9bosdlthixWoyYzQZUdXwGY4qZRyQUofF4KwFfkPQcF2arCaPZiK7r+Nx+upp6OX+4iV0vHqDhYGPMgkMIwdpHVrF088zs5zopSeHSjDSy7FaM6nvXaLo4SUdCGuELzVUDviCD3SMMdI8wMjCKd9SP3xMk4AsRCoQIXZhAQhf+BC+8NnIdOkunuLEMdo+gJyjxVhSF3KKrh7SniiPdjj3NCgkKvvo6h6elBD0tzcanPnUbo54A77xTn/A7enrc9PS42SEEZrMBo1GN5v5J0HQdTYs+jJM1xtmzC1i7tpY33zwVY3CFwxqvv36CPXvOkZZmIyvLgcNhRtck7tEAHk+A0dHon+AVOReZmXb++I/vpLNjmPr67pgcomTN8cPDPg4caOLAgSaMRhWr1XSh8bByyaCQUqLrUYMrcMFwSVQtpyiClSuquOeeRZNqtyKl5H+e3M3Bg034fCHCYQ1dk2iafuH3u/yPvGDUxc8Fe/65QxiMKqr6bvNkVVFQVGXMa2azkfQ0G5/45JqU0vkEkVIS1nXcwVivo0k14DCZUKbRIAn4Q/z2B2+y56VDmCxGFDX6+0op0cIafk8A74gvfncFAXNW1/DBP7kX4zhC8zeCSY2qOjuLf7x7EwWuG9taYTqQUuId8dPZ1EvbuR6aTnXQdLqDtoZuhnrd0RVwKi8pxWVICQM9wwm3C0WQlj29PfQURZCelfh+HOpJbNhNBSGixtOf/HE0jPbaayfiehouIqW85JWYLoQQ2O1mHntsFb29oxw9GisRIaVkZMTPyIif1tbx6VyVlGTy2c+uZ8XySo4YW8nMdNCfwMuYTMJhjXA48Tm9Fkajyq1rZvG5z23Abr9209lE1Nd3cfRoYimG8RIMRQiOsyjGaFR54IHFU/7O9yP7u9r52ItPxbx+V+Us/nXd7WRYrh6qnhJS4hsNMNg9POGPlswq5DP/8hHK5pbMSG8TTNJwshgNLCmJVaW9Wbm4Ih3qdbP71aPsf+sk7ed76GkdSNhvLEWKd5H43IlFH4UQ2JzTOEldwJGe+Dt8nkDcirtkIITA6bTwiY/fSm1tAU8+uZumpr4bWvgghKC8LJsnPr+Rb337ratqL42Hmuo8Pv/5jSxYUIKqKhQUpJGdFWs4TeaYTSZ12uQBrFYTjzy8jPvvX0T2OBuWJyS1YLypKHS6+PjcRQwHAwwG/Jwe6GXA72cm/5BF1fn83lc+xtw1tTPWaIJJGk7vJXRNZ7DXzVtP7eW1J3fR3zVEOMnlxine48hob7hECMFV84+Shcmc2JsQ9IenXZTSbjezft1sFswvYceOBt544zidXcN4PAE0bWLfLQTYbGacTgu1tQXcd+9CMiYopyCEoKYmj7/70gM8//wh3t56ht6LXuNxYDSq5OS4WLeulgfuX0xu7rsl0Xl5aRQVZXDm7Ng8p8nM9XPnFvPP//QIr7xyjPqGboaHffh9IfRJ/l5ms4GMDDsLFpTw4ANLqKrKjSuEmeK9TZkrnS/dsh5dSryREH+//U1eaWy40cOKQSgCV5aTJZvm89hfPkjZnOIbPaRr8r6+myIRjcNbT/PMd97k2M6GlIJ3ikmjaVd/GCvq9K+e1DjaRRfRItp1WWcqikJ2tpOHHlrCpk1zOHGynYb6bppb+unpcTM06GXU4ycY1NA0DVVVMBpVTCYDDoeFzAw7mZkOCgrTqazMoboql5KSrEnl5UDUeMrOdvLpT69lw8Y57NlzjsbzvbS0DjA46MXvDxEMRlCUaO6V0xkdQ0lJFlVVuSxZUk5lZWxiv6oq3HX3AgoLMy7NGy6XlaysiYdkjUaVZcsqWLKkjI6OYc6e7aKtbYDOrmjT5JERH6OjAQKBMKFQhEhER0qJoghMRgM2mwlXWvS7i4szqajIYe6cQioqcpPqyVq7bjbl5TlJ2994UFSFwsL3l/ZfMhBCIACz4d1HvEG5fiX9BpOBOatmMdLvpr99kNEhD0FfiGAghNQlFpsZV5aTgspcqhaVs3DdXJZuno/xOiwwk8GkDaewpqEIgRrnx5BSEtF1ghENXUoMioLZoM4oSQJN03nnhUP88J9/w2DPyDVd7EJEu9JH/yi4Mu1k5aeTluXA4bJhc1qx2EyYbSYsNjMWmwmLzYSU8PW/fBK/Z/KKxSlmOIJrVqvpkenvDXY1T4pqVKdDe/OqOJ0WVq+qZuWKSrzeIF5vkEAgTDAYTQLXpYxKlVxIDjaZVCwWI1arCZvNjKomb74QQlBZkUN5WRZebwi3248/ECISjiY0CxE1hkwmAxarEZfTitVquqrhsXRJOUuXlCdlfBA1OktKMikpyYxWH/lC0Uq1YITQhXMW0XSkriMBgUBVBQZD9LxZrEacDgsmkyHp86wQgs2b5iZ1nyneu5itJu781HpufXgF/tEAIX+ISERDu5AjrBpVzFYTjnQ7rmwnxmm4ZqeTSRlOEV3nuzv3k2m3smlWFbkO+5iD7vf6+PG+Q7xw7AzDfj8V2Zl8aNFcHl4wF5vJeMNPUCSsseOlw3z7S79mdMh71ffanBaKKnOpmFNEzcIyquaVUFyVi9VhQSji3YfRZf8Ql/3fN+rHYDQAKcPpvYzFak64TUoIXYfwb8ifOFxotty4+05RFJxOK87rkOc1vrFYcE6jplYyUBQFh8OCwzGzx5liLLqU7O1swxcOMy8nj1ybneFggJaRYQYDfjRdx2Y0UuxMo9DpxKiMXXBJKRkJBtjT2YYqFJbmF5JptcX9rvrBfhqHB7EajKwpLps2j1JE1+n2jtIx6mY0FEIALrOZUlc62TYbqoj9XiEEVrsl6S2mZgqTMpw6h908d/wU7kCQojQXuY5o7oEEfMEQP9pzkJ/uO0xYj66yz/T08dW3dyIlfHz5omSNfVJIKWk7182vvvbq1Y0mAUvX1bHxgyupXVJOQVn2JNVLbx4rOsVkEVEpgARIKfG6fdM+itGRxN9hc1oRqf5kKVJMK7qU/Nuedzgz2Me/rb+TqvRMvntkH0d6uunzeYnoOg6TiaqMTO6vns1H5yyMkfVpHBni86+9gNVg4Mf3PsLKBIbT8/Wn+ebhvZS40nj1w5/EoEy+YjIeUkoCWoQnTx7jtaYGGocHGQkGEAgyrFZmZ2bzQE0dD9XUzaho0vVgUobT6Z4+RvwBSjPSKc1Ie/eEScnBtk6ePXYKBNw5u5r1NZW8c76ZN86e58d7D7G5torCNFcyj2FCaBGN53+wlZariNe5Muw89LmN3POJ23Cm21MNMVNcFSEguyA94XapS4YTNP9NFrquM3KV0vjMXNeMa1uQIsV7lUAkwu6ONr5xcA89Xg+5dgdL84vwRUK0j7o52N3J6f4+VKHw0bkLp1VTaTJIKRkM+PnPfTv5Tf0pJJI8m4OazCx0XdLhcbOns42D3Z10jLr53YXLsBlvjvykZDA5j9OIG384QnF6GgWud42gkKbxwonTDPr8rCgr5n/fezvpVgtrKkoZ8vk52tHNvpZ2HlowJ2kHMFG6WwfY8eKhhIngJouRj/zpPdz98VsxWaZ+IeianmpI9z4gMy8No8kQt2mzruv0to1PK2iyuAe9+EYTa/1kFaRPOsE6RYoUE+dXp49T6HDyv27dyB0V1TiMJiRwoKuDf9y5hVP9vfzi9DE2lVdS6LhxzoR4RHSdX54+zjNnT2I2qHx24XIenT2PbFs0utThcfPfxw7xq9PH+dGxgxQ6nTxUM+e6JqDfSCZlOI0GQ2hSJ9dhx3xZy5U+j5dt55oQwGOL55NujcY3cxx2ZuflcKCtg+bB4WSMe9Ic2HIybj+viyy6tZY7Hl+dFKMJomXqKbvpvY0QAkeajayCdLpbYvvVaZpOZ1MfUsppc2f3tg8QCiTOoyqqzLlq1V2K9ydSSiQ6nnA3Ld7d9AcaCGjRnnwW1UW6qZQC2yKyzFUYhCVhj0Fdhun0H6HTd5iRUAcRGUAVJhzGPLLMVRTaFuMw5KKI2CKKsO5nW/dXUIWRJVmfxGUsJKAN0+zZQZf/OCFtFLPqJMNcQZn9FtJNpTdFWEgi+eyiZTxUU3epiEoAS/MLeaxuPv+yayt9Pi/1g/0zznAaCvr5xcmjBLQIH6idw6cXLB3jUSp2pvEHS1fTPurm9aYGnjp9gvUllWRZrdPy20gpCckI7b5uWrydhPQwifSoss0ZLMucl/QxXM6kDCeJRCAwG9/NhJfAyyfP4g4Eqc7JYnVF6aX3q4pCps2KQOAOJBYKnG50TefYroaECsoGo8qDn92AxZ440XeiDE6TYnOKmYUz3U5heU5cw0nqko7GXjwjPpzpE9MiGi/Npzvx++IvCAxGlZJZBaipvpIprkCXYU4M/4Zjg7/Crw0jUFCEEYmGLsOAQAiVurR7WZXz+xjE2DwaKSXDoVb29X+PVu9epNRQhBGBgi7D6GgIFCyqi82F/0ihbVGcMWh0+Y6io1GX/gDuUDt7+r7LUKgZic7FB6RAQaCQbiqN2cdMpNDh5J7KWTGV56qiUJ2RRZbVhjsYvCBKObPY2d5Kh8eNQVH4+NxFccNwaWYzH66bz1st59nf3cH54QGyrNOjwTQa8fKDxqfZM3CMiIwuEK90SChC4DDYWJG1YGYaTk6zGVURDPsDl0qKh3x+3m5oAmDjrEqc5rHGh5Q3Xq/UM+JjuM+dcHtBeXbSm7F2NfeNW3Avxc2LK8NG6awCDm8/HdfD2Nc5RHdL/7QYTpFQhKZTHQT9objbs/LTySvOvClW6SmuL53+oxwc+AkRPUi541YKbYsxKXZ0IvgigwwEztEbOE2WuQZVxD4uwrqPo4O/pMWzC5shm2rnJtJNJSjCQFj3MxJup9d/ipDuJdNccdWxhHQv/YEGTg4/iyZD1KXfh8tYhJQao+Fu+oL1FNgWTNepSDq1mdlYDPEjF2ZVxaioaFIndA0NuBvB8b4eJJBnd1DkjO8NE0KwMCcPg1AI6BGO9fWwomB6DKcDQyfZ0X+ISnsJyzLn0TDaQrO3g3sL1xHSQ5x1N3HKfZ71ucu5M//WaRnD5UzKcCrLSMdqNHK2t4+GvgEK05y8cuos9b39FKa5uK2yDONl+RS6lAz7/Ugpsd7ABDLvaOCqCs+5xVlYbMnzNum6ztnDLUTG2ZcpxdUR16hQ1PUb59kzmAzMWlyGzWnFG6dXW2/7II0n26maX4KS5DyA/u4RGo61JmypUlSZS0HZ9RUuTHFz0DS6nbDup9i2lNW5X8RhyI02EEYipU5Y9xPSPZhVJyJO2XlQd9Pu2wcIlmR9jFrX3VGP04UmxJoMEdK9RGQQs3L1cJQuwxwc+DHZ5hpW5nyONFMJBmEGJBEZIqz7MKuum2YBkGm1YbhJC4t6vNFilmyr7aqJ6w6TCbvJRMAfocuT2CkxVQ4MniDfks3vVDxEnauSFzreZiA4xAOFGxAC3GEvL3S+zYHBE9xbsG7axnGRSc3gi4sLKM/M4HhnD3//8pv87Utv8F/bduMLh1lbVc6CwoIxF7c7EKR9xI2qCPKc09vs9GpoYe2qYTOz1ZjUyqPe9iHOHmpK2LE8xQS5IEKaiBspMiqEYP6qarISVNeFAmF2vXI06WOUUnLuWCvnEvRiUw0qc1ZUkp7z3mvInWLqhGW0d5mEMWE4gUARKmbVgcOQh1HEL4mXUieiBy98Rr1kNEH0njAoZmyGTJyG/HEZPFJqrMr9AlnmaoxKNKdKCAWjYsFmyIzr9ZqpmBT1mou9qaBNY/Js+IIXzKAo1zgCgfHCQnA6PWe9gUHyzFmU2gpQhYpRMeDXg9FnglBJNzrZnLcag1B5q2fPtI3jIpOyEjLtNj57yzIcZhNHO7p47XQDI/4AVdmZ/M7KJViM717cUkp6Rz009g9iNhiozM5M2uAnimpQrrraDwUiSctH0nWdU/vP03S6Myn7SxGNYVtsCbRKJAz2jlzfAV1BVkE6i26rTbj92M56zp9oS2prn0gowhu/2p0wTGe1m1l918KbZpWe4vqSZ5mDQKXHf4KDAz9lNNyJLrUx16i4ikaPQbGRaa5EonF86Gka3K8T1n1IqcfsYzzkWueQbipJXa/jwBdJHD2ZKq4LqTaeUIirrft1KfGGo+NwmaZP7FIRYkwjSKtqIaxH8ISj2nVCCLJN6dgMVtr83dM2jkvjmewHN9ZU8r3HHuIjyxayubaKL9y2ku88+iDlmekx7+0Z9WAyqCwtLmRJceFUxjslbE7LVavlBnuGCV0llDcR+jqG+M133sLvuXHJ8O81VKNKek5id//pg01oNzARXwjBvZ9ciyszvlc14Avx839/GfdgcjSdNE1n2/MHObTtdML3rNg8j/LZN+6eSzGzmeW6k3LHGgBODT/Hs61fYEvXl2n17mE03IMuNa6WnWpV01iY+RiZpgqGQs1s6/l3nm15giODv6A3cJqg5rnq568k21yDmPxj6T3BRSVuCZdEpK9El5Km4aFpG8Oc7FwA2kdH8IbjL8oAmkYGCUSiqSh1WdOXDlBgyWU4NMpwOKpVl2POxKCo7B88jiY1JBJ32IM/EiCiT3/O2KT9nqqisGSchtDi4gK+/eEHMRsMWI03ztXqSLPhykycnNt+vpe+jkFyijKmtOLxjPj49dde4/zx+OGTFJPDaDKQV5JJx/meuNubT3fQcb6H0lkF13lk75JfmsWmD67guR+8HTfn6OyhZp77/tt86It3YJtCOw0pJfWHW3jqm28QCcWfKFyZdu7+xK0pxfAUCTEqNm7N+xPOj77NOfcb9AbOcH50C82eHeRYZlPhuJUa1x1YDfEb7QqhUGpfhUVN58zIS7R4djMUamZf//ewqVmU2FdQ5dpEoW0Rqrh2fqtRsU1reGumI4TApKrYDEYiuk5ngryhTo+bppHBaRvHqsISrAYjvnCY7W3NPFo3P+Y9Ukream5EkzpZFitzsqfPcJqXVsO+weO0+7opseZTZi8gw+jiuY4teDU/GUYXx0bq6Qr0sSRz+nUip920F0LgMJspcDmjkgQ30AWrGlSq5hUnfJCEAmFe+Z+dRMKTs1illAz2jvA/X/0tbz29dypDTREHk8VIRV1Rwu19nUO89dQ+Ar5gUsNhE8FoMrD50VVUzYtfXRIKhnnxh1t58Ydb8XsnN05d02k80c53/u7XtDXEd0urBoUND6+gal4q7JEiMUIIbIZM5qY/xO2F/8Tmgn+gzL4GgzDT4z/Bvv4f8nb3/2Uw2JjwWhVCIddSx+qcL3Jv8X+wLOvTpJvKCOle6t2v8nbXv3B08Jdo8tpFMu9no+kiDqOJsrR0wrrGW82N9Pu9l879xV52T548Rq/v6n1Wp0J5Wjqby6sAwU+OH+L0QB8RPRp+lVIS1jX2dbXzQkPU231nZQ35Due0zTVLM+tYljmXbFPUgHcZHDxQtIGh0AhPtrzMd87/mm19B8gwpbE5b9W0jOFybp5MuySxYvN8nvnWW4SC8UNyO148zKyFZdz+2KoJNSgM+kOcO97Gr/7rVQ5sOZkSvZwGjCYDs5dWYHfFr1yLhDRe+sk20rMd3PWxW7EmUY9rvAghqJhTxCNPbOYbf/XLuOP0jgb46Vdeort1gLs/fiuV84oxjENjSUrJSL+HA2+f5Mmv/pauOJpRF6ldXM79n16XOCcsRYrLUISK3ZBLpTOXSud6+oPnODvyCg3u12nz7sGk2Fif/1cYRPw5MeopsZGpVJJprmR+xiO0efdzYvgZuv0nODLwP2SaKyh3TH+p+M1Ojs3OprIqzg0N8nZLI1/a9iZ3V83CYTTiDgZ5o/k8O9tbqEzP5MxAX9x9BCJh+v1+gpEIIS2COxRkMBCdi4YCAU709ZBltWFSVcyqgQyLBYfp3fnSajDy+cUraB8d4WhPN3/4xks8PGsOVRmZSAlnBvt4+swJ2kfdLC8o5pPzl2BLIL2QDDKMafzprE9e+r8QglVZi7CqFvYOHMMb8VNgyWZd7gryzNnTNo6LvO8Mp/K6Qqrml3D6QGPc7UF/iCf/M/pQeuAz68kvyUrcp1dCJKJx9lAzW5/dz8Gtp2MEEI0mA/mlWbSdix9emirX9FjIMX8BEl2XhIORhKkHui4JBS8kygu4eAIunYZrLCqma9UhhKB6QQnF1XmcPdQc9z0+d4Cf/8fLtJztYsPDy6lbVonBZIgZ8sVDl1Li9wQY6nPT3zlM0B9i6YY5GE2TvzWEENxyzyLOHW/jN995K27ITtd0Xv/lbk7uO8+yjXNYfddCqueXYLaZY8aq6zp9nUMc3n6GXb89ypmDjXhGEovmOdNtfPTP7026JlmK9zbvXiuCHMusS0naJ4aeoc27n4gMYuDqi8mL+zCpDiqd63Ea89na/W8MhZpp9x64kE+VuiavhsVg4MN18zg72Mebzed5ramBt1sbMasqgUgEg6LwgVlzuKWojC++8WLcfRzu6eLrB/cwGgoS0jQCkQh9FzxUR3u7+Nvtb2A1GDCpKnaDicfnLOChWe+GuIQQzM7M5h/WbOBfd23jQHcHX9n7DjajESnBHwkjhGBFQTFfumU9NRlZ0zrXxNu3KhSWZMxhUXodutRRFeW6eSyTYjhdciOO472C6XuwjgezxcQHPreRlrOd+EbjJ26PDHh48Udb2fbsAWqXlFO7pJzC8pxoTooAnyfAQPcIjSfbqT/cTH/nMAFfMEZ2wGo38+E/vJPC8hz+7xM/SqizM1mklLgHvXQ29eIbDeB1+/GO+vG5A3jcvuhrF/7vHfXjHfHj8wTwewIEfMG4fdUgqjn0z7/zHcxWIzaHFavTgt1pwea0YndasLus2C79bcXmiP7b6rRQWJ5Devb0lb7nFmex8YMraDzRnnD8vtEAr/9yN9ufP4gr00HJrHzSMu2YLCYiYY2gP4Rn2IdnxMdQn5uAL4Su6eiaTl5pFvNWVU/JcIKowfzBL9yO1+3nrV/vjd/DTtNpa+imo7GXV/9nJzaHhcKKXLLy07DYzGgRjdERH11NfQx0jxAKhAgFrx7uSM9x8am/fZCFa2aljKYUV0VKHYmOQI17rRgVKznm2QBoMsSVM/zFdi0CEVfjSQiBw5iH05jPUKjpwj7e2wigMj2DsK5R6EwcurIZjNRkRtXDMyzWmO0lzjS+uvEe3mw+x7bWZto9I6hCoSwtnfuqalleUMxIMMCC3HxyrPYYraWwrhOIRNClxKAoOEwmHKZY77OUENAicaUEVEVhUW4B373rQXZ2tLKlpZE29wiKEJS5oqG85QXFZFjit+KZLFJKwnLiRVr6haRwgYJRmV6f0KT3LqVkyOfncEcXzYPD+ENh9HHEp+YX5rGhpnKyXztlhCJYdNtsNjy8nFf/ZxdaAlVvLaIz1Odmz2vH2PPasQl/j9Fs4MHPbuTeT65luM9NZm4aA93DUxx9LDtePsw3/vIXSd2n1GXUCHP7GeyZmKjZ57/8IR783Q1JHc/lKIpg0wdXsu+NExx8+1TC90ld4vcG8XuD9EygwW6yqiqFEKRnO/nEX96Poiq8+vOdCaUudE3H7wni9wQZ6J68pEJ6tpNP/e2DrP/AslR7lRTXJKR7Oed+E7sxlyxTJXZjLkJEV+26jDAUbKbB/ToA2eZqFGJDMYPBRjp9h8m11JFprsCo2i+t+kOalxbPTvoCZ1GFkSxzNe91b5OqKPznpnuu+b667Fx+cPcHEm4XQuAym3m4di4P186N+x6b0cgLj3ws7ra1JeWsLSkf15ivhhCCTKuN+6tnc3/17Cnvbzx4Ij5+0frypD9fbMvnnoK1SRxRLJPrVSclzYPD/POrWzjd08dIIIA2Dm+KKgSPL11wQw0nAEealUf/8E66mvs5/M6ZpHuCzBYjDz+xmUee2IzdZSUSilA2u2BaDKeZlkx1PZKybU4Ln/ir+3EPejh3rHWmnYIxZOS6+MRf3o8zzcZLP94eN+dpqghFUFCazaf/4QOs2DQPo/l9F4FPMQkiMki9+zXc4S6sanr0jyEDgYpPG8QT7mE03I1VzWBuxkMYlVjPiDvcyb7+72NVM7AaMrCq6ZgUBxEZxBcZYCTcTkjzkGedS5Vz+hZUKd47BPQgb/TsjnldlzoRqSEQqBcMfAQXFOp1JBKTYmRZxtyZaTh5Q2H+5fWt7GxqxWxQqcrOwmEyUd/bjy4l5VkZGBQFTzBEl9uNPxyhKjuTO2fXsHHWjTWa4IJYVmEGf/a1T/DD//0su189ljS9pbLZhXzwC5tZ+8DSSw8wR7qNyrnFHN4Wv49ZiokhhKBmYSl//NWP8d//+jyHt59J6DmcCbgy7Xz0z+9l9tIKnvrm69Qfbpl05eaVONNtrL57IQ9/fjOlNfkp6YEU48YorBRaFxPRg/i1IdzhTvQLlW+qMGFR0yiyLWFexiOU2JcTz1vkNBaQb53PaLiLkVAbA/o5dDQUVIyKFbsxh2rnZhZlPo5FTb++B5jipsRlcPDXdb875jVN6mzp2Uujp41FGXXUOEpxGR0IBO6Ih7PuZo6P1LMmexEfLrl72sc4KcPpZFcPp7p7cZhNfGzZQu6dOxuXxcwfPfMy/nCYL92+jvw0JyP+AKe6e/nerv0YFYVNs6qYV5Cb7GOYFEIIMnJdfPYfH2Huiiqe/d4W2qeQwG13WbnlnkXc+4nbqFlYOqZ1i8GoUlKTj8Vmxu+9cW1B3ksIIaicV8wX/+0xXntyF2/+eg99HdMnCDcVhBAYTQZW3jGf0ln57HjpMG89tY/W+q5J79NoNrBs41zWPbSU5ZvmTUkTKkXykVKypeMcu7tbuK2wkjX55RiS3KNwqphUO8uyP0112u14w30EdXc0D0kKjIoFqyGTDFMZFjU9bg6LEIJscw2bCv6ekXAHvsgAYd2PlBqKUDEpDpymQtKMxRiUxNWdBsXMqtwniOgBci11vNfDeSmujlk1sTRjbHjywOBJmr3tPFp6F+tyVmBQxqYirM9Zzls9e3ixcysrMhdQ67p6Q+mpMinDqaFvAE8wxMryEn5n5VIyrNHkMJfFTCASId1mpSQ9jZL0NOrycihOT+NLL73Bl19/m+8/9hAuy8yY5C/modz5kVtYvmkuB98+zdbnDtDR2EvAFyQUCBMJa9HmsTIaElEUgcFowGgyYLGZSM92smzjXNY+uJSC8mzMVlPMJCOEoHJuMTWLyhjsGZvDYnNO7Vw40mwUV+dNaR/JxJkWv6fVdJFbnMnjf3w3dzy+mh0vH2bPq8fpbR/A7w0SDkaIhCPoWlR7JKraL1BUBYNRxWBUMZmNGC1GMnNd1C4pZ96qmqQ2er4cIQQF5Tk8/PnN3P7Yao68c5YdLx2m6VQ7XneAcDBMKBStZpS6jI5VERhMKkaTEbPNRGaui4W31rL2gaUUVeZgsVtQUl6mGcdIKMC3TuzmSH8nJ4d6WJhVQLo5NtR1o1EVI1nmSrLMk4sECCGiIboEApnjGoMwUuO6fdKfT/He5+3eveSYM1mcPifGaAIwKAaWZM7h9Z5dbOvbPzMNpyG/n4iuU5GZTqbt3cnAajQSimgEI+9W/lxUGF9XXc6LJ86ws6mVu+tmTX3kSUQ1qOQUZXLXx9Zw++Or6Wrqo/18Dz1tg4wOewj6w0hdYjCpmC0mXJl2MnJdFFflkV+Wjcl8bf2K6vkl/Nszf5zUcQshWPfQMtY9tCyp+72ZEEJgNBvIL/3/2fvvODmu604bf25Vde6enBNmkHMGCeacRYnKwQqWc1rv67C23913d+3fa2+w9117vSvLtixblmRZlixREqOYQAIESeQcB5icU0/nVFX390fPDAFOhwndg1SPPhCB7urbtyvce+6553xPFZ/41Uf46C88yFDvOL3tQ4wPBQhMhIhHkhi6gaoqaHYNp9tBSYUHX7mH6oZyahorKKn05KxjWMj+ajaV8uoSHvjYLh742C78o0G6zg0wNuhnfChAIpokldRRNRW700ZppYfK2jLq26ppWlGLZrMCv6937IpKrduHQ1Vp9pZhyzDYW1hYzI2RxARezZ3RaJpGEyoKgtHEZNH7syDDaTp7TlUUJO87VktdDqKpFKH41dtRTpvG8soKTAntI+M8sW4xXS4uqqrQtLL2uvLiWMwd1abSuLyGxuXXx5bwXCivLqE8Rw0+ixsPt83OH2y7ny+t2UGztwxXEcUBLSxudsptJfREB+mLDbNWu1p+IS2LIekI9zGRDNDqyV5dolAsyHDyORwoQjAeiWGY5szefUNpCZPRGH2BIKaUV/04TVEwpSQQt4reWlhY3Py0+Mpp8S18C8vCwiLNAzW38RcXv8VX2v+ZZxofpMVdj0NNx80ljCSXIr0817+HmJHg7urtRe/PggynxrISXDYbA4Ego+EI9SVpwcP1dTUkDYM9Fzt4fO0qfM50rEg8pXN5bIKUYWBXLZe1hYWFhYWFxdzYXr6epxru5eXBt/mrS/9Mic2HR3MBkogeJ5AK4dPcPNP4IBtKVhW9PwsynDbU1VDudnF5fIJLo+PU+bwIIdjSUEddiZe3LnfyJ6+8yae2bcKhabzR3sHzZy9gU1VWVVcW+jdYWFgsECklUT3F8bEBXuo5z8XJMSaTMVRFocrpYX15DXfULmNLVQNl9tkKwbppMJmIc2J8gH2DnVycHGU8HkVVFOrdPnZWN/NQ00qWl1RelVUmpeSV3ov86fE3caga/+vuj7CqNHuNqQuTo/yXI2/QHwnwpTU7+NyqbahT7RnSZDIR54J/hD0Dlzk/OcJoLIJAUO3ysK2qgYebVrOmrBqbolz1G46M9vH7776IRPLfdz/FzprMxZkB+iMB/suRNzg/OcLTrev59Y13XhW79EbfJf7r0Tcw5PtCpxJ4qHEVv7313qy1vKSUHBsb4HffeY4NFXX8+V0fZjQe5rmus+wf7GIkFsap2VhVWsUzbRvYVtWIU9UsZXiLWwa7YuNTzY+zs3wDb40e5mK4m1AqDAgq7aXcU72du6u2s9zThJpBxb7QLMzjVFrCHa3NHO0bIKkbM3FOPqeDL+7axl++9S4/PHmWH568Wtk5HSRe3Gh3CwuLuSGlZDwe5b8f28Pz3eeIGzoOVcOpaiQMnQv+Ed4e7ORrZw/wB9sf5BfX3TarjfbAOP/+wEucHBvERKIKgVuzY0rJef8Ib/Rf5h8vHOY/7XyYx1vWXrV9v7qsGlNKLk6O8pPOM/zWlntnlY6AdEzl0dE+Do70UOZwsbK06qrjRqJhfvfd5zkw3IshTRQhZoyUC5Oj7Bvs5FsXj/J/bb6bz6/ecVWy+4qSSuyqyjn/CP9y6TjbqhsyDrxyqp9vDVxGCMG6shq0Dxznttmoc/sIpRJE9RS94Unihs5oPJxXGDZupOgM+YnoKQ4Md/Nnx9/i5PgQDlXFpqhEUkmOjw3wfPc5fmXDbr68dhc+29IXsbawuBYIIXCqDtaVrGBdyQoATNILFAXlquOWggUZTkIIfunOXUSSSZZVlM0MYqoQfGTTOvzRGN8+fJxYakpMTRFsbqjj9x6696osPAsLi2vLs52n+VHnGeyqym9svJOtVY24NI2kYTAcC/PuUDenxgfZVZ3ZE+O12XEoGmvLa3igcTnry+sotTsxpMl5/wjfuHCYwWiIvz7zHuvKa2krqQDSY0it28vd9W3808WjHBjuYSgaosEzO0g+qid5d6ibuKHT5qtgU2XdVQOkQ9Xw2hy0eMt4uGklmyrrKXe4kEBPyM/Xzx2iMzTB3549wK6aFtaVv5844LHZeaJlDef9IxwZ7ac7NMnyqT5eiSElewc6iegplpdUsLt22axBemtlI396x1PEDZ24ofPv3n2eMxPz04abiEf5z4deZSIR5dc33sH26kZsikpveJJ/uniMs/5hvnH+MNurGrmrrtXyOlncUlx5v6tcu7CfBddmaCybPcAJIahwu/jN++7gE1s3cGpgmJRp0FpRwarqSjx2G1gPuoXFdcNPey+gS5NPt23hNzbdhV1JF3xNZ6rAR9s2kDAM3Jot4yTd6CnlL+7+MF6bHaeqpb01Il2t7M66Vuo9JfznQ6/QGZrg2Fj/jOEE4FJtPNi4kpd7LnB+cpQjo33UudfN8jqNxCK8NdiJguDp1nV4tKvFFMsdLv7k9sfRhILHZk97gqb6YNYtY0VJJf/X/p8wGouwb7DzKsNJEwp317Xxw47TDEaDvNl/mWW+sllep1Aqwcs9FwD40LL1lNhne3ucmka99v64+MF+zgVdmgRTcf7ktsd5uHnVjFdLAlurGvjyG99jOBbm5Z4L7K5dhmaNpxa3CFJKYkaciBHHlJnrfkJ6W6/cXtws5YIXtRJCYFNVllWUs6zCyiixsLieMaa2kPyJ2FSV+/RELKYMD7uqYVezDxOKENS5fRnf0xSFDRV1NHpKOTsxzGgsMiVE+v537KhuZEVJJQdGetg70MFDTStxf8DgeLP/MsFknEqHm/sbVmQUmK1yerL0T6GtpILVZdW8PdjJQCQwqw+ry6rZUtlAd+gM7wx18ZG29VR+oL13hroYi0fw2Rw80lS84FMB3Fnbyr0Ny6+KnxLA2rIaNlTUMtwf5uLk6JyKqltY3AwY0uCY/xz7x44zEh8jJQ3Sy4nZrPa18gvLP1HU/lxfNQAsLCyWlHvq2lCEYM/AZf74yGuc948QTSXnNSlL0qvBhKETTiWYTMTwJ6KMx6PE9RQKApP0+x9s1Wd38uSytSgI3ui/zGgsctX7SUPnxZ5zADzQuIJKZ3Zleiklyak+BBLxmT6EU0lUIZAw1Yere+G22XmsZTVO1cah0V46g/6rYpJSpsHLPRcwpMlttc00eUuLtkVmV1R21DThsWX2VjV5ygCYTMbJNnFYWNxsdEUG+Mqlf+btsSP0RIfojg5wKdzDUHyMwdgoXZEBOsJ92BUby73NRe9PwTxOppTEUynietoSdGgaLpstY7CnhYXF9cEX1mynIzTBnv5LfOviUZ7tPM3d9W082rSaLZX1tJZU5HyGpwPMD470cmikl4uBUYaiIULJBDFDJ2HopMzsBY0F8GTLWr565l2GoiFe6D7Pr228Y+b9I6P9dAYn8Gp2Hmtek1GBW0rJZDLOsbF+3hvq5sLkKIPREIFknLiRIq7rJKf6IJltbgjg/oYVLPOVcX5ylOe7z7K9unEmiPy8f4QzE0M4VI0HGlZSYi9eyShNUVnmLcv6vu2KTELLbLK4VXhj5D0SZpLPND/Bo/V38dPB/bwzdoz/tvm3SZhJTgYu8qP+12h01XBn5dai92fBhtP0iiwQT/DWpU6O9g0wGooQnyq34tA0anwetjTU8cCq5ZS50oPNXFZq76/2rhwa3netW1hYLJ7pLa7/tONh7qlv5dsXj3HOP8zLPRd4q7+DVWVVPLlsLZ9YvpkKh2vWsyelpD0wxl+e2s9bA5cJp5KU2p2sLK1kdWk1Hls6u+7twU5G45EsvYASu5NHm1fzzQtH+GnvBb64ZjtemwPDNHlnuItgMsHWqgZWl1Vl7MNgNMSfn9jL6/2X8CdieG12lpdU0lZSgVezowjBgZFeesOTWfvgVDWebl3P+eNv8VpfO7+56W4qnG5MKTkxPsBANESTp5RtVQ1FXQwKQVbZAovikZ5z3p9vrqyI8T7ims8/t+rc2B0ZpNlVz93VO/BpHmyKRtJMoSoKPtXDHZVb0ITK33f+kBOTF7i9cnNR+7NgwylpGLxy/hJfe+cQXROTaRf4B5ZAQsAPT5zl7949zC/csZMn1q/GqeXWHzGlyXhygGP+1+iKnCKU8mNXnNS5Wtle/ijN7rXYleujSLCFxY2OEIIat5dPrNjMY81rODE+yA8un+TIaD9n/cOc84+wb6CT//e2x2j1lV/17Eb0JH985DX2D3ZT5fLw21vu5fHmNXjtDlQhUBAMREN0BMdzGk42ReHRptW80H2O7pCf/UNdPNq0msFoiIPDvQDcXttCo7d01mcNafKnx/bwXPc5vJqd395yLx9p20C53YWqCASCyUSM/3Dw5ZyGE8DDTav49sWjjMYivNJ3kU+v2EIwGWfvYCdJQ58y3qoXdqLnjLC89NeAC6EDvDL0DeJG9vv0y8v/C1X2pmtmoJjSxJ8c4pj/NTojJwmlJrApDmqcy9he/ijLPOtv2rkxZsQpmxG9BIdiJ2bE0U0DVVVRhML6kpWU20s4OHHq+jWcXjhzkT955U1CiQT2KWHLhpISPA47SIgkkwwEQ3RP+Lk0NsEfv/ImkWSKz+/ckrVNKSX9sYu8MPDXDMU7r3pvPNlPR/gkD9R8lu3lj6Ip1qrMwqJQqEKhzOHivobl3F3Xyln/MM93n+MfLxxh/1AX/3jhCP9558NXfebC5CjvDHVjIvm5tbv42TU7Zwdu834AejaEEKwtr2ZrZQN7+i+zb6CTe+qXczk4zln/MD67g4eaVmXUV+oOTbJn4DKmlHx8xSZ+bcMdM8KY0wSTcXQzexbOdB8aPCXc27Cc7106wet9l3iqZR3DsTAHh3vRFIUPLVt3lYinxc2DbqaI6kHiZnbDSebI5Co2UkoG45d5ceBv6I+1X/XeeHKAzvBJ7qv5NDsrnsCmzD+b83rHp3mIGwniRgKv5qbE5gUh6I4OsNrXCqSTURQEgVSo6P1ZkOHUPTHJ3x84QjiRYG1NFb9+727W1FThtduxTZVUSZkG4USSy2MT/NW+A5weHOYfDhzhzrYWVlTN1kkBSJhRDk/8lOF4V8b3Y0aId8Z+xErvDsrttTe1a9LC4lqhKgqbKutZXlLJcDTMj7vOsKf/Ev9p58NXbV90BMdnvMz3NSzPuI02EgszmYjl/c5yh5t7G5azf6iLY2P99IYn2T/YRTiV5LaaFjaUZy663R32k5oyiu6pb5vlrZFSEkjGGYmF8/bBo9m5u66Nl3sucHFylAuTo5wYHyCQjLOipJIdWbSsLCyKTdKMc3TiVQZilzO+HzcjvDv+E1Z6t1PluHZesWKx3NPE2+NHGU1MUGkvo8FVjVOx88rQfmocFThVJxdCXYwmJtngKH51kgUZTod6+uibDLCyupL/+vSjrK+ryXihqjwelpWX0VpRzu/9+GUujIyx73JXVsMprPvpCJ+YlfVyJZOpEbqjZyi3Zx5ILSws5oZumphSZq0f6dJsNGYQpJzGcYVMQSbjKG7ovNJ7kYFoMG9fFCF4vHkNXz93kIuTY5yZGOLVvosI4JMrNs0ERc/qg6LNGHOBxOwC4oaU7Om/zKXAWN4+CCG4s24ZK0srOT42wPGxfl6a0m56pm0Dbpvl5ba4NsSMEJfCR5Bk93oFU2N0RU5R5bj5DPzdVVvYN3aEiWQQCTS769latpaXhvZxJnCJUruP3ugQhmlwR9XWovdnQX7n4VCYhG6wpaGO1TWzAzavRAjBsooydi1rwpSSgUBmN1o6nTlGWPfn/f7xRN9Cum1hYXEFY/EIf3b8TX7SdZbe0CSmlGnhSymJ6Sn2DnTwYs95AHbWNM0Kll1XVjNjdH3v8kn8idjM5/2JKP9w/hA/7Didt9zINNUuD/c3rkCXJs93n6M3HKDeU8KumuzpxStLK2d0n37YeZqRKa0oKSWhZJzvXz7B358/NGd5hQqnmwcbV2FKyRv9l7gwOUq108Pu2haUDOHC08grzt30n3zHWFjMBSklSTNOMDWR99ixZP8S9GjpafM08purP8+m0lUI0qEFzzQ+xJ2V25hIBjkf7MClOvho08NsK19X9P4syOOkKgqqEJS5XTNbczm/RFEoczpRFYGmZB98UjKR06KeJmHmd/1bWFjkJmHo/LjzDN9pP4Zbs1Fqd02VKpGMxiL4EzGiepL15bX84rrbZ32+2VfOx5Zv4vuXT/J891lOjg+yvKSClGnSERzHn4jxaPPqKcXujjn16ePLN/GDy6fYN9CJKU0eaFhBtcuTdXFW7fLyuVVb+ZuzB3hnqItPv/ItVpRWoSC4HBxnLB5mV00zPtsynus+m7GND/KRtvX83bkDHBzpw5Qm9zS0sbykMucCsS8S4K2BDkLJBMFkglAqQWcwPdEdG+vnj4+8RpnDhc/moNTu5PbaFlbmKGpsYXElc50bk8bNOTfaFBubSldf9VqVo5xfX/VZwqkoSTOFW3Ph1dxoovilWBZkODWVleK0aYxHoiQNI6urf5qUYTAaiaAqCm2V2dXEbYoDBWWmeF82XGpmpWILC4u5U+5w8dHlGzk80sdANEhfJEBnaAKBwGez0+wt5baaFj69cgury6pnGQ4OVeM3N91Fmd3JK30X6QsH6ApN4LU5aPaW8kzbBr60dic/6jjNO0NdefsjhGCZt4y76lt5pfciZXYnd9W34lKzb5EJIfi5dbdhUzRe7jlPR2iCvkgAl2anyVPKx5dv5pc37Oa94R5e72/P2s6VVDs9PNa8mu9eOoFL1bizrpVyR+4amyfGBviPB3+a8b3ecIDvXjox829FCP5w5yOW4WQxZ+xijnOjduvMjUIIXKoTl7r0mYQLMpx2tTTSXFbKqYFhLgyPsbE+c4wTpN2Ml8YmONjdR43Xy93LWzMeJ4TAobjx2SoJpEZzfn+ds20h3bYoIlKaHPO/TkfkigkClW3lD9HmLW5qqMXC8Nkc/PaWexmOhphMxonqSQxTIkTaKCqzu2jwlODKoiskgFq3j9/YdBcfbtuAPxHDkCZORaPc6aLJU4pNUflQ63rWlNXQ7C3NsdmVxqHaaPSkZQeW+crZWtmQOxQAKLU7+cX1t/FkyxpG4xF008SuqpQ7XDR4SnGpGvfWt/G1+z5BpdOTc8sN0tsArb50HGaF0809cyime3ttC9986DN5ft37fV5RcnUA6/ryWr750GfQhJLToPrc6m3c17gCt2bLKAZqcfMhhMCmuCixVTOZyl00+madG9O1MyWGNIkZcWJGImsstF2xUWGfLV1SSHIaTkndIJRIzHrdpij82t2388ev7OE/vvgav3TnLlZUleNzOGa27pKGQSieoGPcz9/sP0ggFuc/P/EgdSXerN/n08pZ6d3GUf9rWd2STa41NLvX3XRZAzc6YX2SM8H9XA4fm3lNFTaWeTbQhmU4XY8IIXCoGi2+cloW0Y5Ls7Emh75RjctLjSv7cz/NdGzUe8PdKEJwX8PyrHXwPohD1VheWsny0swZNRVON7vrls2prbihz3in7qxrZZkvf83NapeX6jn8xkwIIShzuLinPvekJ4RgeUkly0uKnzVkcX3h1nys9u3k8MRLWb1ODa6VtLg3LHHPlgZdGuwfO8pLg/voiPTljBHcUraW/7jhV4ran5yGU/voOH+5991ZrytCoCoCl83G2aERfu/HL9NUVkqV141TSzcZ13VGwxH6J4MkDYNV1ZV0T0xycXScNTWZV1R2xcWO8scYjHcwELs06/1qRzP313wGj1bcyscW8yeYGmMiOfiBV60AWIv5cXSsn4uTo7g1G08tuzYLpLP+YU6ODaIpCs+0bbQWaRbXHJtwsL38EQbjHfRGz816v9LewH3Vn6bEVnFT3q/ngpf5u44fEDViLPc0U2b3oWTQdYO0dEGxyWk4TUSj7GnPH9SZNAw6xifoGM8e9d8+Os6fv7mf4VCY//uR+zIeI4SgzrWcTzb/Hsf9b6SVw/UJXKqXVs8mdpQ/Spm9BmUJgr8s5o6UkvHkAIFk7i1WC4tsGNJkOBrmr8+8hykljzevoa0ks2xJsTClZCwW4a/OvEvSNHiwcSUbKizZE4trjxCCWucyPtH0uxyffJ2O8ElC+jhOxcMyzwZ2VDxGub3upp0b3xg5iCFNvtz6Me6q3oZNZK9Aol7r4PBan5ePbV5f0C9cW5u7ZIEiFMpsNdxf8xlgdszAzWhN3+gYUqc7chaT7MVcLSyuJF1jLsh7wz3YFZXReISXes5z1j/MipJKvrRmJ1qWFWUh8SeivNF/GYeiEkjGeaX3Iu8Od1PvLuFLa3ZSYnMUvQ8WFnNBCIUSWyX3Vn+Ke6s/leH9m3du7I8Ns9zbxB1VWym3lVzz35rTcFpZXcn/+9TDuQ6ZN3Opw3StT4rF/DCkntF9bGGRi/P+Uf7v917CpqjEjRSmlFS5PPzbzXezJkMWXzEYjIT4DwdeRhMKCUPHkCYem51f23gHu2qarbHI4rriVr0fbYqGXbHhUGzXxTnIaTgpQqDMQafJ4tbGnxxiLHFzCq9ZFI8GTwmPNK/Gn4hiU1RWl1bz8RWbWFlambEuXTEod7h4vHkNY/EwilBYUVLJh1vXs6my3qpLZ2FxnbC5dA1vjx1lMD6KV3Nfc+NpwUV+LSym6YqcmpM4m4XFNOnCvjX8n3ueuab9qPeU8Bd3f/ia9sHCwiI391fv4pj/LD/oe5WPNz1Cm6cRm3LtSiBZhpPFojClSWfkVM76ghYWFhYWFgulPdyNR3Nx1H+W9lA3ZTYfPpsHTcw2YVZ4m/ncsqeK2h/LcLJYFJOpYcaTA9e6GxYWFhYWNymvDr9DT2QQj+rClCYTyQATyUDGY11q8RM6LMPJYsFIKRmJ9xDVg9e6KxYWFhYWNymfX/Y0MWO2GHcmfJqnyL2xDCeLRSAxGYp3EDNC17orFhYWFhY3Kat9rde6C1dhpY1YLJi4EWEw1mnFN1lYWFhY3DIU1eNkSoOUmSxoxpUiFGzCeU3SEXUzhS6TGd/ThA1Nsef8vJQSQ+roMsVoooeheBf+xCCB1CgJM0ZKJhAoaMKGWy2hxFZBpaOReudySu012IQDNYdiarGYrgskMTGlgSkNEmaM7sgZBuOXc35WlwniRqRgfVGFhibs1+QcmBjoZoqgPsZQrJPxZD/+5DBxI0LSjGNKA02xp4tVa+WU2+uodbZS42zBrrjS1w5xTe5dKSVJM5bRyBUo2BRH1hIGH2wnfR6STCSHGI53MproI5gaI2HGSJoxBAp2xYlTdVNmq6HMXkeNo4UKRz2asE2dB2Xe50FKScKM8cFSPunvcyAy9N+QOsHUOJfDx+iJniecmkAAHlsZtY422rybqXY0o4n8+jASiZQmcSPC5fAJeqJnmUwOkZIJbIqLclst9a7lLPduxauWolyDZxXSBbcNqZM0E4wn+xmKd+JPDhJIjZMwougyASjYhQOn6qHMXkO5vY565wrK7bWo09foOtDL+SCmNNFlkqgepDd6nrFEHxPJIeJGiJRMoKBiV1x4tTKqHM3Uutqoc7bmHTuFELCEv9eUJikzUdi5ceo5zvQcXG+8X7Q3RcKIMpLoYTjezWRqhFBqnKQZv+J6OnCpPirs9VQ46ml0rcajlaIKDQX1mtynRTWcBmMdPNv35xlqmC2cZvdaPtny+3i1soK1OVeOTb7Gq0P/iG5evdcqhMLtFR/ikbovZbxppTQJ65MMxC5xNvgu3ZFTBFMTSMw83hqBID0xlNgqWeHdxirfDhpcK/Fpxa1JZEqDmBEhqgeIGkFCqQnGkv2MJnoYjnUTSI2gy1TO/htS5+XBr/PTwb8vWL82lt7L042/hk0sjaLz9LUbjHdwOXSMzshJxhL9U9cOctXjm756DsXJMs9GVni30eJeR5WjCW3JU2kl/6f914nok7PeqXI084nm36XGmb3Ub9poiTIYu8yF0EEuh48zkRzElMYc72GBSyuhwbmSNu8m6l0rqLI34tXK53wfJ8wof3HhF0masater3A08Lll/w8V9vqr+hvUxzjmf42D4y8SM0IZ+rkXbURjlW8nOysep9WzETVDls50exEjwOnAPg6Ov4A/OZTFCBW4VC8bS+9lW/lD1DmXL9nAbkiDsUQvA7HLtIcO0x05Q9QIMWXy5fjk++NMqa2KNu9mVvt2Uu9cgc9WOSeDutgYUmcs0U9X5BSnA/sYinehm4mcz+D0r/JqZazy7WCVbyfNrjV4bbOLNqvCjrKEGzAj8S6e7fsLRhO9BWuzwb2KTzX/HiW2zLVgrxeSZpzheBf90YtcCB1iIHaJpBlnrvepKmxUO5pZ6dvOSu82qh0tuFTvkhpQRY9xMqf+V8j2rhVSyrTH5YN9kCaB1ChJM45DdV91vERyPvgeR/2v0hc9T9yMzucbkYDEYDI1whH/Tzkd2EeTezU7yx9npW/HnFbKc/1tEX2SwfhlRhN9TCQHCabGCKYmCOt+InpgQasjmfdhmH97S4GUkpSZ4FRgH+eC79AXvUDcnJ/nbPrqxc0oF0IHuRg6RJWjmVXe7Wwtf4hqRzOwdGrAJhnuXSBqBEmZ8YyfmfY29kbPc3DiBboipwnr/nl86/RZSN9f7eHDtIeP4NVKWeXdyZMNv4xN5PbU5vsNcSNCIDk6YzhJKQmkRnl58O9oDx/FkKmsfdNlinPBdxmMXeb+ms+ypez+WYsfKSVRI8jLg3/HhdChrOdq+tdGjRAHJ16kJ3qOR+p+luWezUW9xlJKJpKDnJx8k/PBA4wl+zCkPp8WZsYZf2oYv/9VTgf20eBaybqSO9ha9iB2xQUsrXK1RIKEqBHg0MRLnA28y1iid85zwPSvCukTHPW/ypnAfto8m9lR8SjLPZtRFG1qKga74shqNBcDSeHnRinNJRod58+0p7oveoETk3u4HD5OMDU2z/E8fbQukwzGLzMYv8wx/2s0u9exrfwhVni3LpkHygoOLxAhfYKoEZwxnNKD9whvj/6A04G35z3pZiNhRrkcPk5/tJ31pXemK2Lbq2YGgIUjOR14mz0j30GXqamB93p9DItHejs1RV/sIm+NfI++6HlScm7ZHHnbRjKa6GE80c/pwNvcVf1RNpXei0v1XdNtkbgRJmkmkFJe1Q8pJTEjzFH/KxwYf56Q7qcw94QkrE9iYqCJxXvekmYMf3KYtql/x4wQzw38FR3h43MemCdTI7w2/E1UobKh9O6ZYqlSpifelwa/xvnggXksHiRD8Q5eGvwaT9b/Em2ejQXfQpFSEjcjnAm8zdujPyCoj2PKwtSLTJpxuiKn6Yte5FzgXe6u/gStno0FuV5zxZQGXZEzvDnyzwzE2udpDM4mYUY5HzpAV+QU28of5u7qj+NW03XPHFNb6RaFx5QGwdQE+8d+yOnAPuJGuGAL4LDu51zwHboiJ1nju407qp6h2tFcdC+pdacUiFBqgqgeotxeB8BIooeXB/9uSlW78AZI3Ixw1P8qwdQ4j9X/HFWOpkUbTymZIDEvj9jNR9KMc3DiBd4bfy7jtlYhMDEI6mO8MvQNuiNnub/mM1Q7rl1dNF2mMmZGhnU/rw9/m1OBtxY9aWVitW9XQX5zykwwmRpJx7+YCfaPPbug5y6s+3l77AfUOFupcbQghCBlxtk/9kMuhg4tyOM6lujlrZHvUtvy+3i00nl/PhtSSkYTvewd/T7ngu8U5fpAenXfFT3NcF8391R/gm3lD+NSvUX5risxpM7JyTd5ffhbhAv6HKaNzffGn8OfHOLB2s9T7WjGobpRl9AovFUwpMHF4CH2jn5/Kh62OIvxmBHm+OQb9EbP82Dt51nj25U35ngxXPvN65uEsD5J1Aim3eaJQX469HU6IyeLvrV0OXycN4a/TTA5NrOtYjF/pEx7QfaMfId9o98vmtF0JYZMcS74Ds8PfJXRRO81vX5XepOklART47w+/C1OTr5ZlEnZqXhocq8pSFsSSSA1RsqM0x9r59Tkwg29kXgPJyb3TAWCS7qjZznuf2NR56Anei7trSrQ9ZVSMhTv5Mf9/5uzgbeLZjRdScwI8ebId9k3+n2ieqho9+p0As0J/xtFMJqu+B5MLoYO8+Lg3xBIjeFQ3JbHqYBI0mEtx/yv8eLg3zIYv8RS7GCMJwd4efDvODTxIkkzXrT7tKh3ikvzsdy7ldJEDYZMTmWlTf9JYkxlqb2/NXTjkpIJ/MkhQvoErwx9g87wyTl9ThP2mWwPKU1SZhKTubvbJSbnggdwq6U8Uf8LaPOIF7F4n4gxyStD3+D05N55xR2ksyDtqFNbOybzyySVSHqiZ/lR3//iyYZfotG1+pp4nqbjDQTpmKdXh/6R04F9RatBuMyzsaCei8nkMGHdz4Hx5wnq41e9pwoNm3BgSD3vtqtEctz/OjsrHsepeNgz/J2MXlhV2LAJ+8xYlrtNkyMTL7Ox9O6rYiAXgilNeqJneXHgbxlJdM/rsyoammJDoExlNOl5+34lSTPGu2M/IW5EeLTuyzjVYggNSs4E9vP6yD/Ne/Eyk3GLwMREzzOWmhh0RU7z/MBf8WTDL2Eroofig7hUL8u9W/BpFTP30PT8ePVcmbwh58aUmeDwxMvsHfnevMNUVKGhChvKzH2aPhdzJaRP8Nrwt0iYce6s+gh24Zpv9/NSVMOpwl7HU/W/jIlB0oyTNGIkzDgpM07SjKVfM9OvJc04MSPE5dAxBuKXitmtojEY7yCiB2gPH8nqaVKFRpWjmUbXSirsDXi0EmwinUJqSJ24ESaYGmcgdon+WPsct84kpwJ7WVuym1W+7QvsvaDRtYrdlU/P+RMxI8SZwDtZB1+BoM2ziRrnsgX2aTb1zhUz8SeFImnE2Tvyr5ya3DsnQ8Gl+mhwraTGsYwyezVOxYOq2BCkt73iRoRgapyheCf90XbiZjhvmwPxS7w2/E0+3vQ7+GwVBfhV8yOs+2dWiQfGn+dM4O2c50ITNspstZTaq3GrJek0aASpKfmJYGocf3Ioy/0rWObZUNB4mUBqlI7IKS5HTsy8ls6m2kmTazUO1UPKTNAfa+dc8B0ieuZyDcBMML9dOGdlPZVolawuuY1653IcqouEEWMo3smZwNtEjewK+pOpUfpiF1nh3brg3yilZDzRzytD/zAno0mgUGavpsm1hkpHI16tDIfiRhEqknQ6fMwIMZZISxYMxTrzLtokJicm91Bur2V35YexKYXNbh1N9LFn5DtzNppcqo8m12oaXKsosVVgV1woQsGQBnEjQkifYCTeTV/sQtZr3hU5xZvD311SId8yew2P1/3CFXPjlXPi1fNjem4M0xE+QV/swpL1caFIKTkzmY67m6vRVKJV0uReQ5WjiRJb5Yx8iykNUjJBRA8wnhhgKN7BcLw77zhtSJ13xp7FqXrYUf5YwY3iovsmhRCoaLhUb84VppSSlEyQMuM3rOF0OvA2TAUXfxCH4qbNs4nbKz9ElaMJh+pGE/ZZQWxSSgx0kkYMf2qYQ+MvcS74zpR+TXaSZoyD48/T5F69sJW8gFbPRprd6+b8kbFEH+2hY+hGZsNJEWo6K6f84fn3JwuKUFAonOGkmykO+1/m+OTrOR9GBYVyex0by+5lU+k9uNUS7IoTNUNW4/R2Q9KMEdInOBPYz1H/q3kzE7unAmEfq/8F7AWekPIRTKUDi88F3+PwxEsZJlCBS/VQ62xlQ+ldtLjX41J97+syTd3HUqa1vnSZImnGGUv00xE5zuXwccIpPwkzhlcro97ZhihgpEAgNcbrQ9+cyXhrdK3isfqfp87Rik1xTnl0JRtK72JdyW5+1Pe/COkTGdsypc7xidfRFNuMh0ogWOnbwQM1n6XK0YxtSktMSokuk6z27eTH/f87a8Zh3IjQGz03lWG3sN8dN8L8dOjrDMRyj4824aDBtZLbKp+i0bUKl+pFUxwoGbSzpDRJySQJI8ZoooeD4y/QGTmVc8FmSJ33xp6j3FbH+tK7ChaIm94O/Gf8yaG8xzoVD5vK7mN7+SOU2qpxqK5ZGVXTmVxJM05Yn6Q9dIRD4y8QSI1ddX/rMlVU72o25jM36jKJKY3r3nCSUtIbPcfrI9/KuZCAtBOh0t7IbZVP0ubZjEcrTevJZciMm9a9SpoxBmMdHPa/THfkTM77NGnG2TfyfTxq6VTCR+HGm+tmU1cIgSLVgg6mS022NOUm12ruqv44q7w78grLCSHQsKFpNlyqj6cbf43l3s28NfIveYvp9sfa6Y6cZo3v9nlv96SFGdV5eXM0Ycsbjq4IbUld4PNBSklX5BTvjP1oljbQldgVJ1vKHuDOqmcos9UCudOyhRBTgqjpa1hTs4y1Jbezb/RfuRA8mHVVL6e2KRrda9ha9kDBPWu5CKXGGYp38fboD6a0f97HobhZ6dvOroonaHKtmYkFySsYKSUV9npW+3aSkkl6o+e4GDqMKXUqHY0F3ZKUmDOr20p7Ax9u/DczAd7TCCGwCyfLPVt4sPbzvDj4t1mf2eFE11X/bvGs58MNv4FXK5vVpk04WO7dyl1VH+X14W9n9MCaGIzEe4mb0QUtbJJmnP1jz9IZOZXzuEp7A7urnmZz2QPYhXOmj9kQQsEunNgVJ16tjGb3Os4HD/DW6D8zlujP+rmIEeCt0e/R4F55lX7WQjGlwenAfi6Fj+U5UlDnbOP+ms+w2rczp5DqlYaJU/FQVdnIWt9t7Bv7Aacn9161bTuf8IilRgiBgnpd6Gnlw58a5rXhb+aNTfOopWwrf5g7qj6CWy0Bct+nilBwqC4cqguvVs5y7xYuhA6wd/RfGY53Zv1cxAjw2vA/UutcVtCdj+v/StzgtLg38KGGX2Ot7/Z0fME8JgshBKrQ2FB6N4/U/SxOJXdMQdQI0R05O6/94FuZlEzw9tgPc+oSORUPd1V9nIdqv0C5vQ4h5qf8PX18vXMFT9T/IutK78h5fNyMcMz/anrrbAmDxQOpUd4Y/jajiZ6rXi+xVfJw3Zd4qv5XWObeMHMPz+UcTB8nhMCuOFjh3cqjdT/LfTWfKZqArSZs7Kx4PJ1lmmNCXeHdSrNr7Zza9Kil3F318VlG05WoQmWFdxtVjqas7QRSo8T0+W8HSSnpj17kZJ7sxgp7PR9q/DW2lz+KQ3Et6F61KXY2lt7F43W/QHWO3wIwmujh6MRri75P0xpyQU5MvpFzAQNT4R8Nv8xq304UMXfNnulzUeGo55HaL3Jb5VMFkHCxuBLdTHHCv4f+PB5Rp+Lhkbovc2/NJ/FopQu6TzXFxvqSO/lQw6+yzL0BclzLQGqMt0d/SNLIfW/NB8twKiIt7vU81fDL1DpbF7W6VoXGat8u7qz6aB51W0lX5DRxI39Mza2OKU2OTLxCb/Rc1mM0YeOu6o9xV9UzOJTFBfUKIfBpFTxa92VaPRtzHtsbvcCZwP5Ffd98ScnkrCzQSnsDn2j6d+wofwS3VhitKVVoeLWyonnTqh3NrPLtyKsC7dMqWOnbNocUdMEq3w6a3evy/v5KRwO1OVa1odT4gvTckmaMfWM/IJgay/7d9gaebvh1Wt3Z1c/nihAKy71beaj2i3kN3JOTe/KWXZoL7eFD9EUv5jzGo5byVMMv0+Ras6j7x62VcE/1J9lS9sCSqoXf7Iwm+jg48UIOwVlwqh4er/95NpfdOyOqulCEUGhyrebDjb9BvXN5zmMvhg5xJrgfUxZmO9a6a4qES/VyX82nqXG2FGTCEQg2ld1LjbM153GjiZ4ZWQSL7ARSI5zJk8q9wruV2yqeQlMKUxtPCEGJVsHtlR/Co5blODKd2ZVv9V1Mymy1PFb3czS7FzdJLTU1zpYZz2AuhBA0uFbm3TazK07aPJtxziEbThUa1Y4WlCyGS9QIkshSLzAX3dGzdEdOZ33fJhzsrvwwLZ78xt1cUYTCKt8O1pfcmfO4sD7J+eCBRWV+6TLFMf8b5EpXV9DYWv4QLe71BfmNDsXF7soPUzWl3m+xOKSUHJ54KWeAvSI0tpY9yLqSOws2pgghqLDX81Dt53GrvqzHxc0IJyffIpojKWQ+WIZTkdhUej+tno0FcwcLISixVbDKtyNnHFi6gHDh6h/djJjS5FLoOEM59sa9Whl3Vn0Mu+Is6HcLoaS3ifJoGE0kh7kcPpHzmGKRnoifZoVv6w1RMHQaVWg0uFbN2eNS5WjK60l0qfPTm6q016NmSV5IZ1yG5yVnkzQTHBp/Madh0uhexZby+wuuQ6QKjdsqn8ppXJoYdIRPEMjhDctHX/RC3jGrwlHPlrIHCiZqKISgxtnChtK7CppscqsynOiiPXwk5zGV9np2VTyJXS30mJrO0t1c9kDOubEnepau6JmCOBVunFHxBqLUVs3OiscK/kAqaDS71uS0rAGG4/PTd7nVSJhRzoXezSmjsMZ3O3XOtlxb5wvGJpxsKrs/5/2RkgkuhY9eEw2XFs96dlQ8esMpKSuo6Ws2RzxqaV41b59WOVMNYC74bJU5jc10mv3cB+6+6IWcBr4qNO6o/Ag2UdjJaJpSWzWrfbtyHjMU72Qs0begCcmUJpfDx0gauWRXBGt8u9Lq+gV8IBWhsrX8QdxaScHavBUxpcGF4MG8EhI7yh+lwl5flNgyTdjZUnZ/zkQFQ+ocnXilIIkAluFUBJZ7tlBqqy64kOF0cKMzz/ZCKDWe8/1bnUBylN7o+azvO1QPbd7N2BVnUR7y9AppfR5vVrquXXCJr6UqVG6v/NANKaQqhEKZvXYexwtKbJU5j6lxtswrm8mlenPGzSSM2JzNJkPq9ETP5tScqnG00OBaOef+zRdN2Fjm3pDTyNenMiYXks4f1QMMxTtzis5O1w8shjBsiVZJs3tuSQIWmYnoAXqj53Mu8jxaGWtLdhdN3DftQVw2dS2zf8dg/DKj8cXvyFiGU4FxKG7avJsKvsUzTYmtKq/6cGhe1etvPdrDh3NWuPdp5SwrUCxFNpyKh3rXipzHTCZHCKRGitaHTDS719PoWrWk31koplPq54Mnz/HV84yBcShuyHHfJHLcdx8kqofoiZzNuUJe7t1a3CLRQlDpaMBnK895WE/kLHIBgbeB1BgTeWRW6pzLqXI0zrvtuSFYU3Jbkdq++ZFSMpkayekVBVjt25n3WVssqtDYVHbvTBWHTCTNeFqgepHbdZbhVGC8Wjn1zhVFG8hsigNnnriMXEbBrY4pTTrylMOpdjTjzTNRLBYhlLyTckQPEEyNL1mgv0BhuXczTtV7zQoOLwavVjZvD2G+GKdSW8282tMUe84+mFJnLlt1UkqiRiDnhGRXXNQ6W1GV4snxCQRurRS3mntLcyTRS2oe5Vsg/RsDqTECebyqyzzri1pHrs7ZllfqxSIbkpF4T05JF1VoaSmTJdj6b3StymmgGVKnP9a+6MQby3AqMF6tfF4xEfNFIHDkSeNMmfMbwG4lQqlxJpKDOY9pcK0susaLQFBiq8p5jInBZHJ0XrXzFoNL9VLraL0hhPYy4c4Tr5QJLc+E7LWVzau9XKtdSMeDzJWReE9O9WW3WkKZrabo96pTcefNKkya8XlvK0tMxpMDOdPXBWkNtGIFcAshcCqeeW3xWryPiUl/LLeMhE+rSMc2LcFizKY48nrMJ5PDi0pmAMtwKji1rmVFr7KdL2h3qUsH3EiMJnpJ5vHI1c4jwHihCETewGSAYGoUOY/JdjF4tbKiBW8uBensr/n1PV9atCePp+WD5FVTn0dgeL7SKi7VmzdGqxDYFRe2PKEHEjnvbWVTGowl+nIe49FKi/4b7YqLcstwWhBSSgZjHTmPKbFVLcl9CmmveZNrdc5jgqlxQvriYkevm5IrNwMCsWSWdW4sDads+JND6Dk9coJSW9WSbI/NpRRNxAgumcfJqXqLvkVZTPJ5YueLglqw9Pf5I/MW8rUrTlyqt+j3qiKUvJ40pCQ8T40cE5PJ5HDOY9xqCU7VU9Qx1abYi6Zkf7Ojy2ReD75bLVmyzEVBOiYvvYDK/FzEjDDB1ARSygXfV5bhVFAE5TZr5XK9ko6pGM0qQzB1FN/s+k+ztwbEzNuZmX5OP/jfTMdNtXNlraxspMwELFGMk0v13NCxHrYCF0bOF69UTCSS8UTuoOm+2EW+0v4bXOVlW8B9mJGrPi9n1S/M1OP5xlZKKbMWWp7GpfoWrdqfD1XYFrTNa5FORMo9ngq8Whk2sURFywW4poztbBU0JCbBqULP6gJNIMtwKjBz2X6xuDYYUidqhPJul+QKdFxqdDO5ZP5Dt1ZyHXhLF44m7AU1c1ShXjPDKWHEclZ+BzBkiuAitxwKhWTKyJ/XZ8y8Ss4O1Z13m3CxKELBqbhRUK/rYr/XI6E8ySsKCl5b9hqPhUaQrovpUrIbTgBBfTydBbrAblkxTgVEIHDmEae0uHakZIJETqG964/0QL4UppNYulVhkci7nTRPcqkQF5uIEcC8wcomzXdLWZdJknmMLZviWJJsLJviuKFKC10v5NIYg3T2sFPJrTtYaFRhy2tsR/XFhUBYhlOBsd1gasu3EobU8w7UtyqC/EkH1zuiwJlX19L3FjciN2CSx/wMvZSZzOv91YS96Mk2099jGU7zJ51ok/0aCgR2tbCxh/lQhZY3fjRpxhYVAmEZTgUmW4FPi2uPlCYmS1/CxGJpuFGzATORK0X/ZmEuv1FBWRJ5DEUoN9X9s1ToMpXXXC60JzgfilDyGsG6mb/fOb9jEZ+1yMCNHCNys2NizktHx8LiWmHMUSjzRsaYw7OYrvtX/DFVYBlOCyHfeCoQ16CIssi7zb7YEAjLPWJxi5F7cFRQcGul180gej31xWIpyX/N7Yqz6Blnc0URKvZ5ykHkqun3Pkulmm89Ywsh3zaqRC75YjX9nbm3udP9Xvg1twwni1sGBSXvg+7Vyvlw428s+b58NhyK+xpqCVlcK9IB0bkGdsEK7zbuqPrIUnUpJwIotVXP6zNzKRVjSnMq1qu4myPzESa1eJ/pTNZcZy9X8d9iIKWJzJMdqQrbokxly3CyuGVQhDqnFVKjexUuKzvS4hpiUxx5vCASp+Kmxb1uyfpUaDThmMOkm8KQetEDxA2pL5nQ7M2EQ3WRy8CXmCQWWRduvhhSzyuNYVecOYtx58OKcbK4ZdCEPe92QtyM3nBp4BY3Hy7Vl3f7KGZGbmhPiV1x5PWmpmRySQLldZm04h8XgFcrzxnXK6Ukllc8tbDoMpW3rJZHLZ3jVnFmLMPJ4pbBpjhwa7k9SbqZWPIH3cLig3i1UlQltzxE3AjPW3TyekIgcKu5S3EkjVjRf6OUkoQRW/ItpZuBElsFuTxOJgYRfXJJSlhB+lqmzDhxI5LzOK+tfCrxYGFYhpPFLYNA4NPKc7r9JZLxZO5SFxYWxUYVGqVa7sKocSNKRJ9cmg4VASGUvLURo0aIhFHcrR6JSdwM34C6Wdcej1aGM0+CQlifzOsBKiRRPUjczG44ial6pIvJ9rMMJ4tbBiEEZfY6NJF7e2Aknru4qoVF8RFUO1tyHhGfKlZ6o6KgUJantmfUSE+CxdyS1M1kXgVsi8woqFQ7m3MeEzWCRI2lOb8SyViyP+cxTtWLT6tYlHSQZThZ3FLUOFrSgYE56ImeteIdLK45Ta41Od8P65OMJ/uXbBuk0AihUmVvyHlMOOVP144s4k9MygSB1FjxvuAmRhEKDa6VOY8JpsYIppampqLEpD/anvMYn1aBV8vt6cyHZThZ3FKU2+vw5XloxhMDTCZHlqhHFhaZqXO15awfqMskA7FLpOSNGeekoFDlaMq5ZWJiMBTvKuo2WsKI4k8OFa39mxmBQpNrTc7wh1DKz3hiIF1Ut8gkzTj9sYs5jym1V1Nqq1rU91iGk0WRub5WwzbFTpt3c85jwvok3dEzN+xK3uLGRwhBia2KWmdrzuM6w6eI6aEb8l4VQlBqr8aXJ86pJ3K2aIHbUkpCut9aKC0QIQQVjoacW64mBt3RM+hLkB05EGsnogezvq+gUudcjlNdXOFhy3CyWDiCnHWkTGlgSP26G9TXluzOWdA2aca4EDpE1Mqus7iGeNQSWjzrc8oSjCf7aQ8fXcJeFZZSWxUVebbreqPnCaRGi9aHS6GjUyU4LBZCma2aRteqnMdcDB0mXOREBsPUOTW5N2c9UpviYKV326JLo1mGk8WCESg5DRCJJGnGrzutmUp7Q94HvSt8ioFY+3Vn9FncOqiKjVbPRtxa7pT9IxM/JWbcmF4nj1ZGrXNZztpihkxxNvBuUX6fLlO0hw8XvN1bCYfips27KWfsaMwIcTrwdtHuUSklw4kueqPncx5X6WigwbVi0d9nGU4WC0YVWt5aWf7kMLpMLlGP5oZT9bKh9O6cRl/cjPDmyHctTSeLa4ZA0OreSK2zLedxI4luDo6/sCRCkYVGFRrLvVtzTroSydngfiZTwwX9bikll8JHmEgMFrTdWw0hBKt8Oymz1eQ87oT/DcYShU9mkEh0meTU5F4mcsSqCQRbyh7Mm1U9FyzDyWLBaMKORyvNecxg/DLJIuuwzBdFKKz0bqfeuTzncYOxS+wd/T4xI7xEPbOwuBq76uS2iqdyBt8aUueI/xXOhw7mLW56PbLMvYEKe13OY8YSfZyYfBPdLNwiLKJPcmzitRs2uP56wquVsaPi8ZzHTCQHOTDxXOFLsEjojpzl+OQbOZMIapzLWO3bWZCvtAwniwVjV5yU2nMX9hyJdzMU77zuthHK7bVsKX8g54RkYnLM/xoHx19Yki1HKdOVxFNm4oacAC2KQ5tnEyu8W3MeE9IneH34W1NSGuaS3KtzqQk2F+yKk01l9+c8Rpcpjk68Qn/sUkHGEkPqnAm+Q1f09KLbskiztuR26nJ4R00MTk3u5UxgX8HkXqSU+FPD7Bn5p5y7A6qwsbHkHkpslYuObwLLcLJYBHbFSbWjOafxocsUb4/9kKiRPdPhWqAIha1lD7LCszXncQkzylsj3+WVoX/Anxwuir6TlJKIHqA/1s7e0e/z3e7/wmSysNsSFjcudsXJXVUfpzyPV8afHOKHvf+To/5XienhoixWDKnjTw5zMXSIFwb+mhcG/qYg7W4ovZMax7KcxwT1cZ4f+CpD8c5FLSx0M8X54AHeGP6nJVW0vtnxaRXcVfVx3DkKpCfMKK8MfYMTk3sWrQgvpclg/DLP93+FgdilnMe2uNeypfyBRamFX0lxS05b3NQIIahztuFWSwjp2RWMe6Pn2Df6fe6p/mTerb2lRBN27qn5JOPJgZxlVkxMjk68ynC8m61lD7C+9C5ci0xnlVKSMGMMxzvpiZ6jL3qBwfhlgqlxSrTK6y6g3uLaIYSg0bWKXRVP8MbwP+WMGQzq47w69A26I2fYWfEYja5VeQvp5sOUJmHdT2/0PH3RC/TH2hmMd5Ay46z13b6otiH9+7xaOVvLH2TP8D+RyvH7RhO9PD/wVe6v+QwrvNtyZvV+EIkkYUQ57n+D/WPPkshRlsNi/ihCYZVvO12ROzjqfzXrGJYwo7w69I+MJfrYXflhfLaKeX+XYaZoDx9l7+j3GIhdJpfszfTCo8SWu4TRfLguDKf0ykhiYuSdMKa3M0xpptN0BXmriFsUj0b3aqocTTkNJ0PqHJ54mYnEEPfVfIpKRwM2xYmCmtFtKqVEMnWdMaaut4EhDeyKE4fqKkjfhRA0uFZyX82n+enQP+Ss+2Vi0Bs9x3C8k0MTL7HSt4M1vl2U2WpQhQ1VaFOD+PTvmf4N5lT/dXSZwp8cYijemZ58YpeJGWESZtQqMGqRE02xsbPicUYTfZzwv5EzfT5hRjkd2EtH+Di1zlbWl97FMs8GXKoXTdhQhDo1ZgqYGnGlNNMj8NS9GjeijCX6GIxfpidylsnUCDEjPLVlXfhtZFVobCq9l8vh41wOH8txpKQ/dpFn+/6CLWUPsK38YUpsldgVJwLlqvFkehzRZZKEEWMgdol3x39Mf/TirLgmm7BjSB3zOqtXNzM3Ts15OY/l2s+NTtXD/TWfZTjeTV/sQtbjokaQ98af41L4GLsqnmCFdxtu1Yem2DPOC1Ka6DJFykwwHO/m8MTLdERO5E3e0YSdu6o+TqtnY0F+30y7BW1tCinTN6suU+hmkpRMopvT/05MnYDk1DHp95JmkoQZpi9POmEgNcZ748/h0UqxCwc2xYEm7GiKHU3Ypv77/t9tih1V2NBE+u/ZJmuLhWEXTnZWPEZ35EzOwVyXKS6GD9EVPcUy9wYa3asot9dhEw5UoWFiIqU5c68kzChRPUjUCBHRJwnrfqJGiN2VT3N75YcK1n9FqGwqvY+4EeX14W+RMKM5j0+acYbinQzFO9k/+gN8WkVajdxWgVPxpCvay/QiIGUmiJtRYnqIkD5OKOW3AlEtFoxNOHi49gskzSjngwdyGtsSScQI0BE5QUfkBKqwUW6rpdxei1srxa44UYWKKU0MqZM048TNCJFU+lkL6f4lL3rr1cp5sOZzjMR7COm5S3REjSDvjv+Y45Nv0OJeR5N7NSVaJXbFhRAqUhokzThhY5LReC+90fNMJAcz/iaH4ubu6o9xOvA2w/GuIv26NOm5MTUz7109Nyavfn1qvkyZSeJmhJ7o2ZxtB1PjHBh/Hp9WgU1Jz402YUdTbFNz5NR/Z/7umHmtkHOjVyvniYZf5Cf9/yfn+TSkznC8i+cHvopPq6DFvY4a5zJKbFU4FNfMvKCbSaJGkLFEHwOxywzGLs3JwFWExvbyh9lV8XjOcJKFUNDWTGlwNvgOpyffRpdJDKljyBS6TKX/burv/12mpv7oaZHEOW5NhPRx3hl7dubfitBQhYYmtJmVv3rF37UrX1Ns2IWLB2s/R6Ujt+iaxdwQQrDCu402zyYuR47nPT5pxmkPH6E9fGTKoE2vgNOrQ3Pmnsh0P6jCVvAYo+mV2bbyh0iZCfbPIx5LIgnq4wTzDPIWFoVACIFbLeHh2i8iEJwJvDNn48aQKcaSfYwl+4rcy4UjhKDetZJ7qz/J68PfylnhfpqYEeJC6CAXQgdRhQ2bsCOEMrMIyy/RINhYeje7Kp5iKNZVNMNJSpPzoQOc8L/5gblxai40P/DvK/4717kxrPt5b/wnM/9WUFEV29TceOX8mHlutAkHD9R+lmpH7qK9+UiHcCznsbqf5/mBv2IimV/uIaRPcCa4nzPB/ahoac/T1LxgyNSCFpzrS+7gnupP5tVBWwgFNZwkkuF4N+dD7xWy2ZyYUseUOnNVMFGFxu6qp6jEMpwKhUNx80DtzxDu9zOc6J7z56aN5+sBTdjZXfU0pfYq3hj+DhM5Yp4sLK4VQgjKbLU83fDruNQSTgX2Er+J5DIEgq3lD5IyE+wbm58UyHzHE1VorPXt5uG6L+FU3dS52jgT3E8xykRJYDTeu7RzIwamacx5bhQo7Kp8YtGGE4AqVNo8G/lY02/zwsBfMxzvmrM6u0HaybJQ7IqLTaX38mDtz+BWC280gZVVZ1EA0rFCK3iw9guU2nLLE1yvCCFQhcaGkrv5SOO/YZV3Z8HduxYWhUAIgUN183DtF3ms7stU5ilZciMhhMCmOLit8knuq/7MopMwsqGgsrn0Ph6p+xJOxQNAjaPFipYtoNEohEKjaxXPNP0m60vvLFhGWy7cagn313yGh+u+iEcrLVpYjjUzWBQERais8m3nI8q/4adDf89ovPeGrP8khKDFvY6PNP0bzgXfZf/oDwnpE0sSvK0JOz6tnC1lD1xX2YcW1ycO1cXmsgdodK3m3fEfcyF4MF16pcgZmQIFu+Kg2tHMlrIHivIdmmJnZ8VjlNqqeGv0XxiJ9xRoPBE4VQ+3VzzF7ZVP41K9M5NrtbMFgYK8Acet6xUhBDWOZTxZ/0s0udbw7viPCaXGCx6EbxMOmt1ruaf6EzS716Ep2atCFALLcLIoGIpQafNs5rMt/4FDEy9xLvgu/uTQDZdaL4TAo5Wys/xxVnt3cjqwjwuhQwzHu/IGj88Xm3BQbq+l1tlGm3cTa3y359RBsbC4ElWoVDuaebrh19hR/ijH/K/TEz3LeHIQs8DGvkctpcJRT4NrJetK7khLHRSgfEU2VGFjbcluGtyrODD2HBdCB5lIDi04aN2pemnzbOK2yqdoca9H+UAWnkctocRWwWQRCwrfigghcKk+bq98ipW+bRzzv8aF0CH8yaFFL0hdqo9653I2l93PupI7cpbuKSQFN5zE1P+nE10L014h20kXk1yY+y6dwDudxpvh/SXK1hNCIBBTvyfT+bl2O7BCCMrsNTxQ8znWltxOV+Q0F4KHGIpfRp93PJNAQVBqr6bG0UqjayUrvNuL0u/Z35wOGi+1V3Nn1UdZX3oXQ/EOeiPnuRQ+xkRyYAG/J92uU/VS42ih2b2GOudyqhxNVDjqi/7QZ7p3338uxA2RbZrr+V1I/wXvP0uZ3l0Iuc7zQtvM+X1CIFBpdK2m1tnGWKKXwXgHl0PH6ItdJJgaX5CxoaBSYquiwbWSBtcK6pzLqXQ0UGKrQhXF33aZvp6ltioerP0ZNpTeTUfkBGcD+xlN9M7x+RP4tHJWerezyreTZZ71Wb25ilCpcjQzmRor2LyTqT8L/VSx59Ncc9uiv1ek265yNPFg7efZUHo3/dGLnA8dpD96cU6JANOoQqPS3kCbdzMrvNupd7bh1cqXdPwSedRl53WtpJSkZKIgMvzFxKl6FhS/kjITeZVm3aoPMQ9RtoWQMKI5Bw1FqDgVzzWfCKWUmJikzAQRPcBwvJPheCeTqVHCKT8JM4YhdVShTmU8OvFopXi0MkptVVQ6Gqmw189cL1Vo11ROYrrMhC6TxIwwQ7FOxhJ9BPRRgqkxkmaclJnElAaqULEpDpyqF7daQqmtijJ7DVWOZkpt1WhTWS2K0Jbk90gp827j2IQde4E0soqBlJKoESLbsJROv3bM63zmeqanjdx5iSzmOc82YcemOIt+zWeyyswUk6lRhuId+JPDTKaGiepBkmYiXfdNpD07duHEpfnwTj17FY4GquxNuFXvVGaWbZZO0rVgusxLWPfTEznPaKIHf2qYuB4mKeNThcddeLRyahwt1LnaqHW24lDc6d+Qo//TorTZAsxdqnfB5+BmnxsXginTc0PCjDIc72Yo3sFEcpBQyk/SjKKbqfS8oDhwq6VU2OuosNfT6F6FVytHE3bU4o6fWRsuqOGUj7iRoC86TiAVJmnqOBQblY4S6l2V2BVr19DCwuLWw5SSwfEg/eMBxgIRgtEE8VQKw5AoisCmqnicdkrcDqpKPdRV+Kj0edBUK7fHwqKIZDWcim6tSCkJpCK8PXqKV4ePMp4IEjeSmNJEVVRcqp1GVxUP1W7jruqNOBX7NV/VWFzfpD0/JnEjXZpBFQoO1Y5SoPvGlJKEkcTIotSrCAWHakMtsmfxRiSpG/z+372AP3x1LJjHaeeLD+/g9rW565HdKphSEokl2H+2m9ePtdM5NEEoliCaSJJIGRiGiSllOttzyniy21TcDhtep4OqMg+3r2nhsZ1rqCsvbEyclBLdMDnS3seLh84zOBGkxO3kwS0reXDbSpy2pfGSWlzfvHniMv/0xlFSxtXB9G11FfzBpx/EYbt5nSFF/WUSSWdkiP/T/iOO+y/PuK9VoaAKFUM3GJMmvdFRDo6f58Habfzc8sepc1ZYD6ZFTvaOnOEPT/8zANvKl/P/bPgU1c7CZKKNJ4L84al/5lQgsyZVs7uK/7TxM6wpaSzI991MSCk50z3EaODqmAWfy4E/vLiinjcLsWSK98518/WXD3GuZxgzh9c/bcSkDZlYMkUgEgdCtA+MMTQRYve6ZQU3nABePdrOf/uXNwjF3t9a2n+mi+4RPz/32C6c9uJmLVlc/4yHIpzoHCSlX204pQwj5z19M1A0w0lKyVB8gr+9/DzH/Jdwq052VqxmfekyymweNKGSlDqj8UmO+S9xNtjDmyMnsCkav7LyQ/g0t2U8XQd8cCv3erkmEmY8Qtk8Q4tp20RmbdeQ5g2WJ2hxvWCYJj98+xTfeOUwY8HFFZmtK/fRXF142QrDlPzrvpNXGU0AiZTOGycu8aHb19FSU17w77WwuFEomuGkS4NXh45ydKKdNk8dv7ryadaXtuJU7ShTGTzTWy7PNN3Nu2Nn+eqln/D68DFur1zHvdWbitU1i3mQNHU6wsMY0mSFrw6XWrz04+uFSoePP9r0OSaSIfzJMIFUlM7wMN/uevNad83iBsY0JXtOXOKrz79LJJ5cVFuKEGxf2YirCJ6flK5zaWAs43t9owGC0es7wNnCotgUzXAKpaK8N34WE8kX2x5lV+XaWccIIdCESoni5tG6HQzExvhm16u8OXKce6o3LnllZ4vZdIaH+f+d/i4SyX/Z8gWWe+uudZeKjioUapyl1Ext/Ukp6YqMWIaTxaLoHwvwjVcOZzWahIDaMh/N1WWUuB047BogSOkG4XiCUDTB6GSY8VAUIQS71y0rigfYMCWGmcXbapqzvNAWFrcaRTOc4maK/ugYXs3FzvLVc/rM7sr1/EvPm1wODd5wook3I1JKeqOjjCYCVDmKU/PHwuJWwDRN9p/tyurJqSnz8un7tnLbmmaqSjw4HRo2Na2VZBgmiZROLKkTjiUYC0ToG5tkZUNVUfrqsGmU+9xEE4FZ71WWuHE5rPgmi1ubohlOhjSIGgnqnOXY1fwPmhACl2bHqdoJGVHktLqjxTUjaeqcC/YRMxa3rWBhcasTjCZ4+0wnidTsch7VpR7+9BeeYmNrHYrIL0QqpUTKtIeqGKiKwpO71vIPrxxCN973PGmqwv2bVxQlGN3C4kaiaIaTKlTcqoOgHiVhJvPqNEkpierxKWOromiDgsXciRtJzgZ6r3U38mLdKhbXM1JKwrEE53qGZ70ngE/cs5kNy+pQlbnJWwghijo+CgEfv3sT4ViCPScuMxqMUOZx8vC2VXz+oR14XY7ifbmFxQ1A0Qwnl2qnzVvH6UAXb4+c5tH6HTll+lPSYM/IcVKmzqbS1jnFN0kpkUjiRoqEmSJlGun9dwEKApui4VLt2JWF6Y5MB68nzBRxI4Up09oq6fYVbIqKXdFwqrY5l6yQUpI0dWJGgpRpzGi12BQVp2rHqeRWtwXQTYOxRBAAr+bEa3OlVbqlJGokpnSy3m/XrTryngOJTKvbmsbUudTpDI9wMTQApDPJxhJB3GrmQdOh2iiz5VYrL9b1EuL9ZANdmkSNBEkjhYlEQWBXNNyaA01cO9XxD2JKk5iRJG6kMKSBJH1POdT0Obie+mqxeAbGg0yEZssx1FX4uH1tC6py/VxrIQQ1ZV5+4yN384WHd5DSDTRVpczrxO24+ZNDLCzyUTTDyae52V25nnPBHr7Z9SoSye6qdZTbfFdNCKY0GYxN8NboSZ4fOECJ5uaB2m15DaeEkaIjPMTpQA9nAj10hocZjk8SMxIoQsGjOalzlrG+tIWdFSu5rXIVznlkhBnS5FJokCMTlzgT6OFSeJBAMkrUSKAKBa/mpNZZxjJPDRtKm7mtcjVN7twxBwkjxeGJSxyaaOeEv4vhuJ+InsCl2ql2lrKxtIW7qtexrXw5bjV76Yje6DhffO/PMaXJZ1vu4TfWfAh/KsLrQyd4Z/Q87eEBQqkYDtVGg6uCbeXLub9mI5vKlmUtH5EwUuwdOcOZQA9dkRF6o2OMxgNMJ94PxCb4raNfz/rb7q5ez59s/jxaFuO4mNdLRUFFoTc6xhvDJzk4fpHuyCgRPYFHc9DsqWJn+Uoert9Ki7u6YEKZC0FKyUh8kvfGL3Jg/AKXQkNMJMPopoHP5qTNW8e2sjburF7Lal+jZTzdJHSP+DO+3lRVRm2Z77q7zkII3A4bbiueycJiFkUznDRF5YGarRyZuMgR/0X++tJzvDJ0mFZPHZWOEuyKjZieYCg+QWdkiJ7ICCYmjzfsYn1JS86BJKYn+Ebn6+wdOUN/bOIqvR0B6NIkmQzjT4Y5F+zj9aETPNmwg19Y8SiOPPFW6VpTSV4YOMSP+w7SEx2dpedjSJOJZJiJqfb3j56lxlmW1XBKq6dH+VbnHl4dOs54MnRVf0N6jFA4Rkd4iH2jZ7mvegO/supxvJor+3mYymzpjo4yGJvga5dfYc/wKZLm+9Wmdd2gPTRAe2iA98bO88W2B3mkbiuqmF1vKaIn+EHvO5zJsTWXy5jNNewX83pBOiajPTzA319+jbPB3qvan0zpTE5GODPZw2H/JX5hxaNsL19xTYwnKSVng738dftLnA30Ejffr4klIH1PTVzi2MRl9oyc4ottD3J/zcaM18vixiKbZlOZ14XPbXlxLCxuJIqqHF7jLON31n4qrRw+eYkTkx2cnOycmbSkZKpqt6Dc7uOphtv4dMsDuLJsB02jKioKCn3RcTRFpdpRSoXdS72rgjK7B0MaDMQm6AqPMJIIMJmK8MO+96h0lPCJ5jvRlOxbhmE9zlfbX+KlwSMzRohXc1LjLMWnufFoDlKmQViPMZmM4E+GqXSUsrWsLWN7UkomkiH+8sLzvDlyCl2a+DQXze4qWjzV+DQXgVSU3ugY3ZER/MkwP+k/SECP8jtrn6Hc7s15Li4E+/nKxRfYO3qWGkcpzZ5q6p3lKEIwEJugIzzEaCJIT3SMr7S/iCoUHq7bMssI8mgOfqb1fvzJ8MxrI/FJvtH5BgAVdi/PNO3Oml1X5yzL6s0q5vUCGIz5+crFF+mOjNDgqmCZp4ZqZymmadAVGaErMkIgFeXUZDf/7ey/8sebP8+aJfbmmNLkuL+TPznzPYbikwgEDa4KmtxV1DvL0RSF4fgkXeERBuN+LoeH+J/nf0REj/Ohxl2oViTXDU04ljnBwmXXsGs3b2kKC4ubkaI+sUIIap1l/Lu1n+LAxHmOTFykMzJIIBkhZeo4VTvVzjLW+JrZUbGaHeWr8k6SAHZF4+6a9YwmgqzyNbC+tJk2Ty0e7f3traSpc3Kyi69cfIGLoQHiRpL9o2d5oHYTtc6yjO1KJC8MHOaFgcPo0kBBsLmslQ817mJreRvVjlI0RU0He+pxeiKjtIcHcKsOPJoza39/1HeAPSOnMKRJs7uKn1l2H/fVbqTE5k5/r5RMpiK8NnSCf+h4jUAqyruj53mx5AifarkLW47A+vFkiDdHznB75Wq+vPwh1pQ0zhyfMnUOT1ya8cT4k2H+qfstdlSspNJxdWaMU7Vzb82Gq167GBqYMZw8mpMHajctSMepWNdrmq7ICALBh5tu4xPNd7LMU4MqlHTCgZHgrZHT/H3HawzG/AzG/Pxj5xv80abPYhdLtw0xEPPz9cuvMhSfREFwd/V6vtB2P6t8DTPXy5Qm7aFB/rn7LfYMnyaQivLNzjfYUt5Gq6dmyfpqUXg+WM9rGk1V5hwUbmFhcX1Q9KWOEIJSu4dHardzV9UGwnqMlKljSjlVnNWGT3PPOyB4ta+Rf7vmaTyaI6Onw65obC9fwRdaH+C/n/sBYT1OZ2SEsUQw60TcHRnlx30H0GV6kNtZsZJ/t/5js7wpQgh8NhcbylpYX9qcs+RHd2SEH/cdwJAmLtXOr656gruq1l1lIAohKLd7+UjjbQSnJsu4meLlwaM8ULuJemd5znPT5q3lF1c+OsuLYlM0bq9cjSoU/uTM9xhLhLgcGuKdsXM83Xhb1vaKQTGu15VsLW/l55c/cpVBKITAozl5tG4bppT82bln0aXBcX8npyZ72FGxopA/MSuGafDm8KmZ2nfbKpbzq6ueoNldddX1UoTCal8Dv7rqSbojo1wMDTAUn+THfQf4zdUfsrbrbmCyakYWOUPOwsKi8CzZUmd6Eqt1ltPkrqbFU0Oju4oqRykONX8m2QexKSo+myvr9hCk40ZW+uppdlcDEEhFieqJjMq3pjTZN3KWwdgEACWam99Y/aGpba8c3yEEmpI5A8qUkp8OHmMylY5v2FrWxt3V67N61WyKxl3V62hwVQLQER7iQrA/63dDOhttd+VqVnrrM/ZBEQo7K1ayZWorUSJ5begEupl5BVwsCn29rkQTKo/X78i6rakpKg/XbZnx2oRTMd4dO1/wGnfZmI6ZmzaeH6vbPstomkYIQY2jlEfrts28dmD8wlVxcRYWFhYW146benNdCIFLtePR0jFTpjSvCp6+kqieoCM8SGrK23Rb5Soa3RWLWuWH9Rjt4YGZCfqO6rUouQKsp7Y2KxxeeqKjAJwJ9HB/zcasn3Gqdlb46nNucSpCYVflKl4fPgmkY5fGk6E5eXKWkvlcryupsHtpclfmDPi2CZXtFcu5FB7ERNIfHSeix2e2S4tJf2yc/imD3Ke52FSWu1SGEIJ1pc0z/w6n4nRHRouu3j5toEbiSU51DdExME7/eJBIPIlE4nHYqSr1sLKhko2tdZT73AhmF35WliC1frqvhinpGp7gQt8o/WMBxoMRYsn0PeO026jwumiuKWN1YxWttRVoatpwL6T3LpNhL6f+L2UYTIZjBKPxbB9OS4fMp1CCION5n2tfp/u2IBbx3YVgWnZlPBDldPcQvaOTjEyGicST6KaJQ9Mo9TipK/exprmalfWVuJ3p4PtC9Dnb+RNidvvT90VKN+gcmuBMzzAD40EmI3ESyRSKELiddip8bpqry1jfUkNDZcnM1m0xz7GUEsOUDE4EOdU5RNfwBP5wjHgyhaaqlLgdtFSXsbqpmjXN1TMq9lf2SYjiF0WbPoe6YdI5NMGlgTF6RyeZCKX7KiU47RqVpR6aq0pZ01zDstpy1Kl+FuscFt1wmtYtCqYiJMzUnFb5ihA0uarnrIukS5OYkSBmJEmZBoY00hXspWQiGSZ+hfJ1tlIu6QDt8Zl/by5vzSvamY+ReICR+PtlCzShzugiZSNl6lfViRqKZ05jnsah2qhz5q9UvsrXgCD9vEeNJIMx/zUxnAp1va6kzO6h1ObJeYwQCiu89TP/HksGCaSiS2I4nQn0pvW/SN/bIT2W15MYTL2fhZU09auC9otBMqVzaWCcnx65wKtHLxKIxEkZJoZhzvRdCIGqCGyqisdpY/e6ZXzs7k2sbqzG7Xjfa+y2FzdLLJHSGRgP8saJS7x+7BJ9o5MkdQPDNKdqqTHV3/SiQVMVbJpCU1UZT+xaw13rW2mpKcem5Y+nzEUoGmc0ECGWTDERijLsDzMWiDA0GWJkMszYZITxUBTdMIglUhnbeP7AOfacuDyv793cVs8ffObBBSl4J3WDP/v+m7xx/NK8PwvwyPbV/OYzd+NxLm0moGGYjAUjHG7v4/n3znKhb5RYMoVhmBimfP8eJW24q4qCTVMp87q4Z2MbT+5aS1t9JR7H/Hc3rqRr2M+f/PNrdAxOzLxWW+7j33/mQTa1vT++6IbBkD/M68faeeHgOQYngiRT6XvUnFJ+h/efKU1RsNs0WuvKeeaODdy5vpWqUk/B499MKQlEYhy91M+/7j3J2Z4REikd3TAx5fvPjjLVJ5um0lBZwofvWM+9G1fQVFWCMtUnu6aiqQpJvTi7F/Fkiq5hP3tPdfDa0XYG/UFSenpMMuTVz7kqFFRVwa6ptNaW89jONdy9oY2GypJFP+eZKKrhJKWkIzzIy0OHOBfsYTwRJGEk806FHs3JP97+ezkFMyG95XJk4jLng330REcZjk8S1uNE9AQpU0//mZqU85EydcJ6WqDOodiocpTk3FaaC1EjQVR/v5L4n5774bzbCKeyrFSnUIUy46HJRaXdB1Omk24aRPXc7RaDQl6vK3GoNpx5ZAsEac/UNHEjRcLIPJkVmrRYafquH4pP8ksHvzKvz+vSuMqYLDTjwQg/fvcM39t7gmF/dgNNSoluSHTDJJZM8fyBc7x9potHt6/miw/voLGqFCHA5y6OsrSUkiF/iJ+8e4YXDp6nd3Qyz/Fp6RDDNEmk4HzvCOd7R/j+3pN87O5NPHXbOqpLvQuOMdpz4jJ/+eO38YdjmObCXDhJ3SAZni2MmYtQLLHg75My7VH0z/M7p4nEk0te5DeWSPHiofP85N0znOkezlqAGNJPWbpIsUFSN4jEk3z3zeO8fPgCD2xewWfu38qqxuoFX3PDMAlGEledv1gyxWggjJwSHU6kdH7y7hn+9e1TtPePZo9v4+pnKp7SOdkxyJmuYTa11fG5B7bx0NaVM4bKYpFScqJjgG++eoT3znUTT2X35pumJDl1Dtv7x/j//nUvLx44zxce3sH9m1fgcthw2W1poyTLomChmFLSPeznJ++e4cVD5xmZzL1olDItaaOb6ZqOp7qGONU1xLP7T/GROzbyxK61VJa4C+p9KprhJKXkYqiP/9P+I84EupGkg8HFnDTBc3uSDWly0t/FP3W/ydlAL8FUDIlEEwqKUFCmVLyFENiFRmJKRToXujRnJlKbomITiz81SVMnKd+/Oaf7VUgEZBWdvBJVUVGFQJcSk7ltgRWKYlyvK9GEiprPyBXpWCcFgYlMe/aWKMYposev+jV5+/oBVKEUpei1lJKRyTB//sO9vHWqg3hy/vfEZDjGD94+ScfQBL/3yftYVlNOmSd7hulCMUyTC72j/Pfv7+F8z8iiVrl9YwH+5oX3ONrex7/96D2sqK9c0HMZiScJROILNmIsciOlZHAixNdeOsBrxy5mlXSYC5PhGD969wznekf4pSdu5+6NbWhqYfTR4kmd/vEgppTEEyn+7qUD/OvbJxfcX8M0OX55gL7RAIFInI/csWFRXhMp023uPdXB//7x23QN597FyMa53hH+9Ptv0j3s5wsP78DtsGMvsDfHMEwOXujlL57dS8fQxFW1EufL5cEJvvr8O+w/28UffPpBWqrLChZGUDTDKWYk+Un/O5wOdOHTXGwtX8n6kmWU2PJbfppQc3p7Do2388dnvoc/GUYgphSnm9lYuoxGdyUVdi9ezYlDtRNMRfmf53/MicnOnN+pTAV5w9QqVS7e/agJZcao0YTKhxt3Ue0snVcb+bbhzKmt0HwYpoExvV00VS5mqSjG9bqS9PXKM3lJ0E1zxiCbk7FVIByKbWabtNZZyjNNu+f1eU2orC1pKni/Ricj/NG3X+Xdc92LascwJYcv9vKH336V3/vk/ZT7Crv9qRsmbxy/xF/+aB/948GCtJlI6bx9pou+sQB/9IXH0gV2r6OyJ8VCiHRMiE1TSRVpi6VQtA+M8d+++wbHLw8UZNkgpeR87wh/9O1X+TfP3MVH7tiIphbmml8aGCcQifOPrx7mX946QSKHN2eujAUj/NVz72DTVJ66bd1MfN58MaXJK0cu8BfP7mM0kFmIda5MhmN87aUDJHWD29e24LAVzoSIJ1O8cPA8//vHbxOIFGZHJJbUOXC+h9/5m5/wu5+4n11rmhd8Hq+kaIZTWI+lxS5R+ETzvXy8+d6cWkdzJaon+GbnGzMxH2tLGvnVVU+wqXQZtgySBhI5J5VoTai4pkp8JIwUIT0243pdKA7VjkNJbyGZ0uSR+m1sKs0dGDxfDGletR2YjXRmX3r4UYWSV2S0UBTrel1JYqr2XT4CV8QNOVTbkhmPJXY309ukbtXJz7Tev2RGWyaklIRiCf7h1UMcuphdKV5VBGuaa1jdWEWFz42mqkQTSYYmQpzvG2FgPHiVt+Vs9zBf+ck7eF2Fi3+RUnK4vY//9aN9DGQxmoQQ1JZ5WdtSQ22ZF6/LgWGYhGIJ+scCnOkeJhTL/Ix0D/v5nz98i//w2YdZ2TA/z5PX5aCpuhRjDqviiVCMSHy2B8LjtFPhc835OwFqyrwLHvw1VeHjd29i5+pmookk4WiSQDROKJYgFIkTjCUIRRMMjAeYLNDkNV+klPSPB/nzH+zl2OXsMaElbgfrWmpprCyh1ONEURTCsQQjk2HO9Yww5M+ciRqIxvnqc+9S4XNz/+YVBRmPO4cmeP1YO8/uPz3LaNJUhWU15axpqqay1IPLbiORTDEZiXO+d4TOoYmsHlR/OMY3XjnEzlVNNFbNb9EN6XPZ3j/GV59/N6fRVO51sX5ZLa215XicdgxTMhmO0Ts6ydnuYcJX3LumlHxv7wn84Rh6jm3T+WCaklePtvPXz7+T1WgSAmrKfKxvqaG+vATP1Dgz/Zyf6xlhPBjJaGR3DE3w//3gLf7jzzzM5rbMGejzoWiGU9JMMZqYxKM5eKbxroIYTQBnp2qpQTrwc7qERrYTkTBSc4oP8WpO6pzlXA4PYSK5GBzg4bqt2BexZVdl91Hp8NETHcVEcjk0yKbSZQtuLxNJU2c4TwA5QGd4ZOaGcql2apYoMLxY1+tKAqkIwWQEcsSHm0i6p/oB6XinpQgMB1h9RWB+RI8zEJ2g2ZO7rmExMaXkjeOXeO69sxld4XZNZdeaZn7mgW2sbanFadNmJmpTTsVjJFOc6hriW68d4Uz38Mxkcbi9F00tjEEqpaRzaIL/8f03MxpNTrvGupZaPv/gdja31eO0a2iqiqoIJGCaJkndYDIc5/Vj7fxw/yn6xwJXDawSONU5xFd+sp8/+uJjlM5jm/GR7au4a0NrzhiWaf7Xj/bx3HtnZ71+/+YV/NbH7iF30aKrsWnKgoOzVUVhY2s9G1vr0xlqpsSQEtM0p2KD0sG333j1MN987ciCvmMxSCnxh2N89fl3OHhhtlGvKILldRV86Pb1PLJ9NV6XHZumoirpfGXDlOiGQTypc/BCD//y1gnO9gzPus/HQ1G++vy7VJV42Nhat+iJ9Fz3MJcHxoheEe/jddq5a0Mrn7pvK6215en7U1FmCpIbpiSe0ukYHOc7e46x/0xXRk9V17Cf7+87yb995u559zMQifN/fryfvrHArPcEUO5z87G7NvLhOzZQ5nVh19SZhasx9fxMhKK8ePA8Lx48N+PxjcSTPH/gbEG2qaWUnOwa5C+e3cdEKDrrfbumsrqxmp95aDtbVzTgdaav+XQ/TVOSMgxCsQSHL/bx7deP0jk8McujenlwnP/63Tf4n7/8NPUVpYvSTytucDiSEpsH5xyCl+fKaCJIakqDyK5obCzLXtdOSsloIsBwfDJvuyU2Nyt8dbw7dh4Tyf6xc3y29d5FZZ5VOHws99Zxwt+JieTNkdM81bALu1pA96aRpD00yEOmnlVh3JSSA+MXZv5d5Sihdg5bhtoVXhEJC4oJKtb1upLxRIje6Bgby1qzeqt00+DwRDqTSCBoclVSoi2V4dRIhcPHWCJIUI9xxH+JxjzyCcVkIhjlm68dzugBsWsqn7l/K7/w+O1Zg7wdtrSn5L5NK9jS1sB33zrOt147QmwqPbhQW0CBSJy/e/kgnUMTs94rcTv58qM7+dhdmyjJauyoOO229LGP7eKuja38j++/xdFLfRhXDPimlOw91cGLB8/xmfu3zXlAddptOO351eellFm3NBx2jQpfYQNX54oQAlUVpM3c941d05Q47ddGqcaUkhcOnuO1o+0zmXLT2DSVR7ev4teevpOGyszjV/pqaHhdDp68bR271y3jay8d4Advn5p1X7b3j/Ht14/yh194FNciixnrpomeeH98bKku4+cfv43Hd63NGQfkctjYsaqJ9S21fO3lA3z/rRNXeXemef1YO5+5byt1FXPPpDQMk58eucCxy5kzeNvqK/mtj97D7nXLMnowbVc8P7/6oTu5Z2Mb//OHezk+5QVcTPzRlQz7w3zlJ/szGk1ep52P3b2JLz2yk3Jv9tqtjqlr/qHb13Hbmma+9foRfvD2qVlxm+39Y/zNC+/xO5+4jxL3wp05RdsvsCkq5XYfYT1eULHFdIB5GinlzKSciYSps2f4FP5k/n1dTVHZUb5yRkRxMDbB93veJmGk8maRSCkzHqMKhYdqN+OaMhxPB7rZM3JyJvU+V3umlHmPg7Qn5ai/g/7oeGY9GZn2dJ2a7Jp57Y7qtTnLuEzjUu0zxlPMSDCRDM87o6ZY1+tKUtJgz/Apokbm7RgpJcf8HXSEhwFwa3a2VaxYslIXHs3BQ7WbgbSh+/LAUXqjY3O6rwxpzppAFoOUklePXqR7eHLWe4oQPL5rLV9+dNecttuEgHKfiy89vIOP37OpoJouppQcvNDL3lMdGSZQhV984nY+e/+2HEbTbFY2VPHbH7+X1U3Vs96TwI/eOU3/2OQie26xGIb9Ib7zxrFZW1eKEDyyfRW/+cw91FfMXc+swufml564nUe3r854f+491cHJzsFF9vpqStwOfveT9/NEHqPpSlwOG198eAf3blqecUE1GY5xvGNgzuOvlJLxUJRXj168ygs2jdth57c+dg93rM9sNH0QIWBjax2/9dF7WJPh+VkoumHw6tGLnOocmvWeogg+ff9WfvGJ2+e8uBBCUFvu45ef3M0n7t48axFkSsmbJy/z3rnuRY2rRZs5fJqb7eWriOpx9o+dxixQBlOzuxrHVCxS0tT56eCxWVs7pjQZjk/yne63eK7/0JwzkrZVLOeemg0z2yo/7H2Pv7jwE86H+ginYjMnWk5lZU0kQlwKDbJ/7ByDWbbLNpUt47G6bahCIW6k+MrFF/mX7n30x8avMsokkoSRYjQRpD00wEsDh3mh/zDxOcTuXAz187XLr9ATHb3KSDWkSXtogL+9/FMGpgQY613lPFK3dU7nw6naafPWAuBPhHl96ATjydCshzc9wWc2iIp5va7kvfGLfKtzD8OxyRnPmJTpc3rUf5mvtr84Ewe12tfIbZWr5v0dC0UTKk827GSNrxGAU4Fu/suZ73HU38FEIjRjIEskpjQJ63H6o+Mc83fwrc49XAj2FawvE6EoLxw8n3HQWNNUzZce3kGpxzkvD8j0oL9lRUPB+hmLJ/n2G0dmecVURfCR3Rt45s4N2G3z2xJUhGBNUzW/9OTujB6grmE/rx2/lDPd3aJ46IbJd988znCG9PMNy2r5lafuoLrUM2/vXJnXxZce2cGqxtnb4/GUznf2HCNZgGBuSHvFfunJ3dy5ftm8M+FK3U6++PCOjJ7eSCLJ2e6heU32JzsHZ7xDV6Iogs89sI3da5fNa/EohGBTWz1ffGQH7kV66GBaXiTMs+/MjgsDuHtDGz/32G14XfPfsfK5nfz8E7dx14a2We8Fowm+s+c4oWj+2OBsFM0f61IdPFq3k1OTnfxz9xs4VTu7K9fNydORi+XeWlb7Gnhv/AISyT91vclQ3M+G0ha8qpOYkaQrMsJxfwenAt3Uu8pxqw4uhvrzTseqUPhC6/10R0Y45u8gYaZ4rv8gR/0drPE1UuXw4VId6FInlIozmgjQFx0npMf4w02fpcFVMatNgeBnWu9jKO7nvbF06Yy/ufRT3hw5TZunljK7B01RSRgpgqkoo4kg/dFxBmMTPFq/jYfqNufss0u10+Cq4K2R0wzFJ9lc1kq9qxxVKAzHJjk00U57aBAJuFUHn2m5Z0rTKT8ezcnuyjVcDqXjvl4bOkEwFWVzWSsezYkuDaJ6gpAeo81TwxMNO5f0ek3T7K4iZRr8S8/bnA30sqG0mWpnaVoPJDLCwfF2+mNpcdMym4cvtT04E7T/QaYFW+NGkpiRJGokiBspuiLDM8fEjRQXg/2Y0sSt2nGqdlyqA6dqy1hzUQhBm7eWn1vxMH969oeMJ0OcDvTwn099h3UlTTS4KvFqDkwgpsfxpyIMxybpjowQ0uOs8hXOIDnZOcTAxOx4IUUIHty6kta6+avlCyGo8Ll5bOcazveOLEjW4IMc7xjkfM/IrNdryrw8efu6BQ2mkO7rHeuWsbKhkjPdw1e9l9QNjrT38fTt66gsyS2oalF4ekcnefdc96yFmSIEH7lzA83VZQtqVwjB8vpKbl+7jEsD47OMj4t9o7QPjLNhWe1Cuz7DptY6Htq2akHebCEEKxurWNtUzYEPxHdJCUP+tEL6XLaYJPDq0YtXbUlP01JdxsPbV6EuIItUCMF9m1bwz/XHOd0120s0Xw5f7M24FV9V4uHT923BtYgt41K3k4/ftYlzPcOMB6/eBjzdNciJjgHu3bR8QW0XzXAyMal3VfDplvv53+3P8mfn/oXl3no2lrZR5SidEizMfOFsQuWB2m0ZXZYO1cYvrXyMwdgEvdExJpJhftD7Li/2H0YVCsaU58aUJg2uCn5v3cdoDw3SGRmeU9p+rbOM31/3cf6h4zXeHjtHRI/TFx2jLzoGpLWYJFcrWpfZPFnlE6bLqPzuuo/y95dfY8/IKaJ6nDOBHs4EetK6VuIKKf8rzoFTtedVvSqzefjFFY/yj51vcCHYz4VgPzZFRSDSxZSnWvVpLj7ZchdPNuycc0aXTah8qHEXF0L9HJm4TMJMsW/0LO+NXUBVlBmBQVOaPNGwPaPhVOzrZRMqTzXspMldxV9eeI5j/g6O+zuwKdqMZ3D6vNY5y/jy8ofZWp79YTkd6ObPzj1LVE9gkN4mM6V51RbjeCLIX7W/iE1RZ3So1ClNqj/Z8vmMdQNVobC7cg3/adNn+MrFF+iKjOBPhnln7DzATCmeK/WrBOkFSKGy/1K6wemuQQKR2eKHboeNJ29bt+C4K1VR2LmqiYbKkqtUlReCbpi8fPh8xhiK7Sub2Nhat6j2bZrK4zvXzjKcAM52DzEyGblmcUe3KqaUHLvUnzGIuam6lIe2Lc5DrCoKj+xYzff3npgl/OgPRznZMcD6lppFXXO7pnL/5hXUlC7c6FaEYPuqplmGE6S366Lx1JwMp2AkztH22Z5qAexc3cyymrIF/1a3w8bjO9cs2nAypeT5985lfG/7ykY2LTJoXwjBjtVNbFhWx95THVe9Z5iSn7x3hrs2tC7IyC2a4TQc9/Prh/83gVQESXoVf2KygxOTHXk/69Gc3FezBSWLsONqXwN/tPlz/LjvAMf8nYwmAsT0BEII3KqDNk8NG8uW8bHmO2jz1KIJFYdim9NELISgyV3JH6z/BG+PnmXf6Fm6IsMMxwPEjSRJU59K57dTbvdS6yxjU9kylrmz7/tOF279d+s+yl3V69g3eoZLoUGG4wFiRoKUaWBTNDyakwq7l3pXORtLl3FPzYa8itgmkhW+ev7fzT/Dd7v3cXKyi6HYJBEjjk3RqLB7We6t47H6bdxfu2leIpxCCBpdlfz79Z/ku937ODHZyWDMT1iPkTR0HKoNr+amylHCcm/2yayY18uuaGwua2VzWSs1jlKe7XuPc8FeRuIBEmYKl+qgylHCKl8DH2++k01lLVPGauZzEDdSDMQmiOXI7DORhPTMysuJHH1Ox9Gt4E+3/ixvDJ/kwPhF+qPj+FMR4kZakdmt2vHZ3FQ7Smj11LK1vI0NpS15z8NcCMUSXOzLrGS8ZUUD1YsY8AGW1ZbTUlO+aMOpfyzAhb7RWR5HRQju27x8pm7WQhHA+mW1OGwqidTVW8wToRiXB8dZ21y4OA6L/MQSKY5d7s/orbxzXSsex+IlLlY1VOJzO4gHrv6ORMrgYv8Y8aS+qCDxyhI3u9Y0L1rpe2WGLUWAcDwxZ32o091DROIZYpucdravbFy0/tJta1pw2bWZupALoXvYT8fQ+KzXnXaN29e2LNirfCVep517Ny7nnbNdsxZiF3pH6RmZpK1u9k5RPopmOOmmSUiPTq1g52c15lPCFkKwytfAb6x+ir7oOP5kmISZQiBwqDYq7T7qXOUzukwrffX8502fIWUarCtpztn2dPt2VeOB2k3cXrWa0USQiUSIhKmjmwaqENhVGyWaiwqHj3K7N+9KXQiBJlTuqV7PzoqVjMQDTCRDJMwUummiKQpO1U6pzU2l3TcnoVB4XwBzmbuaX1v1JINxP+OJIHEjhSoUSmwu6l0VlNo8C/ImCCGocpTwy6seZyjmZywRJGaki77aFA2nYqfU5spZgLYY12tz2TL+65Yvogk1XYdPCNaXNtPqrWEgNoE/GSFl6tgUlTKbh3pXBV4tf+zOSl89f7TpcwtWFW9x55YZEEJQ7SzlUy1383DdFkYTQUKp2JTBJbErGm7VSZndQ7WjBEcew3k+hGMJukcmM763dXnDogUgbarKmqZq9p6cHdA9V6SEruEJxjJozjjsGluWL37bUghBqdtJTZkvY9mWdJmMtYtKV7aYO9NlYM73zt6aVRWFzcvrCyJaaFNV2uoqMuoZDU4ECccSizScPLTWzn8S/iClWTxKum7OOf6uvW+UlDE77tTjtLO6sWrRnpxSj5Pm6nIu9o8uuJ0z3UPEk7ONO5fdxubli9dagve9TjZVnWU4BSJxLvaN0lpbMe9nvWiGU6O7ih/c/YcL+qyY2vrIh1O1s9JXn/c4t+bgjqq18++HEHg0Jx7NSaunZt6fz9amW3PQ6q2hlUK0KWeEOh2qjVZPTcH6Os10KZQWTzUtnoWvxAt1vaaNjw+qsE9fr8XEBJXbvdxVvW7Bn58rQggqHSVU5jA4C4mUknAsmVEUUFEEq5uqCyKPsLox3c6CDSckPSOTGUXwGitL8BVgFQppI6wki9xCz8jk1Fa8ZTktDZJAJE53hlIgZV4ntWXeDJ9ZAAKqs7Q1GohkzD6bD2uaqnHMM2EhE9kCr40rigPnwjQlXSOTGbe6fS77gmPFrsRl12ipKVuw4SSlpH1gfJbHF9LB/K21+QvXz5XGyhKqyzz0fGDRGIkn6RiaWJDQddEMJ1UoeSvWW1hYLB3Dk6GMGkslbidl88yky0ZDZcmiPDXJlJ5WJM8wQzRUlhSu1pSiZNUqGgvkLipqUXi6R/ykMkz0ZR4XXpejMN4H0ls3mQhF4yT1xSU1tCwibmia6c+n414/8OZU5m0+ookk/gyaSAB1FSXYC1AmxaZpi9rajyd1hv2hjM95S015QaViFEXQVlsxy3AypWRoIkgsmZq3oOy1UTmzsLBYcrKVXCj1OBctADhNVcn808WvJKkbjGYxXI5dGuALf/rPBfED6YaZtSRHJJHKXWXcouD0ZwgKh3RB5t//+gsFKyab7RmIp3T0RahgC6CmdO7ilMUkEk9m9Z7NR0AzFzZNocw7v1JBVxKJJ7PKATRWFtYLL4D6LG1OhGLELcPJwsIiG/5Q5oB2t8OGXSvMUOBx2heU5jyNbpj4w5n7GYolCPUvXHtlriRThmU3LTEjGbSbIF2MuSvDFl6h0Q1z0eVDSr2FKSu2WOJJPWPsEEC5tzDVEhQhcC8iYD+WTGWsXADMu3ZjfkTWNoPReMbtwnwU3XB6X+BxSiiR/MFtgnSAuJUObGFROLINpnZNK0jwLUzFw9kWnm1jmCaxLP1cKhYiwGqxODKVGVlSZFpkZjEUyiu2WHTDyFoOpRDClZB+zm2agqqIjFpR+dANM2tpJlcBMiivQpDVyEuk9AUJ3hbVcDKlSX9sjOf63+OY/xLjyeCcFMQ9mpNv3v77qHmy6ywsLOZOpiwbSKtxF2qRIgSLkgtI17qzlLtvNQql3H0tWaoSTvmYLtacCVuBFkiQ/r2KECzEP2tMFZXORCH7ONNmFqM2ZSyspFXRDCcpJfithjgAALLISURBVJfCA/z5hR9wPtgzp88IoMTmoc5ZgZULbGFRWPKJqRbse6xH12Ke3Aw+vuvmthcz/zeLQp7ntNLQwn61ECLrRwtZm3OmzSxGmiIWdt2KZjglzBSvDR3hYrAPj+pkZ+Ua1pW0cDHYy56REzzZcBst7hqCqSgnJzu4GOqjzO7l11d9hFXeRpTr5za87lCEwGtzYkiJW3MWJI3c4uYn26rLMAtYSFgubuATIh14momHt63iwa0ri36/uxy2gmXvWcwNR5YYu7XNNXzins1Zs+EKhaoqNFWVFfU7lgpVUbLGGRbSm2tK5lx0+INoipI1PGAhMUf5yJYxaVPVBQmWFs1wCusxjvovIQR8efnjfKTxThSh8PLgQfaNnmZn+Rruq9mMBHRTZ9/YKb7a/hwvDLzHb6/5ZLG6dVPQ4q7iuXv/I5C2lrOVe7GwuBKvK/PkE0/q6FniDeaLRC6qVp2qKFlVohurSnl426qCxWNZXD+UuDNf81KPk7s3tFFTZknbzBW7pmaNtwrHCpNcIaUklTIWFN8E4LBpWWOZMmm4LQoJk+HMbXqc9gVtDRbV4zQc9+NWHTxUuw1tqt6WJlRUoRA3k2l3HWBXbTxQs5XuyDDf6X6Dd8bO8JHGO4vVtRueaRVyC4v5kC19OJpIkiiQ4RRL6lmDPueCpmZPc54Mx9KylJaH9aYjmzBlNJEikUpZ13weOO0aTnvmIHB/OLO+03yRUhJLphbscXI7bFm9iGPBzJIRC0UiGc/Sps/tWJCuVdGWbqY0iRkJSm1e3Nr7aZp21YamqARSV/8QgeDe6s24VQf7Rk9dVezUwsJi8dSVZ9ZwmQzHicaTCx4Er2QsEFlUOw6bRm155km0b2wScwEZMBbXPy01mZWi/eEooQJ5SW4VvE5HVu/ywHiwIM95KodsyFzwuOxUl3oyBuT0jBRWfkJK6MlQWgmgutS7oEzDonmcBGmvSNxMcmVImkt1YFc0+qJXS7ULIXCpDsrs3vR7Ul5H0XYWNzqGYbJn/wXG/WHsNo3dO5dTX1Oa/4M3DYLqUi8ep32WfkoolsgqOjlf+sYm51QWIht2TaW5ugxNVWalVHcMTpBI6VlX0xY3LstqynE5bMQ+INw4NhmZMcYtr9PccNpt1JR5M6qPD/lDROLJRRfQTaYMRiYzC8jOBVVRaK2twKapJD/goR4YDxKIxBclsHklsWQqoxaYTVVorCpdkIZd0TxONkWj3O4jnIriT74/KJfZPHg1Fx3hQQKp91enUkp0aRAzEiRN3fI3WRSU7r5x/uJvX+crf/8mb717sWBK2TcKQqTd4w0VmRV0z/eOLjpAXErJ5YHxRQaHC5qryyjPMGgGo3Eu9o0tposW1yFCCLwuB8szVKmPp3TO9YwsOJbmVkQIaK2tQMsgCxKNpzLWBJwPUkriyRS9o5nV3ufK2paajGWPYolUxoLPC+VC78gsgxzA63LQVjf/Ar9QRMPJpTpY7q0nJQ0OT1yceb3eVUmts5yuyBDP9b/LZCqCbhoEU1HeGjnBWCJItaPUWl1YFIxoLMl3fnCQUDhOW0sl//YXH6K0pNDqtNc/JW4nKxurMr733rnuRcUmQbpcysnOwUUbYGuaqmnIUCLBMCUvHTqfVdzP4salxO1g+8rGjJsMrx9vJ5q4xgKZNxibWusyBoiHYglOdA4uertuPBSlc2hiUW1sWFZLTYbYtmgiyYELPQV5zg3TZO/pzoxjW1Wph/UtNQtqt2iGk1t1sKFkGQLBgfFzxI30je+zudhduY6kmeJfet7kf5z/Hn958Vn+x/nv8y89bwJwW+XaJdOcsbi5MU3Ju4c7OHisk5bGcn7tyw/Q0lhxSxrmbqeN1Y1VGbPSOobGuTQwvqj2u4b99GaJJZgPFT4321Y2ZrxGR9r7uDRgeZ1uNuyaypblDZR6Zpct6Rya4L1z3degVzcuy+srqSqZnYmYSOmcuNxPMEuduLny3vkeEosULbVrKvdvWTnrdcOUHL3Uz+BEcFHtQ3rb72h7X8bF3LYVjVT4FlaCpmiGkyoUtles4rG6nTzTeBd2Je2SEwgerd/Jzoo1xI0k74yd4bmBd3l77BQJM8XmsuU8Vr/TMpssCkI4EuedQ5eoqvTxB7/5BDu3LEO9RdPZVUVhc1s9lSWzB4ukbvDDt08tWMFZN0wOnO9hYHzxg50Qgqd3b8hYeLNvPMAP3j5JKJYoSJCrxfWBEILtq5pY1Vg96z3DlHzr9SP0jk5a13yOOO0a92xsy/jeoYt9nO8dWfC5DMeSvHTw/GK6N8Oj21dn3JY/1z3M3lMdCyqHMo1umOw5cZn2/tkLLYdN4+nd6xa8gC7aDCKEYI2vmd9Z+0m2la+8SmvIozr5nbWf5GdaH2JHxWrWlbSwrXwln2y+j3+39lM0uapvSY+AReHxeZ38P7/1FF//8y+yfnX9LWs0TbNhWR1rmma7p6WEfac72X+ma96Za1JKekb8/PjdM7MCPRdKS3UZT9++ftYCyjQlz713jmf3nyrolp2UElNKa2K+hpR5nHzy3s0ZhVrP9Yzw1effZTwYLeg1kjfxNX9k+ypK3LODwP3hGN987fCCshVTusGz75yme2Rx23SQthGaqkp5YtfaWYKdKcPkH189zLmehcc6ne4e4jt7jmUckx7cspKVDZnDFuZCUWeRtKz67DpYQgiqHKV8vvVh/mDdZ/j36z/H/73us/z88idocltG062IlBLdMDEMMz2JmRJdN2aqlssplVrTND/w+uxBb3owNM30H2Oq3ek/2T6XqZ3pz+u6MfMn3YZ5Qw64DrvGM3duyKgsPBaM8Pc/PUTPPFb2UkrC8SRfe+kAHYOL2+q7ElURPL17PcvrK2e9l0jp/P1PD/GdN48RisYXdB2uvEdCsQR7T3XytRffs+KnriFCCO5a38rudctmvWeYktePtfPnz+5jNBBZkJE7c82lJKkbHL88wP/60b5FpdVfrwghWFZbwe61s88lwMELvXx3z3Hi89BiMk2TQxd7+f7eEwVT93baNZ68bW1G1fbRQIS/eHYfF/tH52zgTh93eWCcv3x2H8P+2Zl/deU+nt69DscC9JumKWqR37xfLlSqHLdSSrhFNgaGJvnDP3uOygovv/0rj/Da3nM899MTqKrCM09s5YmHNhKNJfmnfz3A/kOXcbtsPPnwJp5+ZDMul/0qY9sfiHK5a5RjJ3s4da6f/qFJkikdt8tBU0MZu7cv5547VlFbVZK1tIZhmPQOTLBn/wWOn+qlb8BPPKnjsGvU1Zawqq2W27a1snl9Ez7v7LiM65nda5dx76blvHni8qzs1dPdQ/z+11/ktz92Lxtb63A7bFkXMrFkigu9I3zjlcO8faaroH0UQrCmqZovP7qTP/vXt2apCQcicb7y4/3sP93JFx7eycqGSip9bmyamrW/6WwgnUgiiT8Uo388wJH2Pt462cGwP0RbXQU/++iugv4Oi/nhctj41Q/dwdBEcNYWS1I3ePnQec73DvPp+7Zy+5oWqks9uHLco+mi0TqReJJQLMGQP8SpziH2nu7gQu8oumHyqXu3LMVPW3JK3A6euXMjxzsGGJm8Wm5EN0y+8dph/JEYn7l/K01VpVmLFJumZCIUZf/ZLv7yR28zESqMiCakn/N1LbX87KM7+dPvvzkr++1oex9/8PUX+eUnd3PbmmZKPa6sY7YpJYFwjPfO9/D1lw9mXMjZNZWP3b2JnaubF+WguaaGk4XFNKaEWDzF6HiIZ188xk9ePoFhmkRjyf8/e28dX9l1nvt/16aDOmKe0WiYGYxjjzF2bIccaNIkDbWhMsPtza+3dNveQpo2baiJw3HAiWPHMdvjsYeZUUNi1sGN6/fHPqMZjc7RCI7GcqJnPvORdPY+a69Naz3rheflq999lWgkwOHjLfzsuUMYhkp75wBf+darVJYXccctC4e09cQzB/jmD7eTyfgvYSioEwzo9PQmaOvoZ8+B82zb08Rvf+xOZs0YHijueZI9B87xX197mVNnOxFANBpEUxUG4mm6ehIcOtrCi1uO8Y//+2EWza+9XpepIAgaGr965xpOtXTlTCk+cbGT//W1n3PL0kZuXNRAY00ZpdEQmqpg2i7dA0nOtvdy6Gwbrxw6Q2vP5VVdeSxMRSzC8Yudw9odKxRFcM+aBVzo6ucrT+3AucqFaLseO09c5ODZNpY0VDO/voJZVaWUFYUIBXwybdkOGdshZdp09Sfp7EvQ2Z/gTFsP7b3xIWnub0QL4lghpZ9plLZs0qZNJvszbTmDn/np4Lnv3/nOPn6+6zgl0RAhQyMU0AkaOqGsWnXI8N+1wAgEdiQIIVhQX8EnH7yJv/3O83QPDJ2kPSk509rDP3zvRebVVbC4oYqGqhKqS6JEQgE0RcF2XTLZ8+lLpOnoS9DRl6C5e4CzbT1DXDe/yM4NIQRrF9Tz5g2LeOSZXcMWSWnT5nsv7+PwuTZuXz6XJQ1V1FcUEw4YeFlLckdvnGMXO9l1/AK7T10cLKekKgpz68pp741PuESKIgT3r1/EsQsd/HDLUBe8xE8O+KtvPsuNixtYNbeeRTMrqS4pIhzUAUHKtGjvjXPiYid7T7ew9chZ0nnKPt22fA7vuX1l3rqdo8WUIk5SSlKuie05FOuRaZfdLyHOX+zBshz+7Hfup6Isype+uZmd+87xyKNbEULwmT98iPraEv7ray+xY+9Znn/l2DDitGBuNeWlEdaumMVN6+ZQV12CqgqSKYsXthzj8af3s+fAOZ549gCf+OBtaFe9RL19Sb7z2E5On+ti2aI63vuODcysLUVRBJbj0nSuix17zxJPpJnTODyYdapDCMGK2bV88O51/PuPt+SMdegaSPKTrYd5Yd8pIkEDIzsRelJi2v4KPmVaQwT2okGDTzx4E32JdEGIE4Cha/zqHWvIWA7f37yfVA49lozlsOdUM3tONWNoKgFdQ1X9MuGuJ3E9D9fzMG33l4Ic5cL+My184/ndtPcmMG3Hdz97nn99XC97jbLXyvXI5EkSOHKujdMt3Wiq8IvJqspgUdnBn6qCoalEAgbrFszk4w/cOKa+qorCxmVz+ON3ufzDoy/ltHB4UnKiuZMTzZ1oqkJA19BUBSX7jF46L8txJxRg/EaHoWm8/861HL/QyfZj54dll0kJB5vaOHa+g6JwgHDAQFUUJH7oRMZyiKfNYen8ixuq+J2338o/57AGj6+fKh+77wZMy+HJnceGHS9t2by4/zSvHj5LUThAUNcGdaoczyNj2cRTZt4YS0UR3Lx4Fr/11lspmqD4J0wx4pR0Mnzu5I/Z2XOcR2/+y+l6bL+EMC2HWzbMY8OaRnRN5a33rWbPwQs0t/bxgXfdyMYb/fTVh+5dyY69Zzlxuh3Pk6jqZZK9YfVsvvBP77/ChSayKrqSBXOr6etP8/RLh9m68zQffd8tw4hTfzzD8dPt6LrKrz58Azevn+u3IgRSSubOquTu2xbjut4bNthc11TeccsyBlIZHnl2V9705HjaHFUQaVE4wG/cfyMPbFjMzuMXUBWlYBNWNGTw8TffSG1ZEV97ZhdtOeIWLsFy3IIFqP8iobM/ya4TFyc8ybmeHJOmUiCHwOFooKkKd62eTyRo8KWntnOgqTWvIr3jejjutM5TPpQVhfjjd23in3/4Mq8dPYeXQ0zUdj164ml64iPHewkBi2ZU8b9/9R4aa0opj0WAiS+ShBCUx8L8/sO3EQkFeOzVQzmfM8txh1khrwVNVbh/3SI+/sCN1JXHCmKQmVKjviNdkk4ayxu+qpzGLwc0VaGhvmwwVqVxZjlK9kFfuXTG4H7lZRF0XSVj2mSuskIoiiBWFLoiOcH/XAh/NbxmRQMAHV3xnIrEQvhteJ5Ha3v/kAH7yoQHbZzuiKkCIQTv3bSaTz54E5XF468+XxwJ8umHbuEdty4jZOiUFoUoKyqcwKgQglBA5+FbV/AX772LmxbPyqlFNRFoisLcuoq88RPTuP5QFYWbljTyl796D2+7eRmRAqv9K0LQWFU2oSDhNwL8QPFS/vCdm7h79fzxp+ALwYaFDfzZe+9kbm0ZuqrSUFVaMHenEIKicJBPPHgjv/XWW6jPIYI7VpTHwnzkTRv43XdspL6icMLaU+qJcaVHenrl8EuNYEAnGgkMPuDhsAHCf6mqK/wXSQjfLaBrKlJKTMshclXa7aWg0ETSJJOxsQez4SQD2VWV43q4znCrSGlxmFVLZ/LKtpN8/ftbaesc4L47llJTFSMcCvzCTK5CCIKGxjs3rmDV3Hq++LNtHGhqpTeevqb6txBQEgmxam4dv3bPOpbOqh40nZdEQtSUFdHZX9gq55qqcPPSRlbNrePVw2f5wSsHONvRS288PWbrlq4qFIWDlEZDrFswg/vXL2JeXQVangDZabw+UIRgTk0Zf/yuTbzlxiU8uvkAe0830xdP53UnjtRWUShALBJgXl0Fb71pKStm11JcoJpoUxlCCBqqSviL997FugUzeWzLQc6295K2rm2kMDSVmtIi3rxhEb+yaTWx8OXxeeGMShQhcAvoAo8EDN65cQW3LG3kWy/s4dXDZ+nsT4w6k8/QVMpiYTYsmMn77lzDnJqywi+0CtraBOFKb1BhfBq/nNA0BV2/7Dq7ZG3SdRVNUy6vGMTlwM6r41Yc12PfwfPs2n+OU00dtHcO+ATKtLFtF3vICzj8hS+OhXjfOzaQzljs3HeWR3+yi+dePsKaFbNYs7yBDWsaqSyP/UIElgoh0FSVRTOr+NsP38+BM61sO3aO4xc6aekeoGsgmQ0IlQR0jZJoiBkVxSycUcm6BTPZsHDmsKK75UVh3n3bSm5Y2DD4WUDXmJtDWmCsULJ1ze5du5Bbl83m6IUO9p1q5kxrN83dA3T2JxhImX4cj+ehqyoBQyOoa5RGQ1SVRKkojtBYXcaC+goWzKikrCg86ZbDW5c2UpJDFXvprJpJPe4lzK4u4wN3rSUziomykJhVXTrhNnyCr7Nqbj3LG2s50dzFwbOtHDvfwYXOPjr7k/QmUmQsB9t1URU/5imoaxSFA1QWR6kqiVJbFmPRzEoWzKikriw2Ljd7aVGId9y6nO6BqxYFQlBVOrx8yHhQEYvw0ftuGFaht7QoTGl0fErX4F/HWDjIuzauYOOy2Ww51MTBs62cae2hrSc+GMukKoJw0KC6pIiGqhJWzqnllqWNNFSVDsu8WzOvno/ed8MQ7beqkuiEFiD+mOTXrPzDd27iXRt72XH8PIfPtXO+s4/23jgDqQyW7SKEIKCrFEeCVBZHmVlZwpJZ1ayeW8/8PFUSCoEJEycpJQf6z7Cr5wQ3lC9iaawRIQRJJ8NrXYfG1Fa/naTbmrjy8DTeuMil+3Xpc0ahJ29aDt9/fBc/enIvff0pAgGdmXWlzJ9TTVlJmFDQ4GJrL8+/kl/5VgjBovk1/NGn38TmrSd58rkDXGzt4/lXjvLazlPMeqac++5cxr2blhC+SgrhjYQBu4OX279KdXAeq8seIGQEuWFRA2vm1dOXTJNIW6RNO5vlIlFVJTsZBSmJBPOm/oeDBg/esCRLaCV+jFlhr5EQEAkarJ03gzVz60lmTOJpP2Ddsl2crM6WIgRaNoA5aGiEgwbhgJ/9dT3uW8Lu5rWub5MqHeAjS3+LkDrc/dBrtfBS+1dojKxmecm9aMpwxfSJYm5dOXPrJk5cC4GrFzpjuQ+qqrC4oYpFMytJZwOCU9nsQMf18KTMWqT9+25oGuGgTjigo+s+KdBECImL5WUAiSoMVKEhJXg4uJ4FQqAKHQVtSP/KYxHes2klZPf1pIOU/vsBAttLowodwbXd+FJKJC6utIe0URJT+cQD61CExrXeHSk9POng4QxeV0WoKEJHoAz7rpQSV5qUxQTvuHUZ961fQHe8j3jaxHUBqaMIgapCwJDEIgFKIlE0kXucm1lZwiceuPGq8wCEiSuHX7+r++FJB1UxUNABiSttPByfNAoFVWjMqS1jTm0ZyYzFQCpDMmNh2n7Qv0CgqsInyoYgElIJBzUEAilMPDm6ezFWTJw4Af92/IecS7bzSudBvrLhD1BR6TYH+Psj3x1He5KI9sbSxZnG1IDnSV5+7TjfeWwnGdPmtpsW8KFfuZmZdZf88P7L88KWYyMSJ/AH86qKIt750BoeuncFO/ad5eXXTnD0RAvHTrVx7FQbR0+28tsfu4toZOJZGq8Heq1Wzif340qbpd6d6Ir/3umaSmVxlMoJSqz12S10Zc4zK7oaQ0zOOy3E5diIovDUGzccadGZOUvC6caVuV1L3eYFzif3YyghFhdvQqPwxGkqwZMOF1IHCaoxqoNzx9WGEIJwwCAcGN21SthtPNvyf3ClzR21n+Fs4iUO9/4Iicv82H0sL/0VPFz2dv8P5xJbEEJjXtHdLCv9FUJq6ZCJN+V005E5RGtqH53pwwzYzTjSQlOCxLRaasOrmRu7h1JjDkqeBCdPuvRaZzg98Dyt6T0M2C04XhpF6ES1KkoDc6gNraYhegsRLbfCte2laE7u5FzyVVrT+8g4fWiKQYnRyMzIjcyObiJm1HPlgtORGbZ1fo7TA8/y4MzPM2BfYF/y6ySdTmrDq1hf8XFCajnH+h/nQN8PsRMp6iMbWF32a5QYjTmImEeXeYLziS1cSG5jwG7Gkx4RrYKa8CrmRDdRE16FKq6OT5Ns7fwspweeY035R1hY/CBNiZdoir9Ij3ka20sRUIuoDq1gbtE91IfXEQkZRHNkxHnSoSNzhKb4i7R27iXhtAEQ1WqYGbmRWdGNVAYXI0ThrE8FcdWVGTHOJtsp1iNceZNk1g2ijrLDktdHS2W0x3yjWhYmAildrNT3ce295HJr+VDRg3ejB++6nl0bhnTGZs+B88QTGebNruTX3nNTTp2mq4PJ8+HS94JBndtunM+G1Y2cburkh0/u4YUtx3j5tRNsWDWbu29fXPBzuRIjPZ8TeSZrgvO4u/ZTFGkVOS0hE8Wx/s1cSB2iJrQAQ5l6pGaqYEZ4CffW/hZlRj2GMn5XzBsFaXeAbV2PMju6jurgHEZjSZ4oJODhYnpxjvU/zsmBp5DSxfQSHOn7ESGtlITdzsmBp9FEANPt43DfDwhrlSwteXhIH8/GX2JX95ewPT+7S1fCBNQiLDdBp3mMTvM4Lak93FT1u1QFl+YkG62pvWzv+jw95ikAAkoRATWG5SbotZrotZo4n3iVUmP2MOIkpcSRGfb1fJNjfT/B9AZQ0AioRbjSoi29n/b0QVpSu1lX8RtUBBZd0Qc5aKU6l3yFMwPPk3H7sbwEZxOb0ZQQNcEV7O/5BpcsaE3xF9GVEDdUfBpDjQ7px8XUTnZ0fp5eqwmAoFqMKgT99gX6+89zMbmV1WUfYn7sPt8KdsW1kNLDkRn6rLPs6/k6R/t+jCstAmoMRegknS7OxJ+nNbWXDZWfZF7Rm4Y8KlJKPBzODDzP3p6vMWA3A4KgGkNK6LHO0GOd4WziFdZV/AaN0dumTnC4AP58yftoSXdTGypDueolWFe2kN9f+DDqKKQFusx+/t+xR+kw+ybarbFBpoh3PYj0cgezhmJ/jB56+Pr2aSpASlznKGbyy3jO8fz7iSh6YNN161Y+mJZNV4+vkFtZXkR9TUlOccujJ9vG1X4woLNkYS3R6E20tPVx9EQrh0+0cNdtiyct3klKiXQvYqUfwzZfRLqdCCWGFtiIEf4VFLUBMU7ZjoAaYWHs1gL32IcnXZqSe9DEL7b1pBAIqkUsLr799e7GdYGUkqTbR0fmNLOj66778ZN2GxeSr3JbzZ9Tojewt/trnIo/w4Geb6OJEHfX/R1lgTns7voKJwae5Ez8RRaXvA31igT06tByivUGasIraYjcTLExE4GC45mcS27mQM936DJPcKTvR5RVz0EXQ8mw5SU50PttesxTVAeXsabio5QYDQgUPOnSb1/gYnI7cbuFiuDCq08BT9oc7v0Bh3t/4CtvF7+VxSXvIKgW40mXtvReDvZ+j5bUHrZ3/icbq/+EmD5jyFjo4XCy/2csLX0XjdHbOTPwHHt7HuFs/GXaU/tZXf5hZhdtoin+Eju7/puW1B6STtcgcZJS0p45xPbO/yRuN9MYvY1lpe8hpvtiwAm7nYO9j3Iu8Qq7u79CQI3RGL2NXCT5TPwFhFBoiN7C0pJ3EtVrQHp0ZI6wves/Sdht7On+KjPCNxDSroyZk1xIbmNn1xfIuH00RG5heel7iBkzEUCfdZ79Pd+gNbWPHV3/ha6EqA+vK4jlaeLESQjKAzHKA7lXrBVGjMpACZpy7cFdCEFUC11/4oTEc1tB5iZOUia55H/+ZYLExkk/g+ecGmEvgRF6G9rrbG0CP305kE1ZTmdskikT4wodGSklx0+3sW3XmbxtSCmx7GwsRA51WSEEAUPzlWeFmLAC7bUgvS5S/X+EY756+UMXXPsQjrmNcMn/Q9HmjXol5XgWxwe2kHL7Bj8rM2YwK7JqWGyNlB7HB7agCo1Z0TUM2O20Z06TceLoSoiKYAO1wQWDA5FE0m2ep9u8SK/VTFfmLCGtmP29TxFQ/clDESqNkTWUB2YOOZbr2XRb52nPnMHyUugiSFVwDpXBxmFm/oyb4GT8NYr1GmaGlxN3OmlJHSPl9qGJADG9ipnhZaiKzsXUYRJ2N7Oiq7iYOkzK6aMutIjyQANd5jla0scIqTEaIiuGWd0sL0Nr+hi9VguudAirxdSE5lOi1wwbfKWUZNw4Lemj9NsdqEKnItBAWBtO3gFsz+Ro/4uY3mVNmsrAbGZGlqOKXMOyJO0m6Micod9qw/LSaEInqpdTG1pIWL18nC7zHC2po8wvuoku8zzd1nkqA7OpCc4n7nRzIXUAgUJDZCUxfaiAq+NZdJpn6cw0YcsMhhKmOjiX8kDDkH7F7S5OJ3ZQG1pImVFPW/oU3dZ5XM8mopVSF15EkXa57qgrbZpTR4k7XZxP7ifjJbiYOphN/vD3iWilzImuJ6gODbI23RQt6SP02+140iWilVITXEBMrxqzBcHDpTa0lrrQajQlyILiN9OUeJm028vSkruYEV4PCBYUP8CJgSfps5r8OJwrnsHywALePONfh1hfLmGZ/m7STi8Her9Da3oftpdGv8qK6HgZujLHEQiWlLyD+vDaIdujehX14bV40kUw/Dnrsc5wfOAJPGmzpPhh1lR8ZIilcp7+JoqNRp5t+VPa0vs5MfAz1pX/OlfPX2GtgnlF9xDSyphVtJEziRfoNk8SM2Yyt+guQloZ82L3srfnayTsdiwvjszGkNleimP9j9NnnWVW5FZuqfqDIaQmrFVws/57pN0u2tIHONr/Y2ZENgwjkeC7D2eFb+XW6j/CUC7LojRqlbjSZnP735N2emhN72VO0Z2D222Z5kDPt0i5XdSF1rCx+o8JaWVD+lCk1/FK+/+lJbWHI30/oiK4gKBaMqwPY8WkZ9XF9NFnrKgoBNXpFepUgXS7sNKPAfnTQFV9JYHIR4DXX6w0HDJonFnOqztO0XSuk5e3nuDeTUvRNAXPk+w9dIGvP7qV+DVEAPcePM9zm49yw5rZrFw6k+KioC9+ia8q/v3Hd3P8TDvhkM6SBbWTam2y0z/DMXfm2opr78PK/Ixg9DcZ7fV3pcPpxHaaU0fIuAlsmWFR7Dbqw0uGxdZIJHt6H89aCfrZ1/MEcacL28ugCJWoVsb68odZXnIvilCR0mNn9484m9gz2LZpJdne/SgiO2hrSoCIVjaEODmexc6eH3Gk/0USdg+utFGFSkQrY0nxnawreyu6EhocR9LuAFs7v8vMyAoMJciL7V+m27yA5aVRhEJlcDbvmPEZQorOmfgOmpK76TDPcKT/RdJOP+WBWWyq/ihbOr9OR+YMitBYX/YONlQ8jCp0pJQM2B1s6/oeTcndZNw4nvTQFZ+U3VTxK8wvumkIeUq6vTzX+l80pw9juSkUoRHRyphXdENOD7crbY4PbKHTPEvGTeBIk5Ul91MXXpyTOHVlzrG54xE6zSYybgJX2ggUDDVEVWAud9V8nFKjHiEEbemTvNr5LTJenMN9L9BrtRLTK7m75pPs7nmci6nDSFwWF2/itsoPEdJ8wmi6KbZ3f58TA1tIOr240kEVGlG9ghUl97K69MFBct1vt/Fa57dZUHQLhhLm2MBmUm4vnnTRlAA1wXncXvURqoJzEUKQcRM80/ofZNw4Gc+3CjcldnMuuW/wHKtD86kNLRwkTj5JaGZr13e4kDyA6SXxpIehBInp1dxW9SFmRVaNiTwJVGJGHarwY2Vier0fhC19S5KfrgshtQRNBHCllSU/lyULhBA5SZO/TaEmtIKDvd8l7fTg5YhrE0KgCgOJpMc8RaN3W9aN5ffwEnLHR0na0vuJ260E1WIWFN+f071bEZjPrMhGjvY/xumB51hZ+n4MdahWW1irHCQRIbWMgOI/B6XGbAzFP7+AUoQhIpgMYLm+YUFKSdrt5WJyGwoq82L3XmUJ8hHSSpgRvpG29AHa04fIOH3oxvC+aiLIwuKHhpEq3ygzj6hWRcJuJ263DNneY56myzwBwKKStw0hTZcQ1aqZW3Qvban9tKT2MGC1EAhOXM9p0ohTSDW4uWIpi4sbBgfNa0FVponTVIGUHmbq63ju2bz7CKWKYPQ3UbS5UyL+S9MU7tq4mH2HLnDwaDOf/dLz/OCneygpDtHTm6SjK051ZYzf//g9fO4rL5BK55a+iCcyPPvyUZ5/5RiaqhCNBIiEA2RMm4F4GstyCYV07r9rObfeMG8Sz8jGsXcA+SQ6PBxzC0Q/yWiJk6GEeKD+j5DSoy19gh9d+D/X/E5H5gw9HY+wuHgTi4o2oisBmpK72dn9GDu6f0BFoJH68GIECnfXfBJPuvRZbfzwwmcoM2Zwb+1vEhkcWMUQy5YnXXb3/ITtXd9nVmQVd1T/OkVaOf12Bzu7f8Rrnd9GEzrry692lUva0id40WqlzKhnffk7CCgReqxmJB6acjmItNu8QEyv4oH6P+R4/yvs7/s5z7f9N4tiG7m18oM81/Z5DvQ9zeqyB1FVHctL8UL7F7iYOszyknuYX3QLmjBoTh9hT8/jPNP6HwTVKDMjKxAIHM/ipfavcCaxg3lFN7Cm7K0ElDAXUofY3f1jBpxOolcN6gElwjsaPoOUkgupgzx2jftgqBGK9AqqgnOZGVlGVCsnbndxsO8ZTsZfY0f3D7mr5uPo2SB8y0tzKr6djVUfos9qYXPH13im9T9ojK7h3Q1/w6td3+TkwGssL76XkFaEJz22dX2Pvb1PMDe6gRWlbyKkFtNjXmRnz4/Y3PE1AkqE5aX3XjGeS470v0hEL2Vt2VtoiKzAdJPs7X2SYwMv81rXt3mo/k/RhEFYLeYDs/8VgCP9L/Js239yc+X7WFP2lsH2hFDRr3Dtptw+nm/7PB2ZJlaXPcDs6DoUVM4nD7K393Gebv13Hqr/Y2rDi0Y/xwiDgFI0OF5pSgiBQKAQ0SqzT6j/tyJ0XGnhylzK+RLHs8i4vZhuHCebIebh0medz8b3ejmJk65EaIjeyvH+n3K474cknHbmx+6jLDCPoFqSN6AcfItZW2o/ICnS6yg15uTZU9AQvYmj/Y+RcXvpMk9QF149ZLsf9K4MXhclS9iDWgnKFRY2NfsuXXkdesxTZNw+FDRsL8PF5PacvbBlKvtdiwG7hSKjbtg+MWMmsSzpvxqqCGCoMaTdhnVVKE1rai+edAgqxVSHluW+CkIwI7IeVTGwvRTtmUNUBicekzppxKkyWMLfrvjImL4TUHTWli2gRI9OiYn4lxmecwIr/fgIeygEIh9CC95R0GyFiUAIweyGCj79kTv40RN72H/kIi3tfbR3DlBeFuWe25dw351Laagv44lnyzl8vDVnO4vm1fCuh9Zy9GQrLW19xBMmPX0pDF2ltCTMwrnV3LhuLptuXjC5JVdkBuklRt7F6yJ/0P5wCCFQ0UCAquij8j7bMsPcyA3cXvVh9OwgWhFspMdq5kj/i3Sb56kL+QGolyZuQwn6049Q0ZUQATW3MnmP1cyhvmepDs7lrppPDLqOKgKNhLVinrj4Dxzoe5rlJfcOWkYuodu8wNryt3Fr5fsH+zUzsnz4OaMwJ7qeGaFlSOlxMrENIQTLS99EUCmiMbKGPT2PY3tpgmqUC6mDnEnsYnXpg9xa+cFBolcZnI0iVF5q/zJH+l+iNrQIXQnQnjnN+eR+KoNz2Fj1IUqNWkBQHmjAky4vtX8lz33wr//wjKPhKNLKuaP61/1U9+zYWB6YSbFRw8XUIXqsCySdPkqMS7pQgqrgXOZE1xO3Oznc/zw9VjPryt5GqVHPwthtnEnsJu36yvid5lmO9L9AQ3gFd9Z8nIhW4p9zoJGgGuGpln/lQN/PWRC7ZYgrzcNlQ/nDLC2+a3DCL9IraU0f43zyALY00TAQQiGgRpBSDsa9+SQmnHf8OJvYw/nkAW6qfB83VbxnsP2q4BzAY0vnNzkRf42q4NxRSzgoQhlCCi6TNg0hrk5bv0wQr4SUHs2pnZxLvEqf1UTS6cTyUrjS9NPppTPsO1dCE0GWlb4Tx0txOv48p+PPcSG5jargMmrCK2mM3kaJMZOcL6eUJJx2AKJ6df4TFRBWK1CFgYdHwh4e13nl4uLy1VBR80gPyCvOyQ/E9mOlNrf/bf5+XIGric8lBNUYmsgjQiouXQU5LEkmbrcBkpBeMeSeDm+/BE0EsUkRt1ry7jcWTCkBzICic1/Netxqb1iQ+TSuH6RMY6W+i3TzPWQqeujtGJEPIgoU/FtTFeOfPvNOPCkpK7k8yRbHQjzy7x8GoLqyaPDzubMq+dK/fBABlMQum3iFgMXza/i9T9xNImli2y5C+AKa0UiQUNB3xXzmDx8iYzpErxIlFEIwo66UX//ARlIpE9NycNwrNIE0lXDYIBIyUCZdZVrhmpYkEeB6xN4tK7l7SKC3KjRqgvM51PccaXcAiYcYo7tWImlNHSPh9NAQWYmUHv1W++B2gSCqV9BlnqPLPM9MbeiqstioYmHWGjQSDCVERPNTyoNqEQElTFgtIaKWInEJqTE8PCwvjURyYuA1dBGgPNBA0ukd0lZUK0MVBj3WRVJOL8VGDe2Zk5hukkWxjZToNTA4GSvUhxcT0yuGTDrjgRAKKjqONLHdS9YNDwUFRfirfkdetkwqQqVYr0YRCppiEFZLSCq9FBv+ZBtWiwGJ5fkq+ueT+zG9FBWBWTieOeQ+aIpBWCshbnfTazVTG7ocsBxWi5kXvXGIlSSgRigPNNCU2I3pJgipl9/b0UIiOT6whYAapdyYQdzuGrI9ZlQjEHSZZzG95Bi0r0ROoiay/64F20tzuPcHHOp7FMtNElCLKA00Uqw3ENbK0ZUwcbuNw30/IB95EkJQrDdwU9XvMiu6kSN9P6bHPElzagct6d0c7/8pc4vuYnHx2whfESdGtkUne8+0ESQ+RPY8VaHjeCaOl7pqez5X4KWt17gO7iUSpFAbWnnNxbNAENJy65soQh/RypYPjrx0HYwR751AoClBcMHOQ97GiilFnIQQBNTC1iOaxtggpcSxdmGlnyB3bJNAC9xKsOh3EaJwKey6plJbPfzFUlWFGXXD/eeGoTGjNrcqsRCCSDgwrAzLldsry/MP5pcCwMdboLRgEGEUrR5MBchdUkTTlzLZJScNJUTsqgEcQFeCCHx327ggJQNOJ6aXZG/vE+ztfSLP8cOYOQa8sFpCJE/w9ZVQhIaWjWkRKH5sUDZmSsrLAoMeHlJ69FgXyXgJnm79bN42ba8SR9pIKUk4PXi4FF8VNC4QBJQIIS1Gyum/5uUYCbaX4ULqMCcHXqM9c5Kk0+cLBQIpp5+A2siVE7VAYGTjcq60/F0KNlay/fTwkHj0221YXopt3d9jW/f3cvYhopViuUOLwIa1EoJXESOBgqYEkJBXu+pa8KRLt3WBtNvP481/n3c/y02P+xhjhZSSi8ltHOz9HrZMMbvodlaV/Rolxqwh+11M7eBI3w9HJMv+XFdEY/R2GqK30Jk5wtn4ZtrS++k2T7Kv5xt0Zo5xe81fENYuC5cKfPciXCZQOfualR1wpQ1CoBVY5kLLyouoQuOuur8ejI8aH8a38LsUdO945oiSLRKJ45lDvjNRTCniNI2pAAsr+VWk155zq6LOIVT0p6hqw+WaJ9OYFAihoAfvxkr9AORwl51QStCD9zHZgfm+e6jw5ExmlYIFCotiG5kRHu5m84+vURloHPa5ItRRSTHkUqPPdz6udPCkb4VaVnI3JfrwmAyAsFacjduSWeIoUJXhw6kiVMQEh1lPuhwb2MwrHV9HoLC05E6qgnMIKBEUofJk8z/n/N7VGVlX/30JEg/X8zPHlhTfQU1wQc79dCVAWWDG0M9E4JrEdTy4pMgd0UpZXvImivKIQEa10mFZeJMFV1q0pvdhev3E9JmsLHs/JYFZw6wdY7FqXHLZ1oRWUhlcQtxq4cTAkxzq/T6tqb2ciT/PstJ3X/kFivRaus0TxJ3cYzQAElJuD660UEWAqF411tMdEVG9JnsYyYB9karg0oK2PxoUab5LPOV0Dy4icsF0+wetU0VZuYSJYpo4TWMQUnpY6Z9gZ17KsVWgaPMIl/wzir50mjRdJ2jGrQSLfhsr+Q08rxOkCQRQtJkEIh9FC9z2hr0VvuUnjCIUSo16VpXeP+Le1wOa0AfjsxrCK5kzotZQto5i1vJmuqlhe7jSwZUTq79pexm2dn0X20vzzoa/oSY0HwUVBLiehZYnvmO0AdMKKoYaRqBQGWicIvfBQFcCOK7FnOg66kMjBfRenz550iHl+C7DgBrztZGuOraUHh3pQ+NyzapCp9hoYFnpu+k2T9Oc2kFH5jBXSuEoqNSEVnEu8QoJu41eq4myQK4AccmF5NbBvpYHcpPh8aIiuIiAUoTlJTmX2EJFYOFgcPn1Qm14NWqPjun105E+xOyiTcP2kVLSnNyF69moIkBVqDAEryC16n7c/CqmW7jikbqi8fYZtwyak6dxfeA5p7GSXwOG30tFbSBU/L9R9RXTgfvXEUKoPkEybsS1DyNlHCGKUI3VaNpimKLvyCWLjiddZB43oxCCUqMOQwnTnjmN6aWum/UgH/x08gVcTB2m02yiMbomj67SZRTrVahCp9u8gOPZaMplIpN2+0k6vddsYyTY2Zij6uBcyoz6IW31Wi040sQgT3DtqCCoCDSgCJX2zGlsL4OhTp6C+eVnI7+VQAiF2tBCDvU9R1fmHPWhwpbMGA+EUAZdPa6XIeP2EVUuB2hLKf3yI8mtjBQc7njmoCTB8GMIfNe7T5aGxzEJakOriOkziNstnOj/2TAdJ4Bu8xTnEpsBmBPdNEQfaaIQQhBWy5kZuYlT8Wdoir9IfXgdtaHVOe+RJx1caaOJYEHnjrLAXKqCS2lN7+Vo34+pCa0YJkmQdDo4FX8GD5v60Hpieu7svbGiALXqJN86+zz9dmGCrgCiWoi31t+MMj0/XxdIKUEmMZNfx7WPXrVVoCg1hIr/Ds24edwq1dMYP4Qw0IzVaMbqa+88RRBUo6iKQcLpJm53+sHZCKT0EEIdXBTNDC+nIjCL5tRhjvS/wJLiOwfjkSQujrQw3TTF4xA7HC+WFt/Fgb6fs7/3KWaEl1EdnIuCivSdWtheBikhqvsxdnWhxUS0Ui6mDtGcPkx9aGlWJDDDyfg2kk7vMKHJsUBTdAwlRNLpJeMlCMgo4Atu7u97mrQ7QDibBTdezI6uo0T/CU2JXZyIv8b8opsHs/38wrc2lpeh2Ji4y+fSs9CeOT2YdXfJQqNcUZB1Wck9HBvYzK6ex6gLL6LUqLt8H6SLJdMoqITzBB0XGqowqAgs5LR4ngG7mWP9j7O45G1oIojEoy19gH3dX8d0Ry5U35E5wv6erzMjcgN1oXWEtfIs4ZBknH6O9D1GW/oAmghQnxXkvAQhBCWBWSwseZC93V/zhTBxWJJVDpfSpS19gAO93ybldFMeWMCC4gcptFVOV8IsLnkb3eZJeq2zvNL+jywqfgsNkZsIqCVI6ZB0uugyj3MxuZ0ZkRtYVPyWMSeQjARNBFhe9l4G2ptpS+/n1Y5/YVnpe7IZidBvXfSVw9P7CGuVLC55a0HEL6EgrjpBfbiCYjty9cdoQsWVLmcSrUj8v0uNKCE1gJrdlnJN+qwEjnQJqQZLixuZEarMKspO43rBsbZipb8HQ3zFAlVfTij2l6jGhtd9xTeNicGTHj3WBfqsVhzPotu6gOvZ9NvtHB/YQlCNogmdmtDCbNbV+BFQosyL3sDunh/zfPsXmBtZ72d/SZMlsU1UBP2A2pAaY1P1R3mq5d94sf3LnIpvpyLQiAAGnE46MmeoCy3mzXW/X4ArMDqUB2Zye9VHeLXzW/zo/P9HY3QtMb0Sx7Pot9voMs9xQ8V7Bl1apUY9a8rewuaOr/JUy7+ysGgjATVMR+YMvVYLxXr1EKubJ126zLP02x24nk1H5kz23jRzfGAzASWCKnTqw4sJqkVoIsii4ts42PsMT7f+O/OiNyLxaEr44pylRv2EzzmilnJHza/zTOt/8HTr5zg+sIUyoz4bw9JBe+Y084pu4q6a35jwscoDM6kJLeBUYhvPtH6OcqMBVzqEtBhLiu8YzMKrCc7nlsr3s73rUR499xc0RlYT1cuxvQz9dhvdZjO3Vf3adStXI1BoiN5Ka3ofZxOb2dfzdU4M/IyQWkbG7SfldFFszOTW6j9ia8dnSbldOdvxpE1zajfNqV0IfCuWrkTwpIXpDuDhYihR5sfuZ3bR8HNThMaS4nfgeGmO9D3Gkb4fcqzvcYJaDNezML04IKgOLmNdxa9TmqM474SvhRBUBZdxU9XvsaPzv+gxT7Kz67/Z2fUFBEr2eZfZ66ZmxUULXIdWCGaE17Oh8lPs6fofziZe5lziFYLZsSvj9iPxiGo1rCn/CA2RWws2hxWkVt3vLXwYT15tjheYrsUPL77CxVQXq0vns6lqJTXBUoKqgaaouNIj5WRoTnfzYvteTiaaual8CQ/W3Thq//w0CgPH3AYyw5UrE1VfSqj4b7LuuWnS9EaHK20O9T3H/t6ncKWNKx1fEiB9gvb0KVShoyo6D9b/MbMjfhmIkdO0Rd6AYyEE68rfjofH6fh2tnZ/D03olBkzmF9005D9aoLzub/u9zja/xJnEru4mPJjRIq0cqqCc3NPjEIZZQL5pb3EkE+u/vvKlhShsqT4Dor0Sg71PUtz6jAnnT5URSemVzEnup6Z4cuxEkIIlpfcA8DhvufZ1/skuhJgZng599b+Jvt7n+Ji6tDg/rZnsrfnSY4NbMaRVtad6QthNqcOowodTTF4eOZfURdehCo0NpS/E1XonBh4lZdT/0NQjdIYWcOtlR/gTGInpxNXChBmg+GHXJzhAfJccd5CCGaGl3N/3e9ztP9FmpK7OZvciwCKtEpqQwtYcMV9u3Tv80/IuY5HtqxWObdXfZhd3T/mdHwnx7xXCKpR5hfdjBe7nKGpKQYrS+6jxKjlYN8znE/tJ+UMDCq4L4jdTE1ofp7j5+xR9nm9OlFAIGTuviKHWnuK9GrWV3ycqF7DxeRW4nY7lpskrFWwqPgh5sXuo9RopDy4gFSyO2c/ygJzWVf+67SnD9BrnSPj9pFyulCFTkSvpiq4lIbILcyI3JAzscBPrw+wovR9lBpzOZd4hdb0XjJuP6owqAwuYUZ4A3OK7qAkMPuqt0Rc4Q7McR3EcCGgXNfs0v61oVXcXvPnXEhu5WJqOz3mGSw3gSp0QloZpcZsasOraYjcnMPaJMj1fg7fQ8n+v6q/CITQmB3dRESt5EziBVpSe3zNKgHFRgP14XXMit5KTWjVuCQP8kGMlMbHBCii47n8tGUrXznzFG+qWceHZr+JqJZNjx2iS+ELWyWdDP9w9LscG7jAXy59PytK5lw307z0EvS3r8tbqy5U/DcY4Q/8wpIH31WXQsqhpUiE0EEUXbf7MI3JhZQyq/eTSwn5MgwlMhhHc6nMRVCNDBt4HM/y68opQbQc2VVS+llzvqqyv7BShIahBIe15e/rZPd1s/v6OjS+TtMVsgHSxXSTCHE5uDwfLC+D61kYahhVaL6Lx0shuCzI6EgT28sQVIuG9OvSNl924FL/VTRhDBGivLSvxMP2MrjSyU5uBpoIYHt+ynxQjSKE4tdD9NLXDBoPqNHB+3DpWtrSzLo7BZoIoAkDR1q40speCxXHs7C9jH9fFMNP+vDSeHgEs6U0PBxMN4mhhIecS+57pqJmJR0u155zsNwUQijD4tL880sNnnOuCUtKD1uauJ6NRCIQqIqBLoxh46yUElv611VKLzthqmhCH3Yf8sGTHraXROKiizBqVvdJSonpDSClJKBGBwOc/eckjpQQyPFceNlrJKULwreqqMIYjFuyvRSutAiosZzPusTFlZafPYiHlH6+jd+OnhWhvPZ840sO+Pfft/IIFDRUxUBBy/lO2jKN65loSnCwlIw/NiRxpZN9boKDn1teHE+6GEokWxrmqjaRSOlmFwF2tp6dfy6K0AbP5Uric2U/VKGj5xFC9aSL7aUGS/lcWfrm6vMavCdZGR2BiiYCOfs8SuT90qQRp14rzmcOPsKpRAtf2fAH1IbKR9xfSsnu3hP86f4vc0/1Wv5o8buvW3D4LztxmsY0pjGNaUxjGkOQlzhNGhNIuyZnk+0U6xHKjVGIYwkoN4qJqEEO95+dsNJuYTFtcZnGNKYxjWlMYxqTSJxcKcl4Jrbn4AyLf8oBCbZ0cKRLwvWzVqYOVKbJ0zSmMY1pTGMa05g0xSpdqJToUfqsBAf7z7ChbBFATl/jJXfh7p4TpFyTGeGKKRZXM3JQ2TXcncMwVc5trP2+ElPlHK7ERM4HpuY5/WJBTmhB9Hren/E8W9PP0zSm8YuJSSNOUT3EypK5PN++l/86+TjmHJtlxY2EtSCaUFGEwJMS23NIOGm2dx/ju+deREFwc8XSKZVVl6uQrT+QOkivF89twTG34TkncJ0mpBwAmQYCCKUIRWtE1RahBdajqA2glALjDlibEPx+Z5BeHCkHcO0TeM5JXOcM0m3F83pBppG4fkaHCCGUYhS1CkWdiarNQ9WXIpRShFKMEEFeT2ucfz4W0htAet249lFc5wSe04TndSG9XpAmUjoIoYEI+uejVKCotSjaHFRtPkKtRYgihBIBJqeMxGCfvRSe1wETrbElBIpSiyhwHapCQ0oHKQeQ3gCeex7XOojnnsdzm5FeN9JLIzERQkeIEIgIQsRQtFmo6gwUbRaKOgehFCFE1H8mr0e8YTbg2+97H659BNc+hOec9fsuE0iZyfY74j9PaiOqsRpVX4xQyhCieFL76klJa2c/noTK0ggBXSNjOvQn01jZAtehgE4sEsLQr51V5LoeibRJMm3huB5CQNDQKYoECOjDg41zQUqJZbsk0iYZ0862I9BUhYCuEQkZBIz8bXmeRzJtkUhb2I6LAAKGRlE4SDAwuj5MYxqTiUkjThE1yIN1N3I8foFzqQ7+5si3WFg0g7nROor1CLqiYXk2PWacY/ELnEu240qXpcWzuadm7RSiTYC4qlislHjOKazMUziZ53Htg+RS2wbABdfe62+Nq6j6UrTAJvTQ/Wjakuum/Cyli+ecwrUP4dh7ca39uM7JvAHxMDQzYGgZ1wCqNhctcBNa4GZU4waEiF33AU16CRxrN471Co65C9c+BOTPGMt/PiCUMlRtEYq+BE1fgaovQ9Ea/czCAsOxd5Pq/X2k1zbBljQi5d9ED9xSkH4VGlKauNbe7D3ahmsfQHo9+fe/+oMrb6WIoGpz/PujLUbVV6DqS7JEt/Dw35cmHPMlbPMVXHsP0usbsd/+OAAkQYhiVGMtevBOtMBGFLVxUgiUZbv81j/+kHjS5O9+80Fi0SCPv3SQ7YfO0dETR1EVGuvKuH3NPB7cuJSKkkje9zSezPDMtuO8tr+Jo01tDCRNdE2lvqqYtYtm8OZbl7JgVtWIJX48KTl0qpUXd53k4MkWzrf1kkxbCAGxSJCaihirFs7gXXetpLZyuFZYxrR5YecJNu89w5HTbfTGUyiKoLY8xupFM7j3xkWsWlgY9edpTGO8mLSsOvAlCfb0nuTzpx7nYqoTd4RYJ1UorCyZw6/PfYD5RTNQr2MG27Wy6iJlX0ML3JndOY2V/glW6htZle3xWA0UFG0eRvhXMMLvyq5KCz8QSOmBTOPY+7DTP8Kx9uG5LTkLxo4Pwicc+iqC0U+jGqvhCuXfyYGf+ura+zATX8GxdhWAgAyFEEUItQ5NX4oeehgtsAEhAhTKsmabr/zCEid/PLFx7QOYia/i2LuRbhvDqepEYKCo1SjafIJFv4tmrKJQ90ZK38JkJf4HO/M0rnMKmECtORFEUedghN9FIPweENGCvh8Zy+F9f/4ILZ0DfOLhm3lp9ylOX+yiKBwgFDToG0iRythomsJta+bx5x+5m0ho6EJQSkk8afK5723mue3HyVgOoYBOaSxMxrLpi6fxPMnCWVV8+t0bWbt4JspVZR2klDiux/M7TvDVx7dzrrXHtzIpCqqq4EmJ50k8z2NmTSn/9ofvoLYiNuT7qYzF15/YyY9eOEAiZRIwNMqKwziuR29/Csf1mFFdwqfedSu3rZ2LqkxnOU9jUpH3RZ3UqnyaorK+bCH/svqTvNp5iO3dR+kyB7A8G1d6qEIhpAaoDZVxY/kSbqlcSlAxpt5qQviuEOl1kIn/G1bqe+S1MI0KHp5zgszA3+GYrxEq/ktUbTaFdHl5Xg925kWs5CNZS4xDwZVbkUivG8d8nqS9j0DkwwQiHwFRVODjZI8m/eNZqe+QSXw+S3QLn0UgZRzpHMdyTmBnXiJc8g/ooTcV/Di/aJDSw3ObMBNfwEo/kSXok5HlYeG5F7Iuu+Fu9PFBIqWFY75CJv6v2XdmFEkt12w2g+ccITPwd9iZ5wkW/RaacUPBSxdJKfnyj7cyd0Ylf/+bD7Jm8Uw0VWEgmeHrT+zkJy8d5KVdJ5k3o5wPPLgBTb1MOtKmzdd+up2nXj1KUTjAr96/jrffuYKicADPkxw42cLXn9zJ7qMX+Ldvv8RnfuM+5jdUDhuntx08y79/dzM9/Slm15Xz5luXcPvaeVSWRvA8uNDey4ETLSiKoKZ86Bhhux4/fOEA33tmL6qi8CtvWsO77l1NRXEYKeHk+U6+/sQOXjvQxOe+t5lI2GD9koapN1dM45cCk17OWAhBmVHEQ/U3cX/tBnqsOCk3g+O56IpGkRamxIhM4YK+KkIEsqTpn7BSP2R8VqZccHDM50n3W4Ri/wtVX0ShyJPnNGHG/w3PPVuQ9q4F6XWTSfwHEpdg9LcmxcUlZT+Z+D9gpX+SjSGbbEgUrQFFX8x0VuXIkNLBMTeTSXwO19rN5BCmKyFQ9ZUo2hwKcW+kdLGS3yCT+CLSa51494bBxrW2kO67SLDoj9BD9xf8HZESPvmuW7lx+azBz8qLI3zkrTfS0RPnxV2neHnPae6+cSEzq0uz35GcudjNs9tPAPC2O5bz/jevIxi43LcNy2ZRWRrl9/75MU5d6OKJVw7zu+/bNMRlZzsu3/n5Hrr7ktSUx/jTD9/N8nm1KFdYhRY1VrOo8XJR3Mv9lnT1Jnj8pYNkLJu33r6cj779RqJXWMaWzavld391Ex29CY42tfOTlw6xYl7dkH5OYxrXC9eVrWiKSlWwhMZIDfOK6pkVqaYsUDSFSRN+fJO0yMT/Ayv1GPlJkwYEQUSy/0NcKxvPh8Qxt5Ae+Gs8p3nCmWGXoGqLUY0VjG1SUYGAb2ETkaylLcCoHxOZwUp8FTv9E19Rt4CQ0sKM/5tPXEdFmq4+l0v3xGD0j72KFrgVRZ0x7n7ngh9IPAOh1CCUSoRSjhDFvqVOhPx+o/FGIWtS2tjpn5Lq+6PrRJoAEcII3ecHk08EUiK9FGbiC6Tj/zJK0iQY73viuWdJD/wVVup7SGkW7H0HmDezkhXza4f2VAiKo0FuXT2XSNDgYnsfpy90Dx7Xk5Kdh8/R2ROnOBrkgY1Lc5KRWXVl3HPDQgCe23aceGpolYHTF7s5dNq/dm+/cwXL59cNIU3Xwt5jF7nY0YehabzjrpVDSNMl1FbEePOtSwDYsvc0XX2FKyw/jWmMBZNucXrjQ8FK/zjrnruaNAVQtLmo+nxUdTZCrUKIIhAC6SXx3GY8pwnX3u+7FvJOKF7WRfDPhEr+DpjgZAD+xBJ+L3bm2RGIho6izkDR6lGUOoRai6KUI5RiEBp4GTw5gOe2ZAPLj2XjcvIP9lL2YSb/x88sKpg1wMNOP4WZepQRXaQihKotQNEas8SkEkUpAhHEd8VkkF4f0m3Hc1vxvHY85wLS6yCXW0aIKEbobQV3q6j6aqIVPwKZ8LMBZT/S68fzBpCyD7yBwd895zyOuZnCWTkLCykt7PQTpPr/EuTIVeEvI5jNQKvNPmth3/oiJZIM0ktls+3a8dwucgX8K2ojWmDjxPuPg5l8hEziP64Z+yeUGlR9IYo2F0WdiVBKfFehtPG8PqR7Adc5h2sfyRKw3O+J9DrIDPw9CAMj9K4Jn8MlzJtZga4Of1aFEDTWllEUDdLWNUBr98BgiQ/Pkxw45Rdhr6sspj5HwDb4b/H6pQ1848mdJDIWx892sGHZZcvWwVMt2I6LoatsXD1nzG/9vuPNSAmVZVFm15Xl7oMQrF/agCIEGcvh0OlWZlSXjPFI05jGxDHpxGlwZYNkwE7Rkekl41qUGkU0RKqG7XcJU8Z3LZNYqUcZOnEJFG0hgejH0PTVKGp9dvC/qs9SImUC1zmBnf5ZdpXZn/dQVubnaOlb0UPvmPD5CyHQjHWo+kpca9sVW1QUdQZacBOasQFFnY2iVmZTp3PHi0jpIb0ePOcMVuZJrOS3GCl7zbWP4mQ2o0RmF+Q+Sq87656L59lDQTXWEYh8CFVfgqLUZuNfch/br82X9M/Ja8dzmrDNrTjmliEkSjXWZV1BhcVgv0QRQikC8lW3lzjmNhLW9olLF0wCpPRwre1k4v8yCtIkEEolevBe9MDtCLUORalAKNEssVXxiYaNlOmsvEQP0m3HsfbiWK/hOifwC1FLjNBDQHCC/Zc45muYyS+MSJqEKEEPvQUj9FY/01Ipz2bIXR0g7foE2DmFbT7vv+9e7kKvUg5gxj+LqjWi6usL8p6UREN5M96KIgECmk+qBhJpXM9DUVSklHT2+udeXTZybGJJUQhd1/A8SUfP0HexoyeBlFBWHCESGnucanu2vcrSkYPni6MhAoZG2rRp6x4tUR8bZDaQ/co5SQiBolyulyilxHE8Dhw4z66dTXR2DKBqKjU1xaxa1cDyFTNR1dxFkKWUpFIWBw6cZ8+ec/R0J1CEoLo6xsJFdaxbN5tgqDByNVL62mlSSpJJkzOnOzh/vpuOjgF6e5Ok0xau66FpKoGARnFxmIqKIupnlDJvXjUlJWEURfFrz03ynDzIFTy/rxcv9tB0ppPW1j4SCZN0ysS0HAxdJRg0CIZ0KiuLqKkpoX5GKbU1JRgBbTBxYTL7O+nEyfYc9vSe5KfNWznQ34Tt+RPAPTVr+YNFl1dbaddiS9dBFKGwoWwRRVr+ie/6wh/MByGCGKF3ESz6Td/VMpKbUQiEKELV16DqK9ACG0n3/y8891yeQyUwk4+g6qtQtEIUOQ4QiHyYlH0IRSlDNdagBx9CD9yUnay07EA78nGEUBBqBUIpJ2SsQDPWkBn4Rzz3fJ5vOJjpRzEi76UQk5vrnMC1tufZQ8MI/yrBot+5YkIbGX7l+ChCiaIwE6mvRQ+9DeklcO09WOmf4NqHCUTez+trlBXXTa5iPJBeO+mBv83/PAM+YarFiLybQPi9CKWCkTXMNN/9ppQBjUgp0YJ3g3Tw3AtY6Z/i2gfQQ2+ecP899zyZgb/LS278OKo1hGJ/ls0YHXkyE0JFqGUIZT2qsRoj9BZS/X+Fa+0il6XUc8+THvh/hEv+EUWdNeH3XVFF3ldZUxVEdkKxbXdwkpKAafljsmHkf9Z94qCgawqm5ZC2hhL5dMYCJEFDQxnHeVzqQ0Af+X1ThMDQVdKmTTozkQSdkfHvn32GF54/PPj36jWN/OEfvZlYLISUkqYznXz961vYueMMluXgef71VBTB9x/dwZq1s3j/B25hwYKaIS5L1/U4ePACX/7Sy5w+1T7kXiiKQFUVGhrKef8HbuGGG+dhGFpeMjwSpJT09iZpbe3j4IGLbN92iqamTkzTwfO8QWJ4pb3iEjkSQqCqAl3XaGysYNMdi1m3bg61dSVoWm4yOFFIKensjHPsWAtbNh9n9+6zg6TO7ytXEdnLfVUUgaIKiqJBFi6qY+3aRuYvqKGuroTi4hwGjQJgUmcF23P4WesOvnrm5ww4qSHbHG9oDIwiBN87/xIXkh18ZtkHubli6WR2bdwwQg8TjP0JipLbpJ0L/o3T0QK3ESz+DJn+z2Rdd8Ph2gexzecJaI2MLkZq5ONqxgbCxf8firYAVV8xIbeTfx5B9OADIF1S/X8GMpVzX885heecR9UXjPt4PiSefcwXFc0BRWskWPTbKGrlONu/tIo0EGoZino3WuB2PPcCilI9Rcj71IOUDmbif3DtIyPsJVCNdQSjv4MWuHVcz96ldwehoyoLCOm/j5QmExWQlTKNlfq2r2WWB6qxjnDx32WTNsbeZ0VbQrjkH0j3/zWO+Ty53MGutQsr9X2CRb/HRIfjjOnkVWY3bRc3O7kHriA3AoiEfEtzKp1fdkFKiet5WVFNQSQ41DodChqAIG3aeOOI2xrsQ2Zk6QfPk2SyJCsaHh4HVShYlkMqdbkvTU2dmBkbYiFaW/v47Gef5tDBizn7Z5o2W187RUfHAH/8Jw8yb151dpvHzh1n+NznnqWttS/ndz3P5fTpDv79s8/wkYTJ/W8eW5yq50laW3rZseMMO3ac4djRFgYGRpdIc5mcSFwXLMvl8OFmjh5tYebMfdz7pmU89JY1RCKFve6plMWO7af56eN7OHy4Gdu+dnzs1X3FBjOToGvLCV7dcoLi4jDLls3gxpvmcuvGhcRiBQh/uQKTtpyVUrKz5zjfOvc8STfD3Ggt72nYxO2VK3PuH1B01pTOx5Yuu3tPTLEivz5UfQXB6G+OiTRdCSEU9MDtGJGPZC0+ueD4rsERhCnHdEylHD30LjRjdcFidYTQ0EMPoAfuzr+TdHCtvQU4mpfV0skNPXAXQhkvacoNIXRUbc6kiSu+0SGlxLX3YWeeZKR4N1VfQ7j4n9ACGwsYJyYQIjih9vz+n8JOP06+mDlfI+pPULTxE38hBIraSKj4MyO0Y2OlvnkNq93o0NEbzxts3juQImPaKEJQXhxBycoRKEIws8bPsGvu6BuR9LR1DWA7LqoiqK8aOgbWVcZQBHT3JemPZ8Yc9N6YjWtq7ezHcfPLQLT3xLFsBwHMvI7xTR3t/SSSJol4hq8/soXDh5qv+Z3Tpzr4ny+/TDLpJwGcOtXBV778ck7SdDV6e5M88rXNnDnTOaZ+PvWz/fzZnz7Kl774Iju2nx41aRoJnic5d66Lrz+yhf/83LN0deV/zsaCS1axL33xRf7tX3/Ovn3nR0WaRoP+/hSvvnqCzZuPY1mFD3OYNOKUdDM817aHbnOAe6rX8v9WfYKPz32QNWXz8n5nScwPNjw2cGHq0SYRwYh8CKHWTawZYRAIvxdVX5F3H885iW2+OqHjXD6emKSSD4bvyhL5yIWL4xwtwHFkXsVmAEUrbMbbNEYBmcZKP47nDl9xX4KizSNc8vdZl/NUczd6WOnvj9B/nUDkw2jG+gn33SdPDYRif5L3XZFeL2biy8gJxrEda2onlcN95XoeJ8910J9IUxoLUVdVPGjDUBSFtYtnoCoK7T1xjp/tyN1HCZv3nAZ8iYN5M4cuVlYuqMfQNRzX4+dbj465JuH6JQ1oqkJvPM3+E7lJiZSSzbtPISXEokEWz6kZ20EmAMfxOHOmg1dfO8lrr50cNXE4cOACr2w+jmk6fOdbr3HmTO7rmwvd3Ul+9MOdmObon4tYLERbW9+YvjNamKbDs88e4n++/DLpEayTo0UiYfLf//U8j/9kD/F45tpfGCN0XWXlygbKy6MFb3vSXHVJJ8Px+AV0ReM9DZsoMa7d+apACQBdZr//pk4hL4mqzUczNhRmEhBhAuH3k7J25NnBw848ix68b8q6ii5NCKo2F9c+kGMPiXTbkFJO/BxE/sdUepMTIDqN3PADZzuymX55Jg8RJRD5MIo2f0o+v1L2Y2eezrtd1Regh95SMMInhEA11qMHbsPOPJWrRzjWNjynCVWfx3gHvo7eBC/sPMHb7liByB5XSklXX5KX95zGsl1m1pQyp7588L4IASvm1TG7voym5m4ef/kgM6pLKAoHBr8PcOBUC68daALgnhsXErpKsmBGdQmrFtaz9cBZntl6jHVLZnLj8sac8U6XOMeV6uPzZ1WxZE4NB0+28KMX9jO/oZKyWHhIH06e7+SFXb5rdePquZREC+t+uRYOHrxIe1s/yYSJpiksXFjLkqUzCAY1jh9vY/euJtyrrGXptMWuXWcIRwx27Dgz+HlNTTGrVs+iurqY3t4kW7eepLNjaMC9lJLjx1ppvtjDnLlVjAYrVs5k7txqTpzIXZVAVRWqqmI0zCqnpqaYSCRAKGRgmg4DA2lOnWqn6UxnXmLkeZIXXzzKhhvmcvumReN+v13X45mnD7L55eN59wmFDOYvqKG+roTSsgjBoAEC0kmLeCJNW2s/5893092dGHbdAaLRADfdPO+NFeNkew5dZj9lRozaUPmovqOrGgoCy3OmmMVJQTXWoKgzC9aiFtiAoi3Ac07k3O7aB/Hci6ha4Y5ZaAglhqotzEOcLpEal4k9ZgJFqci71TZfIhD9GDC1C93+IsE1d+A5Z/Ju14x16KGHECMQ3tcTTuZ5pJvPBaJghN/ny4oUEELE0EMP4Jiv5cys9ZwLONYrKNrccQ/00VCALz22la7eJBvXzCFo6PQMpPj6EzvYd7yZSMjg7XesoLL08iJWCMGsujJ+5b61/Md3N/PkliMMJE0evmslZTG/3MmeYxf5/rN76YunWb+kgbfcvnxYwLKhqXzkrTfQ2jnAubYe/s8Xn+b2tfPYtHYuZcURPClp6xrgxLlOmpq7+eS7bqGxrnywD2WxMB94YD3/8s0XeXVfE3/9pad59z2rqamIIaXkyJk2vvv0Hs639rJkTg3vumfVqIoWFxI//9l+PM8jEgnw0Y/dzt33LMMw/BJTluXyxE/38rWvbcbMDLX27N93nuPHWslkbFRV4fbbF/Ebn7iTWCzol6PxJA89tJq//dufcLapa8h3W1r6ONPUyew5w5XacyEaDXL/m1fS1NSJbbsYhkZZWYRZjRWsXz+HdetmU1IaRtPUwaw/RRGDmYS27dLR3s+TT+zjuecPEx8YbgmyLIdHH93O+g1zxhXvJKXv+vv5zw/kdKPV1pbwwIOruH3TIkpKwqiqks3su5zReCmr0XFceroT7Nlzlt27z3IhS6QyGZvVaxppaMg/d0wE10U5fLQDQdxO4SGJavnTal8f6OjGDQVdgSJK0YwNWHmIk5/+f3pKEydEAKHk1lzx4YK0R7QYXRsKir4QfxU+nE671kGs1A8xwu/O1pObxuRCYpvPkz+2ScMIPYyilF7PTo0aUjpZN3huV4ai1mZLohR2ABJCoOprUbSZuHYuSRITx9yDHnrYF0MdBx68bSlnLnbxtZ9u51tP7SIY0EmkTBzXIxoO8M67VnLXhgXDzk1VFO67aRHpjMU3ntzJ8ztO8NKuU0TDAWzHJZWxUITgxuWNfPzhm6mrHF7QWwjBkjm1/N77N/Hlx7Zy6HQrP3npID956eAQqxFAfWXxMFeeoghuXtlIxrqVL/7wNbYeOMv2g+coigRwPUkiZSIELJtby6ffvTFbbPj6ThK27aIogofespoHHlyFpl0mbpqmcv+bV3DieCsvvjg0RKGn53K86sqVDXziU3dRVja02HLj7AoefucG/vNzz5K5wt1qmjbnz3XhOB76KIiiqiqsXtPI0qUz0A2Vdetms3ZtI7MaK4fVF8wFw9CYPaeKT3zqLubOq+aRr71CZ+dwGZiW5l4OHrjAjTflD73JBynhxIk2zp3tGratrq6U3/uD+1i9+tpZpkY2PyEWC9E4u5K3vX0tLS197Nl9lkOHLvLgQ6snjUdMGnHSFY1yI0aflaDfSlAZLBlxf4lkX5/vQ2+MVDOl/HRCR9WXF7jNEKq+GF/JerhZVHp9eG4TUt4+Jd0dPrQRA6glHhOv9yVQtQUIpQrptefYniET/zekTBMIvxdEZArG1PwCQSZxrD15NwulHC14+3Xs0Njgua1Za1lu4qfoS7OSCYV/5xS1FkVbiGsfznl81z7ox/OJGOMZ8SMhgz/+tbvYsu8ML+w4ycWOPipKIiyeXcObbl7EhqWzhtSouxK6pvK2TStYOKuKzXtOs+3gWXr6U4SjQVYvrGfj6rncvHI2VWX5dZY0VWHDslnMqCph++FzbD94jtMXuoinTTRFUFESZe6MCm5fN4/ayliO76vctX4BDdWlbN57mtf2N9HREydoKCxurObW1XO4eeVsZlaXvG5j4syGcjZtWoya4zpGo0FuvGkeO3acIZkcrnMXi4W4/4GVlJZGhvVfURQWLaylrq5kWEB4S3Mvtu2OijgB1NWV8Pt/eD/BoE5paXhMCu6XoGkqd929lIF4mq9+ZfOwoO1k0uTYsRZuuHHsFlLX9Th5om2Ye01VBfe+aRkrls8c1/1VFIUZM8qory/lzruW+K69ScKkEaeoFmJFyRyea9/DYxdf5f2NdxPWclsEHM/lcP9ZnmzZjiZUbqlYhjKFiJOilCHU2mvvOAYIIbJieqV5CIGF51zAJ1VT05IymCqexxpUqGOo2jy0wK3Y6R/lPI6vxPy3OOYLGOH3+UG9Ss0UJpxvXLjOCeQIYpF6YGPB3VyFhOdewHNzvW9wmaSXTMqxhVDRjPXY6R/ju7Cv7ttZpNuOVBvGNfrZtkt1eYx337Oad961avBNEcLPnrvmCl5XWTG/juXz6vjUu24d9n3/95HbUISfcfeOqhW8bdNykJffWMFQ/Z1cUFWFhY1VLJhVxUffeuO4+jCZmD+/mhkzy3L2QQjBwoW1lJVFchKnGTPKWLWyIa/lp6o6RmVVbBhxam/vx3FGn22mqgr19RO3+BqGxoMPruaZpw9xtmlonzxPcvFiL8mkSTQ6Nq0+z/NoaxtudS0qCjF3XjWqNvGEjLH2aayYNOIUUgNsrFzOzp7jPNm6DcuzuaN6FWnXt65IJGnH5GK6i23dR3iubQ99VpylxY2sLh27+W8yIbQGJmUFqlQhlFge4gSe24aUmSnsgro+A5hQijBCb8fJvIiUPXn28nDMV3Gs/Wj6KvTQm9AD92QJ7+jdxdMYGa5zyne/5oFqrOU6l8AcNaSUSLcDKXtz7yBCfimVApfYuRKqvhD/+uSaCD1c5xiqsX5Cx7gkYDje745GFPdabQCo43znCtGHyYBPSMpGtGRUVRfnnLSFgJkNZZSU5rfQh8NGTr2h/oF0zuDn64Fw2OCmm+YNI04A/X0p0mlrXCTF83Kfz9S64/kxacRJEYIN5Yt436y7eKTpGX7c/CrPtO3Gk/4Fe7njALt7TmBJl7STwZYujZFqPjT7PqqCr58pNhfUCUoQ5INf5mQEV5fXCTJ/aZNCwo9BcLKlPWwkLkgXBt1tXraW2KW/JeDhefmITCEh0AK3YEQ/jBn/HLlcm4OQCRxrC461k4zyefTg3dlSGXMQSumUDVh+o8BzzpK3bp4IZkvUTJ13dyg8PK89b+1GIcIoBbYsXw1FbQSh5iWfbp6Yx2m8/jAMlbr6khG9qIah5Ux/F0Iwb17NiHFGiqJQHAuhKGJQiRx8t9iVf19vLF8xk+98e+uwz1Mpc1waSUIIioqGE8R4PMPZs12s3zAXTZuqY4iPSZ1FdEXjbTNuodSI8lTrTg71N5HJWpwynkXG8n+P6RFuLJnDe2fdweLYrJGafF0gRBmTMRkIpZiRqrt73gDIietl5IbE8/wisvJSwVu3E+n1+jXCZBIp0yDTSGkDJkgbKS3A8n9KC19AcPJfaiE0gpGPgtfnF/vNW7fuEkyk14qV+gZW6vuoxnL0wJ1+/T5jBTBVSvq8gSBlNhstt9tAUSoQYnjg8NSBg3SHB6QOQgQQyugygMcLoUQRIoaUuXVrpHNtYcVpvD7QNJWK8pHd0EJAScnwDF9FEcyYcW33WSh8qc7f5THVzDgFEZwcD4QQlJdH0XV1WJyT7bi47tj7paoKjY3Ds90uSRSsXNnA4iV1U3gcuQ5ZdapQuL1qJctL5nA+2c7JeDMdZh8Z1yKkGtSGyllYNJOZ4UqK9amp1CyU4YGMBWkXA0YgTsg4Mt/qfozwXzwXZBLbfBXHfAXXOY50O5GyH+nFyWtJmCIQIkqw6HdRtHlk4v+C9LoYHWnL4Fo7ca09CLUGVVuEEX4bWuA2hCgmV8HWaQyHxMxb+gb890QokxtbMCFIF+nlcdMBAs0vOjypENm4xtxCiJ7Xif9MTz+PUw2KqoyqdIcRGD6tXiIg14KuDXcTu643ZkHRQkJVFYJBfRhxuroQ8mihKIL582soKgoOE748f76bf//s03zow7exavUsAgFtShKo6+K3UIVCZaCYCiPG6tJ5SPyifUKAuPRvCl6cQeQtjzLRdsWIFiffujNx37b0UrjOMez041iZnyPddnyrwdRSy7omhECIEozwe9GM9WQSX8QxX84bIzYcLtJtxnGbccyXUdQ6jPB70YN3+vo5GOPKZvplgZRWtk5cHogIUzWRwYfnW1HzQhvxfSwMxIjB8yMF3k/j9YWqCCLRaz/fhu4X5r26gG6s+Npac4qqDBuCLtVke72gCJEzi3C8EEIwf0ENa9Y2svnlY8NI4cmT7fyfv3qMlatm8Za3rGb+/BrKyiPjyg6cLFzXgA8hfJLk/3E9jzwxiMm8TCPG3DhMhDhJKfHcc1jJb2BlnkS6vxhuACFUVH0h4eK/xrG2YaV+iG2+BCNYQ4bDwXPPk4n/E1b6B+jBN2GEfwVVa+QN9XBeT0iHfG46AIE+qYHVE4dkxPg4IbguQ6LQ82/L48LLB01V+MhbbiSeNlk6uzqnUvc0CgMhBMHgCPducMfcH4bDk5ce/0ZDcXGIt7xlDfv3naevb3iheNN02LH9NIcOXmDx4jrWrpvNzbfMp76+dEoQqEkdJaSUmJ5NysmQ8WySTgbbs6/JnRWhsKhofFoOk4JJ7cc12h7nQkNKG8faSbr/M3jOKcbmhrs0gah+ICsKAgVQstfikmtL8VfIBSpIPFYIJYwWuAPNWI/rnMZMfhPHfCnrjhltbJiH55zGTHwRO/MMRvj9GOF3oIiSaevTMFxDl+sN7/IUXJ/+j3SMsb3wmqrw4G1LJ9adaYwKQhHo+vimTCEE2gTT7MeLS0rbpulgZmwyGZvOrjitrf309iQYGEiTSllkMjZmxsa0HCzLwTRtLNMlmcwUpFjwlRBCsHzFTD7265v44hdeYCCHQjlAKmWxe/dZDhy4wI8f283CRbXce+9yFi+uIxoNoOnq68ITJo04SSk5m2zjpy3b2NZ9lI5ML64cnfUkogX58a3/B22KrF7lCOnXE298pLa17GQ0xialjZ3+GemBv0N6LaP4hoJQqlG0GVmJhEoUtTKbhRbzRS5FCCGCIIL+T4IIoWMm/hsz+aUx97FQ8FXYi1D1lYRLVuC5Z7EzT+NkXsa1D+Usb5EbDp5ziszAX+FaOwgW/Q6KtmhaTHMI1Oz/PJAOjPIdf30gQIy06ve4PnF+I7zzkxUWMI0JQ8C4yY+iXi9SfhlSSlIpi6YznZw40cqJE22cPtVOc3PvpBQBHitUVeGee5cRi4V49HvbOXz4Yt5YLtt26egYoKNjgFe3nKChoZybbp7Phg1zmDe/hlDIuK7r3EkjTnEnzSNNz/BK1yGklKhCoUgLoyvaNR+fsBaYWuvWScps81cCIzB5cUlcckyN4tqHSMf/77VJkwiiBTahB+5A1X11bkUpHbX6tpTONSai6wd/1SFQtTkokY9jhN6Ka5/AzjyPbT6DdNsYndtTYmeexnPbCBX/Naq+fOpYPl9n+FIO+YmTlFbBkhkmBwowAjGR3nWQ/5BIOdw1MYhp4jR1MYbyYcO+WuCujIRLddy2vnaS5587zOnTHbS397+ukgb5oGkqN908n4ZZ5Tz1swM88/RB+vqSIwbDe57k7Nkuzp3r4oUXjrBoUS1vfvNKVq2elY3FEpNOoiaPONkpdvYcRxMqvzHvATZWLiOqhRjNI+SrxE6dlf7orRZjhZVXUwb8LDLBKHzqV0B6faQH/gbpXsy/k4igB+4kEP14VpDP8GPPfkEIghAKQq1DKLVogVsIer+DY72ClfoBrn08m9E00iDi4tp7SPf/KZHSLyG0+uvV9akNEbhGMkN8zDE61xVCHbGGnsTGk/FJlu+USDe/9pmiVE3q0acxflxSPp/KcF2PY0db+N73trFrZ1NBLEtX1xosNHyphjI+8tHbuP/NK/jp43vZtvUUHR0DwzL5roSU0N7WT3tbP9u3n2b16kbe/vZ1LFteTyAwtnlzrJg04iQEqEIlqoV4qP5GDGVyT2Qy4cfMFP7BkV4ir54LZGUQRgokHdagxMr8DNc+NMJOAYLRTxOIfBChjK+Y6BsFl0rCCLUCI/Q29MA9ONYe7Mwz2Jmn8qaEX4JrHyaT+C9CsT9HKNfOiPlFhxBGthxJ7hI70usb2ZryukPL1qHLA2mOKFdQEMjMiAsxRZlidTqn8YaBlJJtW0/xxS++yMUL1xYmDgZ1yiuilJZGiBWFCIV0giEDXVcxDI1AQEPXVQYG0jz2o13j0mwaLfwYMJWZM8v5+Cfu5E1vWs6uXU28uuUkJ060jkigADJpm62vneTokWYeessaHnxoFRUVk1f6adKIU7Ee5baq5bzccYADfWdYVjwbXdFQprr0QA547mjihMYOKXtGnGgUpWxMrjDP68bJvAB521QwIr9KIPLhAunVeNlMqzcCBEKJogdvQzPWYYTfiZX8FlbmCcibAu5hm8+i2/ejGTe/4Z7byYCiVuO764bfd+n1ZMVT5RS9VgqKWoXvrsuxYJEZpDsymZ4oXLd5xLhGRZt6AsDTmPrwPMnu3U3893+/QEtzbvKv6yrl5VHWrpvNqlWzaJxdQTCoYxg+QVJVBVVVUBSBolz6KTh9uoOf/HgPrjv6enkTgaoqzJ1XTePsSu66aylNTZ288MJhdmz3iyePRKL6+lJ89ztbOXmijd/67XuorimelLFo0ohTWA3wkTn3E9Mi/NPRR1lZOpf5RTMo0SPXDPrWlGyh3yky+HrOOfz4mMIGq3tuO9LLv/oUat2YdGU8txnHPph3u6ovIRD+1azeTgEg3SluYcgNoYRR9ZWESlagZW4hM/AveG5Tzn2l24KTeQHNWMfU1ii6PlC0+b4VNCdhdnHs/WiBTRT6XSkEhBD+O6VW5HRlS5n0C+1Kd9JkFTz7KCPF2qn6dIbcNMYGKSVtbf1845EtOUmTEDB7dhVvfmAld929lKKi4BXbpsYcmwuqqlBeUUR5hU/2OjsGeO21k2zdeooTx1uHiWdegm27bNt2Conkj//kwZxK7hPFpMoRJJ00cSdFv53k2bbdPNu2G4FAvUb8UlQLcdMtS1CmSFad5/Ugva5swdjCwNdYahnBbK+iqDXA6CxOUkqk1z6C+0lB1VejaLML9rJIMkivuyBtXW9cCibXgw8AKun+/4XMU3fPsfYgZWoKF1u+flC1+Yw0bLjmdoi6TEXiBKCodShKOW7OGEAP1zmHlEmEKHy1AClldmGTp8CpKEFRp+PppjE2SAnbt53i2LHWnNsXLKzld37nTcxfUD0lNJDGgkvFnoWA6ppi3vb2tdx2+yKOHm3hpReP8srm4zhObgvUnj1neebpgzz8zvUFFfCESc2qS/GFU0+wtesIuqJRHSwlqBhZK9LlifvqaAkBhLTA1GLC0sKx9mGEClkA1MS1j+QvOKqUoGpzx5AOL3Gd8+QXKDTQjNWIscRMXeuIXgLXyW2peaNACB09eD+uuQMz9bWc+3jO8etWbHmqQ9Fmo6h1/jXJAcfei+ecRdUXXOeejQ6KWoeqz8e1D5ArTsu1D/r1+ERRwSOBpdeDa+U+LoCqL8sW/p5CY980pjwcx+Wpn+3HdYcT8qqqGJ/+9N0sWFgzrudKSonneTjO1JAZuVS65pZb5rN2bSP33bec7353Gwf2Xxh2/rbl8vxzh9mwYQ6NsysL2o9JzKpLs7f3NKpQ+eDse7mhfBGVgWJ0RR9V6KMypQIkbVxrOzL4poLp+khvANfanXe7UEpRtLljaRHpjaCcLVSEUjOG9q5xNCnx3It5XVxvJAihoYcewkw9Qs6gZzlyEP8vFzT0wEbMPMQJaWKlf0BQ+5MpqSIuhIZmbMRKPU4ukVTPOYtrH0bR5hR8BHLtA3ju+TxbFVRj5S98wsY0Co+2tn6ac7roBBtvW8i8+eMjTZcQj5uvW5HhfBBCEAoZrFs/h9lzqvjiF17guWcPD9vv7NlOzpzpYFZjRUEXJJNmt1OEQkg1KAsU8bb6m5kbrSOmRwipBsFR/J9aqy4Px9qP5+Y2hY4VUkpc56RvccoDRZ2NojaMseWRVgWiwGKOEifzs6mdfj4GKNpM8mczyUnT8nojQgveSf54Lw878zyuc3TKDbaXoAVuRyhlebY6WOkfUGghTCnTOObmbGHq4RBKGZqxvqAW4Wn8cuD8ue6c1qZIJMDixXUYxsQWMBfO535mpwrKyiJ84IO3Mn/+cMOA43icPNme8/pMBJNGnMqMIh6euRGQ7O87Q9LJTNmBdDRwnaO41hakLERmgYWZ/Cr5y4IoGKH7xzyICjFSEJyL5/WNqb2R4DrHsNKPF6y91xsjS06o16H46xsHqrYILXBD3u2ecxIr8RWkHJiS77xQSjHC78i73TG34mSeH1qldQKQUuLax7DSPyHf4kbVF6MaG5iWIpjGWOELRg5/VoNBncrKogkZIaSEvXvPTaR7kw4hBLW1Jdxy6/yc3vXOjoGCi39OmqtOU1Q2lC2i2xzgP0/+mLnReqqDpcT0MIaij+iK0xWNh+pvnFIimMgkZupRtMDdCLV8/M1IiWNuwTG35t1HKFVogY1jbFlkU63zHdjBc85MOFXcVzvvxUx8EVlAIjbS8WBysz+klDjWbvIRJ6FUwHRgOJC9D0opeuAuHGtnnhg9iZV5EkVfSCDyG0g51bJ3BHrwzdjpn+K5F3Jsz2Amv4qiL0ZRGyb8viAzmIn/RnqdefZSMELvQlFGrzuTa6KcWtd4eB+nWv9+UZCPFCiqwAiMf4qXUtLRMcCRw1O/OLyiKJSVRdE0dZhcgWUVXjJn0ohTW7qHP9r3BSzpkHQyNKe7/VKxQkFcQxI9ogZ5oO4GlCn2nrnWLszE5wkW/cG4BBGllHjOMTKJ/wCZLx5JwQi/DaGMlZwJPyNHRPPoEtk41i4M2YsQ+dwUo4BMYCa+hJ1+ktGVMJkYpNsKOKBUZOvlFfihkBLpdWClHs27i6ovzdbnmwZcigl7ECv9U1x7V+6dZBoz/jlAYoTfB8QKeu98y6+VvS9ja1cIgaovRA+9DTPx3+SqHedY28nEP+uLn6ojiGaO2EcJMkEm8d/Ymefz7qcZG9CDd4+5/b7My5zu/gs0pYQFFf9G2Jg/rn5OBqT0aE98l7b4NygL3UV98SdQRSG046ZxNUIhPWcig+t4pJLjDzFwHJcnfrqX/v7CFvidDEgpSSbNnEHs4Uig4Irvk0acDEVjSXHjuL479WKcLsHDTH0TRCgrIjm2DBjPOU164G9xrTyTDX7Wkh56S7Yu2Ojha9RUo2qzcfNoObnWbuzM0xihd48jcFfiuW2Yia9gJr/C9SmGCrb1Cmb8c2iBjWiBW9D0NQi1piDxWlJKpNtMJv4vuPbwwEIfGlrgJhjRDfrLB0WtIlj0SZK9vw0ymXMfKQfIDPwLrn2MQOQjWQI6sRUwMoFrH8Wx9yJEiEDk/YzHvSVEECP8PhzzVVx7T449XOz0D0AIgtHfQlVnjTnLTnrdmIn/wkx9C8idlSmUGgLRT/kLnjHC8zJYbiueNJEjFQ5+HeDJNN2pp0nZx5HSoaroPagFEd2dxtWoqi7OqXmYTJqcP9/NylVjt5p6nsf2bad57tlDBY8P8jyJEIW1QCaTJkeONOe0xM6YUVZwGYZJI05lgRh/uOhd4/quQEyxrLorIFOYyS/jOccIRH8bVV+EfxlzKaLL7I00ccxtZBKfG5E0gYEeeghVW8B4JgNFqUXVl2dLruTKDusnE/93FLUWzbgVP3Yn/3H8vkvAxjG3Yia/jGNuYyhpyl1+o3Dws/es1Dex00+gaLNQ9aXowbtR9VXZLCQl+/9aqvQyG7bigkz7VoXEF3CtPeSrWK9os9CMG1+fDDEpR3Fp5eum1K0FbsMIvxsr+XXyy2BksNOP4dr70QMb0UNvRdWX4es8+fds6LMur/jpAR7Si+Pae3GsvTjWbjz3PNJtQw89mCVO44Oq1RMs+h2Svb8JMp5jD4md+hGe00Qg8mvowTcBOqAM6ssM2XvwfTFxrT1kEl/CMbeQjzSBgRF+J5pxwxRdKI4fighSHLyRlHWMWHADmlJ4Xaxp+Jg1qxzDUIe5pDIZmz17znLb7QspLg6P6hnz9QAlhw5d5MtfepnOzlzvxcRw6OAF9u07z8bbFlJfX4qmqeMmUr5cgmT7tlPs2jU8wzsU0pk7twqlwO6rSSNOqlAoMd74KwwhShFqBZ5z8vKHMunXOzNfHTSzq9r8bBkTA39AdXzJAbcJO/1THHM7+QdQH5qxgUDkY+MXWhRB9NCD2Jmn8wpTSvciqZ5Po4feih56M4o6AyFivstDKCC9rLBlAul149pHsDM/xzFfY1gwu4hkY122I7328fV5DJCyD9fuw7UP+K41EUbVFqIZK1G0+SjaDISIgAhmiyMr+JOvi5S2LyvgdeJYe3DMLXjO2eHnNAQ6RuhdqPpyChG0K6UH2CBt30IgLZDO5d+xkdK+/FNavvUwb1kbD9fc6W8Xun/OwgChZX/XB3+C7icbZH+/FmkeHfy6h9Lrx07/hPzkSeI5pzGdM5jJb6OoM1CNFajafBS1FkQRQuhIaYFMIr04nteO55zBc87juuey2ZsehXUPC7TARkKxPyE98E+QU4zWwbV2krL2ouqL0QJ3+3poSln2PdUADykzSK8PzzmBlfk5rrWPkd93BT14H8HobyKUX7zEAyFU6mO/QV3sI4CKmKKCqL8IKCoKsWrVLLZsOTFs29bXTjF7diXveHj9EMXwXPA8SVtbH1teOc73vruNvr7JcdF1dyf55jde5bvf3cqqVbO4+Zb5zG6spKq6mJKSMJqmjGpssm2X1tY+Xt1ynO98exvp1PCxfMmSeubOqy74wmRSlcN/EaAFbiUQ/Rjpvj/Hda505/huA8d8Acd8AUQ0W1sujBAK0jORXhdSDjAai4yiziEY+8MJKRYLIXwiF7gLK50/ZkfKAazUN7DTP0XR5vhB5SKSnbwckHE8rxvPuZglRLn6LzDCv0Iw+imSvZ/CtSafOF1xBoADcgDX3olr78x+riOUYoSI+uRJqNlYGDs7sfWOUMdvOHyLyvsKYm1yndNYqe8ivX5fE0pmkDIN0vT7dsXv/rYMfj21kZ4dj0ziX/BJXcCfyEUo+zOYJcP+T3+Sv/y3FrgRI/TQhM7pkns4WPT7SG8Ax3zuGt+QgIXnnsFLn5kSziUhdIzQ25HeAJn4Z8lPdhxc+yCufRATA6GUI5QiBDoSBymTvtTAqOQ5FLTAJoKxP866gH+xrE2XIMQ0YboeUBTBnXctYceOM8OsTo7j8r3vbqejY4CNty1kyZJ6YrGhRD2RyHD6dAdHjzRny5m0DWln5swygkGDkyfbCtZnz5OYGYft206zfdtpSssizJldSV1dKTW1JdTVl1BeXkQkYhAM+oWHbdvBzDj09CRobe3nzJkODh28QFNTZ87YpmBQ5867llBRUXgDzjRxGhGanyasryRU/BlS/Z/Bc46RczKTCTw3X7HYkaGojYRif+67nibIjIUIECj6HVznWDbWKf/E61tw9uCOeQYLYoTfSbDod1CUUjRjNa61Y8RjXR/YPlllorojGlrgNkKxv0QoJYXoGJ7TjJn8Vh6X0EQhgSzZkv2juAsCsCZMnC5BURsIF/816XgMO/NUXjX8qQqhxAhEPgYomIn/GqEM0iVYSK8V6Y1H181AD95DMPZnE87YGwoFKV1cL4En00g8hNBQRBhVREbhwnZxZQrPyyAHXfEqijBQlSiK8MMRcsGTDo7bM0KclYKuVqCMQl7Fk3b2HEzAQ6CiiCCqEp2SgqpTBSuzlpuXXzo2LM7HNG2eefogr245QVFRkNLSCNFoENtxicczJOIZUimLVGpoAV0hoKamhD/+0wfZtbOJ06fbC57Wfwm9PUl29yTZvfssmqYSCGYLDysKiqqgCJ9seVLi2C6m6WCadl7FEFVVuOvupdxx55JJKTMzTZxGgFCK/TIIQkE1biRc8n9JD/wNrrXz2l8eJRRtMaHiv0Qzbi1Y5L+iziRU/NfZvu6ikIRGiGIC0Y9iRD6MEL7KsWbchMkXC3qc1w0ighF6O8Gi30Iotb9wsSeTASEEqPWEi/8G01iJlfgfPHdqa79cDaGECER/HUVrwEx8PhsnWOhjVGKEHiZY9DtZC29hni2BQEqL7tTP6Ej8gKR1GMdLoKvlFAVWUx19D7HgTVnyMxRSeiSsfQxkdjFgbidpHcd2uwEXVYkR0hspDd1BRfgBAtqsnH02nQsc7/w0KftYzv5pSinLah4lrOevhCClR8Y5T3fqKXrTz5O2z+B6STSlmLCxgPLwA5SF78ZQK/hFtdCNF0IIiotDvO99N9HW1sexo8MJvedJ4vEM8XiGlpa+UbQJ8+fX8PFP3MmiRXX09iQpKgpelww7x3FxEuPXSwwGde66aykf+/VNGMbkUJxp4jQChFKSDf725RNUfTXh4r8jk/g8dubnE1xZG+jBuwhEP4mqryzoBO2nW68iXPx3pAf+L475EvnjT0bdKoo6i2DR76IH7x8ix6DqS32XQ04ZhIlB1VegGWtxrL34QemTRc5UFG0RgeiH0YP3oUyXvhgThBAgigiEP4imLcNKfx8r/dOsa7TQ90wABoo6g0JOokIY6ME3o2hzfcmNzFN5MwbHBgXVWE8w+slsokG4oHXwJC5dqSfoTDyGIxPoSimaWozlttOd+hlJ6xCzSv6EsvC9w6w2EoeL/Z+nL7150EqlqcUIYeC4PcTNvSTMgwxkdjK/4t/Q1ZJhx9eUEqqj7yHjnMeVKVwvhSeTZJwLpO1T1+6/lKTskzT1/BVxcw8SF1WJYKhVOF4//ZltxM19xM1dzCr9E3SlcnpBcxWEEMyZW8Vv/uY9/Nfnn+fIkZZxi88KIVi1qoHf+MSdg4HVDQ3lxGKhghCnQFBD0wS2XdhxQQiIxUK87/23cPfdSykqCk7aczJNnEaAqi0YUt9NCIGiLSRc8o845tsxE1/CdU5khe1GE7QqEEoFqjYHI/xB9NC9+LEphb+5Qih+X0v/HSfzDGbq23j2yawbYgwPrChCUevQg/cTCP8KQq3l6slKiBiavgLHeq2g5wC+SnWk7BFc+yBW+ic41j6k151V+p5g4V0RRFGqshIQD/mEUEQKXJrmlwtCaKjGekLGKgKRj2GlvoNj7cBzW7KCqeMk8CLs129UqrPxWW8dYy3HUR5GqKjaYsIl/xfX/iBm8qu41l48tx0Yy6ShI9QqVG0hRuhh9OAdWStT4Z8tx+ujPf5dysL3UF/8KQJqDRKPeGYn5/s/S9I6xPn+zxLU5xDWFwwZbwQa5eH7EKiUhe+hOHgTWtY97Xh9tMYfoXXgEfoyW+hKPk5t7IPDjq8pJdQU/SqSS1mF/vjSkXiMpp7PXLP/ttfDmZ7/RdzcQ1BrpKHk9ykO3owiDFwvSXf6aZr7P09n8ieAYE7Z36BO66oNgxCCRYvr+N//39t5/Md7ePnlY7S39w8ThMyHYFBnxowy7rxrCffdv4JY7LJuXl19KTU1xVy40DPhfq5fP4e/+bt38+wzBzlxoo2e7iTJ5Pjr4YXDBlXVMdaunc2DD62ivr4MVZ3cMXyaOAEIg2DR711Vj0ygGmuHkRr/7yB6YBOasR7H3oNj7cGzD+E5F/HcVqRM4qe3awgRRqjVKOpMPyvHWItmrPXdXJO8ahJCIETMT3kObMKxtmcDXI/guReRbhdSJvAtOSqIgE8c1EoUpQZVm4eqL0U1VmfjMfI8jMIgEP04mn3rkI99Qc6J1d4SQgERRQvchGrcgPQ6cZ2TeM5p/3p7LXhuhz8py36kl8oGVjv4ZFYAWpYkxfxsKKXGlzXQZqPqy7MEeXJ1mhStkWDR74KcINkrCASqvmTyWhe+RUjVFxKKfQbP68C1D+DaJ/DcJlznXJb8dmeD4i38yVbPBrYHEKIo+95Uoqi1KOpcVG0uij4fRSlhMt01fv8DaMZqX97DOY5r7cO1D+E5TXhuK95gILiD/54H/YBxtcrvpzYfTV+Oqq+4Lllz0cBqGkr+iIB2eaFXGr4DIQyOd36StH2C3vQLhPX5XHnthFCoiLyVivCDKMpQMqIqEWbEPk3c3E/c3El/5tWcxMm/XtqwO5LLNXg1pPToSvyYhHkIXSlnVumfUha6a3CsUZUINdFfRaBytvdv6E49TXn4zZSF7xz1tRkPbrttITNmDBUKjkQCo0prX7d+DpFIYEj8ja6raNq1J/MVKxv40IdvGxJLpKqCSGR0mdZCCCoqivjwR2/jtk2L2LPnLKdPttN0tpPeniSplIVlOSiKQiCoEYuFqKwsYtasSubNq2L16lnU1ZcOm/dUVeHhd25gxcqGwfMqLQ1TUjL2cVPXVdatm83q1bNovtjL6dPtNDf30nyxl66uOL29SeLxDOmMhZlxcF0PKSWqqmAYKpFIkJKSMJVVMWbNKqexsYJFi+uYMWNsuooTgbgGyxuNigxIcKSN7dm40kUiEQhUoaIrOprQh52QlB5pN4MjbTShEVJH1pmwPYu066/4IloUhaEpi1JKHOngSBvHc32zMwIl2wc9Rx8ufS/tpnClS0ANogsdDw/LM3E8F/A1cnRhYCh6TvIgpYPldpN2urMZUVdM2iI7qIowQokBGkE1lLM/MqvJc+laetJDIlGEgoKKoRioioq4xqQhpcQebGPo/VCFRCPtD/rSxCd40u8rSjaVPYgnAjjSwEEM6gSpQsNQjGHX/vWA/9za2Yk3k03xt0C6+FaNyytfX5ZA9dPzhQEEEUoEuD5Cq67rMdCf5urXSVVVotEAyiSvjqYKpPRApvwMNGllnz8X/12RXL5PCj6JCmZJVCj79+v3zPnim2lf0mKQ7F3q+6V+G9l3PZrNbpy8+yqlpCf1NMe7PoXAoKHk96mLfWzYMT1pc6T9AwyYO4gaq1he8yhjESH1pMm53n+gNf41IsYKVtT8aNTn1ZH4Aae7/wJVieaNcbLcTk53/Qm9mZcoDz/A3LK/RrvKHSiRWE4LJ7v+gAFzJ5WRdzC3/G9QfoHKICXTFjuPnue1g02cbekhYzmEgwa1FTFuWjaLTWvmY+hjD473PI90yiaRzGBZDq7j4WYFKFVFQddVAkGdSCRAIKC9bu+Y53mk0zamaWNZLo7t4roerudl372sx0cRaJqKbqgEgzrhcGCIfIFlO/zrd1/mbGsPH33oRtYumjGRc8r7xQlbnPqsXk4ljnMifpRzqTN0ZjqwpI2h6JQbFcyJLuCGsltojMxBvcK/bnoWjzV/ly1dLzE/upAPzf4EZUb+MiOvdL7ID5u/Q1AJ8QcL/4LaYP3gtgG7n6bkKY4NHOZs6gztmTZMz0QTGmVGOY2ROawvu4kF0cVoytBT9vD42tkvcix+mHfNeB8rStawvftV9vfvoS3djOVZRLQi5kUXsL7sJpbGVgxrA1S29RzkOxceGdU1e+/MD3Fb5fAVU1u6lVOJ45xKHOdc6gy9Vi+OdAipIcqNSpYWr2Bd6Q3UBOvy1vFzPIcTiaPs6tlGU/IMPVYnjudgKAalgXLqgjNYElvO8uJVFOnDpQ+klMSdAQ707WV/327OJZtIuymCapDaYD0rS9aypnQ9JUbZNQncZOKSVcMnQlM7HqmjvZ+PvOfzeFcp8M5fVMf//vt3UlU9tftfKFyyHgreePpufgxXGMHUU5BXRCDrghs+Jgg0igJrGDB3XA64VnM9bxLb7cV0W3HdflyZRmLheSYZ53x2Fye7IC0cIbScdtLOOQQ6EWMxao7YQoFAVysJG4sZMHeQcZqw3HaCWkPB+vF6Ip7M8O/ff4XHNx/CkxJDUzF0Dcd12X3sAgFd5bbVc2Ec0g6KohCJBohEpzbJVBSFSCQwastaPrR2x/nJ5kPYjktdRYy1i2YUqIdDMWHidLB/L481P0raTSEQBNUgMTVGxk1zMX2Bi+kLnIof590z38/CoiWD7C+gBJgXXcDOnm20ZJppTTdTquc2tWXcDEcGDuJKl7nR+RTrJUP2O5U4zvcufIN+u2+w7ZgWw/RMWjPNtGaaORE/ysMz3svqkvU5LT2WZ9KaaeFM80l29mxDIolqRUig3+5lV+82TiaO8Z6ZH8jZRkwvZk4kX60oSdpN02G24Uo3L4/d3Pkcr3S9iCMdFBRCaoiwGibpJjiXOsOF1FlOxo/ygVkfozIwXNTLlS47e7fyeMsP6bW6UVAo0mMoqkLSTdCSvkhL+iLnUmdojMwdRpyklCScOI9e+CYH+/dhehkMYRDRomTcDCcSxziTPMWpxAneWvdOqoPTWWejQTQa5C0Pr2OgP81Af4pzTZ10tA0MrqTeaPA8SfOFbnq6E6xYnTvTahrXD0KoeciQD0OtBvwgctvrHbKvlBLH66Ez+RP60q9gui243gCul0JiI6VzhTxB4eHKJK43gBA6ulKR91nyt5cCCo43gONNhqzH9YeUku2Hz/H8zhMIIdi0Zi73rF9IOKhjOx7d/UkWNFRi6NNRNaNBaVGIhbOqaO7oY+2imZN2nAnfjfnRRcwINTA3Op9lxSupDtaioOBIhwN9e3mq7XFaMhd5qfM5ZoYbiWgRwF/BLSxaSplRTkvmIkfjh1lYtAQthxn5fKqJlsxFdKGzrHgVIXXoqq8h3MjM0CzWld7IsuKV1IdmogoVT3ocix/hZ60/pjXTzEudzzErPIfyQO6inVs6X0RVVG6p2MRtlXdSrJcipceJ+FF+ePE79NjdPNnyGPOLFlOkXVHJXMDy4tUsii3L2a7pZvhZ64/pyLTRGJ7DvOiCnPstK17FxfR5lhavZFlsJSVGKQJBxk2zvec1nm57glOJE7zS9SJvr3/PMItPR6aN59ufpt/qZV3pjbyp5kFKjXJfx1y6tKQvcGTgAK70qAnWDu+nl+Gx5u+xp3cHES3Km2vfyvqymwgoAWzP5vDAfp5ue5J9fbuwPYsPzf44UW30Fd1/WREtCvLRT92F9CS27fCdR17l+9/a+np3a9xIJjN855FXOXmshf/+xsdR1Wni9PpCZJXyc+OyS0tm9ZEuw3SbOdX1B8TN/SgiQEifTTS4kpDeiKaUoAiD7tTT9KbzFymeCKS08bARKCjCyLufH3YRQKBkqwBMBfnUicP1PA6daSOeMlnUWMUn3nYzc+rLEcIPkbgUSZOrFt00hqMoHOBzf/AOXNcjEsz/PE0UEyZONcE6PjXv94aRGYBbKzYx4PTzRMuPOJM4ScZNDxIngBKjlEWxJbRkLnKwby/31TxE9KpCkK50OZ04SZ/VR1WwmjmRecPcVBWBKj4651MEldCwFcu60hvIuGm+f/GbNKcu0Gf35iVOlrS4peR23jnjvejK5Yu+unS9b4m5+C167V6aEqdYUbJ6cLtAoCkaWo7LKaVkb+9OdvZu5f9v77yj5CrPPP1891aurqrOOSvnhBISEghERiLIBoPBHqeZnfV4gr3e8czszp45M7Pe3fF4Ztcej71gg8E2BoMBgUCAAooo55Y6qtU5d3V15Zv2j+ouqVXVrUaoF+Nzn3P6n64bvu/equ++9w2/1yE7ub/4YYqdpWnDXHO885mWMROHPDZJ023J4K7C+2mLtHB88DA1gTM8WPLZlP2H1WH6Yt04ZCfr826nzFUx5nOf1cdsz7xk3tTV46wJnOX00HFsko17CjexLu/2MWHJNbm34rNm8XTTDzgbOM2JwaPckndb2mtpchkhRFJPRLYk8go+zQwPRaitaU+oC38KPWa/f6QaRFeiJdXyBfIVieq6odA+9O8EYkexSJmUZ/45ue7NWCTPFdvECMXT6zPdCCRhQ8KORhB9AtV1AwPdiI5IJtgmNLI+TcQVjeFwYt45Xjd5WRnJZ1iiuOeTHN2nDyEEGc6pD0t+bMNJCJHWaBr9rNo9A0lIDKsBVENJaUh6U9Zqdve8T2+sm0uhJub5FiY/MwyDsBqidrgGHY0yZwWFjuK055poDOWuSqzCRlgLEddj4zZFdcpObsm7DctVlWCSkChzVeCz+giqwwwqkyvJNAyDlnAzb3W+RlxX2FS8iTne+ePmBklCSjGakp8hMd09k+ODh/HHB0dKf8ciCxmLZCWmxWiLtFDpnoZFjE34E0KkPX9cj1M7fI6gGqTCVcWizGVpcrlgesYsZnnnccp/jEP9+1iZswab9PuxiJlcG8Mw6OkK0NE2SG6+6W38XcAwVBR9fLX8mNoOJIwUq3Q5jzSudjAcOwEYZDtvJ8/9ILLkHrOvYRhoUxgWkyUvVjkbRRkgpnWPuzYbeoy41gfoWCQfluvQWRttCBuJTc5bZbXI2KypPR1HC6pUTUcdSWBOJC8ncnUscuJvvGIkRdXQRlSwh0NRQtF48rNITBnjXZIkgcNmSat+bRhGcgy6rie8UyNJ3xON4cp9Y3EViyxhH3mx03WDuKoljkfC02WRZawT9I8bPZaiaugj10aWJKwWGVlK33jdMAxiioqq6tisFqwWCcNInFvTjGRBk8WSOM5EHrdYXEVRUyUXbFYZq+VG9ORM5YYETg0MFF1hSPETVIaJGzFUXUUzNDoi7QmXIwaqkTq5Imcx0zJmUh+8wKGB/czxzh/jDemNddMYrEMWMsuzV6d9mI+OQdVVAsoQw2qAmB5DHany64/3Jav9VH38eH2Ro5RMa2opJoBNsuOQnASMIWLatftRGYZBb6ybV9p/yZAyyM0561ibexvSNRIrDQxiWhS/MkhYDRHX46hG4lp2RxO9gnQ0dF0Deey1yLPnMzNjDif8R3ij4xVaw5dYnn0zxc4SPBbvuAnlAFE9Qku4eeQ6lIybqG+TbMzKmMMp/zEGlQG6o50pnq2UY0cV2lsH8A+GiEUVrFaZzCw3JWXZuNIkAxqGQeulPlqa+xBCMHdBKVnZ6ROKW5oT2wHMXVBKdk767QzDIBKO09Xpxz8QSsr12+1WPF4HOXkesrMzEOOUGxuGwZA/QmfHIIGhMLqmY3dYyS/wUVDowzpFCrVXjyE4HKWzfRC/P4yqaNjsFvLyvRQWZWJ3pIZrEobOEPW1neTl+5g1txhF0WhvHWCgb5joyP3wZbooq8jF6Uo1glVVY3AghH8gxJA/zPtvn0bTdGJRhf17LqSUaGdmuZm3sGzcBUvXdAYGQnS2DxAKxjAMcGfYyS/wkV/onZIWCb/P6EaUUOwc2c47UgQudSNGIHoYALdtLtIV+keqPoQ+IuLrsFYhCSdXJ2DqRohg/PSUjd1uKcJpnU5YqSUUP4Oi94+og1/GwCCudROKnwEELusMrHL+dZ3vVEMHf/w/X57Utp+9Ywl/9ui6lO9xnz/EmcZOjl1o5WxTJ209Q8TiKk67heI8H8tmlXHX6tlML8lN0ROKxlW+98td1Lf2MhAIMxAIJ3WWDp5pZvN/enrM9rMrCvi7r91DeWHWmP8PBsLUNHdzpKaFs02dXOoaJBJVsFllinO9LJhezN2rZjOvuhCLnN7Dvft4A//lx9u4bdl0/vE/3E/3wDDvHrrA7uONtHb7UTSNXJ+bFXMreOLuZZTkpRqrcUXl6IVWPjjeyLELrfT5Q0iyoDw/i5sXVnHbsulML03NXTMMg3/6xS62f3iBrz14M5vXzWfn0TreP1JPQ1sfoUgMX4aDRTNKuGvVbFbOrUhrxAL8n5f38squUyk6UF//zC08cdeytHP/uHys1X7UIDofOMvxwcN0RTvwK35iehRFj6MZWtJgSeyQegybZGeBb3GikizURH+8lzx7QfLzU0MnUAyFXFt+2tyg0YvVFGrgUP8+OqMd+JUBolqUuB5HGzE60nlorsZj8WCR0ucKJNymozft2sdSDIX3u9+mMVhPuauKjQX3jAlTppuHYigjobjTdEW7CKoBYloMxVCS85h4/F7uLnqAuB7jbOAUB/r3cGboJOWuSmZ757EsawVZ1pzkfK5k1OgUiERe1HhJmgg8Vh8yMnE9TkBJ39crcVsM2lr6ee3lI5w+fom+3gCRSByb1UJuvpd5C8vY9MhNTJ9ZmGKw9HYP86//YxvDgQhbPreKp742Vj7fMAwCQxF+/L/f48jBBiqn5fG3300NX47mCZw91cK214/TVN9DX09iHIZh4HTZ8GW6KavI4fNfXsesOcVX7Z+Yx+EDDWx74wQX67sZGAiiqTpOl42SsmyWLK/iM4+vJmOKlGpHx1Bzuo3fvnyYxrou+nuHURQNu8NKUUkWC5eUs+Vzq8nN96SM4cSxZv75H7Zy06pp/OV/e4g3f3uMvTtr6O4aIhyOY7PKZOd6WLaiiocfW0nxVXoone2D/OzHu2lu7GagP0Q4lAgL+QfD/P1fv5Iy3qXLq/iH7z+ekvtkGKCqKu9tO83eXee52NBDIBABAzxeByVlOdx6x1zuemAxNtsnVxr9acNAxR/dR576IA5LVTI/BsAf3U1EbQIg27mRKw0jSXKNVKVCXOtCN+LIIhHKS+xv0Bd6k/Ak1L+vF1nykuW8lcHITgKxYwxF95Hr2kSiW4NIjqM//C6h+AUk4SLbdeek+t6lw+WwMrN8fKMrrqi09w4Rjasj5079Du44Ws+/v7o/6SlyOWx43XaCkTg1F7s5f7Gboxda+eYTt7Fw2tgCGsMw8A9HMAzI8rjwZTjp6g8wFIzidtkpyfON8a5UFGWllSE4XNPCP/9qNwOBRBjWYbficduJxBRqW3qpbenlSE0Lf/a59axZUDWu10fTDXoGQ7T3DvHD3+xj57F6dN1AEgLdMAhF4mi6wWMbl6TsG1NUfrv7DD9/+0jCYJIEmW4nqq5x7mIXNc3d7D/dxNc/s46b0sgC6LpBNK5ysbOfn715mN/sPElc1fC5HVgtMj2DQd49VMuxC638yWfWce/Nc9Les8UziglGYgRCUQKhKGcaOtGvyA+bCj6W4RTXY+zo2c6OnneIaVE8Fi/FzjIKHUV4rZk4ZSeD8X62d72JPo6ytoTE9IyZ5Nrz8CuD1AZqyM3NRwhBVI9ycjDRF25Z1oq0YSzVUDnQ/wFvd25lWA3glt0UO0socpbis2bilF2E1CDbu94kpk/sKbJI1mt6hCaDZmgc6PuAA/17cFs8fLbs82OMwXSEtRC/afslxwYPYxg6WbYcyl1VFDgK8Vi82CU7TaEGDvbvHfcYQgjKnBV8seoPORc4zf6+3bRH2jgfOEvt8Hn29O5gdc4t3JK7IbWibsRrCGLC0JsQAouQk8n3ih4fZ0uDC+c6+Lfvv0NjXRden4uS0mw8PieBoQh9PQHe23aKU8eb+c9/+yBzF4z9YS1cUs4jj63iF8/u5d1tp5k+u4h1G+YkvRFKXGPrK0c5dayZ7JwMvvDVWykqHvtWZow0hHznzZO8+PP99PUM43Ba8XidZOUkjNh4TGU4EOZig0pOmi7aqqrx/tunefbHuwiFYmRluZk1pxirVaavJ0BLcx+Ndd20XOzj69+8m5y8VMPl46LrOgf21PL0D3fQ1xPAl+Vi2owCHE4bA/1Bujv9vNHYQ21NB//5bx+ksDgz7RjaWvp55t928MGOGjxeJxVVeVitMj1dQ/T2DPHWa8fp7QnwF3/1AL7My7pqFotMcWkWXl/ioXrhXDtN9d04XTZu3Tg/JQ+jvDJ9dVQspvCLn+3l9ZcOI4QgJy+D8spcMKC7y0/dhQ4a67robB/kiS+tw50xNar6v3/IRNVmGvu/Q6nv6zgsFRhoDEUP0hH4CboRxWNfTpbzVq40BBxyGS7rdCJKHX2ht8iwLcTnWEWicm2IvtBWeoIvY5UyUfT+KRm5QJDrvg9/ZC/94be4OPD3xNU+spzrkCQnqhagP/w2XcM/BwzyMx7G57j5us83vTSX//3Nh9N+pmk6b+w9y9Ovf0h+VgZrF1WnzTFaNKOYiqIslswsZe2iasoLspBkQSyusPtYA8+/c5QLl7r5zY6TzCjNxXVFkrLTbuW/fvmuZEgrHI3zg5f38d7hWhZUF/GXT92Oy3l5e1mScKXxJM+qyKeiMIvbl89gzcJqppXkYpElVE3j4NlmnnvrCC1dg7z8/klmlxeQmzn+S3tbj59ntn7ImcZOvnT/StYuqibb68IfDFPT1E3fUJDS/LHeJk03ePvgeZ5540OicZW7V87msTuXUpCdgWHAuYtdvPDOUc42dvIvL+7mO1+4g3lVhWl/z+8frkMSgluWTOOxO5ZQlONFNwzONXXxr7/+gI6+AP/39YOsXlBJtjc1JWf90umsWVSFpiVCnVu+8zPCkwzHXi/XbTgZhsGF4XPs7NlOVIuyLGsFdxduoshRPObi1A2f593ut8Z10gghKHaWUuaq5PjgYeqGz7M0ayUui4va4XMMKX7clgzm+Ral6IcYhkFbpIW3O99gSPEz37eI+4oepNxVNSYs1Rq+xM6ed4hdoyvKjViidUPnQuAcb3e9gV2y80DRw5S7Kid8AOiGzv6+Dzg68CGSkFmfv5E78u/BZ8tMbmMYBpqhTWg4wUhynMXDyuw1LM1cQd3weWoCZzg/fJaOSBtvdLxCb6yHLaWP47ZcNhQkIbDJdlADExqYo0KjmqFhF9K4RtbwcJSnf/g+tTUdrFwzgye/vI7qGQVYLDKaqnHuTBtP/3AHF8618/QPd/A3f/8IOXme5BysNgt3b1pMQ30Xe3fW8NLzB5gxq4ji0oRxdOp4M2++dgxdN7j/oWXctGpaWlXf0yda+Pn//YAhf5gZs4t44OFlLF1ePZKfI+jvDdBY3004FCMnd2zOjmEYnDnZwi9+tpdIJM7Dj67kvgeXkl/oQwhBOBTj/XdO86vn9nP4QAOvVxzh819alzZkdr0YhsGlpl6e/cluerqGuO/BpWzespyS8hwkSRCPqezdfZ4XntnDhXPt/Oq5fXztTzaS4Ul9yejq8LNj+xk23rOQz37+ZgqLMkFAf98wL79wkNd+c4RD++s5e6qVNetnJfcrKsniK398e3I8T/9wB0313Xh9Tr7xrXuQJ6GIrKk6u949y9ZXjuL2ONjy+CruvHcRHq8zIebYH2Tba8d56YUDvPX6cSqn5bPx3kVmcuwkcNtmUZjxeVqHfkBNzx9gkbwY6Gh6AACXdQ5lvm9gt4x9OZEkO8XerxKO1xJRG2no/0vsliIk7MS1bnQjRo7rbnyO1TQP/uOUjV9gpyLrLxHCQn/4HS75/5HWoe8jCxeqHsQghiwyyPc8SqnvTxDX+dgSI/k6mRnpldyP17bx6/dPgICn7l3Oirnladft2RX5/OBbW/C4UtMMPnfnMgYCYZ5/+yjHatsIx5QxhpMQAq/78m/TKstJj5LFIuHNcEwqubmyKJvv/emDZDhTRXw3r1tANK7yf17ay/nmbgYCoQkNp4FAmJN1HXz7yQ2sXVidXEeLcr3MqSxM2d4wDPr8QV587wSBcJS7Vs7mW09swJdxeV63Zk2nsiibv/rRm9S19PLKrtPMKM1L5lJdSSSmsG7JNP76C3fgvmLu+VkZxFWVv3vmXfqHQhw738rGlbNS9rdaErlMwKTU2W8E130W1VCpH64lqA6Tac3kzsL7KHIWp9zEiBYe5wiXscsO5njmYxFWmkIN+JUBNEOjNlBDTI9R4aoiP41uEUDDcC1+ZRC75ODuwk1UuKtTcnliWjRp4U8libymHrZ1vkZQDbIiew03Za8cI/yZjpAapCFYi2IoVLmnsSH/Lry21HjyZK7llVglK/N8C3mw5LN8qeqPuTlnHRIyp/zHOR8Y2/3dIqxkWrMwMBiI94/bN8jAYEjxo6Fhk2x4rZmp2xgGh/bXU3O2jcKiTL74h7cxY3YRlpEvt2yRmb+onIcfW4nH6+BiQzfHDjelnDMzy80TX7qF3DwvjfVd/OaXB9H1RJ7PCz/dy0BfkPmLyti05Sbs9lRjRdcNXv31IYb8YbJyMvjGt+/lzvsWk1/oQ5IkJEmQV+Bj1dqZbLhrQcr3S1E03n/7FD1dQyy5qYrHnlpDQdFlb47Lbefu+5ewZv0sdF1n3+4L9PcFr7vn0njs2H6G1uY+Zswu4smvrqesMje5uNnsFtZvmMsd9yxEliWOHWri0sXeccewcHE5j39xbcIrNZK4mZvn5dGn1pCd7cYw4MSRizd0/IZh0N8/zI7tZ4jFFO64ZyH3P7QMjzfxABNCkJPrYcvjq5k1r4RoROHtN06ipUn4NLkCISMJB177KnLdDzIj93vkujchCw8CcFqnU+h5khm5/wufY1VagcwM2wKm5XyXgozHcVhKUbUhNGOYDPtiKrP/hsqsv8Ztm4/dUoYQtimRvBVCYJMLqMz6DtNy/jtZzjuwSlnoKNgtheS47mV67j9R7vsLrPL4aQTXi2EYtPf6+fFvDzA4HOGe1XO47+a5455HCJHWaIJEMvfimSUIIRgYCqFO4XfY40rvkZWEYH5VIVaLzFAwekXYMT2yJLhlcTUr51VMqqUMwNmmTpo7BrDIMo/ctmiM0TRKRWEWG1ckDJ0PjjcwOJz++eW0W3lo/YIxBiYkrvPMsnwKsj2omk57X/q0kE+C6/Y46YaOXxkEwCE7E4ZNSmKhTmOwHt2Y2NUjECzKXMq2ztfoi/fSFGzAIiw0hy8iC5nZnnn40j2gMRhUEi5ki2ShJE2Zv27oXApfnCCkdOOIaBFea/81jaEG5nrn80DxIzgm0acqpscIqYku7Fm2bDwWb+o80GgI1l3XuKySlRJHKRsL7qUt0kJLuJnOaHuycgESFYWV7moag3V0Rtrpi/ekDS/G9RgXhs8BkG3LId+R+kaiKBq73zuHpuosW1lNSWlqwr0kCaqn51NQlElDbRd1Fzq4deO8MXlMABWVeXz5jzfwg++9w653z1I1vYC2S/3Unm+nuDSbr31jY/IBfDXNTT3Une8A4L7NS5k+s3DSCwMkyu73764F4I57FqZNZLfZLSy5qYq33zhBe+sA7W39FJVkTvoc1yIaUdj1XuJ6b7hzHt40c7VYZeYvKsPlttPbE6C5qZc580tTvDV2u4VVa2eSm+9NuR8er5PqGYX09zXQ1Tl4w8Y/StulfmpOt+FwWLn19rlpDV2H08qyFdWcPn6JhrpO+vuDCa+YSVqynRtYUXochAVJWPDaV+CxL+NyI2Ux4qUfv7JICAmPfSke+yKMZKuiRPslgQwIrHIuC4teHfn/1EhpCCGwyjnkuu4jx3U3l9vwjI5lanLeDMNgKBTlJ699yKmGDlbNq+BL96/E7Zy4UtgwEvlQA8NhAiPtTEar5Zo7BzFIvLip2mSav1/v2EFRNfzDYfzBKDFFQVF1NE2ntcePruvohnFN481pt7J8Thk2y+TNgaPnW9ENg8JMN3Mq06ehCCFYu6iaH716gGA4xtnGTgpzUrtVlBVkUpqfPr3AbpXxuu109iXyrX5XuG7DSbpChkDRFQJKgFx7XvJzwzBoDV/izNDJSSZme5njnZ9MaM60ZdEd7cBtyWC2d964PxqXnAg36YbGYHyAIuflViyjHqDjg0dQplgwTdUV9vbt5LT/BIWOIjYVb8Epp+pKpcMiLNjkxA81pAaJ6hEyrtBSMYxEAn5TsH7cYxiGQVyPj0gSpN5WIQQ6OrqhJ/vejR2DlTmeeRwZOEhPrIsTg0fZkH9nSrJ87fB56ocTui43Za9OG6rr7x1moC9RwtxY380zP9qZ1mAJh2IM9AcBCAxFiMeUFMNJkgQrbp7Bbafb2PbGcV54Zg+KouJ02nj4sZVUVOWNe42bG3uJxRRsdgvzFpV9JKMJ4GJTD7GRWPneXec5e6ol7Xa9PQG0kQWyryfwkc5xLdpa+pPJ2McOX6Sz3Z82puwfDBGNJsba3zeMoRtw1Xxdbjul5enf2AWJLuMAseiNVYo2DGhq6EZVNaS4YOurR8cNZzY19ACJh05/77BpOI1D4h7KY6roElIjFj7qsn65Se94+wkEH10bxxh5YRZYJt2eSQjphrZ0mQxb955jx9E6cn0uvrp5NcVpqseuRNcTat97TjbS1N5Pz2CQcDRONJ4wXFRNm9LEZBhJI2jo5L0jtTS199M1MEwoHCM6YsCpmj7pKItFlkf0oyZ//o6+xDpXkO2ZcF3N8bmx2yxEY8q4HiOf24kzzYsUAFcUZd1oT/7H4boNJ1lYqHJP48P+fQzG+9nZs51b8zbilJ3o6DQF69nW+TpBdRiBmJTxdFP2Kg4PHKA+eIFsew5hLcx89wxKnOml0wWC6owZ2CUHUS3KO11bEyKaFg86Op2RNrZ2vEp3rAsJadwE9Y+LbuicGjrBzu7t2GQ76/NuJ9uWQ1ANpt3eKlmxS5fdrBkWD6XOcmoDNTQE6zjYv4/lWSuRhQXFiHPKf5ydPduRJQvjTcHA4OjghxwZ+JBFmUuYnjGLDIsnWR3RF+vlve636Iy2k2nLoso9Y8xiJoRgpmcuK7LXsKtnO+90bSWqRViZswa75EDR45wLnOa97m0ousI870KWZa1IO5bhQCT5EK8730FDbdeE189ikdE1Y0xH8CtxZ9h59KmbOXPyEs1NvQBsuHM+G+9ZOKGY5OBgCE3V8WW6rqvira8nkFwA9+46P+HiLwkJyQLx2I11zff3DSd73B39sPGac7BYZNR4+ipSq81Chje9ThiQNMhu/AJl0NeTMKTjcZV33zpFWutvBIsl0Uk+Hpu6Vh8mU4thaETVZgx0LHJmsnrvdwld1/nw3CWef/sIFlniPz6ylrlVqR70K4nEFF587zi/evc4wUgMr9tBVXEOlYXZ5PhcuJx2OvuG+PX7J6bMeIorKlv3nePZtw7T5w+R4bRTWZzNstml5PrcZDjt+IMRfrH9GHHl2uuRECRzhCZLZGR9d9gmzueUhMBulYnGlHE9RlarjPwpkyC5bsNJIJjrXcDSrOUcGTjIzp7tHBk4iMfqI6yGCCh+ChxFPF7+B7zS9kv64r0TH08IihwlVLiraQzWc6h/PwCrctaOmyMkhKDCVcWa3PXs6d3JoYH9SW9VVIvijw+SbcvmM6WfZ2fPO1wK39jcjVEiWoS9vTsZUv3YJBv7+z7gw/59426/wLeEOwvvwzaymMhCZk3OepqCDTSG6nil7Zfs6tmOQ3YSUIYIqyGq3NN4sORRfnnpZ+ik/zHE9TgXhs9xYfjsSN9AJ3bJTlyPE9HCGBj4rJlsLLg3rbSDRbJwb9Fm4nqMIwMH2db1Ou91b8Mpu4jpUWJ6DFnILMpcxqbiR3DL6TWTVFVPGkE3rZzG3IVl18y8LyvPSRu+gcR9liUpGSoTghFDaOJjqoqKYSTUuj+qtwkgHr98nR/67AoyxgkJXsnseSXX3OajoCha0gS66/5F5BdmXvNazplXkna+khAfeYG8UcTjCSPI4bTy6JNrxtXLGkWWBEUlWRNuY/LJMtrnDsAiZSa9X7oRwx/ZQ394O6DjsS26LsHKqcQwDOpb+/jRK/sJRxWeuHsZty6bMeE6YRgGB05f5BfbjxGOKmy4aSZffmAllUXZY7b78OwlXnp/cpGW6xn3uYtdPLP1EP1DIW5eUMVXNq1iTmXBmPXwfHM3L71/clKGE3z0wqjRyr9IfOJIjm4YyTFcncN05bk/bUUg1284CYHPlsnmki3k2vM56T9Kf6yXgXgfmdYsFmduYFXOLRQ5SjjqrmZAGbjmxfFYvMzyzOFS6CJRPUquLZ9pGeM1zk3gsri4q/B+cmy5HBo4QG+sm/5YHz5rJiuyV7Mmdz2V7mmJJrmRlpQ39kQPJAlJyEgTxu8FEontrk6yNNBRDQVJyImecNH2Ccdc6iof81YvhKDAWcRj5U+xr2835wNn8SuDRLUoufY8bs3byLKsldglG4WOYrqiHVz9VRcI5vsWEtO2UBe8QHe0i5AaJKgOY5XslDjLmOGZzQLfYmZmzE4rhikQOCQHm4u3MNMzh+ODh2gKNhDWQjhkJ9XuGSzOXMbCzKXjCoUC2B2WZHXDnAWlPPrkzSlCcJPFMAxiMZWtrx6l/kInVpuMoRt8sKOGBYvLueUKiYKrcThtSJIgGlVQFW1cVeLxcLsv/9DvuGch1dMnlpSYCpwuW/J3s3rdLFasnv6pLNEfNXptdiubt9xEhufaRqjJ7z59oTfpD7+DVc7GIvkQwkZc7SIYP0tc68QuF5Pr3ows0r9kfVKEonGe2XqI+tZeVs2v4LO3Lx4/XDRCTNE4XtvGUDBKeUEWX7h3OZVFqY3ppzIXRzcMTta10zsYxOd28KX7VzC3KrVwKhJTpjS0NSqG2dUfGDdSADAwFCYWVxFAcW5qftOnlY+l4yQQZFlzuLdoM3cW3IfBaExbQh7R+gH4QuXX+LzxZezSxHFyWcjcW7iZjQX3AYmUQNs19hEIfNZMbsu/k1tyb0uG4wRiZAyJKT5U8igPFD+SkpMjEHy56j+gGTqykLGOI6xW5CjmW7P+Bh0D61WNiN1yBn8y/duTDgWmO49AUOos5zOlT6AZavJtRUJClixJfalvzPg2BjrWq3KPhBDk2vLZWHgfG4y7MQwdY+QogrH3ZKIHrxACl8XN0szlLPQtGRHdTBxFElKihQvpZfRHycn1JBO2L13sJRqJ405TdTEZDAM+3FfL1lePYrFIfOFrt9LaMsDbrx/nhZ/upbQih+rp6Ssui0uysFplAv4wnR3+j+wNqqjOQ5IFmmpw4Vz7J2I4lZbnYLVaiEYUams6WL5q+if+dvYRdGBHthdUVOchBKhxlcb6bhYtrZyq4Zn8f0Q34kSUeoLxMMbIuiWEBYvkxWNfRnnmX+C1L/+dMvZjcZXn3jrCBycaqCjM4puPb0irD3Q1qqbRM5hIv/BmOCgrSH151HWd040dU2a0GAZ09ifyi+w2C9PLUnM8dd2g5mJ32jYkN4rlc8p4ddcp+ofCnL/UzeIZqWurYRjsP92Ebhi4HFbmVac2lv+0ckN61cnIyOPIugPJkNRkjmURViwTdPoeD0lICR2icbAKK9Y0xxVCYBPXTnyUhIR9nD5yQgjsE5x7siTmn75Z8CgTnSd5L64hfzDZsYx3za6FL9PFjNlFnD/bxukTLXR1+sc1bq5FV8cgL/x0L8OBKLfeMZd7Ny/F7w9z7lQLzU29/Oq5/Xzrrx/AkaYKZvqsIjxeJ6FQjF3vnmXN+lnjhgPTUVySTWlZDpcu9rJn53lu2zgP5zhlyFNFXr6Xyml5nDnRwoE9tTz4mRVJIcpPCos18f2MxRQ0XUeeRDJv9bR8cvI8DPSHOLi3jjnzSrHZp75NjcnUkuu+H6e1krjWi6aHARVJcuOwlJNhm49FSvXIfJJoms4HJxr47e7T5Hjd/NFDN1OSl1plmg5JiGS1XTSmMDQcxnFFlZhhGFy41MO+U01T1vtaAB5X4jmkajp9/iBlBZdD2oZh0NI9yK5j9ShTWNE3r7qQ6WV51LX08OquU1QV5aRIErR0D/Lu4URV8pqF1eRMwjj9tPDpysgy+VQghOCeTUvI8DgZ6Bvm2R/vprcnkMjXMYyRZps68bhKKBilo30gWb02imFAKJjQa2pt7qOsIofH/yAhLllQ6OPJr6wnw+Pg0L46tr1+Im3JbVa2m3W3z0VIghNHLvLqi4cYDkTQVD05jtGea8OBCEp8bDKy3WHlns1LsFplak638tpLRwgMhdG01P0HB0L0dg8lq+tuFJIk2PTIcmx2C5eaevnVs3sZHAiiqtrYMcQUAkNhujv9qJPMa7heCgoTbvpIROHCuXZ0/fKcRxupXokQgqLSLFatnQmGwe73zrFnZw2RcHykOWliHqqqEY3E6e0JMDhw4/WwTG4sQgjsliKyXRsp9DxOie8rlPj+iCLPk2Q510+J5tLHwTAM6lp7efqNDwnH4ty3Zi6LZ5QQjioEw7GUv0hMGVOZZrdZmFNZgNUi0947xKsfnKFnMMhwOIo/GOGDE4189+c7CASjU6J3BYn1YH51IXabhUAoyq/eO05H3xDD4ShDwQjHa9v4h2ffo6VrcMLGuB8HIQQ5XjeP3bGEzAwnu4418P0Xd1Pb0oN/OMLgcJiDZ5v57nM7aGzrp6Iwi0duW5hW/PLjcGWj4khMIRyNE45efo7EFJVwVCESS1Q8xpWJ9aw+CuYrn8mUUFmVxxf/8Fae+8luDh+o56/+bJDVt8ykrCLR+DIYjNLeMkB9bSehUIy//97nyC+47A1SVZVtr59g/+4LeLxOHv+DWyivyEn2r1q+ahr3PbiUV188xG9fOkR5ZS5LV1SnJHc+/OgKmuq7OHG0meef3sPRDxtZvno6uSMq5QP9QS5d7ONiYzff+E/3jgnnSZJgw53zabnYx7tvneT5Zz7gxLGLrFg9ncxsN4ZmMDgYovVSH2dPtrB0RTVf/fpGZOfl9xElruL3h4lGFZS4mjQMAKKROA11XQSGIlhtMjabhQyPI0WXavmqaTz42RW8/vIRXnv5CDVn2li5dgb5BQkDxj8Ypq21n/Nn2igpy+bPv3M/HuvUeaXmzCshr8BLb3eAH/3Lu9zzwGLyCn0YukE0quDxOFi+evqYfZxOG1s+t4r21gFOHLnIv3z3LQ4fbGDuglI8HieKojLQH6Sxvpua06187gtruf/hmz7xsKTJ7w+6YfDyjhNc7BhAlgQHzzZz9ELruNvPry7iyw+sJHMkH08SgnWLp3HsQhu7j9fz062H2LrvHNleF0PDEXr9IcoLM/nOF+/ge7/YRa8/NCXzWDSjhLtXzeat/TW8vOMU7x+uIy/LQzASo2dgmIJsD9984jaeffMQTR0DUzIGSRLcuWo20bjCz948zFv7a3jn4AWyPE5UXWcomOhBWV2Sw3/cspYlI6KgNxLdMNh/+iIHTl8kFI0TjsYJhuNER16At+49y6n6dpx2K26nHY/TxpP3Licv8+Pn25mGk8mUIMkSt9+9AKtV5lfP7aeluY+W5j4gkSMzavgLAbPnlY6RFTAMg6b6bl5/+TDRqMJtd85j9dqZSCMJ5kIIHE4b9z+0jJPHmqmt6eDFn+9n5pziMWEsIQSZ2Rn84Z/eyUvPH2DX++c4c7KFMydT9ZgyPI4Uo0sIkVQvtzssbH/zFCePNnPyaPOYOUCihN6dkXqMluY+XvjpnoTHLa4Rj6v4BxMKup0dfn70/e04nFasVgtWm4XVt8zksafWjBmDy21ny+dW4XTaePXFQ5w/1875c+0pY5Akwaw5xdediD8ZRr1HDz26kl/8dA+NdV382/e343TaEhU0MZU162elGE5CCIpLs/mjb2zk+Wf2cORgA7vfO8fu984ljeFR7HZrWrFRE5OPSzASR4jEQ7eupWfCbT0u+5g8ISEEhTlevv6ZtRTnetl3+iJd/QGC4Rh5mRk8uH4+9908l+qSHGZVFNA3NLkq7tGqssl4iIQQZHlcfGXTagpzvLx/pI6O3iFaugbI8bnZuGIWm26Zz4JpRRw938rFzokNp8vn/WhGjRACm0Vm87oFFOf52HWsgaPnW+nzB5FliZlleayYV8GGZTOYV52+R50Qo38Tn1sa1XK6ajNdTyTK//aD02mP3dkfSOaDQaK9zaZ182+I4SSu4boyfeUmHwtN0/EPhji4p45zp1vp7vKjKBoej4PyqjzmLihl0ZIKPD5X0ujQNJ0f/ct2ak634fE5+fZ/3ZzSRw4SBtbZU638+7++C8ADDy3j7k1L0m4Xiyo01nVz+GA9jfXdBIYiCAFZ2RlUVudx06ppzJ5XkmwLc/X+Slyj9VIfhw40cP5sG0P+MJIkyM7JoLI6n2Urq5k2owC7wzpmIag738GzP97N4OC13z6FgFVrZ/LUV9an/VxRNLraBzl0oIFzp1sZ6E+Es7Ky3VRU5bFoWSVz5pWMVOJdFo07uLeO55/ZQ26ehz/60zspKctOObaqajz3k90cPdTEjFmF/Pl37h93QTOMhEew7nwnO945Q0tzH7GYgjvDTmFRJqvWzkyE5dLum/BKNdR2cXBvHc2NPQwPR7DZLOTkepg5t5ily6tGkuInLmQwMfkoGEZCfXqySdMWi4zbYUt5GTIMA0XViMVVVN1IaJtLArvNgm1k/QhF4yiKhjfDMaFGkWEYhKOJMJLVIuNO03tuPBRVIxpXk+kBkiSwWWXsIzmIkZhCLK6S4bJjkaUxxx2dQygST7aQ+TiVz3FFI6aoyTC9RZaw2ywp5x1v3q401xlA03VCkTiaruOwWXDabWOOMTrHSSHA63J8lHmOeyNMw8nExMTExMTEZCzjGk5mcriJiYmJiYmJySQxDScTExMTExMTk0liGk4mJiYmJiYmJpPENJxMTExMTExMTCaJaTiZmJiYmJiYmEwS03AyMTExMTExMZkk1xLANEVUTExMTExMTExGMD1OJiYmJiYmJiaTxDScTExMTExMTEwmiWk4mZiYmJiYmJhMEtNwMjExMTExMTGZJKbhZGJiYmJiYmIySUzDycTExMTExMRkkvw/73DOzVvSzBIAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c('¿Cómo describirías tu nivel de manejo de Python?')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "cdecb78e-82fb-4630-8a73-b880200023c4",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    \"¿Querés dejar algún otro feedback?\", \n",
+    "    replacements={\"ek\":\"el\"}, \n",
+    "    exclude=[\"es\", \"les\", \"por\", \"si\", \"los\", \"las\", \"para\", \"ya\", \"con\"]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "f6d22975-87e5-47e5-8fd0-75da917f888c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "¿Cuál es tu signo del zodíaco?\n",
+       "Acuario        2.500000\n",
+       "Aries          4.000000\n",
+       "Capricornio    3.666667\n",
+       "Cáncer         5.000000\n",
+       "Escorpión      4.000000\n",
+       "Géminis        3.750000\n",
+       "Leo            3.800000\n",
+       "Libra          3.333333\n",
+       "Piscis         4.666667\n",
+       "Sagitario      3.250000\n",
+       "Tauro          2.800000\n",
+       "Virgo          3.833333\n",
+       "Name: ¿Cuántas veces te bañaste?, dtype: float64"
+      ]
+     },
+     "execution_count": 16,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.groupby('¿Cuál es tu signo del zodíaco?')['¿Cuántas veces te bañaste?'].mean()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "45caba0f-b9c3-49b9-8173-c7fd8a266f4f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th>¿Usas Python en tu profesión?</th>\n",
+       "      <th>Algo</th>\n",
+       "      <th>Mucho</th>\n",
+       "      <th>Nada</th>\n",
+       "      <th>Poco</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>¿Cuál es tu signo del zodíaco?</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>Acuario</th>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Aries</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.600000</td>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.200000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Capricornio</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.666667</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Cáncer</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Escorpión</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Géminis</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.500000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Leo</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.600000</td>\n",
+       "      <td>0.400000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Libra</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Piscis</th>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Sagitario</th>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Tauro</th>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.600000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.200000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Virgo</th>\n",
+       "      <td>0.166667</td>\n",
+       "      <td>0.833333</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "¿Usas Python en tu profesión?       Algo     Mucho      Nada      Poco\n",
+       "¿Cuál es tu signo del zodíaco?                                        \n",
+       "Acuario                         0.500000  0.000000  0.000000  0.500000\n",
+       "Aries                           0.000000  0.600000  0.200000  0.200000\n",
+       "Capricornio                     0.000000  0.333333  0.666667  0.000000\n",
+       "Cáncer                          0.000000  1.000000  0.000000  0.000000\n",
+       "Escorpión                       0.000000  0.000000  1.000000  0.000000\n",
+       "Géminis                         0.000000  0.000000  0.500000  0.500000\n",
+       "Leo                             0.000000  0.600000  0.400000  0.000000\n",
+       "Libra                           0.000000  0.333333  0.333333  0.333333\n",
+       "Piscis                          0.333333  0.333333  0.333333  0.000000\n",
+       "Sagitario                       0.250000  0.500000  0.250000  0.000000\n",
+       "Tauro                           0.200000  0.600000  0.000000  0.200000\n",
+       "Virgo                           0.166667  0.833333  0.000000  0.000000"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "pd.crosstab(\n",
+    "    df['¿Cuál es tu signo del zodíaco?'],\n",
+    "    df[\"¿Usas Python en tu profesión?\"],\n",
+    "    normalize=\"index\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "9e67fdac-7aef-4363-80ab-7887db5b42c9",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th>¿Usas Python en tu profesión?</th>\n",
+       "      <th>Algo</th>\n",
+       "      <th>Mucho</th>\n",
+       "      <th>Nada</th>\n",
+       "      <th>Poco</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>¿Qué animal del horóscopo chino sos?</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>buey</th>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.400000</td>\n",
+       "      <td>0.400000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>caballo</th>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.666667</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>cabra</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>cerdo</th>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>conejo</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.666667</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>dragón</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>gallo</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mono</th>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>perro</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>rata</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.250000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>serpiente</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>tigre</th>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "¿Usas Python en tu profesión?             Algo     Mucho      Nada      Poco\n",
+       "¿Qué animal del horóscopo chino sos?                                        \n",
+       "buey                                  0.200000  0.400000  0.400000  0.000000\n",
+       "caballo                               0.333333  0.666667  0.000000  0.000000\n",
+       "cabra                                 0.000000  0.333333  0.333333  0.333333\n",
+       "cerdo                                 0.250000  0.500000  0.250000  0.000000\n",
+       "conejo                                0.000000  0.666667  0.000000  0.333333\n",
+       "dragón                                0.000000  0.500000  0.500000  0.000000\n",
+       "gallo                                 0.000000  0.500000  0.000000  0.500000\n",
+       "mono                                  0.500000  0.500000  0.000000  0.000000\n",
+       "perro                                 0.000000  0.500000  0.500000  0.000000\n",
+       "rata                                  0.000000  0.500000  0.250000  0.250000\n",
+       "serpiente                             0.000000  1.000000  0.000000  0.000000\n",
+       "tigre                                 0.000000  1.000000  0.000000  0.000000"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "pd.crosstab(\n",
+    "    df['¿Qué animal del horóscopo chino sos?'],\n",
+    "    df[\"¿Usas Python en tu profesión?\"],\n",
+    "    normalize=\"index\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "fe2a3fba-3cfa-45e2-9fa8-fdfb261dee77",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "¿Qué animal del horóscopo chino sos?\n",
+       "buey         3.000000\n",
+       "caballo      4.333333\n",
+       "cabra        3.666667\n",
+       "cerdo        4.000000\n",
+       "conejo       4.333333\n",
+       "dragón       3.500000\n",
+       "gallo        3.750000\n",
+       "mono         3.000000\n",
+       "perro        3.750000\n",
+       "rata         4.250000\n",
+       "serpiente    3.000000\n",
+       "tigre        3.500000\n",
+       "Name: ¿Cuántas veces te bañaste?, dtype: float64"
+      ]
+     },
+     "execution_count": 19,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.groupby('¿Qué animal del horóscopo chino sos?')['¿Cuántas veces te bañaste?'].mean()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "357e25cb-5c0d-44cb-9bf0-39855d16278d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "cities = df['¿De dónde venís? (ciudad, provincia)'].unique()"
+   ]
+  },
+  {
+   "cell_type": "raw",
+   "id": "20e99824-6cb0-4396-b432-e71d48c9b7dd",
+   "metadata": {},
+   "source": [
+    "curl 'https://maps.googleapis.com/maps/api/js/GeocodeService.Search?4sjesus%20maria%2C%20cordoba&7sUS&9sen&callback=_xdc_._rdvco9&key=AIzaSyAiXjlLRIAZtK4c5O4CP_b0wLzNOJ4MOGY&channel=88&token=117266' \\\n",
+    "  -H 'sec-ch-ua: \" Not A;Brand\";v=\"99\", \"Chromium\";v=\"99\", \"Google Chrome\";v=\"99\"' \\\n",
+    "  -H 'Referer: https://developers-dot-devsite-v2-prod.appspot.com/' \\\n",
+    "  -H 'DNT: 1' \\\n",
+    "  -H 'sec-ch-ua-mobile: ?0' \\\n",
+    "  -H 'User-Agent: Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/99.0.4844.83 Safari/537.36' \\\n",
+    "  -H 'sec-ch-ua-platform: \"macOS\"' \\\n",
+    "  --compressed"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "4963c89e-a2c3-4333-bf0a-ddd44e94547e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "url = 'https://maps.googleapis.com/maps/api/js/GeocodeService.Search?4sjesus%20maria%2C%20cordoba&7sUS&9sen&callback=_xdc_._rdvco9&key=AIzaSyAiXjlLRIAZtK4c5O4CP_b0wLzNOJ4MOGY&channel=88&token=117266'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "59ee93cc-3226-4d15-b557-29a3b47c9961",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import requests\n",
+    "import json"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "f57c8545-c127-40e4-9c65-3da37c98b198",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "r = requests.get(url)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "06746635-3c1b-4710-b922-28cd53752cdc",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "\"The Google Maps JavaScript API must be downloaded directly from Google's servers. Learn more: https://developers.google.com/maps/documentation/javascript/tutorial#Loading_the_Maps_API\""
+      ]
+     },
+     "execution_count": 24,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "r.content.decode(\"utf-8\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "id": "0644e46d-88b7-4f40-8138-b6ff3fe2ca26",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'results': [{'address_components': [{'long_name': 'Jesús María',\n",
+       "     'short_name': 'Jesús María',\n",
+       "     'types': ['locality', 'political']},\n",
+       "    {'long_name': 'Colón Department',\n",
+       "     'short_name': 'Colón Department',\n",
+       "     'types': ['administrative_area_level_2', 'political']},\n",
+       "    {'long_name': 'Cordoba',\n",
+       "     'short_name': 'Cordoba',\n",
+       "     'types': ['administrative_area_level_1', 'political']},\n",
+       "    {'long_name': 'Argentina',\n",
+       "     'short_name': 'AR',\n",
+       "     'types': ['country', 'political']}],\n",
+       "   'formatted_address': 'Jesús María, Cordoba, Argentina',\n",
+       "   'geometry': {'bounds': {'northeast': {'lat': -30.9656698,\n",
+       "      'lng': -64.0728702},\n",
+       "     'southwest': {'lat': -31.0031281, 'lng': -64.1115528}},\n",
+       "    'location': {'lat': -30.9815529, 'lng': -64.09579959999999},\n",
+       "    'location_type': 'APPROXIMATE',\n",
+       "    'viewport': {'northeast': {'lat': -30.9656698, 'lng': -64.0728702},\n",
+       "     'southwest': {'lat': -31.0031281, 'lng': -64.1115528}}},\n",
+       "   'place_id': 'ChIJb3n4S5djMpQRQ7VBoMslwy8',\n",
+       "   'types': ['locality', 'political']}],\n",
+       " 'status': 'OK'}"
+      ]
+     },
+     "execution_count": 25,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "json.loads(\"\"\"{\\n   \"results\" : [\\n      {\\n         \"address_components\" : [\\n            {\\n               \"long_name\" : \"Jesús María\",\\n               \"short_name\" : \"Jesús María\",\\n               \"types\" : [ \"locality\", \"political\" ]\\n            },\\n            {\\n               \"long_name\" : \"Colón Department\",\\n               \"short_name\" : \"Colón Department\",\\n               \"types\" : [ \"administrative_area_level_2\", \"political\" ]\\n            },\\n            {\\n               \"long_name\" : \"Cordoba\",\\n               \"short_name\" : \"Cordoba\",\\n               \"types\" : [ \"administrative_area_level_1\", \"political\" ]\\n            },\\n            {\\n               \"long_name\" : \"Argentina\",\\n               \"short_name\" : \"AR\",\\n               \"types\" : [ \"country\", \"political\" ]\\n            }\\n         ],\\n         \"formatted_address\" : \"Jesús María, Cordoba, Argentina\",\\n         \"geometry\" : {\\n            \"bounds\" : {\\n               \"northeast\" : {\\n                  \"lat\" : -30.9656698,\\n                  \"lng\" : -64.0728702\\n               },\\n               \"southwest\" : {\\n                  \"lat\" : -31.0031281,\\n                  \"lng\" : -64.1115528\\n               }\\n            },\\n            \"location\" : {\\n               \"lat\" : -30.9815529,\\n               \"lng\" : -64.09579959999999\\n            },\\n            \"location_type\" : \"APPROXIMATE\",\\n            \"viewport\" : {\\n               \"northeast\" : {\\n                  \"lat\" : -30.9656698,\\n                  \"lng\" : -64.0728702\\n               },\\n               \"southwest\" : {\\n                  \"lat\" : -31.0031281,\\n                  \"lng\" : -64.1115528\\n               }\\n            }\\n         },\\n         \"place_id\" : \"ChIJb3n4S5djMpQRQ7VBoMslwy8\",\\n         \"types\" : [ \"locality\", \"political\" ]\\n      }\\n   ],\\n   \"status\" : \"OK\"\\n}\"\"\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "8605588d-905a-4170-9a0d-ab3e49ed6639",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array(['Caba ', 'Santa Fe, Rafaela', 'vicente lopez, buenos aires',\n",
+       "       'Jesús María, Córdoba', 'Rafaela, Santa Fe ', 'Buenos Aires, CABA',\n",
+       "       'Barracas, Ciudad Autónoma de Buenos Aires', 'Resistencia, Chaco',\n",
+       "       'Ciudad de Buenos Aires ', 'Berazategui', 'CABA ',\n",
+       "       'Ciudad autonoma de buenos aires', 'CABA',\n",
+       "       'La Plata, Buenos Aires', 'Córdoba capital',\n",
+       "       'La Plata, Buenos Aires ', 'Castelli, buenos aires', 'Rosario',\n",
+       "       'La Plata', 'Florida Oeste, Vicente López, Buenos Aires ',\n",
+       "       'Barracas, Buenos Aires', 'Buenos Aires', 'Capital federal bs as',\n",
+       "       'Las Perdices, Córdoba', 'Lanus', 'caba',\n",
+       "       'San Isidro, Buenos Aires ', 'Vicente López,BsAs', 'Gualeguay',\n",
+       "       'ciudad autónoma de buenos aires ',\n",
+       "       'Ciudad autónoma de buenos aires', 'Rafaela, Santa Fe',\n",
+       "       'Corrientes Capital ', 'Formosa capital ', 'Lanus, Buenos Aires',\n",
+       "       'Santa Fe, Santa Fe', 'San Francisco, Córdoba',\n",
+       "       'Vicente López, Provincia de Buenos Aires', 'CABA, Buenos Aires',\n",
+       "       'Córdoba', 'Boedo, ciudad autonoma de buenos aires',\n",
+       "       'Almafuerte, Córdoba', 'Córdoba capital ', 'Caba',\n",
+       "       'Ciudad de Salta, Salta'], dtype=object)"
+      ]
+     },
+     "execution_count": 26,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "cities"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "id": "6de9cb80-c601-4191-bb69-6aae5bacefdb",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "locs = []\n",
+    "url_template = url = 'https://maps.googleapis.com/maps/api/js/GeocodeService.Search?4sjesus%20maria%2C%20cordoba&7sUS&9sen&callback=_xdc_._rdvco9&key=AIzaSyAiXjlLRIAZtK4c5O4CP_b0wLzNOJ4MOGY&channel=88&token=117266'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "id": "18142981-7c81-43bf-a294-4534b98a7218",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "cities[33] = 'Formosa, Formosa, Argentina'\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "id": "89a0c09f-68b1-49e1-b135-84d3c7b24d23",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import geocoder"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "id": "a9ee8bd9-4cb2-4499-a598-f15e28af9748",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "x = geocoder.osm('San Rafael, Mendoza ')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "id": "c11a3513-63bd-45f5-bd46-e4dec7fad52c",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Status code Unknown from https://nominatim.openstreetmap.org/search: ERROR - HTTPSConnectionPool(host='nominatim.openstreetmap.org', port=443): Read timed out. (read timeout=5.0)\n",
+      "Status code Unknown from https://nominatim.openstreetmap.org/search: ERROR - HTTPSConnectionPool(host='nominatim.openstreetmap.org', port=443): Read timed out. (read timeout=5.0)\n"
+     ]
+    }
+   ],
+   "source": [
+    "coords = [geocoder.osm(city) for city in cities]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 32,
+   "id": "1dce9443-a8e3-4309-970e-608276fb98ab",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Caba  -34.6075682 -58.4370894\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(coords[0].location, coords[0].lat, coords[0].lng)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "id": "917a6bb6-5f0c-4c1a-8a09-c25cd3b04c45",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import plotly.express as px\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "id": "612889f9-b0ee-4c07-9780-cb31f7d0a4d1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "g = pd.DataFrame({\"city\": cities, \"lats\":[x.lat for x in coords], \"lngs\":[x.lng for x in coords], \"size\": [1]*len(coords)})"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "id": "082567fe-84f7-4fc1-8b62-f7f5631e3df7",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>city</th>\n",
+       "      <th>lats</th>\n",
+       "      <th>lngs</th>\n",
+       "      <th>size</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>Caba</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>Santa Fe, Rafaela</td>\n",
+       "      <td>-31.253273</td>\n",
+       "      <td>-61.487446</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>vicente lopez, buenos aires</td>\n",
+       "      <td>-34.524448</td>\n",
+       "      <td>-58.503628</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>Jesús María, Córdoba</td>\n",
+       "      <td>-30.976413</td>\n",
+       "      <td>-64.095708</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>Rafaela, Santa Fe</td>\n",
+       "      <td>-31.253273</td>\n",
+       "      <td>-61.487446</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>Buenos Aires, CABA</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6</th>\n",
+       "      <td>Barracas, Ciudad Autónoma de Buenos Aires</td>\n",
+       "      <td>-34.645285</td>\n",
+       "      <td>-58.387562</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>7</th>\n",
+       "      <td>Resistencia, Chaco</td>\n",
+       "      <td>-27.451124</td>\n",
+       "      <td>-58.986520</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>8</th>\n",
+       "      <td>Ciudad de Buenos Aires</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>9</th>\n",
+       "      <td>Berazategui</td>\n",
+       "      <td>-34.763268</td>\n",
+       "      <td>-58.211660</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>10</th>\n",
+       "      <td>CABA</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>11</th>\n",
+       "      <td>Ciudad autonoma de buenos aires</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>12</th>\n",
+       "      <td>CABA</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>13</th>\n",
+       "      <td>La Plata, Buenos Aires</td>\n",
+       "      <td>-34.920680</td>\n",
+       "      <td>-57.953764</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>14</th>\n",
+       "      <td>Córdoba capital</td>\n",
+       "      <td>-31.416687</td>\n",
+       "      <td>-64.183419</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>15</th>\n",
+       "      <td>La Plata, Buenos Aires</td>\n",
+       "      <td>-34.920680</td>\n",
+       "      <td>-57.953764</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>16</th>\n",
+       "      <td>Castelli, buenos aires</td>\n",
+       "      <td>-36.086730</td>\n",
+       "      <td>-57.810580</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>17</th>\n",
+       "      <td>Rosario</td>\n",
+       "      <td>-32.959500</td>\n",
+       "      <td>-60.661541</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>18</th>\n",
+       "      <td>La Plata</td>\n",
+       "      <td>-34.920680</td>\n",
+       "      <td>-57.953764</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>19</th>\n",
+       "      <td>Florida Oeste, Vicente López, Buenos Aires</td>\n",
+       "      <td>-34.538766</td>\n",
+       "      <td>-58.514405</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>20</th>\n",
+       "      <td>Barracas, Buenos Aires</td>\n",
+       "      <td>-34.645285</td>\n",
+       "      <td>-58.387562</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>21</th>\n",
+       "      <td>Buenos Aires</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>22</th>\n",
+       "      <td>Capital federal bs as</td>\n",
+       "      <td>-34.504886</td>\n",
+       "      <td>-58.493642</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>23</th>\n",
+       "      <td>Las Perdices, Córdoba</td>\n",
+       "      <td>-32.699317</td>\n",
+       "      <td>-63.705159</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>24</th>\n",
+       "      <td>Lanus</td>\n",
+       "      <td>-34.703336</td>\n",
+       "      <td>-58.395324</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25</th>\n",
+       "      <td>caba</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>26</th>\n",
+       "      <td>San Isidro, Buenos Aires</td>\n",
+       "      <td>-34.473979</td>\n",
+       "      <td>-58.526487</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>27</th>\n",
+       "      <td>Vicente López,BsAs</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>28</th>\n",
+       "      <td>Gualeguay</td>\n",
+       "      <td>-33.150426</td>\n",
+       "      <td>-59.310679</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>29</th>\n",
+       "      <td>ciudad autónoma de buenos aires</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>30</th>\n",
+       "      <td>Ciudad autónoma de buenos aires</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>31</th>\n",
+       "      <td>Rafaela, Santa Fe</td>\n",
+       "      <td>-31.253273</td>\n",
+       "      <td>-61.487446</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>32</th>\n",
+       "      <td>Corrientes Capital</td>\n",
+       "      <td>-27.498136</td>\n",
+       "      <td>-58.814561</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>33</th>\n",
+       "      <td>Formosa, Formosa, Argentina</td>\n",
+       "      <td>-26.185298</td>\n",
+       "      <td>-58.174498</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>34</th>\n",
+       "      <td>Lanus, Buenos Aires</td>\n",
+       "      <td>-34.703336</td>\n",
+       "      <td>-58.395324</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>35</th>\n",
+       "      <td>Santa Fe, Santa Fe</td>\n",
+       "      <td>35.687610</td>\n",
+       "      <td>-105.938456</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>36</th>\n",
+       "      <td>San Francisco, Córdoba</td>\n",
+       "      <td>-31.424982</td>\n",
+       "      <td>-62.084030</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>37</th>\n",
+       "      <td>Vicente López, Provincia de Buenos Aires</td>\n",
+       "      <td>-34.524448</td>\n",
+       "      <td>-58.503628</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>38</th>\n",
+       "      <td>CABA, Buenos Aires</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>39</th>\n",
+       "      <td>Córdoba</td>\n",
+       "      <td>37.884581</td>\n",
+       "      <td>-4.776014</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>40</th>\n",
+       "      <td>Boedo, ciudad autonoma de buenos aires</td>\n",
+       "      <td>-34.630252</td>\n",
+       "      <td>-58.418790</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>41</th>\n",
+       "      <td>Almafuerte, Córdoba</td>\n",
+       "      <td>-32.191769</td>\n",
+       "      <td>-64.255066</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>42</th>\n",
+       "      <td>Córdoba capital</td>\n",
+       "      <td>-31.416687</td>\n",
+       "      <td>-64.183419</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>43</th>\n",
+       "      <td>Caba</td>\n",
+       "      <td>-34.607568</td>\n",
+       "      <td>-58.437089</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>44</th>\n",
+       "      <td>Ciudad de Salta, Salta</td>\n",
+       "      <td>-24.789183</td>\n",
+       "      <td>-65.410320</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                                           city       lats        lngs  size\n",
+       "0                                         Caba  -34.607568  -58.437089     1\n",
+       "1                             Santa Fe, Rafaela -31.253273  -61.487446     1\n",
+       "2                   vicente lopez, buenos aires -34.524448  -58.503628     1\n",
+       "3                          Jesús María, Córdoba -30.976413  -64.095708     1\n",
+       "4                            Rafaela, Santa Fe  -31.253273  -61.487446     1\n",
+       "5                            Buenos Aires, CABA -34.607568  -58.437089     1\n",
+       "6     Barracas, Ciudad Autónoma de Buenos Aires -34.645285  -58.387562     1\n",
+       "7                            Resistencia, Chaco -27.451124  -58.986520     1\n",
+       "8                       Ciudad de Buenos Aires  -34.607568  -58.437089     1\n",
+       "9                                   Berazategui -34.763268  -58.211660     1\n",
+       "10                                        CABA  -34.607568  -58.437089     1\n",
+       "11              Ciudad autonoma de buenos aires -34.607568  -58.437089     1\n",
+       "12                                         CABA -34.607568  -58.437089     1\n",
+       "13                       La Plata, Buenos Aires -34.920680  -57.953764     1\n",
+       "14                              Córdoba capital -31.416687  -64.183419     1\n",
+       "15                      La Plata, Buenos Aires  -34.920680  -57.953764     1\n",
+       "16                       Castelli, buenos aires -36.086730  -57.810580     1\n",
+       "17                                      Rosario -32.959500  -60.661541     1\n",
+       "18                                     La Plata -34.920680  -57.953764     1\n",
+       "19  Florida Oeste, Vicente López, Buenos Aires  -34.538766  -58.514405     1\n",
+       "20                       Barracas, Buenos Aires -34.645285  -58.387562     1\n",
+       "21                                 Buenos Aires -34.607568  -58.437089     1\n",
+       "22                        Capital federal bs as -34.504886  -58.493642     1\n",
+       "23                        Las Perdices, Córdoba -32.699317  -63.705159     1\n",
+       "24                                        Lanus -34.703336  -58.395324     1\n",
+       "25                                         caba -34.607568  -58.437089     1\n",
+       "26                    San Isidro, Buenos Aires  -34.473979  -58.526487     1\n",
+       "27                           Vicente López,BsAs        NaN         NaN     1\n",
+       "28                                    Gualeguay -33.150426  -59.310679     1\n",
+       "29             ciudad autónoma de buenos aires         NaN         NaN     1\n",
+       "30              Ciudad autónoma de buenos aires        NaN         NaN     1\n",
+       "31                            Rafaela, Santa Fe -31.253273  -61.487446     1\n",
+       "32                          Corrientes Capital  -27.498136  -58.814561     1\n",
+       "33                  Formosa, Formosa, Argentina -26.185298  -58.174498     1\n",
+       "34                          Lanus, Buenos Aires -34.703336  -58.395324     1\n",
+       "35                           Santa Fe, Santa Fe  35.687610 -105.938456     1\n",
+       "36                       San Francisco, Córdoba -31.424982  -62.084030     1\n",
+       "37     Vicente López, Provincia de Buenos Aires -34.524448  -58.503628     1\n",
+       "38                           CABA, Buenos Aires -34.607568  -58.437089     1\n",
+       "39                                      Córdoba  37.884581   -4.776014     1\n",
+       "40       Boedo, ciudad autonoma de buenos aires -34.630252  -58.418790     1\n",
+       "41                          Almafuerte, Córdoba -32.191769  -64.255066     1\n",
+       "42                             Córdoba capital  -31.416687  -64.183419     1\n",
+       "43                                         Caba -34.607568  -58.437089     1\n",
+       "44                       Ciudad de Salta, Salta -24.789183  -65.410320     1"
+      ]
+     },
+     "execution_count": 35,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "g"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "id": "232b4086-41e3-4512-8974-3a0ebb384b73",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
+       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
+       "        if (typeof require !== 'undefined') {\n",
+       "        require.undef(\"plotly\");\n",
+       "        define('plotly', function(require, exports, module) {\n",
+       "            /**\n",
+       "* plotly.js v2.9.0\n",
+       "* Copyright 2012-2022, Plotly, Inc.\n",
+       "* All rights reserved.\n",
+       "* Licensed under the MIT license\n",
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+       "/*!\n",
+       " * The buffer module from node.js, for the browser.\n",
+       " *\n",
+       " * @author   Feross Aboukhadijeh <feross@feross.org> <http://feross.org>\n",
+       " * @license  MIT\n",
+       " */function i(t,e){if(t===e)return 0;for(var r=t.length,n=e.length,i=0,a=Math.min(r,n);i<a;++i)if(t[i]!==e[i]){r=t[i],n=e[i];break}return r<n?-1:n<r?1:0}function a(t){return r.Buffer&&\"function\"==typeof r.Buffer.isBuffer?r.Buffer.isBuffer(t):!(null==t||!t._isBuffer)}var o=t(\"util/\"),s=Object.prototype.hasOwnProperty,l=Array.prototype.slice,c=\"foo\"===function(){}.name;function u(t){return Object.prototype.toString.call(t)}function f(t){return!a(t)&&(\"function\"==typeof r.ArrayBuffer&&(\"function\"==typeof ArrayBuffer.isView?ArrayBuffer.isView(t):!!t&&(t instanceof DataView||!!(t.buffer&&t.buffer instanceof ArrayBuffer))))}var h=e.exports=y,p=/\\s*function\\s+([^\\(\\s]*)\\s*/;function d(t){if(o.isFunction(t)){if(c)return t.name;var e=t.toString().match(p);return e&&e[1]}}function g(t,e){return\"string\"==typeof t?t.length<e?t:t.slice(0,e):t}function m(t){if(c||!o.isFunction(t))return o.inspect(t);var e=d(t);return\"[Function\"+(e?\": \"+e:\"\")+\"]\"}function 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+       "/*!\n",
+       " * The buffer module from node.js, for the browser.\n",
+       " *\n",
+       " * @author   Feross Aboukhadijeh <https://feross.org>\n",
+       " * @license  MIT\n",
+       " */\n",
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t[0]=s*(h*v-p*m)-f*(l*v-c*m)+g*(l*p-c*h),t[1]=-(n*(h*v-p*m)-f*(i*v-a*m)+g*(i*p-a*h)),t[2]=n*(l*v-c*m)-s*(i*v-a*m)+g*(i*c-a*l),t[3]=-(n*(l*p-c*h)-s*(i*p-a*h)+f*(i*c-a*l)),t[4]=-(o*(h*v-p*m)-u*(l*v-c*m)+d*(l*p-c*h)),t[5]=r*(h*v-p*m)-u*(i*v-a*m)+d*(i*p-a*h),t[6]=-(r*(l*v-c*m)-o*(i*v-a*m)+d*(i*c-a*l)),t[7]=r*(l*p-c*h)-o*(i*p-a*h)+u*(i*c-a*l),t[8]=o*(f*v-p*g)-u*(s*v-c*g)+d*(s*p-c*f),t[9]=-(r*(f*v-p*g)-u*(n*v-a*g)+d*(n*p-a*f)),t[10]=r*(s*v-c*g)-o*(n*v-a*g)+d*(n*c-a*s),t[11]=-(r*(s*p-c*f)-o*(n*p-a*f)+u*(n*c-a*s)),t[12]=-(o*(f*m-h*g)-u*(s*m-l*g)+d*(s*h-l*f)),t[13]=r*(f*m-h*g)-u*(n*m-i*g)+d*(n*h-i*f),t[14]=-(r*(s*m-l*g)-o*(n*m-i*g)+d*(n*l-i*s)),t[15]=r*(s*h-l*f)-o*(n*h-i*f)+u*(n*l-i*s),t}},{}],196:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return 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t[0]=1-(p+g),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+g),t[6]=d+m,t[7]=0,t[8]=h+v,t[9]=d-m,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],203:[function(t,e,r){e.exports=function(t,e){return t[0]=e[0],t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=e[1],t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=e[2],t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],204:[function(t,e,r){e.exports=function(t,e){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=e[0],t[13]=e[1],t[14]=e[2],t[15]=1,t}},{}],205:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=n,t[6]=r,t[7]=0,t[8]=0,t[9]=-r,t[10]=n,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],206:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return 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n(t);f=g-_,h=m-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*g+o*m+s*v),t[13]=-(l*g+c*m+u*v),t[14]=-(f*g+h*m+p*v),t[15]=1,t}},{\"./identity\":209}],213:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],g=e[12],m=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*g,t[1]=x*i+b*l+_*h+w*m,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*g,t[5]=x*i+b*l+_*h+w*m,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*g,t[9]=x*i+b*l+_*h+w*m,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*g,t[13]=x*i+b*l+_*h+w*m,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],214:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],215:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],216:[function(t,e,r){e.exports=function(t,e,r,n){var i=Math.tan(e.upDegrees*Math.PI/180),a=Math.tan(e.downDegrees*Math.PI/180),o=Math.tan(e.leftDegrees*Math.PI/180),s=Math.tan(e.rightDegrees*Math.PI/180),l=2/(o+s),c=2/(i+a);return t[0]=l,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=c,t[6]=0,t[7]=0,t[8]=-(o-s)*l*.5,t[9]=(i-a)*c*.5,t[10]=n/(r-n),t[11]=-1,t[12]=0,t[13]=0,t[14]=n*r/(r-n),t[15]=0,t}},{}],217:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],g=e[8],m=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+g*_,t[1]=l*x+h*b+m*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+g*k,t[5]=l*w+h*T+m*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+g*S,t[9]=l*A+h*M+m*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],218:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],219:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],220:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],221:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],222:[function(t,e,r){e.exports=function(t){return\"mat4(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\", \"+t[9]+\", \"+t[10]+\", \"+t[11]+\", \"+t[12]+\", \"+t[13]+\", \"+t[14]+\", \"+t[15]+\")\"}},{}],223:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,g=r[0],m=r[1],v=r[2];e===t?(t[12]=e[0]*g+e[4]*m+e[8]*v+e[12],t[13]=e[1]*g+e[5]*m+e[9]*v+e[13],t[14]=e[2]*g+e[6]*m+e[10]*v+e[14],t[15]=e[3]*g+e[7]*m+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*g+s*m+f*v+e[12],t[13]=i*g+l*m+h*v+e[13],t[14]=a*g+c*m+p*v+e[14],t[15]=o*g+u*m+d*v+e[15]);return t}},{}],224:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],225:[function(t,e,r){\"use strict\";var n=t(\"css-font\"),i=t(\"pick-by-alias\"),a=t(\"regl\"),o=t(\"gl-util/context\"),s=t(\"es6-weak-map\"),l=t(\"color-normalize\"),c=t(\"font-atlas\"),u=t(\"typedarray-pool\"),f=t(\"parse-rect\"),h=t(\"is-plain-obj\"),p=t(\"parse-unit\"),d=t(\"to-px\"),g=t(\"detect-kerning\"),m=t(\"object-assign\"),v=t(\"font-measure\"),y=t(\"flatten-vertex-data\"),x=t(\"bit-twiddle\").nextPow2,b=new s,_=!1;if(document.body){var w=document.body.appendChild(document.createElement(\"div\"));w.style.font=\"italic small-caps bold condensed 16px/2 cursive\",getComputedStyle(w).fontStretch&&(_=!0),document.body.removeChild(w)}var T=function(t){!function(t){return\"function\"==typeof t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(h(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},stencil:{enable:!1},depth:{enable:!1},count:t.prop(\"count\"),offset:t.prop(\"offset\"),attributes:{charOffset:{offset:4,stride:8,buffer:t.this(\"sizeBuffer\")},width:{offset:0,stride:8,buffer:t.this(\"sizeBuffer\")},char:t.this(\"charBuffer\"),position:t.this(\"position\")},uniforms:{atlasSize:function(t,e){return[e.atlas.width,e.atlas.height]},atlasDim:function(t,e){return[e.atlas.cols,e.atlas.rows]},atlas:function(t,e){return e.atlas.texture},charStep:function(t,e){return e.atlas.step},em:function(t,e){return e.atlas.em},color:t.prop(\"color\"),opacity:t.prop(\"opacity\"),viewport:t.this(\"viewportArray\"),scale:t.this(\"scale\"),align:t.prop(\"align\"),baseline:t.prop(\"baseline\"),translate:t.this(\"translate\"),positionOffset:t.prop(\"positionOffset\")},primitive:\"points\",viewport:t.this(\"viewport\"),vert:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tattribute float width, charOffset, char;\\n\\t\\t\\tattribute vec2 position;\\n\\t\\t\\tuniform float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 255.;\\n\\t\\t\\t}\",frag:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tuniform float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform sampler2D atlas;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\n\\t\\t\\tfloat lightness(vec4 color) {\\n\\t\\t\\t\\treturn color.r * 0.299 + color.g * 0.587 + color.b * 0.114;\\n\\t\\t\\t}\\n\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 uv = gl_FragCoord.xy - charCoord + charStep * .5;\\n\\t\\t\\t\\tfloat halfCharStep = floor(charStep * .5 + .5);\\n\\n\\t\\t\\t\\t// invert y and shift by 1px (FF expecially needs that)\\n\\t\\t\\t\\tuv.y = charStep - uv.y;\\n\\n\\t\\t\\t\\t// ignore points outside of character bounding box\\n\\t\\t\\t\\tfloat halfCharWidth = ceil(charWidth * .5);\\n\\t\\t\\t\\tif (floor(uv.x) > halfCharStep + halfCharWidth ||\\n\\t\\t\\t\\t\\tfloor(uv.x) < halfCharStep - halfCharWidth) return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign textbaseline\",baseline:\"baseline textBaseline textbaseline\",direction:\"dir direction textDirection\",color:\"color colour fill fill-color fillColor textColor textcolor\",kerning:\"kerning kern\",range:\"range dataBox\",viewport:\"vp viewport viewBox viewbox viewPort\",opacity:\"opacity alpha transparency visible visibility opaque\",offset:\"offset positionOffset padding shift indent indentation\"},!0)).opacity&&(Array.isArray(t.opacity)?this.opacity=t.opacity.map((function(t){return parseFloat(t)})):this.opacity=parseFloat(t.opacity)),null!=t.viewport&&(this.viewport=f(t.viewport),this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null==this.viewport&&(this.viewport={x:0,y:0,width:this.gl.drawingBufferWidth,height:this.gl.drawingBufferHeight},this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null!=t.kerning&&(this.kerning=t.kerning),null!=t.offset&&(\"number\"==typeof t.offset&&(t.offset=[t.offset,0]),this.positionOffset=y(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var c=t.family.join(\", \"),u=[t.style];t.style!=t.variant&&u.push(t.variant),t.variant!=t.weight&&u.push(t.weight),_&&t.weight!=t.stretch&&u.push(t.stretch),e.font[r]={baseString:i,family:c,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:v(c,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:u.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);m(t.kerning,g(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=u.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),u.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=u.mallocUint8(this.count),P=u.mallocFloat(2*this.count);this.textWidth=[];for(var I=0,O=0;I<this.counts.length;I++){for(var z=this.counts[I],D=this.font[I]||this.font[0],R=this.fontAtlas[I]||this.fontAtlas[0],F=0;F<z;F++){var B=this.text.charAt(O),N=this.text.charAt(O-1);if(C[O]=R.ids[B],P[2*O]=D.width[B],F){var j=P[2*O-2],U=P[2*O],V=P[2*O-1]+.5*j+.5*U;if(this.kerning){var H=D.kerning[N+B];H&&(V+=.001*H)}P[2*O+1]=V}else P[2*O+1]=.5*P[2*O];O++}this.textWidth.push(P.length?.5*P[2*O-2]+P[2*O-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),u.freeUint8(C),u.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),u=x(s*i);n.width=l,n.height=u,n.rows=s,n.cols=o,n.em&&n.texture({data:c({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,u],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,i+=\"number\"==typeof t?t-n.baseline:-n[t],i*=-1}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var q;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;q=u.mallocUint8(G);for(var Y=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)q.set(l(Y(W,W+4),\"uint8\"),W)}else{var X=t.color.length;q=u.mallocUint8(4*X);for(var Z=0;Z<X;Z++)q.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=q}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var J=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(J);for(var 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this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new 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r=e.parse(t[1],1,Bt);if(!r)return null;var n=[],i=null;e.expectedType&&\"value\"!==e.expectedType.kind&&(i=e.expectedType);for(var a=1;a<t.length;a+=2){var o=1===a?-1/0:t[a],s=t[a+1],l=a,c=a+1;if(\"number\"!=typeof o)return e.error('Input/output pairs for \"step\" expressions must be defined using literal numeric values (not computed expressions) for the input values.',l);if(n.length&&n[n.length-1][0]>=o)return e.error('Input/output pairs for \"step\" expressions must be arranged with input values in strictly ascending order.',l);var u=e.parse(s,c,i);if(!u)return null;i=i||u.type,n.push([o,u])}return new He(i,r,n)},He.prototype.evaluate=function(t){var e=this.labels,r=this.outputs;if(1===e.length)return r[0].evaluate(t);var n=this.input.evaluate(t);if(n<=e[0])return r[0].evaluate(t);var i=e.length;return n>=e[i-1]?r[i-1].evaluate(t):r[Ve(e,n)].evaluate(t)},He.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},He.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},He.prototype.serialize=function(){for(var t=[\"step\",this.input.serialize()],e=0;e<this.labels.length;e++)e>0&&t.push(this.labels[e]),t.push(this.outputs[e].serialize());return t};var Ge=Object.freeze({__proto__:null,number:qe,color:function(t,e,r){return new te(qe(t.r,e.r,r),qe(t.g,e.g,r),qe(t.b,e.b,r),qe(t.a,e.a,r))},array:function(t,e,r){return t.map((function(t,n){return qe(t,e[n],r)}))}}),Ye=6/29,We=3*Ye*Ye,Xe=Math.PI/180,Ze=180/Math.PI;function Je(t){return t>.008856451679035631?Math.pow(t,1/3):t/We+4/29}function Ke(t){return t>Ye?t*t*t:We*(t-4/29)}function Qe(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function $e(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function tr(t){var e=$e(t.r),r=$e(t.g),n=$e(t.b),i=Je((.4124564*e+.3575761*r+.1804375*n)/.95047),a=Je((.2126729*e+.7151522*r+.072175*n)/1);return{l:116*a-16,a:500*(i-a),b:200*(a-Je((.0193339*e+.119192*r+.9503041*n)/1.08883)),alpha:t.a}}function er(t){var e=(t.l+16)/116,r=isNaN(t.a)?e:e+t.a/500,n=isNaN(t.b)?e:e-t.b/200;return e=1*Ke(e),r=.95047*Ke(r),n=1.08883*Ke(n),new te(Qe(3.2404542*r-1.5371385*e-.4985314*n),Qe(-.969266*r+1.8760108*e+.041556*n),Qe(.0556434*r-.2040259*e+1.0572252*n),t.alpha)}function rr(t,e,r){var n=e-t;return t+r*(n>180||n<-180?n-360*Math.round(n/360):n)}var nr={forward:tr,reverse:er,interpolate:function(t,e,r){return{l:qe(t.l,e.l,r),a:qe(t.a,e.a,r),b:qe(t.b,e.b,r),alpha:qe(t.alpha,e.alpha,r)}}},ir={forward:function(t){var e=tr(t),r=e.l,n=e.a,i=e.b,a=Math.atan2(i,n)*Ze;return{h:a<0?a+360:a,c:Math.sqrt(n*n+i*i),l:r,alpha:t.a}},reverse:function(t){var e=t.h*Xe,r=t.c;return er({l:t.l,a:Math.cos(e)*r,b:Math.sin(e)*r,alpha:t.alpha})},interpolate:function(t,e,r){return{h:rr(t.h,e.h,r),c:qe(t.c,e.c,r),l:qe(t.l,e.l,r),alpha:qe(t.alpha,e.alpha,r)}}},ar=Object.freeze({__proto__:null,lab:nr,hcl:ir}),or=function(t,e,r,n,i){this.type=t,this.operator=e,this.interpolation=r,this.input=n,this.labels=[],this.outputs=[];for(var a=0,o=i;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1];this.labels.push(l),this.outputs.push(c)}};function sr(t,e,r,n){var i=n-r,a=t-r;return 0===i?0:1===e?a/i:(Math.pow(e,a)-1)/(Math.pow(e,i)-1)}or.interpolationFactor=function(t,e,n,i){var a=0;if(\"exponential\"===t.name)a=sr(e,t.base,n,i);else if(\"linear\"===t.name)a=sr(e,1,n,i);else if(\"cubic-bezier\"===t.name){var o=t.controlPoints;a=new r(o[0],o[1],o[2],o[3]).solve(sr(e,1,n,i))}return a},or.parse=function(t,e){var r=t[0],n=t[1],i=t[2],a=t.slice(3);if(!Array.isArray(n)||0===n.length)return e.error(\"Expected an interpolation type expression.\",1);if(\"linear\"===n[0])n={name:\"linear\"};else if(\"exponential\"===n[0]){var o=n[1];if(\"number\"!=typeof o)return e.error(\"Exponential interpolation requires a numeric base.\",1,1);n={name:\"exponential\",base:o}}else{if(\"cubic-bezier\"!==n[0])return e.error(\"Unknown interpolation type \"+String(n[0]),1,0);var s=n.slice(1);if(4!==s.length||s.some((function(t){return\"number\"!=typeof t||t<0||t>1})))return e.error(\"Cubic bezier interpolation requires four numeric arguments with values between 0 and 1.\",1);n={name:\"cubic-bezier\",controlPoints:s}}if(t.length-1<4)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if((t.length-1)%2!=0)return e.error(\"Expected an even number of arguments.\");if(!(i=e.parse(i,2,Bt)))return null;var l=[],c=null;\"interpolate-hcl\"===r||\"interpolate-lab\"===r?c=Ut:e.expectedType&&\"value\"!==e.expectedType.kind&&(c=e.expectedType);for(var u=0;u<a.length;u+=2){var f=a[u],h=a[u+1],p=u+3,d=u+4;if(\"number\"!=typeof f)return e.error('Input/output pairs for 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a=Ve(e,n),o=e[a],s=e[a+1],l=or.interpolationFactor(this.interpolation,n,o,s),c=r[a].evaluate(t),u=r[a+1].evaluate(t);return\"interpolate\"===this.operator?Ge[this.type.kind.toLowerCase()](c,u,l):\"interpolate-hcl\"===this.operator?ir.reverse(ir.interpolate(ir.forward(c),ir.forward(u),l)):nr.reverse(nr.interpolate(nr.forward(c),nr.forward(u),l))},or.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},or.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},or.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var lr=function(t,e){this.type=t,this.args=e};lr.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var c=n&&i.some((function(t){return Jt(n,t.type)}));return new lr(c?Ht:r,i)},lr.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length;i+=1){if(n++,(r=a[i].evaluate(t))&&r instanceof ie&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null!==r)break}return r},lr.prototype.eachChild=function(t){this.args.forEach(t)},lr.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},lr.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var cr=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};cr.prototype.evaluate=function(t){return this.result.evaluate(t)},cr.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1){t(r[e][1])}t(this.result)},cr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new cr(r,o):null},cr.prototype.outputDefined=function(){return this.result.outputDefined()},cr.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return t.push(this.result.serialize()),t};var ur=function(t,e,r){this.type=t,this.index=e,this.input=r};ur.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Bt),n=e.parse(t[2],2,Wt(e.expectedType||Ht));if(!r||!n)return null;var i=n.type;return new ur(i.itemType,r,n)},ur.prototype.evaluate=function(t){var e=this.index.evaluate(t),r=this.input.evaluate(t);if(e<0)throw new ue(\"Array index out of bounds: \"+e+\" < 0.\");if(e>=r.length)throw new ue(\"Array index out of bounds: \"+e+\" > \"+(r.length-1)+\".\");if(e!==Math.floor(e))throw new ue(\"Array index must be an integer, but found \"+e+\" instead.\");return r[e]},ur.prototype.eachChild=function(t){t(this.index),t(this.input)},ur.prototype.outputDefined=function(){return!1},ur.prototype.serialize=function(){return[\"at\",this.index.serialize(),this.input.serialize()]};var fr=function(t,e){this.type=jt,this.needle=t,this.haystack=e};fr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);return r&&n?Kt(r.type,[jt,Nt,Bt,Ft,Ht])?new fr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\"):null},fr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");return r.indexOf(e)>=0},fr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},fr.prototype.outputDefined=function(){return!0},fr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var hr=function(t,e,r){this.type=Bt,this.needle=t,this.haystack=e,this.fromIndex=r};hr.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);if(!r||!n)return null;if(!Kt(r.type,[jt,Nt,Bt,Ft,Ht]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Bt);return i?new hr(r,n,i):null}return new hr(r,n)},hr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");if(this.fromIndex){var n=this.fromIndex.evaluate(t);return r.indexOf(e,n)}return r.indexOf(e)},hr.prototype.eachChild=function(t){t(this.needle),t(this.haystack),this.fromIndex&&t(this.fromIndex)},hr.prototype.outputDefined=function(){return!1},hr.prototype.serialize=function(){if(null!=this.fromIndex&&void 0!==this.fromIndex){var t=this.fromIndex.serialize();return[\"index-of\",this.needle.serialize(),this.haystack.serialize(),t]}return[\"index-of\",this.needle.serialize(),this.haystack.serialize()]};var pr=function(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a};pr.parse=function(t,e){if(t.length<5)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=1)return e.error(\"Expected an even number of 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g?\"value\"!==d.type.kind&&e.concat(1).checkSubtype(r,d.type)?null:new pr(r,n,d,i,a,g):null},pr.prototype.evaluate=function(t){var e=this.input.evaluate(t);return(se(e)===this.inputType&&this.outputs[this.cases[e]]||this.otherwise).evaluate(t)},pr.prototype.eachChild=function(t){t(this.input),this.outputs.forEach(t),t(this.otherwise)},pr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))&&this.otherwise.outputDefined()},pr.prototype.serialize=function(){for(var t=this,e=[\"match\",this.input.serialize()],r=[],n={},i=0,a=Object.keys(this.cases).sort();i<a.length;i+=1){var o=a[i];void 0===(f=n[this.cases[o]])?(n[this.cases[o]]=r.length,r.push([this.cases[o],[o]])):r[f][1].push(o)}for(var s=function(e){return\"number\"===t.inputType.kind?Number(e):e},l=0,c=r;l<c.length;l+=1){var u=c[l],f=u[0],h=u[1];1===h.length?e.push(s(h[0])):e.push(h.map(s)),e.push(this.outputs[outputIndex$1].serialize())}return e.push(this.otherwise.serialize()),e};var dr=function(t,e,r){this.type=t,this.branches=e,this.otherwise=r};dr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=0)return e.error(\"Expected an odd number of arguments.\");var r;e.expectedType&&\"value\"!==e.expectedType.kind&&(r=e.expectedType);for(var n=[],i=1;i<t.length-1;i+=2){var a=e.parse(t[i],i,jt);if(!a)return null;var o=e.parse(t[i+1],i+1,r);if(!o)return null;n.push([a,o]),r=r||o.type}var s=e.parse(t[t.length-1],t.length-1,r);return s?new dr(r,n,s):null},dr.prototype.evaluate=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];if(i.evaluate(t))return a.evaluate(t)}return this.otherwise.evaluate(t)},dr.prototype.eachChild=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t(i),t(a)}t(this.otherwise)},dr.prototype.outputDefined=function(){return this.branches.every((function(t){t[0];return 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or?a.interpolation:void 0;return Ir(new Zr(n?\"camera\":\"composite\",t.value,a.labels,o))}Zr.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},Zr.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},Zr.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?or.interpolationFactor(this.interpolationType,t,e,r):0};var Kr=function(t,e){this._parameters=t,this._specification=e,It(this,function t(e,r){var n,i,a,o=\"color\"===r.type,s=e.stops&&\"object\"==typeof e.stops[0][0],l=s||void 0!==e.property,c=s||!l,u=e.type||(Rr(r)?\"exponential\":\"interval\");if(o&&((e=It({},e)).stops&&(e.stops=e.stops.map((function(t){return[t[0],te.parse(t[1])]}))),e.default?e.default=te.parse(e.default):e.default=te.parse(r.default)),e.colorSpace&&\"rgb\"!==e.colorSpace&&!ar[e.colorSpace])throw new Error(\"Unknown color space: 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n&&r<n.minimum?[new Ct(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Ct(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function en(t){var e,r,n,i=t.valueSpec,a=Ot(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,c=\"array\"===Fr(t.value.stops)&&\"array\"===Fr(t.value.stops[0])&&\"object\"===Fr(t.value.stops[0][0]),u=Qr({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Ct(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;e=e.concat($r({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Fr(r)&&0===r.length&&e.push(new Ct(t.key,r,\"array must have at least one stop\"));return e},default:function(t){return kn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&u.push(new Ct(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||u.push(new Ct(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!Rr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!zr(t.valueSpec)?u.push(new Ct(t.key,t.value,\"property functions not supported\")):s&&!Dr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!c||void 0!==t.value.property||u.push(new Ct(t.key,t.value,'\"property\" property is required')),u;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Fr(a))return[new Ct(s,a,\"array expected, \"+Fr(a)+\" found\")];if(2!==a.length)return[new Ct(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(c){if(\"object\"!==Fr(a[0]))return[new Ct(s,a,\"object expected, \"+Fr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Ct(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Ct(s,a,\"object stop key must have value\")];if(n&&n>Ot(a[0].zoom))return[new Ct(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ot(a[0].zoom)!==n&&(n=Ot(a[0].zoom),r=void 0,o={}),e=e.concat(Qr({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:tn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return Yr(zt(a[1]))?e.concat([new Ct(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(kn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Fr(t.value),l=Ot(t.value),c=null!==t.value?t.value:n;if(e){if(s!==e)return[new Ct(t.key,c,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Ct(t.key,c,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var u=\"number expected, \"+s+\" found\";return zr(i)&&void 0===a&&(u+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Ct(t.key,c,u)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Ct(t.key,c,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Ct(t.key,c,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Ct(t.key,c,\"integer expected, found \"+l)]}}function rn(t){var e=(\"property\"===t.expressionContext?Jr:Wr)(zt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Ct(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Ct(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ne(r,[\"zoom\",\"feature-state\"]))return[new Ct(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Fe(r))return[new Ct(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function nn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ot(r))&&i.push(new Ct(e,r,\"expected one of [\"+n.values.join(\", \")+\"], 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on={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function sn(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};an(t)||(t=cn(t));var e=Wr(t,on);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:function t(e){if(!Array.isArray(e))return!1;if(\"within\"===e[0])return!0;for(var r=1;r<e.length;r++)if(t(e[r]))return!0;return!1}(t)}}function ln(t,e){return t<e?-1:t>e?1:0}function cn(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?un(t[1],t[2],\"==\"):\"!=\"===r?pn(un(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?un(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(cn))):\"all\"===r?[\"all\"].concat(t.slice(1).map(cn)):\"none\"===r?[\"all\"].concat(t.slice(1).map(cn).map(pn)):\"in\"===r?fn(t[1],t.slice(2)):\"!in\"===r?pn(fn(t[1],t.slice(2))):\"has\"===r?hn(t[1]):\"!has\"===r?pn(hn(t[1])):\"within\"!==r||t}function un(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function fn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(ln)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function hn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function pn(t){return[\"!\",t]}function dn(t){return an(zt(t.value))?rn(It({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):function t(e){var r=e.value,n=e.key;if(\"array\"!==Fr(r))return[new Ct(n,r,\"array expected, \"+Fr(r)+\" found\")];var i,a=e.styleSpec,o=[];if(r.length<1)return[new Ct(n,r,\"filter array must have at least 1 element\")];switch(o=o.concat(nn({key:n+\"[0]\",value:r[0],valueSpec:a.filter_operator,style:e.style,styleSpec:e.styleSpec})),Ot(r[0])){case\"<\":case\"<=\":case\">\":case\">=\":r.length>=2&&\"$type\"===Ot(r[1])&&o.push(new Ct(n,r,'\"$type\" cannot be use with operator \"'+r[0]+'\"'));case\"==\":case\"!=\":3!==r.length&&o.push(new Ct(n,r,'filter array for operator \"'+r[0]+'\" must have 3 elements'));case\"in\":case\"!in\":r.length>=2&&\"string\"!==(i=Fr(r[1]))&&o.push(new Ct(n+\"[1]\",r[1],\"string expected, \"+i+\" 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r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return kn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var c,u=t.valueSpec||s[o];if(!u)return[new Ct(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Fr(a)&&zr(u)&&!u.tokens&&(c=/^{([^}]+)}$/.exec(a)))return[new Ct(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(c[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Ct(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&Br(zt(a))&&\"identity\"===Ot(a.type)&&f.push(new Ct(r,a,'\"text-font\" does not support identity 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Kr(t,e);if(Yr(t)){var r=Jr(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=te.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var gi=function(t){this.property=t,this.value=new di(t,void 0)};gi.prototype.transitioned=function(t,e){return new vi(this.property,this.value,e,u({},t.transition,this.transition),t.now)},gi.prototype.untransitioned=function(){return new vi(this.property,this.value,null,{},0)};var mi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};mi.prototype.getValue=function(t){return x(this._values[t].value.value)},mi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new gi(this._values[t].property)),this._values[t].value=new di(this._values[t].property,null===e?void 0:x(e))},mi.prototype.getTransition=function(t){return x(this._values[t].transition)},mi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new gi(this._values[t].property)),this._values[t].transition=x(e)||void 0},mi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},mi.prototype.transitioned=function(t,e){for(var r=new yi(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},mi.prototype.untransitioned=function(){for(var t=new yi(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var vi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};vi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var yi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};yi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},yi.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var xi=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};xi.prototype.getValue=function(t){return x(this._values[t].value)},xi.prototype.setValue=function(t,e){this._values[t]=new di(this._values[t].property,null===e?void 0:x(e))},xi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},xi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var bi=function(t,e,r){this.property=t,this.value=e,this.parameters=r};bi.prototype.isConstant=function(){return\"constant\"===this.value.kind},bi.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},bi.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var _i=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};_i.prototype.get=function(t){return this._values[t]};var wi=function(t){this.specification=t};wi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},wi.prototype.interpolate=function(t,e,r){var n=Ge[this.specification.type];return n?n(t,e,r):t};var Ti=function(t,e){this.specification=t,this.overrides=e};Ti.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new bi(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new bi(this,t.expression,e)},Ti.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new bi(this,{kind:\"constant\",value:void 0},t.parameters);var n=Ge[this.specification.type];return n?new bi(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Ti.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new bi(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new bi(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new bi(this,{kind:\"constant\",value:s},e)}return new bi(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Ti),Ai=function(t){this.specification=t};Ai.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new pi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new pi(Math.floor(e.zoom),e)),t.expression.evaluate(new pi(Math.floor(e.zoom+1),e)),e)}},Ai.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Ai.prototype.interpolate=function(t){return t};var Mi=function(t){this.specification=t};Mi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},Mi.prototype.interpolate=function(){return!1};var Si=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new di(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new gi(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};Nn(\"DataDrivenProperty\",Ti),Nn(\"DataConstantProperty\",wi),Nn(\"CrossFadedDataDrivenProperty\",ki),Nn(\"CrossFadedProperty\",Ai),Nn(\"ColorRampProperty\",Mi);var Ei=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(e=e,this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new xi(r.layout)),r.paint)){for(var n in this._transitionablePaint=new mi(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new _i(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(In,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return m(t,\"-transition\")?this._transitionablePaint.getTransition(t.slice(0,-\"-transition\".length)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Pn,n,t,e,r))return!1}if(m(t,\"-transition\"))return this._transitionablePaint.setTransition(t.slice(0,-\"-transition\".length),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||(!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility)},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),y(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&On(this,t.call(Ln,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Lt,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof bi&&zr(e.property.specification)&&((\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent))return!0}return!1},e}(Et),Li={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Ci=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Pi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function Ii(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Li[i].BYTES_PER_ELEMENT),o=r=Oi(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:Oi(r,Math.max(n,e)),alignment:e}}function Oi(t,e){return Math.ceil(t/e)*e}Pi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Pi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Pi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Pi.prototype.clear=function(){this.length=0},Pi.prototype.resize=function(t){this.reserve(t),this.length=t},Pi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Pi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Pi);zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2i4\",zi);var Di=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t},e}(Pi);Di.prototype.bytesPerElement=8,Nn(\"StructArrayLayout4i8\",Di);var Ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Ri.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i4i12\",Ri);var Fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Pi);Fi.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2i4ub8\",Fi);var Bi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u){var f=9*t,h=18*t;return this.uint16[f+0]=e,this.uint16[f+1]=r,this.uint16[f+2]=n,this.uint16[f+3]=i,this.uint16[f+4]=a,this.uint16[f+5]=o,this.uint16[f+6]=s,this.uint16[f+7]=l,this.uint8[h+16]=c,this.uint8[h+17]=u,t},e}(Pi);Bi.prototype.bytesPerElement=18,Nn(\"StructArrayLayout8ui2ub18\",Bi);var Ni=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f){var h=this.length;return this.resize(h+1),this.emplace(h,t,e,r,n,i,a,o,s,l,c,u,f)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=f,this.int16[p+11]=h,t},e}(Pi);Ni.prototype.bytesPerElement=24,Nn(\"StructArrayLayout4i4ui4i24\",Ni);var ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Pi);ji.prototype.bytesPerElement=12,Nn(\"StructArrayLayout3f12\",ji);var Ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint32[r+0]=e,t},e}(Pi);Ui.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1ul4\",Ui);var Vi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l){var c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c){var u=10*t,f=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[f+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t},e}(Pi);Vi.prototype.bytesPerElement=20,Nn(\"StructArrayLayout6i1ul2ui20\",Vi);var Hi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Hi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i2i2i12\",Hi);var qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i){var a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)},e.prototype.emplace=function(t,e,r,n,i,a){var o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t},e}(Pi);qi.prototype.bytesPerElement=16,Nn(\"StructArrayLayout2f1f2i16\",qi);var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=12*t,o=3*t;return this.uint8[a+0]=e,this.uint8[a+1]=r,this.float32[o+1]=n,this.float32[o+2]=i,t},e}(Pi);Gi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2ub2f12\",Gi);var Yi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.uint16[i+0]=e,this.uint16[i+1]=r,this.uint16[i+2]=n,t},e}(Pi);Yi.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3ui6\",Yi);var Wi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m){var v=this.length;return this.resize(v+1),this.emplace(v,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v){var y=24*t,x=12*t,b=48*t;return this.int16[y+0]=e,this.int16[y+1]=r,this.uint16[y+2]=n,this.uint16[y+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[y+10]=l,this.uint16[y+11]=c,this.uint16[y+12]=u,this.float32[x+7]=f,this.float32[x+8]=h,this.uint8[b+36]=p,this.uint8[b+37]=d,this.uint8[b+38]=g,this.uint32[x+10]=m,this.int16[y+22]=v,t},e}(Pi);Wi.prototype.bytesPerElement=48,Nn(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",Wi);var Xi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S){var E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S,E){var L=34*t,C=17*t;return this.int16[L+0]=e,this.int16[L+1]=r,this.int16[L+2]=n,this.int16[L+3]=i,this.int16[L+4]=a,this.int16[L+5]=o,this.int16[L+6]=s,this.int16[L+7]=l,this.uint16[L+8]=c,this.uint16[L+9]=u,this.uint16[L+10]=f,this.uint16[L+11]=h,this.uint16[L+12]=p,this.uint16[L+13]=d,this.uint16[L+14]=g,this.uint16[L+15]=m,this.uint16[L+16]=v,this.uint16[L+17]=y,this.uint16[L+18]=x,this.uint16[L+19]=b,this.uint16[L+20]=_,this.uint16[L+21]=w,this.uint16[L+22]=T,this.uint32[C+12]=k,this.float32[C+13]=A,this.float32[C+14]=M,this.float32[C+15]=S,this.float32[C+16]=E,t},e}(Pi);Xi.prototype.bytesPerElement=68,Nn(\"StructArrayLayout8i15ui1ul4f68\",Xi);var Zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.float32[r+0]=e,t},e}(Pi);Zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1f4\",Zi);var Ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.int16[i+0]=e,this.int16[i+1]=r,this.int16[i+2]=n,t},e}(Pi);Ji.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3i6\",Ji);var Ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=2*t,a=4*t;return this.uint32[i+0]=e,this.uint16[a+2]=r,this.uint16[a+3]=n,t},e}(Pi);Ki.prototype.bytesPerElement=8,Nn(\"StructArrayLayout1ul2ui8\",Ki);var Qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.uint16[n+0]=e,this.uint16[n+1]=r,t},e}(Pi);Qi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2ui4\",Qi);var $i=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint16[r+0]=e,t},e}(Pi);$i.prototype.bytesPerElement=2,Nn(\"StructArrayLayout1ui2\",$i);var ta=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t},e}(Pi);ta.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2f8\",ta);var ea=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t},e}(Pi);ea.prototype.bytesPerElement=16,Nn(\"StructArrayLayout4f16\",ea);var ra=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorPointX:{configurable:!0},anchorPointY:{configurable:!0},x1:{configurable:!0},y1:{configurable:!0},x2:{configurable:!0},y2:{configurable:!0},featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.y2.get=function(){return this._structArray.int16[this._pos2+5]},r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+8]},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.anchorPoint.get=function(){return new i(this.anchorPointX,this.anchorPointY)},Object.defineProperties(e.prototype,r),e}(Ci);ra.prototype.size=20;var na=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ra(this,t)},e}(Vi);Nn(\"CollisionBoxArray\",na);var ia=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},glyphStartIndex:{configurable:!0},numGlyphs:{configurable:!0},vertexStartIndex:{configurable:!0},lineStartIndex:{configurable:!0},lineLength:{configurable:!0},segment:{configurable:!0},lowerSize:{configurable:!0},upperSize:{configurable:!0},lineOffsetX:{configurable:!0},lineOffsetY:{configurable:!0},writingMode:{configurable:!0},placedOrientation:{configurable:!0},hidden:{configurable:!0},crossTileID:{configurable:!0},associatedIconIndex:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.glyphStartIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.numGlyphs.get=function(){return this._structArray.uint16[this._pos2+3]},r.vertexStartIndex.get=function(){return this._structArray.uint32[this._pos4+2]},r.lineStartIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.lineLength.get=function(){return this._structArray.uint32[this._pos4+4]},r.segment.get=function(){return this._structArray.uint16[this._pos2+10]},r.lowerSize.get=function(){return this._structArray.uint16[this._pos2+11]},r.upperSize.get=function(){return this._structArray.uint16[this._pos2+12]},r.lineOffsetX.get=function(){return this._structArray.float32[this._pos4+7]},r.lineOffsetY.get=function(){return this._structArray.float32[this._pos4+8]},r.writingMode.get=function(){return this._structArray.uint8[this._pos1+36]},r.placedOrientation.get=function(){return this._structArray.uint8[this._pos1+37]},r.placedOrientation.set=function(t){this._structArray.uint8[this._pos1+37]=t},r.hidden.get=function(){return this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}(Ci);ia.prototype.size=48;var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ia(this,t)},e}(Wi);Nn(\"PlacedSymbolArray\",aa);var oa=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},rightJustifiedTextSymbolIndex:{configurable:!0},centerJustifiedTextSymbolIndex:{configurable:!0},leftJustifiedTextSymbolIndex:{configurable:!0},verticalPlacedTextSymbolIndex:{configurable:!0},placedIconSymbolIndex:{configurable:!0},verticalPlacedIconSymbolIndex:{configurable:!0},key:{configurable:!0},textBoxStartIndex:{configurable:!0},textBoxEndIndex:{configurable:!0},verticalTextBoxStartIndex:{configurable:!0},verticalTextBoxEndIndex:{configurable:!0},iconBoxStartIndex:{configurable:!0},iconBoxEndIndex:{configurable:!0},verticalIconBoxStartIndex:{configurable:!0},verticalIconBoxEndIndex:{configurable:!0},featureIndex:{configurable:!0},numHorizontalGlyphVertices:{configurable:!0},numVerticalGlyphVertices:{configurable:!0},numIconVertices:{configurable:!0},numVerticalIconVertices:{configurable:!0},useRuntimeCollisionCircles:{configurable:!0},crossTileID:{configurable:!0},textBoxScale:{configurable:!0},textOffset0:{configurable:!0},textOffset1:{configurable:!0},collisionCircleDiameter:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return this._structArray.uint16[this._pos2+22]},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+12]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+12]=t},r.textBoxScale.get=function(){return this._structArray.float32[this._pos4+13]},r.textOffset0.get=function(){return this._structArray.float32[this._pos4+14]},r.textOffset1.get=function(){return this._structArray.float32[this._pos4+15]},r.collisionCircleDiameter.get=function(){return this._structArray.float32[this._pos4+16]},Object.defineProperties(e.prototype,r),e}(Ci);oa.prototype.size=68;var sa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new oa(this,t)},e}(Xi);Nn(\"SymbolInstanceArray\",sa);var la=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getoffsetX=function(t){return this.float32[1*t+0]},e}(Zi);Nn(\"GlyphOffsetArray\",la);var ca=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getx=function(t){return this.int16[3*t+0]},e.prototype.gety=function(t){return this.int16[3*t+1]},e.prototype.gettileUnitDistanceFromAnchor=function(t){return this.int16[3*t+2]},e}(Ji);Nn(\"SymbolLineVertexArray\",ca);var ua=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0}};return r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+0]},r.sourceLayerIndex.get=function(){return 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t.paint._values)if(r(a)){var o=t.paint.get(a);if(o instanceof bi&&zr(o.property.specification)){var s=Va(a,t.type),l=o.value,c=o.property.specification.type,u=o.property.useIntegerZoom,f=o.property.specification[\"property-type\"],h=\"cross-faded\"===f||\"cross-faded-data-driven\"===f;if(\"constant\"===l.kind)this.binders[a]=h?new Ra(l.value,s):new Da(l.value,s,c),i.push(\"/u_\"+a);else if(\"source\"===l.kind||h){var p=Ha(a,c,\"source\");this.binders[a]=h?new Na(l,c,u,e,p,t.id):new Fa(l,s,c,p),i.push(\"/a_\"+a)}else{var d=Ha(a,c,\"composite\");this.binders[a]=new Ba(l,s,c,u,e,d),i.push(\"/z_\"+a)}}}this.cacheKey=i.sort().join(\"\")};ja.prototype.getMaxValue=function(t){var e=this.binders[t];return e instanceof Fa||e instanceof Ba?e.maxValue:0},ja.prototype.populatePaintArrays=function(t,e,r,n,i){for(var a in this.binders){var o=this.binders[a];(o instanceof Fa||o instanceof Ba||o instanceof Na)&&o.populatePaintArray(t,e,r,n,i)}},ja.prototype.setConstantPatternPositions=function(t,e){for(var r in this.binders){var n=this.binders[r];n instanceof Ra&&n.setConstantPatternPositions(t,e)}},ja.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var c=l[s],u=r.feature(c.index);for(var f in this.binders){var h=this.binders[f];if((h instanceof Fa||h instanceof Ba||h instanceof Na)&&!0===h.expression.isStateDependent){var p=n.paint.get(f);h.expression=p.value,h.updatePaintArray(c.start,c.end,u,t[o],i),a=!0}}}return a},ja.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof Da||r instanceof Ra)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},ja.prototype.getPaintVertexBuffers=function(){return this._buffers},ja.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof Da||i instanceof Ra||i instanceof Ba)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},ja.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,c=o.binding;this.binders[l].setUniform(c,n,r.get(l),s)}},ja.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof Na){var n=2===t.fromScale?r.zoomInPaintVertexBuffer:r.zoomOutPaintVertexBuffer;n&&this._buffers.push(n)}else(r instanceof Fa||r instanceof Ba)&&r.paintVertexBuffer&&this._buffers.push(r.paintVertexBuffer)}},ja.prototype.upload=function(t){for(var e in this.binders){var r=this.binders[e];(r instanceof Fa||r instanceof Ba||r instanceof Na)&&r.upload(t)}this.updatePaintBuffers()},ja.prototype.destroy=function(){for(var t in this.binders){var e=this.binders[t];(e instanceof Fa||e instanceof Ba||e instanceof Na)&&e.destroy()}};var Ua=function(t,e,r,n){void 0===n&&(n=function(){return!0}),this.programConfigurations={};for(var i=0,a=e;i<a.length;i+=1){var o=a[i];this.programConfigurations[o.id]=new ja(o,r,n,t)}this.needsUpload=!1,this._featureMap=new _a,this._bufferOffset=0};function Va(t,e){return{\"text-opacity\":[\"opacity\"],\"icon-opacity\":[\"opacity\"],\"text-color\":[\"fill_color\"],\"icon-color\":[\"fill_color\"],\"text-halo-color\":[\"halo_color\"],\"icon-halo-color\":[\"halo_color\"],\"text-halo-blur\":[\"halo_blur\"],\"icon-halo-blur\":[\"halo_blur\"],\"text-halo-width\":[\"halo_width\"],\"icon-halo-width\":[\"halo_width\"],\"line-gap-width\":[\"gapwidth\"],\"line-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-extrusion-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"]}[t]||[t.replace(e+\"-\",\"\").replace(/-/g,\"_\")]}function Ha(t,e,r){var n={color:{source:ta,composite:ea},number:{source:Zi,composite:ta}},i=function(t){return{\"line-pattern\":{source:Bi,composite:Bi},\"fill-pattern\":{source:Bi,composite:Bi},\"fill-extrusion-pattern\":{source:Bi,composite:Bi}}[t]}(t);return 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c=t.readVarint();n=7&c,a=c>>3}if(a--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new i(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},ws.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},ws.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=ws.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];u(l=f);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=ks(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}r&&i.push(r);return i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var h={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var As=Ms;function Ms(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Ss,this,e),this.length=this._features.length}function Ss(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){var e=null,r=t.readVarint()+t.pos;for(;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Es(t,e,r){if(3===t){var n=new As(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Ms.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new _s(this._pbf,e,this.extent,this._keys,this._values)};var Ls={VectorTile:function(t,e){this.layers=t.readFields(Es,{},e)},VectorTileFeature:_s,VectorTileLayer:As},Cs=Ls.VectorTileFeature.types,Ps=Math.pow(2,13);function Is(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*Ps)+o,i*Ps*2,a*Ps*2,Math.round(s))}var Os=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new Ri,this.indexArray=new Yi,this.programConfigurations=new Ua(bs,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function zs(t,e){return t.x===e.x&&(t.x<0||t.x>8192)||t.y===e.y&&(t.y<0||t.y>8192)}function Ds(t){return t.every((function(t){return t.x<0}))||t.every((function(t){return t.x>8192}))||t.every((function(t){return t.y<0}))||t.every((function(t){return t.y>8192}))}Os.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=ds(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,c=a.sourceLayerIndex,u=this.layers[0]._featureFilter.needGeometry,f={type:o.type,id:s,properties:o.properties,geometry:u?Ya(o):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:c,index:l,geometry:u?f.geometry:Ya(o),properties:o.properties,type:o.type,patterns:{}};void 0!==o.id&&(h.id=o.id),this.hasPattern?this.features.push(gs(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,c,this.index,!0)}}},Os.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},Os.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},Os.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},Os.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},Os.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,bs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},Os.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},Os.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=hs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,c=0,u=s;c<u.length;c+=1){l+=u[c].length}for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!Ds(d))for(var g=0,m=0;m<d.length;m++){var v=d[m];if(m>=1){var y=d[m-1];if(!zs(v,y)){f.vertexLength+4>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=v.sub(y)._perp()._unit(),b=y.dist(v);g+b>32768&&(g=0),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,0,g),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,1,g),g+=b,Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,g),Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,g);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===Cs[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];Is(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=Do(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},Nn(\"FillExtrusionBucket\",Os,{omit:[\"layers\",\"features\"]});var Rs={paint:new Si({\"fill-extrusion-opacity\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new ki(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},Fs=function(t){function e(e){t.call(this,e,Rs)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new Os(t)},e.prototype.queryRadius=function(){return so(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,a,o,s,l){var c=lo(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var a=[],o=0,s=t;o<s.length;o+=1){var l=s[o],c=[l.x,l.y,n,1];xo(c,c,e),a.push(new i(c[0]/c[3],c[1]/c[3]))}return a}(c,l,0,0),p=function(t,e,r,n){for(var a=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,g=0,m=t;g<m.length;g+=1){for(var v=m[g],y=[],x=[],b=0,_=v;b<_.length;b+=1){var w=_[b],T=w.x,k=w.y,A=n[0]*T+n[4]*k+n[12],M=n[1]*T+n[5]*k+n[13],S=n[2]*T+n[6]*k+n[14],E=n[3]*T+n[7]*k+n[15],L=S+c,C=E+u,P=A+f,I=M+h,O=S+p,z=E+d,D=new i((A+s)/C,(M+l)/C);D.z=L/C,y.push(D);var R=new i(P/z,I/z);R.z=O/z,x.push(R)}a.push(y),o.push(x)}return[a,o]}(n,f,u,l);return function(t,e,r){var n=1/0;Ka(r,e)&&(n=Ns(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],c=a[s+1],u=o[s],f=o[s+1],h=[l,c,f,u,l];Za(r,h)&&(n=Math.min(n,Ns(r,h)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ei);function Bs(t,e){return t.x*e.x+t.y*e.y}function Ns(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),c=o.sub(i),u=Bs(s,s),f=Bs(s,l),h=Bs(l,l),p=Bs(c,s),d=Bs(c,l),g=u*h-f*f,m=(h*p-f*d)/g,v=(u*d-f*p)/g,y=1-m-v,x=i.z*y+r.z*m+a.z*v;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var js=Ii([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,Us=Ls.VectorTileFeature.types,Vs=Math.cos(Math.PI/180*37.5),Hs=Math.pow(2,14)/.5,qs=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.layoutVertexArray=new Fi,this.indexArray=new Yi,this.programConfigurations=new Ua(js,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};qs.prototype.populate=function(t,e,r){this.hasPattern=ds(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,c=s.id,u=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p={type:l.type,id:c,properties:l.properties,geometry:h?Ya(l):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),p,r)){h||(p.geometry=Ya(l));var d=n?n.evaluate(p,{},r):void 0,g={id:c,properties:l.properties,type:l.type,sourceLayerIndex:f,index:u,geometry:p.geometry,patterns:{},sortKey:d};i.push(g)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var m=0,v=i;m<v.length;m+=1){var y=v[m],x=y,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=gs(\"line\",this.layers,y,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(y,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},qs.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},qs.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},qs.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},qs.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},qs.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,js),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},qs.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},qs.prototype.addFeature=function(t,e,r,n,i){for(var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\"),u=0,f=e;u<f.length;u+=1){var h=f[u];this.addLine(h,t,o,s,l,c)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},qs.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")){this.clipStart=+e.properties.mapbox_clip_start,this.clipEnd=+e.properties.mapbox_clip_end;for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance()}for(var s=\"Polygon\"===Us[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var u,f=this.overscaling<=16?122880/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,g=void 0,m=void 0;this.e1=this.e2=-1,s&&(u=t[l-2],m=t[c].sub(u)._unit()._perp());for(var v=c;v<l;v++)if(!(d=v===l-1?s?t[c+1]:void 0:t[v+1])||!t[v].equals(d)){m&&(g=m),u&&(p=u),u=t[v],m=d?d.sub(u)._unit()._perp():g;var y=(g=g||m).add(m);0===y.x&&0===y.y||y._unit();var x=g.x*m.x+g.y*m.y,b=y.x*m.x+y.y*m.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<Vs&&p&&d,k=g.x*m.y-g.y*m.x>0;if(T&&v>c){var A=u.dist(p);if(A>2*f){var M=u.sub(u.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,g,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,u),\"miter\"===E)y._mult(_),this.addCurrentVertex(u,y,0,0,h);else if(\"flipbevel\"===E){if(_>100)y=m.mult(-1);else{var L=_*g.add(m).mag()/g.sub(m).mag();y._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(u,y,0,0,h),this.addCurrentVertex(u,y.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,I=k?0:C;if(p&&this.addCurrentVertex(u,g,P,I,h),\"fakeround\"===E)for(var O=Math.round(180*w/Math.PI/20),z=1;z<O;z++){var D=z/O;if(.5!==D){var R=D-.5;D+=D*R*(D-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=m.sub(g)._mult(D)._add(g)._unit()._mult(k?-1:1);this.addHalfVertex(u,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(u,m,-P,-I,h)}else if(\"butt\"===E)this.addCurrentVertex(u,y,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(u,y,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(u,g,0,0,h),this.addCurrentVertex(u,g,1,1,h,!0)),d&&(this.addCurrentVertex(u,m,-1,-1,h,!0),this.addCurrentVertex(u,m,0,0,h)));if(T&&v<l-1){var N=u.dist(d);if(N>2*f){var j=u.add(d.sub(u)._mult(f/N)._round());this.updateDistance(u,j),this.addCurrentVertex(j,m,0,0,h),u=j}}}}},qs.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>Hs/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},qs.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,c=.5*this.scaledDistance;this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&c)<<2,c>>6);var u=o.vertexLength++;this.e1>=0&&this.e2>=0&&(this.indexArray.emplaceBack(this.e1,this.e2,u),o.primitiveLength++),i?this.e2=u:this.e1=u},qs.prototype.updateScaledDistance=function(){this.scaledDistance=this.totalDistance>0?(this.clipStart+(this.clipEnd-this.clipStart)*this.distance/this.totalDistance)*(Hs-1):this.distance},qs.prototype.updateDistance=function(t,e){this.distance+=t.dist(e),this.updateScaledDistance()},Nn(\"LineBucket\",qs,{omit:[\"layers\",\"patternFeatures\"]});var Gs=new Si({\"line-cap\":new wi(Lt.layout_line[\"line-cap\"]),\"line-join\":new Ti(Lt.layout_line[\"line-join\"]),\"line-miter-limit\":new wi(Lt.layout_line[\"line-miter-limit\"]),\"line-round-limit\":new wi(Lt.layout_line[\"line-round-limit\"]),\"line-sort-key\":new Ti(Lt.layout_line[\"line-sort-key\"])}),Ys={paint:new Si({\"line-opacity\":new Ti(Lt.paint_line[\"line-opacity\"]),\"line-color\":new Ti(Lt.paint_line[\"line-color\"]),\"line-translate\":new wi(Lt.paint_line[\"line-translate\"]),\"line-translate-anchor\":new wi(Lt.paint_line[\"line-translate-anchor\"]),\"line-width\":new Ti(Lt.paint_line[\"line-width\"]),\"line-gap-width\":new Ti(Lt.paint_line[\"line-gap-width\"]),\"line-offset\":new Ti(Lt.paint_line[\"line-offset\"]),\"line-blur\":new Ti(Lt.paint_line[\"line-blur\"]),\"line-dasharray\":new Ai(Lt.paint_line[\"line-dasharray\"]),\"line-pattern\":new ki(Lt.paint_line[\"line-pattern\"]),\"line-gradient\":new Mi(Lt.paint_line[\"line-gradient\"])}),layout:Gs},Ws=new(function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(e,r){return r=new pi(Math.floor(r.zoom),{now:r.now,fadeDuration:r.fadeDuration,zoomHistory:r.zoomHistory,transition:r.transition}),t.prototype.possiblyEvaluate.call(this,e,r)},e.prototype.evaluate=function(e,r,n,i){return r=u({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n,i)},e}(Ti))(Ys.paint.properties[\"line-width\"].specification);Ws.useIntegerZoom=!0;var Xs=function(t){function e(e){t.call(this,e,Ys)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._handleSpecialPaintPropertyUpdate=function(t){\"line-gradient\"===t&&this._updateGradient()},e.prototype._updateGradient=function(){var 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o=t[a],s=[],l=0;l<o.length;l++){var c=o[l-1],u=o[l],f=o[l+1],h=0===l?n:u.sub(c)._unit()._perp(),p=l===o.length-1?n:f.sub(u)._unit()._perp(),d=h._add(p)._unit(),g=d.x*p.x+d.y*p.y;d._mult(1/g),s.push(d._mult(e)._add(u))}r.push(s)}return r}(n,u*s)),function(t,e,r){for(var n=0;n<e.length;n++){var i=e[n];if(t.length>=3)for(var a=0;a<i.length;a++)if(io(t,i[a]))return!0;if(Qa(t,i,r))return!0}return!1}(l,n,c)},e.prototype.isTileClipped=function(){return!0},e}(Ei);function Zs(t,e){return e>0?e+2*t:t}var 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nl=function(t,e,r,n,i){var a,o,s=8*i-n-1,l=(1<<s)-1,c=l>>1,u=-7,f=r?i-1:0,h=r?-1:1,p=t[e+f];for(f+=h,a=p&(1<<-u)-1,p>>=-u,u+=s;u>0;a=256*a+t[e+f],f+=h,u-=8);for(o=a&(1<<-u)-1,a>>=-u,u+=n;u>0;o=256*o+t[e+f],f+=h,u-=8);if(0===a)a=1-c;else{if(a===l)return o?NaN:1/0*(p?-1:1);o+=Math.pow(2,n),a-=c}return(p?-1:1)*o*Math.pow(2,a-n)},il=function(t,e,r,n,i,a){var o,s,l,c=8*a-i-1,u=(1<<c)-1,f=u>>1,h=23===i?Math.pow(2,-24)-Math.pow(2,-77):0,p=n?0:a-1,d=n?1:-1,g=e<0||0===e&&1/e<0?1:0;for(e=Math.abs(e),isNaN(e)||e===1/0?(s=isNaN(e)?1:0,o=u):(o=Math.floor(Math.log(e)/Math.LN2),e*(l=Math.pow(2,-o))<1&&(o--,l*=2),(e+=o+f>=1?h/l:h*Math.pow(2,1-f))*l>=2&&(o++,l/=2),o+f>=u?(s=0,o=u):o+f>=1?(s=(e*l-1)*Math.pow(2,i),o+=f):(s=e*Math.pow(2,f-1)*Math.pow(2,i),o=0));i>=8;t[r+p]=255&s,p+=d,s/=256,i-=8);for(o=o<<i|s,c+=i;c>0;t[r+p]=255&o,p+=d,o/=256,c-=8);t[r+p-d]|=128*g},al=ol;function ol(t){this.buf=ArrayBuffer.isView&&ArrayBuffer.isView(t)?t:new 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e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readSFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===ol.Varint)for(;this.buf[this.pos++]>127;);else if(e===ol.Bytes)this.pos=this.readVarint()+this.pos;else if(e===ol.Fixed32)this.pos+=4;else{if(e!==ol.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return 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r=(7&t)<<4;if(e.buf[e.pos++]|=r|((t>>>=3)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;e.buf[e.pos++]=127&t}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&ul(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),il(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),il(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&ul(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,ol.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,fl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,hl,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,gl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,pl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,dl,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,ml,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,vl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,xl,e)},writeBytesField:function(t,e){this.writeTag(t,ol.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,ol.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,ol.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};function Tl(t,e,r){1===t&&r.readMessage(kl,e)}function kl(t,e,r){if(3===t){var n=r.readMessage(Al,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,c=n.top,u=n.advance;e.push({id:i,bitmap:new So({width:o+6,height:s+6},a),metrics:{width:o,height:s,left:l,top:c,advance:u}})}}function Al(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}function Ml(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,c=0,u=t;c<u.length;c+=1)for(var f=u[c],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else 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Eo({width:o||1,height:s||1});for(var c in t){var u=t[c],f=r[c].paddedRect;Eo.copy(u.data,l,{x:0,y:0},{x:f.x+1,y:f.y+1},u.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,g=d.x+1,m=d.y+1,v=p.data.width,y=p.data.height;Eo.copy(p.data,l,{x:0,y:0},{x:g,y:m},p.data),Eo.copy(p.data,l,{x:0,y:y-1},{x:g,y:m-1},{width:v,height:1}),Eo.copy(p.data,l,{x:0,y:0},{x:g,y:m+y},{width:v,height:1}),Eo.copy(p.data,l,{x:v-1,y:0},{x:g-1,y:m},{width:1,height:y}),Eo.copy(p.data,l,{x:0,y:0},{x:g+v,y:m},{width:1,height:y})}this.image=l,this.iconPositions=r,this.patternPositions=n};Ll.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2,h:i.data.height+2};r.push(a),e[n]=new Sl(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},Ll.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},Ll.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},Nn(\"ImagePosition\",Sl),Nn(\"ImageAtlas\",Ll);var Cl={horizontal:1,vertical:2,horizontalOnly:3};var Pl=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};Pl.forText=function(t,e){var r=new Pl;return r.scale=t||1,r.fontStack=e,r},Pl.forImage=function(t){var e=new Pl;return e.imageName=t,e};var Il=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function Ol(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g){var m,v=Il.fromFeature(t,i);f===Cl.vertical&&v.verticalizePunctuation();var y=hi.processBidirectionalText,x=hi.processStyledBidirectionalText;if(y&&1===v.sections.length){m=[];for(var b=0,_=y(v.toString(),jl(v,c,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new Il;T.text=w,T.sections=v.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);m.push(T)}}else if(x){m=[];for(var A=0,M=x(v.text,v.sectionIndex,jl(v,c,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new Il;E.text=S[0],E.sectionIndex=S[1],E.sections=v.sections,m.push(E)}}else m=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(v,jl(v,c,a,e,n,p,d));var L=[],C={positionedLines:L,text:v.toString(),top:u[1],bottom:u[1],left:u[0],right:u[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=0,p=-17,d=0,g=0,m=\"right\"===s?1:\"left\"===s?0:.5,v=0,y=0,x=i;y<x.length;y+=1){var b=x[y];b.trim();var _=b.getMaxScale(),w=24*(_-1),T={positionedGlyphs:[],lineOffset:0};t.positionedLines[v]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,I=null,O=null,z=24,D=!(l===Cl.horizontal||!u&&!Zn(L)||u&&(zl[L]||(Y=L,Yn.Arabic(Y)||Yn[\"Arabic Supplement\"](Y)||Yn[\"Arabic Extended-A\"](Y)||Yn[\"Arabic Presentation Forms-A\"](Y)||Yn[\"Arabic Presentation Forms-B\"](Y))));if(S.imageName){var R=n[S.imageName];if(!R)continue;O=S.imageName,t.iconsInText=t.iconsInText||!0,I=R.paddedRect;var F=R.displaySize;S.scale=24*S.scale/f,P={width:F[0],height:F[1],left:1,top:-3,advance:D?F[1]:F[0]};var B=24-F[1]*S.scale;C=w+B,z=P.advance;var N=D?F[0]*S.scale-24*_:F[1]*S.scale-24*_;N>0&&N>A&&(A=N)}else{var j=r[S.fontStack],U=j&&j[L];if(U&&U.rect)I=U.rect,P=U.metrics;else{var V=e[S.fontStack],H=V&&V[L];if(!H)continue;P=H.metrics}C=24*(_-S.scale)}D?(t.verticalizable=!0,k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=z*S.scale+c):(k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=P.advance*S.scale+c)}if(0!==k.length){var q=h-c;d=Math.max(q,d),Vl(k,0,k.length-1,m,A)}h=0;var G=a*_+A;T.lineOffset=Math.max(A,w),p+=G,g=Math.max(G,g),++v}else p+=a,++v}var Y;var W=p- -17,X=Ul(o),Z=X.horizontalAlign,J=X.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var c=(e-r)*i,u=0;u=a!==o?-s*n- -17:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=h[f],d=0,g=p.positionedGlyphs;d<g.length;d+=1){var m=g[d];m.x+=c,m.y+=u}})(t.positionedLines,m,Z,J,d,g,a,W,i.length),t.top+=-J*W,t.bottom=t.top+W,t.left+=-Z*d,t.right=t.left+d}(C,e,r,n,m,o,s,l,f,c,h,g),!function(t){for(var e=0,r=t;e<r.length;e+=1){if(0!==r[e].positionedGlyphs.length)return!1}return!0}(L)&&C}Il.fromFeature=function(t,e){for(var r=new Il,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},Il.prototype.length=function(){return this.text.length},Il.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},Il.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},Il.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},Il.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;(!n||!Jn(n)||rl[t[r+1]])&&(!i||!Jn(i)||rl[t[r-1]])&&rl[t[r]]?e+=rl[t[r]]:e+=t[r]}return e}(this.text)},Il.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&zl[this.text.charCodeAt(e)];e++)t++;for(var 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e=this.data,r=this.compare,n=this.length>>1,i=e[t];t<n;){var a=1+(t<<1),o=e[a],s=a+1;if(s<this.length&&r(e[s],o)<0&&(a=s,o=e[s]),r(o,i)>=0)break;e[t]=o,t=a}e[t]=i};var pc=Number.POSITIVE_INFINITY;function dc(t,e){return e[1]!==pc?function(t,e,r){var n=0,i=0;switch(e=Math.abs(e),r=Math.abs(r),t){case\"top-right\":case\"top-left\":case\"top\":i=r-7;break;case\"bottom-right\":case\"bottom-left\":case\"bottom\":i=7-r}switch(t){case\"top-right\":case\"bottom-right\":case\"right\":n=-e;break;case\"top-left\":case\"bottom-left\":case\"left\":n=e}return[n,i]}(t,e[0],e[1]):function(t,e){var r=0,n=0;e<0&&(e=0);var i=e/Math.sqrt(2);switch(t){case\"top-right\":case\"top-left\":n=i-7;break;case\"bottom-right\":case\"bottom-left\":n=7-i;break;case\"bottom\":n=7-e;break;case\"top\":n=e-7}switch(t){case\"top-right\":case\"bottom-right\":r=-i;break;case\"top-left\":case\"bottom-left\":r=i;break;case\"left\":r=e;break;case\"right\":r=-e}return[r,n]}(t,e[0])}function gc(t){switch(t){case\"right\":case\"top-right\":case\"bottom-right\":return\"right\";case\"left\":case\"top-left\":case\"bottom-left\":return\"left\"}return\"center\"}function mc(t,e,r,n,a,o,s,l,c,u,f,h,p,d,g){var m=function(t,e,r,n,a,o,s,l){for(var c=n.layout.get(\"text-rotate\").evaluate(o,{})*Math.PI/180,u=[],f=0,h=e.positionedLines;f<h.length;f+=1)for(var p=h[f],d=0,g=p.positionedGlyphs;d<g.length;d+=1){var m=g[d];if(m.rect){var v=m.rect||{},y=4,x=!0,b=1,_=0,w=(a||l)&&m.vertical,T=m.metrics.advance*m.scale/2;if(l&&e.verticalizable){var k=24*(m.scale-1),A=(24-m.metrics.width*m.scale)/2;_=p.lineOffset/2-(m.imageName?-A:k)}if(m.imageName){var M=s[m.imageName];x=M.sdf,y=1/(b=M.pixelRatio)}var S=a?[m.x+T,m.y]:[0,0],E=a?[0,0]:[m.x+T+r[0],m.y+r[1]-_],L=[0,0];w&&(L=E,E=[0,0]);var C=(m.metrics.left-y)*m.scale-T+E[0],P=(-m.metrics.top-y)*m.scale+E[1],I=C+v.w*m.scale/b,O=P+v.h*m.scale/b,z=new i(C,P),D=new i(I,P),R=new i(C,O),F=new i(I,O);if(w){var B=new i(-T,T- -17),N=-Math.PI/2,j=12-T,U=m.imageName?j:0,V=new i(22-j,-U),H=new(Function.prototype.bind.apply(i,[null].concat(L)));z._rotateAround(N,B)._add(V)._add(H),D._rotateAround(N,B)._add(V)._add(H),R._rotateAround(N,B)._add(V)._add(H),F._rotateAround(N,B)._add(V)._add(H)}if(c){var q=Math.sin(c),G=Math.cos(c),Y=[G,-q,q,G];z._matMult(Y),D._matMult(Y),R._matMult(Y),F._matMult(Y)}var W=new i(0,0),X=new i(0,0);u.push({tl:z,tr:D,bl:R,br:F,tex:v,writingMode:e.writingMode,glyphOffset:S,sectionIndex:m.sectionIndex,isSDF:x,pixelOffsetTL:W,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return u}(0,r,l,a,o,s,n,t.allowVerticalPlacement),v=t.textSizeData,y=null;\"source\"===v.kind?(y=[128*a.layout.get(\"text-size\").evaluate(s,{})])[0]>32640&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'):\"composite\"===v.kind&&((y=[128*d.compositeTextSizes[0].evaluate(s,{},g),128*d.compositeTextSizes[1].evaluate(s,{},g)])[0]>32640||y[1]>32640)&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'),t.addSymbols(t.text,m,y,l,o,s,u,e,c.lineStartIndex,c.lineLength,p,g);for(var x=0,b=f;x<b.length;x+=1){h[b[x]]=t.text.placedSymbolArray.length-1}return 4*m.length}function vc(t){for(var e in t)return t[e];return null}function yc(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var xc=Ls.VectorTileFeature.types,bc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function _c(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=s?Math.min(32640,Math.round(s[0])):0,d=s?Math.min(32640,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*f,256*h)}function wc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function Tc(t){for(var e=0,r=t.sections;e<r.length;e+=1){if($n(r[e].text))return!0}return!1}var kc=function(t){this.layoutVertexArray=new Ni,this.indexArray=new Yi,this.programConfigurations=t,this.segments=new pa,this.dynamicLayoutVertexArray=new ji,this.opacityVertexArray=new Ui,this.placedSymbolArray=new aa};kc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},kc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Js.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Ks.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,bc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},kc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},Nn(\"SymbolBuffers\",kc);var Ac=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new pa,this.collisionVertexArray=new Gi};Ac.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,Qs.members,!0)},Ac.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},Nn(\"CollisionBuffers\",Ac);var Mc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=ho([]),this.placementViewportMatrix=ho([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Gl(this.zoom,e[\"text-size\"]),this.iconSizeData=Gl(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&(r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")),\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return Cl[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};Mc.prototype.createArrays=function(){this.text=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new la,this.lineVertexArray=new ca,this.symbolInstances=new sa},Mc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=rl[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},Mc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof ne&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),c=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,u=i.get(\"symbol-sort-key\");if(this.features=[],l||c){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new pi(this.zoom),g=0,m=t;g<m.length;g+=1){var v=m[g],y=v.feature,x=v.id,b=v.index,_=v.sourceLayerIndex,w=n._featureFilter.needGeometry,T={type:y.type,id:x,properties:y.properties,geometry:w?Ya(y):[]};if(n._featureFilter.filter(d,T,r)){w||(T.geometry=Ya(y));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=ne.factory(A);Tc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===ui()||this.hasRTLText&&hi.isParsed())&&(k=el(M,n,T))}var S=void 0;if(c){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof ie?E:ie.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?u.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:Ya(y),properties:y.properties,type:xc[y.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),I=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(Cl.vertical)>=0;for(var O=0,z=k.sections;O<z.length;O+=1){var D=z[O];if(D.image)f[D.image.name]=!0;else{var R=Wn(k.toString()),F=D.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(D.text,B,I,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],f=u.geometry,h=u.text?u.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var g=s(p,d,f),m=o(p,d,n[g].geometry);delete e[p],delete r[d],r[l(h,n[m].geometry,!0)]=m,n[g].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},Mc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},Mc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},Mc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},Mc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},Mc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},Mc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},Mc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},Mc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,a.sortKey),g=this.glyphOffsetArray.length,m=d.vertexLength,v=this.allowVerticalPlacement&&o===Cl.vertical?Math.PI/2:0,y=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,I=b.sectionIndex,O=d.vertexLength,z=C[1];_c(p,s.x,s.y,_.x,z+_.y,A.x,A.y,r,P,M.x,M.y,E,L),_c(p,s.x,s.y,w.x,z+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),_c(p,s.x,s.y,T.x,z+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),_c(p,s.x,s.y,k.x,z+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),wc(t.dynamicLayoutVertexArray,s,v),h.emplaceBack(O,O+1,O+2),h.emplaceBack(O+1,O+2,O+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&I===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,y&&y[I])}t.placedSymbolArray.emplaceBack(s.x,s.y,g,this.glyphOffsetArray.length-g,m,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,u)},Mc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},Mc.prototype.addCollisionDebugVertices=function(t,e,r,n,a,o,s){var l=a.segments.prepareSegment(4,a.layoutVertexArray,a.indexArray),c=l.vertexLength,u=a.layoutVertexArray,f=a.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,f,o,h,p,new i(t,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,n)),this._addCollisionDebugVertex(u,f,o,h,p,new i(t,n)),l.vertexLength+=4;var d=a.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4},Mc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,c=a.y2;this.addCollisionDebugVertices(o,s,l,c,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},Mc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new Ac(Hi,$s.members,Qi),this.iconCollisionBox=new Ac(Hi,$s.members,Qi);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},Mc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var c={},u=e;u<r;u++){var f=t.get(u);c.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},c.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);c.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},c.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var g=t.get(d);c.iconBox={x1:g.x1,y1:g.y1,x2:g.x2,y2:g.y2,anchorPointX:g.anchorPointX,anchorPointY:g.anchorPointY},c.iconFeatureIndex=g.featureIndex;break}for(var m=s;m<l;m++){var v=t.get(m);c.verticalIconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},c.verticalIconFeatureIndex=v.featureIndex;break}return c},Mc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},Mc.prototype.hasTextData=function(){return this.text.segments.get().length>0},Mc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},Mc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},Mc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},Mc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},Mc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},Mc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},Mc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},Mc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},Nn(\"SymbolBucket\",Mc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),Mc.MAX_GLYPHS=65535,Mc.addDynamicAttributes=wc;var Sc=new Si({\"symbol-placement\":new wi(Lt.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new wi(Lt.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new wi(Lt.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Ti(Lt.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new wi(Lt.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new wi(Lt.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new wi(Lt.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new wi(Lt.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new wi(Lt.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Ti(Lt.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new wi(Lt.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new wi(Lt.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Ti(Lt.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Ti(Lt.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new wi(Lt.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new wi(Lt.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Ti(Lt.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Ti(Lt.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new wi(Lt.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new wi(Lt.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new wi(Lt.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Ti(Lt.layout_symbol[\"text-field\"]),\"text-font\":new Ti(Lt.layout_symbol[\"text-font\"]),\"text-size\":new Ti(Lt.layout_symbol[\"text-size\"]),\"text-max-width\":new Ti(Lt.layout_symbol[\"text-max-width\"]),\"text-line-height\":new wi(Lt.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Ti(Lt.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Ti(Lt.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Ti(Lt.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new wi(Lt.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Ti(Lt.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new wi(Lt.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new wi(Lt.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Ti(Lt.layout_symbol[\"text-rotate\"]),\"text-padding\":new wi(Lt.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new wi(Lt.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Ti(Lt.layout_symbol[\"text-transform\"]),\"text-offset\":new Ti(Lt.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new wi(Lt.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new wi(Lt.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new wi(Lt.layout_symbol[\"text-optional\"])}),Ec={paint:new Si({\"icon-opacity\":new Ti(Lt.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Ti(Lt.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Ti(Lt.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Ti(Lt.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Ti(Lt.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new wi(Lt.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new wi(Lt.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Ti(Lt.paint_symbol[\"text-opacity\"]),\"text-color\":new Ti(Lt.paint_symbol[\"text-color\"],{runtimeType:Ut,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Ti(Lt.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Ti(Lt.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Ti(Lt.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new wi(Lt.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new wi(Lt.paint_symbol[\"text-translate-anchor\"])}),layout:Sc},Lc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Ft,this.defaultValue=t};Lc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},Lc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},Lc.prototype.outputDefined=function(){return!1},Lc.prototype.serialize=function(){return null},Nn(\"FormatSectionOverride\",Lc,{omit:[\"defaultValue\"]});var Cc=function(t){function e(e){t.call(this,e,Ec)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||Yr(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new Mc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=Ec.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i=this.paint.get(n),a=new Lc(i),o=new Gr(a,i.property.specification),s=null;s=\"constant\"===i.value.kind||\"source\"===i.value.kind?new Xr(\"source\",o):new Zr(\"composite\",o,i.value.zoomStops,i.value._interpolationType),this.paint._values[n]=new bi(i.property,s,i.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=Ec.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof ne)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ce&&se(t.value)===Gt){var e=t.value;a(e.sections)}else t instanceof pe?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ei),Pc={paint:new Si({\"background-color\":new wi(Lt.paint_background[\"background-color\"]),\"background-pattern\":new Ai(Lt.paint_background[\"background-pattern\"]),\"background-opacity\":new wi(Lt.paint_background[\"background-opacity\"])})},Ic=function(t){function e(e){t.call(this,e,Pc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei),Oc={paint:new Si({\"raster-opacity\":new wi(Lt.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new wi(Lt.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new wi(Lt.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new wi(Lt.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new wi(Lt.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new wi(Lt.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new wi(Lt.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new wi(Lt.paint_raster[\"raster-fade-duration\"])})},zc=function(t){function e(e){t.call(this,e,Oc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei);var Dc=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ei),Rc={circle:_o,heatmap:Po,hillshade:Oo,fill:xs,\"fill-extrusion\":Fs,line:Xs,symbol:Cc,background:Ic,raster:zc};var Fc=self.HTMLImageElement,Bc=self.HTMLCanvasElement,Nc=self.HTMLVideoElement,jc=self.ImageData,Uc=self.ImageBitmap,Vc=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Vc.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},c=l.x,u=l.y;t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texSubImage2D(s.TEXTURE_2D,0,c,u,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,c,u,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Vc.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Vc.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Vc.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Hc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Hc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Hc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var qc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},g([\"receive\",\"process\"],this),this.invoker=new Hc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=k()?t:self};function Gc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}qc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=S(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:Hn(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},qc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else k()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},qc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},qc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(qn(e.error)):n(null,qn(e.data)))}else{var i=!1,a=S(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?Hn(e):null,data:Hn(n,a)},a)}:function(t){i=!0},s=null,l=qn(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var c=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,c[0],l.source)[c[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},qc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Yc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Yc.prototype.setNorthEast=function(t){return this._ne=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.setSouthWest=function(t){return this._sw=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Wc)e=t,r=t;else{if(!(t instanceof Yc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Yc.convert(a))}var o=t;return this.extend(Wc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Wc(e.lng,e.lat),this._ne=new Wc(r.lng,r.lat)),this},Yc.prototype.getCenter=function(){return new Wc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Yc.prototype.getSouthWest=function(){return this._sw},Yc.prototype.getNorthEast=function(){return this._ne},Yc.prototype.getNorthWest=function(){return new Wc(this.getWest(),this.getNorth())},Yc.prototype.getSouthEast=function(){return new Wc(this.getEast(),this.getSouth())},Yc.prototype.getWest=function(){return this._sw.lng},Yc.prototype.getSouth=function(){return this._sw.lat},Yc.prototype.getEast=function(){return this._ne.lng},Yc.prototype.getNorth=function(){return this._ne.lat},Yc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Yc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Yc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Yc.prototype.contains=function(t){var e=Wc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Yc.convert=function(t){return!t||t instanceof Yc?t:new Yc(t)};var Wc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Wc.prototype.wrap=function(){return new Wc(c(this.lng,-180,180),this.lat)},Wc.prototype.toArray=function(){return[this.lng,this.lat]},Wc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Wc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return 6371008.8*Math.acos(Math.min(i,1))},Wc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Yc(new Wc(this.lng-r,this.lat-e),new Wc(this.lng+r,this.lat+e))},Wc.convert=function(t){if(t instanceof Wc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Wc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Wc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Xc=2*Math.PI*6371008.8;function Zc(t){return Xc*Math.cos(t*Math.PI/180)}function Jc(t){return(180+t)/360}function Kc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Qc(t,e){return t/Zc(e)}function $c(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var tu=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};tu.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Wc.convert(t);return new tu(Jc(r.lng),Kc(r.lat),Qc(e,r.lat))},tu.prototype.toLngLat=function(){return new Wc(360*this.x-180,$c(this.y))},tu.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Zc($c(e));var t,e},tu.prototype.meterInMercatorCoordinateUnits=function(){return 1/Xc*(t=$c(this.y),1/Math.cos(t*Math.PI/180));var t};var eu=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=iu(0,t,t,e,r)};eu.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},eu.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Gc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Gc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},eu.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new i(8192*(t.x*e-this.x),8192*(t.y*e-this.y))},eu.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var ru=function(t,e){this.wrap=t,this.canonical=e,this.key=iu(t,e.z,e.z,e.x,e.y)},nu=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new eu(r,+n,+i),this.key=iu(e,t,r,n,i)};function iu(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}nu.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},nu.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new nu(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new nu(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},nu.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?iu(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):iu(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},nu.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},nu.prototype.children=function(t){if(this.overscaledZ>=t)return[new nu(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new nu(e,this.wrap,e,r,n),new nu(e,this.wrap,e,r+1,n),new nu(e,this.wrap,e,r,n+1),new nu(e,this.wrap,e,r+1,n+1)]},nu.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},nu.prototype.wrapped=function(){return new nu(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.unwrapTo=function(t){return new nu(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},nu.prototype.toUnwrapped=function(){return new ru(this.wrap,this.canonical)},nu.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},nu.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new tu(t.x-this.wrap,t.y))},Nn(\"CanonicalTileID\",eu),Nn(\"OverscaledTileID\",nu,{omit:[\"posMatrix\"]});var au=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return _('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};au.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},au.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},au.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},au.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},au.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},au.prototype.getPixels=function(){return new Eo({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},au.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,c=a;c<o;c++)for(var u=n;u<i;u++)this.data[this._idx(u,c)]=t.data[this._idx(u+s,c+l)]},Nn(\"DEMData\",au);var ou=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};ou.prototype.encode=function(t){return this._stringToNumber[t]},ou.prototype.decode=function(t){return this._numberToString[t]};var su=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},lu={geometry:{configurable:!0}};lu.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},lu.geometry.set=function(t){this._geometry=t},su.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(su.prototype,lu);var cu=function(){this.state={},this.stateChanges={},this.deletedStates={}};cu.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},u(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r){this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]}},cu.prototype.removeFeatureState=function(t,e,r){if(!(null===this.deletedStates[t])){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e){if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null}else this.deletedStates[t]=null}},cu.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=u({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},cu.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},cu.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),u(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var c in this.deletedStates[o]){if(null===this.deletedStates[o][c])this.state[o][c]={};else for(var f=0,h=Object.keys(this.deletedStates[o][c]);f<h.length;f+=1){var p=h[f];delete this.state[o][c][p]}s[c]=this.state[o][c]}r[o]=r[o]||{},u(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t){t[d].setFeatureState(r,e)}};var uu=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new zn(8192,16,0),this.grid3D=new zn(8192,16,0),this.featureIndexArray=new fa,this.promoteId=e};function fu(t,e,r,n,i){return v(t,(function(t,a){var o=e instanceof _i?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function hu(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function pu(t,e){return e-t}uu.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var c=e[l],u=[1/0,1/0,-1/0,-1/0],f=0;f<c.length;f++){var h=c[f];u[0]=Math.min(u[0],h.x),u[1]=Math.min(u[1],h.y),u[2]=Math.max(u[2],h.x),u[3]=Math.max(u[3],h.y)}u[0]<8192&&u[1]<8192&&u[2]>=0&&u[3]>=0&&s.insert(o,u[0],u[1],u[2],u[3])}},uu.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new Ls.VectorTile(new al(this.rawTileData)).layers,this.sourceLayerCoder=new ou(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},uu.prototype.query=function(t,e,r,n){var a=this;this.loadVTLayers();for(var o=t.params||{},s=8192/t.tileSize/t.scale,l=sn(o.filter),c=t.queryGeometry,u=t.queryPadding*s,f=hu(c),h=this.grid.query(f.minX-u,f.minY-u,f.maxX+u,f.maxY+u),p=hu(t.cameraQueryGeometry),d=this.grid3D.query(p.minX-u,p.minY-u,p.maxX+u,p.maxY+u,(function(e,r,n,a){return function(t,e,r,n,a){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&a>=l.y)return!0}var c=[new i(e,r),new i(e,a),new i(n,a),new i(n,r)];if(t.length>2)for(var u=0,f=c;u<f.length;u+=1){if(io(t,f[u]))return!0}for(var h=0;h<t.length-1;h++){if(ao(t[h],t[h+1],c))return!0}return!1}(t.cameraQueryGeometry,e-u,r-u,n+u,a+u)})),g=0,m=d;g<m.length;g+=1){var v=m[g];h.push(v)}h.sort(pu);for(var y,x={},b=function(i){var u=h[i];if(u!==y){y=u;var f=a.featureIndexArray.get(u),p=null;a.loadMatchingFeature(x,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=Ya(e)),r.queryIntersectsFeature(c,e,n,p,a.z,t.transform,s,t.pixelPosMatrix)}))}},_=0;_<h.length;_++)b(_);return x},uu.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,c,u){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),p=this.vtLayers[h].feature(n);if(i.filter(new pi(this.tileID.overscaledZ),p))for(var d=this.getId(p,h),g=0;g<f.length;g++){var m=f[g];if(!(a&&a.indexOf(m)<0)){var v=s[m];if(v){var y={};void 0!==d&&c&&(y=c.getState(v.sourceLayer||\"_geojsonTileLayer\",d));var x=l[m];x.paint=fu(x.paint,v.paint,p,y,o),x.layout=fu(x.layout,v.layout,p,y,o);var b=!u||u(p,v,y);if(b){var _=new su(p,this.z,this.x,this.y,d);_.layer=x;var w=t[m];void 0===w&&(w=t[m]=[]),w.push({featureIndex:n,feature:_,intersectionZ:b})}}}}}},uu.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var c=sn(i),u=0,f=t;u<f.length;u+=1){var h=f[u];this.loadMatchingFeature(l,r,n,h,c,a,o,s,e)}return l},uu.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1){if(t===i[n])return!0}return!1},uu.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},Nn(\"FeatureIndex\",uu,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var du=function(t,e){this.tileID=t,this.uid=h(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};du.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<R.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},du.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},du.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof Mc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof Mc&&o.hasRTLText){this.hasRTLText=!0,hi.isLoading()||hi.isLoaded()||\"deferred\"!==ui()||fi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new na},du.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},du.prototype.getBucket=function(t){return this.buckets[t.id]},du.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Vc(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Vc(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},du.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},du.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},du.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=sn(e&&e.filter),s=this.tileID.canonical,l=s.z,c=s.x,u=s.y,f={z:l,x:c,y:u},h=0;h<a.length;h++){var p=a.feature(h);if(o.filter(new pi(this.tileID.overscaledZ),p)){var d=r.getId(p,i),g=new su(p,l,c,u,d);g.tile=f,t.push(g)}}}},du.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},du.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},du.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=A(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},du.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},du.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},du.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},du.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<R.now()},du.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},du.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=R.now()+t},du.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){r[i[n]]=!0}this.dependencies[t]=r},du.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1){if(a[s[o]])return!0}}return!1};var 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m=(c+1)%2;(0===c?r-i<=d:n-i<=g)&&(o.push(f),o.push(p-1),o.push(m)),(0===c?r+i>=d:n+i>=g)&&(o.push(p+1),o.push(u),o.push(m))}}return s}(this.ids,this.coords,t,e,r,this.nodeSize)};var j={minZoom:0,maxZoom:16,radius:40,extent:512,nodeSize:64,log:!1,generateId:!1,reduce:null,map:function(t){return t}},U=function(t){this.options=X(Object.create(j),t),this.trees=new Array(this.options.maxZoom+1)};function V(t,e,r,n,i){return{x:t,y:e,zoom:1/0,id:r,parentId:-1,numPoints:n,properties:i}}function H(t,e){var r=t.geometry.coordinates,n=r[0],i=r[1];return{x:Y(n),y:W(i),zoom:1/0,index:e,parentId:-1}}function q(t){return{type:\"Feature\",id:t.id,properties:G(t),geometry:{type:\"Point\",coordinates:[(n=t.x,360*(n-.5)),(e=t.y,r=(180-360*e)*Math.PI/180,360*Math.atan(Math.exp(r))/Math.PI-90)]}};var e,r,n}function G(t){var e=t.numPoints,r=e>=1e4?Math.round(e/1e3)+\"k\":e>=1e3?Math.round(e/100)/10+\"k\":e;return 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r=0;r<e.length;r+=3)t.minX=Math.min(t.minX,e[r]),t.minY=Math.min(t.minY,e[r+1]),t.maxX=Math.max(t.maxX,e[r]),t.maxY=Math.max(t.maxY,e[r+1])}function tt(t,e,r,n){if(e.geometry){var i=e.geometry.coordinates,a=e.geometry.type,o=Math.pow(r.tolerance/((1<<r.maxZoom)*r.extent),2),s=[],l=e.id;if(r.promoteId?l=e.properties[r.promoteId]:r.generateId&&(l=n||0),\"Point\"===a)et(i,s);else if(\"MultiPoint\"===a)for(var c=0;c<i.length;c++)et(i[c],s);else if(\"LineString\"===a)rt(i,s,o,!1);else if(\"MultiLineString\"===a){if(r.lineMetrics){for(c=0;c<i.length;c++)s=[],rt(i[c],s,o,!1),t.push(Q(l,\"LineString\",s,e.properties));return}nt(i,s,o,!1)}else if(\"Polygon\"===a)nt(i,s,o,!0);else{if(\"MultiPolygon\"!==a){if(\"GeometryCollection\"===a){for(c=0;c<e.geometry.geometries.length;c++)tt(t,{id:l,geometry:e.geometry.geometries[c],properties:e.properties},r,n);return}throw new Error(\"Input data is not a valid GeoJSON object.\")}for(c=0;c<i.length;c++){var 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u=t[c],f=u.geometry,h=u.type,p=0===i?u.minX:u.minY,d=0===i?u.maxX:u.maxY;if(p>=r&&d<n)l.push(u);else if(!(d<r||p>=n)){var g=[];if(\"Point\"===h||\"MultiPoint\"===h)st(f,g,r,n,i);else if(\"LineString\"===h)lt(f,g,r,n,i,!1,s.lineMetrics);else if(\"MultiLineString\"===h)ut(f,g,r,n,i,!1);else if(\"Polygon\"===h)ut(f,g,r,n,i,!0);else if(\"MultiPolygon\"===h)for(var m=0;m<f.length;m++){var v=[];ut(f[m],v,r,n,i,!0),v.length&&g.push(v)}if(g.length){if(s.lineMetrics&&\"LineString\"===h){for(m=0;m<g.length;m++)l.push(Q(u.id,h,g[m],u.tags));continue}\"LineString\"!==h&&\"MultiLineString\"!==h||(1===g.length?(h=\"LineString\",g=g[0]):h=\"MultiLineString\"),\"Point\"!==h&&\"MultiPoint\"!==h||(h=3===g.length?\"Point\":\"MultiPoint\"),l.push(Q(u.id,h,g,u.tags))}}}return l.length?l:null}function st(t,e,r,n,i){for(var a=0;a<t.length;a+=3){var o=t[a+i];o>=r&&o<=n&&(e.push(t[a]),e.push(t[a+1]),e.push(t[a+2]))}}function lt(t,e,r,n,i,a,o){for(var 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r=[],n=0;n<t.length;n++){var i,a=t[n],o=a.type;if(\"Point\"===o||\"MultiPoint\"===o||\"LineString\"===o)i=gt(a.geometry,e);else if(\"MultiLineString\"===o||\"Polygon\"===o){i=[];for(var s=0;s<a.geometry.length;s++)i.push(gt(a.geometry[s],e))}else if(\"MultiPolygon\"===o)for(i=[],s=0;s<a.geometry.length;s++){for(var l=[],c=0;c<a.geometry[s].length;c++)l.push(gt(a.geometry[s][c],e));i.push(l)}r.push(Q(a.id,o,i,a.tags))}return r}function gt(t,e){var r=[];r.size=t.size,void 0!==t.start&&(r.start=t.start,r.end=t.end);for(var n=0;n<t.length;n+=3)r.push(t[n]+e,t[n+1],t[n+2]);return r}function mt(t,e){if(t.transformed)return t;var r,n,i,a=1<<t.z,o=t.x,s=t.y;for(r=0;r<t.features.length;r++){var l=t.features[r],c=l.geometry,u=l.type;if(l.geometry=[],1===u)for(n=0;n<c.length;n+=2)l.geometry.push(vt(c[n],c[n+1],e,a,o,s));else for(n=0;n<c.length;n++){var f=[];for(i=0;i<c[n].length;i+=2)f.push(vt(c[n][i],c[n][i+1],e,a,o,s));l.geometry.push(f)}}return t.transformed=!0,t}function 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u={},e.tags)u[f]=e.tags[f];u.mapbox_clip_start=i.start/i.size,u.mapbox_clip_end=i.end/i.size}var h={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:u};null!==e.id&&(h.id=e.id),t.features.push(h)}}function bt(t,e,r,n,i,a){var o=n*n;if(n>0&&e.size<(i?o:n))r.numPoints+=e.length/3;else{for(var s=[],l=0;l<e.length;l+=3)(0===n||e[l+2]>o)&&(r.numSimplified++,s.push(e[l]),s.push(e[l+1])),r.numPoints++;i&&function(t,e){for(var r=0,n=0,i=t.length,a=i-2;n<i;a=n,n+=2)r+=(t[n]-t[a])*(t[n+1]+t[a+1]);if(r>0===e)for(n=0,i=t.length;n<i/2;n+=2){var o=t[n],s=t[n+1];t[n]=t[i-2-n],t[n+1]=t[i-1-n],t[i-2-n]=o,t[i-1-n]=s}}(s,a),t.push(s)}}function _t(t,e){var r=(e=this.options=function(t,e){for(var r in e)t[r]=e[r];return t}(Object.create(this.options),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)tt(r,t.features[n],e,n);else\"Feature\"===t.type?tt(r,t,e):tt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=ot(t,1,-1-r,r,0,-1,2,e),a=ot(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=ot(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=dt(i,1).concat(n)),a&&(n=n.concat(dt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function wt(t,e,r){return 32*((1<<t)*r+e)+t}function Tt(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new m(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}U.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new N(s,Z,J,a,Float32Array),r&&console.timeEnd(o);for(var c=i;c>=n;c--){var u=+Date.now();s=this._cluster(s,c),this.trees[c]=new N(s,Z,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",c,s.length,+Date.now()-u)}return r&&console.timeEnd(\"total time\"),this},U.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],c=[],u=0,f=l.range(Y(r),W(a),Y(i),W(n));u<f.length;u+=1){var h=f[u],p=l.points[h];c.push(p.numPoints?q(p):this.points[p.index])}return c},U.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,c=i.within(a.x,a.y,o);l<c.length;l+=1){var u=c[l],f=i.points[u];f.parentId===t&&s.push(f.numPoints?q(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},U.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},U.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.points,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.points,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.points,-1,r,i,u),u.features.length?u:null},U.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},U.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},U.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],c=l.numPoints,u={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:c?G(l):this.points[l.index].properties},f=void 0;c?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(u.id=f),a.features.push(u)}},U.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},U.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=i/(a*Math.pow(2,e)),l=0;l<t.length;l++){var c=t[l];if(!(c.zoom<=e)){c.zoom=e;for(var u=this.trees[e+1],f=u.within(c.x,c.y,s),h=c.numPoints||1,p=c.x*h,d=c.y*h,g=o&&h>1?this._map(c,!0):null,m=(l<<5)+(e+1)+this.points.length,v=0,y=f;v<y.length;v+=1){var x=y[v],b=u.points[x];if(!(b.zoom<=e)){b.zoom=e;var _=b.numPoints||1;p+=b.x*_,d+=b.y*_,h+=_,b.parentId=m,o&&(g||(g=this._map(c,!0)),o(g,this._map(b)))}}1===h?r.push(c):(c.parentId=m,r.push(V(p/h,d/h,m,h,g)))}}return r},U.prototype._getOriginId=function(t){return t-this.points.length>>5},U.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},U.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},_t.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},_t.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,f=wt(e,r,n),h=this.tiles[f];if(!h&&(c>1&&console.time(\"creation\"),h=this.tiles[f]=yt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){c>1&&console.time(\"clipping\");var g,m,v,y,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;g=m=v=y=null,x=ot(t,u,r-_,r+T,0,h.minX,h.maxX,l),b=ot(t,u,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(g=ot(x,u,n-_,n+T,1,h.minY,h.maxY,l),m=ot(x,u,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(v=ot(b,u,n-_,n+T,1,h.minY,h.maxY,l),y=ot(b,u,n+w,n+k,1,h.minY,h.maxY,l),b=null),c>1&&console.timeEnd(\"clipping\"),s.push(g||[],e+1,2*r,2*n),s.push(m||[],e+1,2*r,2*n+1),s.push(v||[],e+1,2*r+1,2*n),s.push(y||[],e+1,2*r+1,2*n+1)}}},_t.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=wt(t,e=(e%o+o)%o,r);if(this.tiles[s])return mt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,f=r;!l&&c>0;)c--,u=Math.floor(u/2),f=Math.floor(f/2),l=this.tiles[wt(c,u,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,f,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?mt(this.tiles[s],i):null):null};var kt=function(e){function r(t,r,n,i){e.call(this,t,r,n,Tt),i&&(this.loadGeoJSON=i)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON object.\"));f(o,!0);try{e._geoJSONIndex=n.cluster?new U(function(e){var r=e.superclusterOptions,n=e.clusterProperties;if(!n||!r)return r;for(var i={},a={},o={accumulated:null,zoom:0},s={properties:null},l=Object.keys(n),c=0,u=l;c<u.length;c+=1){var f=u[c],h=n[f],p=h[0],d=h[1],g=t.createExpression(d),m=t.createExpression(\"string\"==typeof p?[p,[\"accumulated\"],[\"get\",f]]:p);i[f]=g.value,a[f]=m.value}return r.map=function(t){s.properties=t;for(var e={},r=0,n=l;r<n.length;r+=1){var a=n[r];e[a]=i[a].evaluate(o,s)}return e},r.reduce=function(t,e){s.properties=e;for(var r=0,n=l;r<n.length;r+=1){var i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new _t(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var s={};if(i){var l=i.finish();l&&(s.resourceTiming={},s.resourceTiming[n.source]=JSON.parse(JSON.stringify(l)))}r(null,s)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON 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t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!t||4===t.length&&(!(t[0]<0||e.data.width<t[0])&&(!(t[1]<0||e.data.height<t[1])&&(!(t[2]<0||e.data.width<t[2])&&(!(t[3]<0||e.data.height<t[3])&&(!(t[2]<t[0])&&!(t[3]<t[1]))))))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,c=l.x+1,u=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:c,y:u-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:c-1,y:u},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c+h,y:u},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=m,d=m,g=1e20;function m(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function v(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(y(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(y(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function y(t,e,r,n,i){r[0]=0,n[0]=-g,n[1]=+g;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+g}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}m.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?g:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?g:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(v(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),v(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1){(0,o[i])(t,e)}delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,\"-transition\")?this._transitionable.setTransition(n.slice(0,-\"-transition\".length),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),T=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};T.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},T.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var c=t[l];i=s*r,a=(s+=c)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===c})}return n},T.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=void 0,d=i/r*(n+1);if(l.isDash){var g=n-Math.abs(d);p=Math.sqrt(h*h+g*g)}else p=n-Math.sqrt(h*h+d*d);this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=l.isDash?h:-h;this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var c={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,c},T.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var k=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function A(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}k.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},k.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},k.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},k.Actor=t.Actor;var M=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};M.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},M.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var S=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),E=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(E),C=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),P=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var c=i-r,u=a-n,f=Math.max(c,u),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var O=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var 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e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e}(_t),Tt=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(_t),kt=function(t,e,r,n){this.context=t,this.width=e,this.height=r;var i=t.gl,a=this.framebuffer=i.createFramebuffer();this.colorAttachment=new wt(t,a),n&&(this.depthAttachment=new Tt(t,a))};kt.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r)}t.deleteFramebuffer(this.framebuffer)};var At=function(t,e,r){this.func=t,this.mask=e,this.range=r};At.ReadOnly=!1,At.ReadWrite=!0,At.disabled=new At(519,At.ReadOnly,[0,1]);var Mt=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Mt.disabled=new Mt({func:519,mask:0},0,0,7680,7680,7680);var St=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};St.disabled=new St(St.Replace=[1,0],t.Color.transparent,[!1,!1,!1,!1]),St.unblended=new St(St.Replace,t.Color.transparent,[!0,!0,!0,!0]),St.alphaBlended=new St([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Et=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Et.disabled=new Et(!1,1029,2305),Et.backCCW=new Et(!0,1029,2305);var Lt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new q(this),this.clearDepth=new G(this),this.clearStencil=new Y(this),this.colorMask=new W(this),this.depthMask=new X(this),this.stencilMask=new Z(this),this.stencilFunc=new J(this),this.stencilOp=new K(this),this.stencilTest=new Q(this),this.depthRange=new $(this),this.depthTest=new tt(this),this.depthFunc=new et(this),this.blend=new rt(this),this.blendFunc=new nt(this),this.blendColor=new it(this),this.blendEquation=new at(this),this.cullFace=new ot(this),this.cullFaceSide=new st(this),this.frontFace=new lt(this),this.program=new ct(this),this.activeTexture=new ut(this),this.viewport=new ft(this),this.bindFramebuffer=new ht(this),this.bindRenderbuffer=new pt(this),this.bindTexture=new dt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new mt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new vt(this),this.pixelStoreUnpack=new yt(this),this.pixelStoreUnpackPremultiplyAlpha=new xt(this),this.pixelStoreUnpackFlipY=new bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\")};Lt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Lt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Lt.prototype.createIndexBuffer=function(t,e){return new j(this,t,e)},Lt.prototype.createVertexBuffer=function(t,e,r){return new V(this,t,e,r)},Lt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Lt.prototype.createFramebuffer=function(t,e,r){return new kt(this,t,e,r)},Lt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Lt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Lt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Lt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Lt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,St.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Lt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ct=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new D[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new N(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(It(this._source.type)){for(var c={},u={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],g=this._tiles[p];if(g&&!(g.fadeEndTime&&g.fadeEndTime<=t.browser.now())){var m=this.findLoadedParent(d,o);m&&(this._addTile(m.tileID),c[m.tileID.key]=m.tileID),u[p]=d}}for(var v in this._retainLoadedChildren(u,a,s,l),c)l[v]||(this._coveredTiles[v]=!0,l[v]=c[v])}for(var y in l)this._tiles[y].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,c=t;l<c.length;l+=1){var u=c[l],f=this._addTile(u);n[u.key]=u,f.hasData()||e<this._source.maxzoom&&(s[u.key]=u)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],g=this._tiles[d.key];if(!g.hasData()){if(e+1>this._source.maxzoom){var m=d.children(this._source.maxzoom)[0],v=this.getTile(m);if(v&&v.hasData()){n[m.key]=m;continue}}else{var y=d.children(this._source.maxzoom);if(n[y[0].key]&&n[y[1].key]&&n[y[2].key]&&n[y[3].key])continue}for(var x=g.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(g=this.getTile(_))&&x&&(g=this._addTile(_)),g&&(n[_.key]=_,x=g.wasRequested(),g.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),c=s.map((function(t){return o.pointCoordinate(t)})),u=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,g=0,m=c;g<m.length;g+=1){var v=m[g];f=Math.min(f,v.x),h=Math.min(h,v.y),p=Math.max(p,v.x),d=Math.max(d,v.y)}for(var y=function(e){var n=i._tiles[u[e]];if(!n.holdingForFade()){var s=n.tileID,g=Math.pow(2,o.zoom-n.tileID.overscaledZ),m=r*n.queryPadding*t.EXTENT/n.tileSize/g,v=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(v[0].x-m<t.EXTENT&&v[0].y-m<t.EXTENT&&v[1].x+m>=0&&v[1].y+m>=0){var y=l.map((function(t){return s.getTilePoint(t)})),x=c.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:y,cameraQueryGeometry:x,scale:g})}}},x=0;x<u.length;x++)y(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(It(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles){this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\")}this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function Pt(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function It(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Ot(){return new t.window.Worker(Zi.workerUrl)}Ct.maxOverzooming=10,Ct.maxUnderzooming=3;var zt=\"mapboxgl_preloaded_worker_pool\",Dt=function(){this.active={}};Dt.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Dt.workerCount;)this.workers.push(new Ot);return this.active[t]=!0,this.workers.slice()},Dt.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Dt.prototype.isPreloaded=function(){return!!this.active[zt]},Dt.prototype.numActive=function(){return Object.keys(this.active).length};var Rt,Ft=Math.floor(t.browser.hardwareConcurrency/2);function Bt(){return Rt||(Rt=new Dt),Rt}function Nt(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function jt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Nt(t[n],e[t[n].ref]));return t}Dt.workerCount=Math.max(Math.min(Ft,6),1);var Ut={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Vt(t,e,r){r.push({command:Ut.addSource,args:[t,e[t]]})}function Ht(t,e,r){e.push({command:Ut.removeSource,args:[t]}),r[t]=!0}function qt(t,e,r,n){Ht(t,r,n),Vt(t,e,r)}function Gt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Yt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Wt(t){return t.id}function Xt(t,e){return t[e.id]=e,t}function Zt(e,r){if(!e)return[{command:Ut.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:Ut.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:Ut.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:Ut.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:Ut.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:Ut.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:Ut.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:Ut.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:Ut.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:Ut.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Ht(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Gt(e,r,a)?n.push({command:Ut.setGeoJSONSourceData,args:[a,r[a].data]}):qt(a,r,n,i)):Vt(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:Ut.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,f=(e=e||[]).map(Wt),h=r.map(Wt),p=e.reduce(Xt,{}),d=r.reduce(Xt,{}),g=f.slice(),m=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:Ut.removeLayer,args:[o]}),g.splice(g.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],g[g.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:Ut.removeLayer,args:[o]}),g.splice(g.lastIndexOf(o,g.length-a),1)):a++,c=g[g.length-i],n.push({command:Ut.addLayer,args:[d[o],c]}),g.splice(g.length-i,0,o),m[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!m[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(u in Yt(s.layout,l.layout,n,o,null,Ut.setLayoutProperty),Yt(s.paint,l.paint,n,o,null,Ut.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:Ut.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:Ut.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:Ut.removeLayer,args:[o]}),c=g[g.lastIndexOf(o)+1],n.push({command:Ut.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:Ut.setStyle,args:[r]}]}return n}var Jt=function(t,e){this.reset(t,e)};Jt.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},Jt.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Kt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function Qt(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function $t(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function te(e,r){var n=[e.x,e.y,0,1];fe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ee(t,e){return.5+t/e*.5}function re(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ne(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,g=n.transform.width/n.transform.height,m=!1,v=0;v<d.length;v++){var y=d.get(v);if(y.hidden||y.writingMode===t.WritingMode.vertical&&!m)ue(y.numGlyphs,h);else{m=!1;var x=[y.anchorX,y.anchorY,0,1];if(t.transformMat4(x,x,r),re(x,f)){var b=x[3],_=ee(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(c,u,y),T=s?w/_:w*_,k=new t.Point(y.anchorX,y.anchorY),A=te(k,a).point,M={},S=oe(y,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,g);m=S.useVertical,(S.notEnoughRoom||m||S.needsFlipping&&oe(y,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,g).notEnoughRoom)&&ue(y.numGlyphs,h)}else ue(y.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function ie(t,e,r,n,i,a,o,s,l,c,u){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),g=e.getoffsetX(f-1),m=le(t*d,r,n,i,a,o,s.segment,h,p,l,c,u);if(!m)return null;var v=le(t*g,r,n,i,a,o,s.segment,h,p,l,c,u);return v?{first:m,last:v}:null}function ae(e,r,n,i){if(e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i)return{useVertical:!0};return(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function oe(e,r,n,i,a,o,s,l,c,u,f,h,p,d){var g,m=r/24,v=e.lineOffsetX*m,y=e.lineOffsetY*m;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=ie(m,l,v,y,n,f,h,e,c,o,p);if(!w)return{notEnoughRoom:!0};var T=te(w.first.point,s).point,k=te(w.last.point,s).point;if(i&&!n){var A=ae(e.writingMode,T,k,d);if(A)return A}g=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)g.push(le(m*l.getoffsetX(M),v,y,n,f,h,e.segment,b,_,c,o,p));g.push(w.last)}else{if(i&&!n){var S=te(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(c.getx(E),c.gety(E)),C=te(L,a),P=C.signedDistanceFromCamera>0?C.point:se(h,L,S,1,a),I=ae(e.writingMode,S,P,d);if(I)return I}var O=le(m*l.getoffsetX(e.glyphStartIndex),v,y,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p);if(!O)return{notEnoughRoom:!0};g=[O]}for(var z=0,D=g;z<D.length;z+=1){var R=D[z];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function se(t,e,r,n,i){var a=te(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function le(e,r,n,i,a,o,s,l,c,u,f,h){var p=i?e-r:e+r,d=p>0?1:-1,g=0;i&&(d*=-1,g=Math.PI),d<0&&(g+=Math.PI);for(var m=d>0?l+s:l+s+1,v=a,y=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((m+=d)<l||m>=c)return null;if(y=v,w.push(v),void 0===(v=h[m])){var T=new t.Point(u.getx(m),u.gety(m)),k=te(T,f);if(k.signedDistanceFromCamera>0)v=h[m]=k.point;else{var A=m-d;v=se(0===x?o:new t.Point(u.getx(A),u.gety(A)),T,y,_-x+1,f)}}x+=b,b=y.dist(v)}var M=(_-x)/b,S=v.sub(y),E=S.mult(M)._add(y);E._add(S._unit()._perp()._mult(n*d));var L=g+Math.atan2(v.y-y.y,v.x-y.x);return w.push(E),{point:E,angle:L,path:w}}Kt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Kt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Kt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Kt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Kt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Kt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var c=this.circles[3*l],u=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:c-f,y1:u-f,x2:c+f,y2:u+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Kt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var c=[],u={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),n?c.length>0:c},Kt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Kt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Kt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Kt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,f=0,h=c;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=u[d+2]&&e<=u[d+3]&&r>=u[d+0]&&n>=u[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:u[d],y1:u[d+1],x2:u[d+2],y2:u[d+3]})}}}var g=this.circleCells[i];if(null!==g)for(var m=this.circles,v=0,y=g;v<y.length;v+=1){var x=y[v];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(m[b],m[b+1],m[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=m[b],w=m[b+1],T=m[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Kt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,c=o.seenUids,u=this.boxCells[i];if(null!==u)for(var f=this.bboxes,h=0,p=u;h<p.length;h+=1){var d=p[h];if(!c.box[d]){c.box[d]=!0;var g=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[g+0],f[g+1],f[g+2],f[g+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var m=this.circleCells[i];if(null!==m)for(var v=this.circles,y=0,x=m;y<x.length;y+=1){var b=x[y];if(!c.circle[b]){c.circle[b]=!0;var _=3*b;if(this._circlesCollide(v[_],v[_+1],v[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Kt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=u;h++)for(var p=c;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Kt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Kt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Kt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Kt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var f=l-s,h=u-c;return f*f+h*h<=r*r};var ce=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function ue(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(ce,3*n)}}function fe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var he=function(t,e,r){void 0===e&&(e=new Kt(t.width+200,t.height+200,25)),void 0===r&&(r=new Kt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+100,this.screenBottomBoundary=t.height+100,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function pe(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}he.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,c=t.x2*o+a.point.x,u=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,c,u)||!e&&this.grid.hitTest(s,l,c,u,i)?{box:[],offscreen:!1}:{box:[s,l,c,u],offscreen:this.isOffscreen(s,l,c,u)}},he.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,f,h,p){var d=[],g=new t.Point(r.anchorX,r.anchorY),m=te(g,o),v=ee(this.transform.cameraToCenterDistance,m.signedDistanceFromCamera),y=(u?a/v:a*v)/t.ONE_EM,x=te(g,s).point,b=ie(y,i,r.lineOffsetX*y,r.lineOffsetY*y,!1,x,g,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*v+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new Jt,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var I=1;I<L.path.length;I++)C.push(L.path[I]);var O=2.5*k;if(l){var z=C.map((function(t){return te(t,l)}));C=z.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:z.map((function(t){return t.point}))}var D=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);D=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=D;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V=0;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/O)+1;for(var H=0;H<V;H++){var q=H/Math.max(V-1,1),G=S.lerp(q),Y=G.x+100,W=G.y+100;d.push(Y,W,k,0);var X=Y-k,Z=W-k,J=Y+k,K=W+k;if(T=T&&this.isOffscreen(X,Z,J,K),w=w||this.isInsideGrid(X,Z,J,K),!e&&this.grid.hitTestCircle(Y,W,k,f)&&(_=!0,!c))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!c&&_||!w?[]:d,offscreen:T,collisionDetected:_}},he.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.Point(c.x+100,c.y+100);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var g=d[p],m=g.key;if(void 0===f[m.bucketInstanceId]&&(f[m.bucketInstanceId]={}),!f[m.bucketInstanceId][m.featureIndex]){var v=[new t.Point(g.x1,g.y1),new t.Point(g.x2,g.y1),new t.Point(g.x2,g.y2),new t.Point(g.x1,g.y2)];t.polygonIntersectsPolygon(r,v)&&(f[m.bucketInstanceId][m.featureIndex]=!0,void 0===h[m.bucketInstanceId]&&(h[m.bucketInstanceId]=[]),h[m.bucketInstanceId].push(m.featureIndex))}}return h},he.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},he.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},he.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return fe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},he.prototype.isOffscreen=function(t,e,r,n){return r<100||t>=this.screenRightBoundary||n<100||e>this.screenBottomBoundary},he.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},he.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var de=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};de.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var ge=function(t,e,r,n,i){this.text=new de(t?t.text:null,e,r,i),this.icon=new de(t?t.icon:null,e,n,i)};ge.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var me=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},ve=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},ye=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},xe=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function be(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point(s+c[0]*a,l+c[1]*a)}function _e(e,r,n,i,a,o){var s=e.x1,l=e.x2,c=e.y1,u=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:c+p.y,x2:l+p.x,y2:u+p.y,anchorPointX:f,anchorPointY:h}}xe.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var we=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new he(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new xe(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Te(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}we.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),u=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=pe(n,1,this.transform.zoom),g=Qt(f,h,p,this.transform,d),m=null;if(h){var v=$t(f,h,p,this.transform,d);m=t.multiply([],this.transform.labelPlaneMatrix,v)}this.retainedQueryData[a.bucketInstanceId]=new ye(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var y={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:g,labelToScreenMatrix:m,scale:c,textPixelRatio:u,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:y})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:y})}},we.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d){var g,m=[f.textOffset0,f.textOffset1],v=be(t,r,n,m,i),y=this.collisionIndex.placeCollisionBox(_e(e,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate);if(d&&0===this.collisionIndex.placeCollisionBox(_e(d,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate).box.length)return;if(y.box.length>0)return this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(g=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:m,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:g},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:v,placedGlyphBoxes:y}},we.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,c=a.textLabelPlaneMatrix,u=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,g=a.collisionGroup,m=s.get(\"text-optional\"),v=s.get(\"icon-optional\"),y=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=y&&(x||!o.hasIconData()||v),A=x&&(y||!o.hasTextData()||m);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new me(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,I=null,O=0,z=0,D=0;a.textFeatureIndex?O=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(O=e.featureIndex),a.verticalTextFeatureIndex&&(z=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length;i+=1){if(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),L&&L.box&&L.box.length)break}else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,c=e.textBoxScale,u=w&&!x?r:null,h={box:[],offscreen:!1},p=y?2*N.length:N.length,d=0;d<p;++d){var m=N[d%N.length],v=d>=N.length,k=i.attemptAnchorPlacement(m,t,a,s,c,b,_,f,l,g,v,e,o,n,u);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var H=i.prevPlacement.variableOffsets[e.crossTileID];H&&(i.variableOffsets[e.crossTileID]=H,i.markUsedJustification(o,H.anchor,e,V))}}else{var q=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,y,f,l,g.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return q(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?q(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Y=t.evaluateSizeForFeature(o.textSizeData,d,G),W=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(y,G,o.lineVertexArray,o.glyphOffsetArray,Y,l,c,u,n,_,g.predicate,X,W),T=y||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?_e(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,g.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(I=Z(a.verticalIconBox)).box.length>0:(I=Z(a.iconBox)).box.length>0,S=S&&I.offscreen}var J=m||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,K=v||0===e.numIconVertices;if(J||K?K?J||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&z?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,g.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,g.ID)),M&&I&&i.collisionIndex.insertCollisionBox(I.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,D,g.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,g.ID),n)){var Q=o.bucketInstanceId,$=i.collisionCircleArrays[Q];void 0===$&&($=i.collisionCircleArrays[Q]=new ve);for(var tt=0;tt<P.circles.length;tt+=4)$.circles.push(P.circles[tt+0]),$.circles.push(P.circles[tt+1]),$.circles.push(P.circles[tt+2]),$.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new me(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},we.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var c=l[s];c>=0&&(e.text.placedSymbolArray.get(c).crossTileID=a>=0&&c!==a?0:n.crossTileID)}},we.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},we.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],c=i[s];c?(this.opacities[s]=new ge(c,n,l.text,l.icon),r=r||l.text!==c.text.placed||l.icon!==c.icon.placed):(this.opacities[s]=new ge(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var u in i){var f=i[u];if(!this.opacities[u]){var h=new ge(f,n,!1,!1);h.isHidden()||(this.opacities[u]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},we.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},we.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new ge(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),c=a.get(\"text-variable-anchor\"),u=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new ge(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},g=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,g=a.crossTileID,m=r[g],v=i.opacities[g];m?v=o:v||(v=p,i.opacities[g]=v),r[g]=!0;var y=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(y){var T=Pe(v.text),k=_?Ie:T;d(e.text,s,k);var A=w?Ie:T;d(e.text,l,A);var M=v.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=Pe(v.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:Ie;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=v.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var I=C?Ie:L;d(e.icon,a.numVerticalIconVertices,I),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=v.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var O=e.collisionArrays[n];if(O){var z=new t.Point(0,0);if(O.textBox||O.verticalTextBox){var D=!0;if(c){var R=i.variableOffsets[g];R?(z=be(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),u&&z._rotate(f?i.transform.angle:-i.transform.angle)):D=!1}O.textBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||_,z.x,z.y),O.verticalTextBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||w,z.x,z.y)}var F=Boolean(!w&&O.verticalIconBox);O.iconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,F,h?z.x:0,h?z.y:0),O.verticalIconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,!F,h?z.x:0,h?z.y:0)}}},m=0;m<e.symbolInstances.length;m++)g(m);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var v=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=v.invProjMatrix,e.placementViewportMatrix=v.viewportMatrix,e.collisionCircleArray=v.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},we.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},we.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},we.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},we.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},we.prototype.setStale=function(){this.stale=!0};var ke=Math.pow(2,25),Ae=Math.pow(2,24),Me=Math.pow(2,17),Se=Math.pow(2,16),Ee=Math.pow(2,9),Le=Math.pow(2,8),Ce=Math.pow(2,1);function Pe(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*ke+e*Ae+r*Me+e*Se+r*Ee+e*Le+r*Ce+e}var Ie=0,Oe=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Oe.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var ze=function(t,e,r,n,i,a,o){this.placement=new we(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};ze.prototype.isDone=function(){return this._done},ze.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Oe(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},ze.prototype.commit=function(t){return this.placement.commit(t),this.placement};var De=512/t.EXTENT/2,Re=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Re.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=De/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Re.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,c=o;l<c.length;l+=1){var u=c[l];if(Math.abs(u.coord.x-s.x)<=n&&Math.abs(u.coord.y-s.y)<=n&&!r[u.crossTileID]){r[u.crossTileID]=!0,a.crossTileID=u.crossTileID;break}}}}};var Fe=function(){this.maxCrossTileID=0};Fe.prototype.generate=function(){return++this.maxCrossTileID};var Be=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Be.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Be.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++){e.symbolInstances.get(n).crossTileID=0}this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var c=o[t.scaledTo(Number(a)).key];c&&c.findMatches(e.symbolInstances,t,i)}}for(var u=0;u<e.symbolInstances.length;u++){var f=e.symbolInstances.get(u);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Re(t,e.symbolInstances,e.bucketInstanceId),!0},Be.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Be.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ne=function(){this.layerIndexes={},this.crossTileIDs=new Fe,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ne.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Be);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ne.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var je=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},Ue=t.pick(Ut,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ve=t.pick(Ut,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),He=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a=null;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),qe=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new k(Bt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new T(256,512),this.crossTileSymbolIndex=new Ne,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if((t.triggerPluginCompletionEvent(e),r)&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(He,!1)},r.prototype._load=function(e,r){if(!r||!je(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=jt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new w(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,u())})),c=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){c=null,o||(o=t,a=e,u())}));function u(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],c=l.width,u=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,g=l.stretchX,m=l.stretchY,v=l.content,y=new t.RGBAImage({width:c,height:u});t.RGBAImage.copy(e,y,{x:f,y:h},{x:0,y:0},{width:c,height:u}),r[s]={data:y,pixelRatio:d,sdf:p,stretchX:g,stretchY:m,content:v}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),c&&(c.cancel(),c=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}for(var l in this.sourceCaches)this.sourceCaches[l].used=!1;for(var c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];h.recalculate(e,this._availableImages),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),je(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=jt(e.layers);var n=Zt(this.serialize(),e).filter((function(t){return!(t.command in Ve)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in Ue)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but the only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0)||!this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n)){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ct(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(je(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is requred to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var c=l[s][o];if(c)for(var u=0,f=c;u<f.length;u+=1){var h=f[u];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var g=this._order[d];if(r(g))for(var m=i.length-1;m>=0;m--){var v=i[m].feature;if(n[v.layer.id]<d)break;p.push(v),i.pop()}else for(var y=0,x=t;y<x.length;y+=1){var b=x[y][g];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[u]||c.push(F(this.sourceCaches[u],this._layers,this._serializedLayers,e,r,n));return this.placement&&c.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),c=[],u=0,f=Object.keys(l).map(Number);u<f.length;u+=1){var h=f[u];c.push(o[h])}c.sort(B);for(var p=function(){var r=g[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],c=n[a];c.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var u=0,f=c;u<f.length;u+=1){var h=f[u];o.push(h)}}},d=0,g=c;d<g.length;d+=1)p();var m=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var v in s)m(v);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&je(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers){this._layers[e].setEventedParent(null)}for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new ze(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var g=0,m=this._order;g<m.length;g+=1){var v=m[g],y=this._layers[v];\"symbol\"===y.type&&this.placement.updateLayerOpacities(y,l[y.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);qe.getSourceType=function(t){return D[t]},qe.setSourceType=function(t,e){D[t]=e},qe.registerForPluginStateChange=t.registerForPluginStateChange;var Ge=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ye=yr(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),We=yr(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Xe=yr(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),Ze=yr(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Je=yr(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Ke=yr(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),Qe=yr(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),$e=yr(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),tr=yr(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),er=yr(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),rr=yr(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),nr=yr(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ir=yr(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ar=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),or=yr(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),sr=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),lr=yr(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform float u_maxzoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggeration=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/ pow(2.0,(u_zoom-u_maxzoom)*exaggeration+19.2562-u_zoom);gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),cr=yr(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),ur=yr(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),fr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,vec2(v_lineprogress,0.5));gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define MAX_LINE_DISTANCE 32767.0\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_lineprogress=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0/MAX_LINE_DISTANCE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),hr=yr(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),pr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),dr=yr(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),gr=yr(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),mr=yr(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),vr=yr(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function yr(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n={};return{fragmentSource:t=t.replace(r,(function(t,e,r,i,a){return n[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,i,a){var o=\"float\"===i?\"vec2\":\"vec4\",s=a.match(/color/)?\"color\":o;return n[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}))}}var xr=Object.freeze({__proto__:null,prelude:Ye,background:We,backgroundPattern:Xe,circle:Ze,clippingMask:Je,heatmap:Ke,heatmapTexture:Qe,collisionBox:$e,collisionCircle:tr,debug:er,fill:rr,fillOutline:nr,fillOutlinePattern:ir,fillPattern:ar,fillExtrusion:or,fillExtrusionPattern:sr,hillshadePrepare:lr,hillshade:cr,line:ur,lineGradient:fr,linePattern:hr,lineSDF:pr,raster:dr,symbolIcon:gr,symbolSDF:mr,symbolTextAndIcon:vr}),br=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};br.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},br.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var f=l;f<s;f++)u.disableVertexAttribArray(f)}e.enableAttributes(u,t);for(var h=0,p=r;h<p.length;h+=1){p[h].enableAttributes(u,t)}a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,g=r;d<g.length;d+=1){var m=g[d];m.bind(),m.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},br.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var _r=function(t,e,r,n,i){var a=t.gl;this.program=a.createProgram();var o=r?r.defines():[];i&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(Ye.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(Ye.vertexSource,e.vertexSource).join(\"\\n\"),c=a.createShader(a.FRAGMENT_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(c,s),a.compileShader(c),a.attachShader(this.program,c);var u=a.createShader(a.VERTEX_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(u,l),a.compileShader(u),a.attachShader(this.program,u);for(var f=r?r.layoutAttributes:[],h=0;h<f.length;h++)a.bindAttribLocation(this.program,h,f[h].name);a.linkProgram(this.program),a.deleteShader(u),a.deleteShader(c),this.numAttributes=a.getProgramParameter(this.program,a.ACTIVE_ATTRIBUTES),this.attributes={};for(var p={},d=0;d<this.numAttributes;d++){var g=a.getActiveAttrib(this.program,d);g&&(this.attributes[g.name]=a.getAttribLocation(this.program,g.name))}for(var m=a.getProgramParameter(this.program,a.ACTIVE_UNIFORMS),v=0;v<m;v++){var y=a.getActiveUniform(this.program,v);y&&(p[y.name]=a.getUniformLocation(this.program,y.name))}this.fixedUniforms=n(t,p),this.binderUniforms=r?r.getUniforms(t,p):[]}}};function wr(t,e,r){var n=1/pe(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}_r.prototype.draw=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g){var m,v=t.gl;if(!this.failedToCreate){for(var y in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[y].set(o[y]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(m={},m[v.LINES]=2,m[v.TRIANGLES]=3,m[v.LINE_STRIP]=1,m)[e],b=0,_=u.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new br)).bind(t,this,l,p?p.getPaintVertexBuffers():[],c,w.vertexOffset,d,g),v.drawElements(e,w.primitiveLength*x,v.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Tr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var c=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},kr=function(e,r,n,i,a,o,s){return t.extend(Tr(e,r,n,i),wr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Ar=function(t){return{u_matrix:t}},Mr=function(e,r,n,i){return t.extend(Ar(e),wr(n,r,i))},Sr=function(t,e){return{u_matrix:t,u_world:e}},Er=function(e,r,n,i,a){return t.extend(Mr(e,r,n,i),{u_world:a})},Lr=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=pe(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Cr=function(t,e,r){var n=pe(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Pr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Ir=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Or=function(t){return{u_matrix:t}},zr=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:pe(e,1,r),u_intensity:n}};function Dr(e,r){var n=Math.pow(2,r.canonical.z),i=r.canonical.y;return[new t.MercatorCoordinate(0,i/n).toLngLat().lat,new t.MercatorCoordinate(0,(i+1)/n).toLngLat().lat]}var Rr=function(e,r,n){var i=e.transform;return{u_matrix:Ur(e,r,n),u_ratio:1/pe(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},Fr=function(e,r,n){return t.extend(Rr(e,r,n),{u_image:0})},Br=function(e,r,n,i){var a=e.transform,o=jr(r,a);return{u_matrix:Ur(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/pe(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Nr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=jr(r,o),c=\"round\"===n.layout.get(\"line-cap\"),u=s.getDash(i.from,c),f=s.getDash(i.to,c),h=u.width*a.fromScale,p=f.width*a.toScale;return t.extend(Rr(e,r,n),{u_patternscale_a:[l/h,-u.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:u.y,u_tex_y_b:f.y,u_mix:a.t})};function jr(t,e){return 1/pe(t,1,e.tileZoom)}function Ur(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Vr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Hr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Hr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var qr,Gr=function(t,e,r,n,i,a,o,s,l,c){var u=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:u.cameraToCenterDistance,u_pitch:u.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:u.width/u.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:c,u_texture:0}},Yr=function(e,r,n,i,a,o,s,l,c,u,f){var h=a.transform;return t.extend(Gr(e,r,n,i,a,o,s,l,c,u),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Wr=function(e,r,n,i,a,o,s,l,c,u){return t.extend(Yr(e,r,n,i,a,o,s,l,!0,c,!0),{u_texsize_icon:u,u_texture_icon:1})},Xr=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},Zr=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,c=Math.pow(2,n.tileID.overscaledZ),u=n.tileSize*Math.pow(2,r.transform.tileZoom)/c,f=u*(n.tileID.canonical.x+n.tileID.wrap*c),h=u*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/pe(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},Jr={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_maxzoom:new t.Uniform1f(e,r.u_maxzoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function Kr(e,r,n,i,a,o,s){for(var l=e.context,c=l.gl,u=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var g=i[d],m=r.getTile(g),v=m.getBucket(n);if(v){var y=g.posMatrix;0===a[0]&&0===a[1]||(y=e.translatePosMatrix(g.posMatrix,m,a,o));var x=s?v.textCollisionBox:v.iconCollisionBox,b=v.collisionCircleArray;if(b.length>0){var _=t.create(),w=y;t.mul(_,v.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,v.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&u.draw(l,c.LINES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,Cr(y,e.transform,m),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],I=E.circleArray[C+1],O=E.circleArray[C+2],z=E.circleArray[C+3];k.emplace(A++,P,I,O,z,0),k.emplace(A++,P,I,O,z,1),k.emplace(A++,P,I,O,z,2),k.emplace(A++,P,I,O,z,3)}(!qr||qr.length<2*h)&&(qr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var D=l.createIndexBuffer(qr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=Pr(N.transform,N.invTransform,e.transform);T.draw(l,c.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,j,n.id,R,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var Qr=t.identity(new Float32Array(16));function $r(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,c=-(s.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point((l/a+u[0])*o,(c/a+u[1])*o)}function tn(e,r,n,i,a,o,s,l,c,u,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,g={};p.clear();for(var m=0;m<h.length;m++){var v=h.get(m),y=e.allowVerticalPlacement&&!v.placedOrientation,x=v.hidden||!v.crossTileID||y?null:i[v.crossTileID];if(x){var b=new t.Point(v.anchorX,v.anchorY),_=te(b,n?l:s),w=ee(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,u,v)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/c);for(var k=x.width,A=x.height,M=$r(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?te(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&v.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<v.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&v.associatedIconIndex>=0&&(g[v.associatedIconIndex]={shiftedAnchor:S,angle:E})}else ue(v.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var I=C.get(P);if(I.hidden)ue(I.numGlyphs,d);else{var O=g[P];if(O)for(var z=0;z<I.numGlyphs;z++)t.addDynamicAttributes(d,O.shiftedAnchor,O.angle);else ue(I.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function en(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function rn(e,r,n,i,a,o,s,l,c,u,f,h){for(var p=e.context,d=p.gl,g=e.transform,m=\"map\"===l,v=\"map\"===c,y=m&&\"point\"!==n.layout.get(\"symbol-placement\"),x=m&&!v&&!y,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=e.depthModeForSublayer(0,At.ReadOnly),w=n.layout.get(\"text-variable-anchor\"),T=[],k=0,A=i;k<A.length;k+=1){var M=A[k],S=r.getTile(M),E=S.getBucket(n);if(E){var L=a?E.text:E.icon;if(L&&L.segments.get().length){var C=L.programConfigurations.get(n.id),P=a||E.sdfIcons,I=a?E.textSizeData:E.iconSizeData,O=v||0!==g.pitch,z=e.useProgram(en(P,a,E),C),D=t.evaluateSizeForZoom(I,g.zoom),R=void 0,F=[0,0],B=void 0,N=void 0,j=null,U=void 0;if(a){if(B=S.glyphAtlasTexture,N=d.LINEAR,R=S.glyphAtlasTexture.size,E.iconsInText){F=S.imageAtlasTexture.size,j=S.imageAtlasTexture;var V=\"composite\"===I.kind||\"camera\"===I.kind;U=O||e.options.rotating||e.options.zooming||V?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||E.iconsNeedLinear;B=S.imageAtlasTexture,N=P||e.options.rotating||e.options.zooming||H||O?d.LINEAR:d.NEAREST,R=S.imageAtlasTexture.size}var q=pe(S,1,e.transform.zoom),G=Qt(M.posMatrix,v,m,e.transform,q),Y=$t(M.posMatrix,v,m,e.transform,q),W=w&&E.hasTextData(),X=\"none\"!==n.layout.get(\"icon-text-fit\")&&W&&E.hasIconData();y&&ne(E,M.posMatrix,e,a,G,Y,v,u);var Z=e.translatePosMatrix(M.posMatrix,S,o,s),J=y||a&&w||X?Qr:G,K=e.translatePosMatrix(Y,S,o,s,!0),Q=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),$={program:z,buffers:L,uniformValues:P?E.iconsInText?Wr(I.kind,D,x,v,e,Z,J,K,R,F):Yr(I.kind,D,x,v,e,Z,J,K,a,R,!0):Gr(I.kind,D,x,v,e,Z,J,K,a,R),atlasTexture:B,atlasTextureIcon:j,atlasInterpolation:N,atlasInterpolationIcon:U,isSDF:P,hasHalo:Q};if(b)for(var tt=0,et=L.segments.get();tt<et.length;tt+=1){var rt=et[tt];T.push({segments:new t.SegmentVector([rt]),sortKey:rt.sortKey,state:$})}else T.push({segments:L.segments,sortKey:0,state:$})}}}b&&T.sort((function(t,e){return t.sortKey-e.sortKey}));for(var nt=0,it=T;nt<it.length;nt+=1){var at=it[nt],ot=at.state;if(p.activeTexture.set(d.TEXTURE0),ot.atlasTexture.bind(ot.atlasInterpolation,d.CLAMP_TO_EDGE),ot.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),ot.atlasTextureIcon&&ot.atlasTextureIcon.bind(ot.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),ot.isSDF){var st=ot.uniformValues;ot.hasHalo&&(st.u_is_halo=1,nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,st)),st.u_is_halo=0}nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,ot.uniformValues)}}function nn(t,e,r,n,i,a,o,s,l){var c=n.context,u=c.gl;i.draw(c,u.TRIANGLES,a,o,s,Et.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function an(t,e,r,n,i,a,o){var s,l,c,u,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),g=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var m=0,v=n;m<v.length;m+=1){var y=v[m],x=e.getTile(y);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(g));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(y.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){u=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];c=\"fillOutlinePattern\"===l&&d?Er(S,t,g,x,E):Sr(S,E)}else u=b.indexBuffer,f=b.segments,c=d?Mr(S,t,g,x):Ar(S);w.draw(t.context,s,i,t.stencilModeForClipping(y),a,Et.disabled,c,r.id,b.layoutVertexBuffer,u,f,r.paint,t.transform.zoom,_)}}}}function on(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=c.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var g=d[p],m=e.getTile(g),v=m.getBucket(r);if(v){var y=v.programConfigurations.get(r.id),x=t.useProgram(u?\"fillExtrusionPattern\":\"fillExtrusion\",y);u&&(t.context.activeTexture.set(l.TEXTURE0),m.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),y.updatePaintBuffers(f));var b=c.constantOr(null);if(b&&m.imageAtlas){var _=m.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&y.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(g.posMatrix,m,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=u?kr(k,t,A,h,g,f,m):Tr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Et.backCCW,M,r.id,v.layoutVertexBuffer,v.indexBuffer,v.segments,r.paint,t.transform.zoom,y)}}}function sn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var c=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var u=function(t,e,r){var n=r.paint.get(\"hillshade-shadow-color\"),i=r.paint.get(\"hillshade-highlight-color\"),a=r.paint.get(\"hillshade-accent-color\"),o=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(o-=t.transform.angle);var s=!t.options.moving;return{u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped(),s),u_image:0,u_latrange:Dr(t,e.tileID),u_light:[r.paint.get(\"hillshade-exaggeration\"),o],u_shadow:n,u_highlight:i,u_accent:a}}(t,e,r);c.draw(o,s.TRIANGLES,n,i,a,Et.disabled,u,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function ln(e,r,n,i,a,o,s){var l=e.context,c=l.gl,u=r.dem;if(u&&u.data){var f=u.dim,h=u.stride,p=u.getPixels();if(l.activeTexture.set(c.TEXTURE1),l.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var d=r.demTexture;d.update(p,{premultiply:!1}),d.bind(c.NEAREST,c.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(l,p,c.RGBA,{premultiply:!1}),r.demTexture.bind(c.NEAREST,c.CLAMP_TO_EDGE);l.activeTexture.set(c.TEXTURE0);var g=r.fbo;if(!g){var m=new t.Texture(l,{width:f,height:f,data:null},c.RGBA);m.bind(c.LINEAR,c.CLAMP_TO_EDGE),(g=r.fbo=l.createFramebuffer(f,f,!0)).colorAttachment.set(m.texture)}l.bindFramebuffer.set(g.framebuffer),l.viewport.set([0,0,f,f]),e.useProgram(\"hillshadePrepare\").draw(l,c.TRIANGLES,a,o,s,Et.disabled,function(e,r,n){var i=r.stride,a=t.create();return t.ortho(a,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(a,a,[0,-t.EXTENT,0]),{u_matrix:a,u_image:1,u_dimension:[i,i],u_zoom:e.overscaledZ,u_maxzoom:n,u_unpack:r.getUnpackVector()}}(r.tileID,u,i),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function cn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,c=r?(s-r.timeAdded)/o:-1,u=n.getSource(),f=a.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-c,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var un=new t.Color(1,0,0,1),fn=new t.Color(0,1,0,1),hn=new t.Color(0,0,1,1),pn=new t.Color(1,0,1,1),dn=new t.Color(0,1,1,1);function gn(t){var e=t.transform.padding;mn(t,t.transform.height-(e.top||0),3,un),mn(t,e.bottom||0,3,fn),vn(t,e.left||0,3,hn),vn(t,t.transform.width-(e.right||0),3,pn);var r=t.transform.centerPoint;!function(t,e,r,n){yn(t,e-1,r-10,2,20,n),yn(t,e-10,r-1,20,2,n)}(t,r.x,t.transform.height-r.y,dn)}function mn(t,e,r,n){yn(t,0,e+r/2,t.transform.width,r,n)}function vn(t,e,r,n){yn(t,e-r/2,0,r,t.transform.height,n)}function yn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function xn(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=At.disabled,c=Mt.disabled,u=e.colorModeForRenderPass();i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,c,u,Et.disabled,Ir(o,t.Color.red),\"$debug\",e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var f=r.getTileByID(n.key).latestRawTileData,h=f&&f.byteLength||0,p=Math.floor(h/1024),d=r.getTile(n).tileSize,g=512/Math.min(d,512)*(n.overscaledZ/e.transform.zoom)*.5,m=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(m+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,m+\" \"+p+\"kb\"),s.draw(i,a.TRIANGLES,l,c,St.alphaBlended,Et.disabled,Ir(o,t.Color.transparent,g),\"$debug\",e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var bn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Mt.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,c=\"map\"===a,u=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),g=d.getBucket(n);if(g&&g.text&&g.text.segments.get().length){var m=g.textSizeData,v=t.evaluateSizeForZoom(m,l.zoom),y=pe(d,1,r.transform.zoom),x=Qt(p.posMatrix,u,c,r.transform,y),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&g.hasIconData();if(v){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);tn(g,c,u,s,t.symbolSize,l,x,p.posMatrix,_,v,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&rn(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&rn(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(Kr(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),Kr(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var c=e.context,u=c.gl,f=e.depthModeForSublayer(0,At.ReadOnly),h=Mt.disabled,p=e.colorModeForRenderPass(),d=[],g=0;g<i.length;g++){var m=i[g],v=r.getTile(m),y=v.getBucket(n);if(y){var x=y.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:y.layoutVertexBuffer,indexBuffer:y.indexBuffer,uniformValues:Lr(e,m,v,n)};if(l)for(var _=0,w=y.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:y.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,I=S.uniformValues,O=M.segments;L.draw(c,u.TRIANGLES,f,h,p,Et.disabled,I,n.id,C,P,O,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Mt.disabled,l=new St([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);!function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}}(a,e,n),a.clear({color:t.Color.transparent});for(var c=0;c<i.length;c++){var u=i[c];if(!r.hasRenderableParent(u)){var f=r.getTile(u),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),g=e.transform.zoom;d.draw(a,o.TRIANGLES,At.disabled,s,l,Et.disabled,zr(u.posMatrix,f,g,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(!a)return;n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA));o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}}(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1)){var s=e.depthModeForSublayer(0,At.ReadOnly),l=e.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),f=u.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":c?\"lineSDF\":h?\"lineGradient\":\"line\",g=e.context,m=g.gl,v=!0;if(h){g.activeTexture.set(m.TEXTURE0);var y=n.gradientTexture;if(!n.gradient)return;y||(y=n.gradientTexture=new t.Texture(g,n.gradient,m.RGBA)),y.bind(m.LINEAR,m.CLAMP_TO_EDGE)}for(var x=0,b=i;x<b.length;x+=1){var _=b[x],w=r.getTile(_);if(!f||w.patternsLoaded()){var T=w.getBucket(n);if(T){var k=T.programConfigurations.get(n.id),A=e.context.program.get(),M=e.useProgram(d,k),S=v||M.program!==A,E=u.constantOr(null);if(E&&w.imageAtlas){var L=w.imageAtlas,C=L.patternPositions[E.to.toString()],P=L.patternPositions[E.from.toString()];C&&P&&k.setConstantPatternPositions(C,P)}var I=f?Br(e,w,n,p):c?Nr(e,w,n,c,p):h?Fr(e,w,n):Rr(e,w,n);f?(g.activeTexture.set(m.TEXTURE0),w.imageAtlasTexture.bind(m.LINEAR,m.CLAMP_TO_EDGE),k.updatePaintBuffers(p)):c&&(S||e.lineAtlas.dirty)&&(g.activeTexture.set(m.TEXTURE0),e.lineAtlas.bind(g)),M.draw(g,m.TRIANGLES,s,e.stencilModeForClipping(_),l,Et.disabled,I,n.id,T.layoutVertexBuffer,T.indexBuffer,T.segments,n.paint,e.transform.zoom,k),v=!1}}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===c){var u=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?At.ReadWrite:At.ReadOnly);an(e,r,n,i,u,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,At.ReadOnly);an(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))on(t,e,r,n,a,Mt.disabled,St.disabled),on(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();on(t,e,r,n,a,Mt.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=e.getSource().maxzoom,o=t.depthModeForSublayer(0,At.ReadOnly),s=t.colorModeForRenderPass(),l=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],c=l[0],u=0,f=l[1];u<f.length;u+=1){var h=f[u],p=e.getTile(h);p.needsHillshadePrepare&&\"offscreen\"===t.renderPass?ln(t,p,r,a,o,Mt.disabled,s):\"translucent\"===t.renderPass&&sn(t,p,r,o,c[h.overscaledZ],s)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),c=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),u=c[0],f=c[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,g=f;d<g.length;d+=1){var m=g[d],v=t.depthModeForSublayer(m.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?At.ReadWrite:At.ReadOnly,a.LESS),y=e.getTile(m),x=t.transform.calculatePosMatrix(m.toUnwrapped(),p);y.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(m,0),_=cn(y,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-y.tileID.overscaledZ),T=[y.tileID.canonical.x*w%1,y.tileID.canonical.y*w%1]):y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Vr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,v,Mt.disabled,l,Et.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,v,u[m.overscaledZ],l,Et.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(c)){var u=!c&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===u){var f=Mt.disabled,h=t.depthModeForSublayer(0,\"opaque\"===u?At.ReadWrite:At.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(c?\"backgroundPattern\":\"background\"),g=s.coveringTiles({tileSize:l});c&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var m=r.getCrossfadeParameters(),v=0,y=g;v<y.length;v+=1){var x=y[v],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=c?Zr(b,i,t,c,{tileID:x,tileSize:l},m):Xr(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Et.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)xn(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Mt.disabled);var o=\"3d\"===i.renderingMode?new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,At.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},_n=function(t,e){this.context=new Lt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ct.maxUnderzooming+Ct.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ne,this.gpuTimers={}};_n.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},_n.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Ge.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Ge.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,P.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ge.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Mt({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},_n.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,At.disabled,this.stencilClearMode,St.disabled,Et.disabled,Or(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},_n.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(St.disabled),r.setDepthMode(At.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,At.disabled,new Mt({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),St.disabled,Et.disabled,Or(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},_n.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Mt({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Mt({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Mt({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Mt.disabled,e),n]},_n.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){return new St([e.CONSTANT_COLOR,e.ONE],new t.Color(1/8,1/8,1/8,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?St.unblended:St.alphaBlended},_n.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return At.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new At(r||this.context.gl.LEQUAL,e,[n,n])},_n.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},_n.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,c,u={},f={},h={};for(var p in a){var d=a[p];u[p]=d.getVisibleCoordinates(),f[p]=u[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var g=0;g<i.length;g++){var m=i[g];if(this.style._layers[m].is3D()){this.opaquePassCutoff=g;break}}this.renderPass=\"offscreen\";for(var v=0,y=i;v<y.length;v+=1){var x=y[v],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=u[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,u[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(c&&c.id)&&(c=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<c.getSource().maxzoom)&&(l=c))})),l&&bn.debug(this,l,l.getVisibleCoordinates()));this.options.showPadding&&gn(this),this.context.setDefault()},_n.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),bn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},_n.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},_n.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},_n.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},_n.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},_n.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:pe(r,n[0],this.transform.zoom),a?n[1]:pe(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.translate(u,e,c),u},_n.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},_n.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},_n.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},_n.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new _r(this.context,xr[t],e,Jr[t],this._showOverdrawInspector)),this.cache[r]},_n.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},_n.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},_n.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},_n.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var wn=function(t,e){this.points=t,this.planes=e};wn.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new wn(a,o)};var Tn=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Tn.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Tn(n,i)},Tn.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Tn.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Tn.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var c=Number.MAX_VALUE,u=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];c=Math.min(c,h),u=Math.max(u,h)}if(u<0||c>this.max[l]-this.min[l])return 0}return 1};var kn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};kn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},kn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},kn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},kn.prototype.clone=function(){return new kn(this.top,this.bottom,this.left,this.right)},kn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var An=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new kn,this._posMatrixCache={},this._alignedPosMatrixCache={}},Mn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};An.prototype.clone=function(){var t=new An(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Mn.minZoom.get=function(){return this._minZoom},Mn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Mn.maxZoom.get=function(){return this._maxZoom},Mn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Mn.minPitch.get=function(){return this._minPitch},Mn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Mn.maxPitch.get=function(){return this._maxPitch},Mn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Mn.renderWorldCopies.get=function(){return this._renderWorldCopies},Mn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Mn.worldSize.get=function(){return this.tileSize*this.scale},Mn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Mn.size.get=function(){return new t.Point(this.width,this.height)},Mn.bearing.get=function(){return-this.angle/Math.PI*180},Mn.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Mn.pitch.get=function(){return this._pitch/Math.PI*180},Mn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Mn.fov.get=function(){return this._fov/Math.PI*180},Mn.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Mn.zoom.get=function(){return this._zoom},Mn.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Mn.center.get=function(){return this._center},Mn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Mn.padding.get=function(){return this._edgeInsets.toJSON()},Mn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Mn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},An.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},An.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},An.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},An.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=s-1;c<=l+1;c++)0!==c&&r.push(new t.UnwrappedTileID(c,e));return r},An.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=wn.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var c=function(t){return{aabb:new Tn([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},u=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)u.push(c(-d)),u.push(c(d));for(u.push(c(0));u.length>0;){var g=u.pop(),m=g.x,v=g.y,y=g.fullyVisible;if(!y){var x=g.aabb.intersects(s);if(0===x)continue;y=2===x}var b=g.aabb.distanceX(o),_=g.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-g.zoom)-2;if(g.zoom===h||w>T&&g.zoom>=l)f.push({tileID:new t.OverscaledTileID(g.zoom===h?p:g.zoom,g.wrap,g.zoom,m,v),distanceSq:t.sqrLen([o[0]-.5-m,o[1]-.5-v])});else for(var k=0;k<4;k++){var A=(m<<1)+k%2,M=(v<<1)+(k>>1);u.push({aabb:g.aabb.quadrant(k),zoom:g.zoom+1,x:A,y:M,wrap:g.wrap,fullyVisible:y})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},An.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Mn.unmodified.get=function(){return this._unmodified},An.prototype.zoomScale=function(t){return Math.pow(2,t)},An.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},An.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},An.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Mn.point.get=function(){return this.project(this.center)},An.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},An.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},An.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},An.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},An.prototype.coordinateLocation=function(t){return t.toLngLat()},An.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,c=n[1]/a,u=r[2]/i,f=n[2]/a,h=u===f?0:(0-u)/(f-u);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,c,h)/this.worldSize)},An.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},An.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},An.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},An.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},An.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},An.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},An.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<c.y?c.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<c.x?c.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var g=p.y,m=c.y/2;g-m<a&&(i=a+m),g+m>o&&(i=o-m)}if(this.lngRange){var v=p.x,y=c.x/2;v-y<s&&(n=s+y),v+y>l&&(n=l-y)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=u,this._constraining=!1}},An.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,c=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),u=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,u,c),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),g=Math.sin(this.angle),m=s-Math.round(s)+d*h+g*p,v=l-Math.round(l)+d*p+g*h,y=new Float64Array(f);if(t.translate(y,y,[m>.5?m-1:m,v>.5?v-1:v,0]),this.alignedProjMatrix=y,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},An.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},An.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},An.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var c=l[s];n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(An.prototype,Mn);var Sn=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};Sn.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},Sn.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},Sn.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),c=this._map.getPitch(),u=\"\";if(u+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||c)&&(u+=\"/\"+Math.round(10*l)/10),c&&(u+=\"/\"+Math.round(c)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+u):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+u),\"#\"+p.join(\"&\")}return\"#\"+u},Sn.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},Sn.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},Sn.prototype._updateHashUnthrottled=function(){var e=this.getHashString();try{t.window.history.replaceState(t.window.history.state,\"\",e)}catch(t){}};var En={linearity:.3,easing:t.bezier(0,0,.3,1)},Ln=t.extend({deceleration:2500,maxSpeed:1400},En),Cn=t.extend({deceleration:20,maxSpeed:1400},En),Pn=t.extend({deceleration:1e3,maxSpeed:360},En),In=t.extend({deceleration:1e3,maxSpeed:90},En),On=function(t){this._map=t,this.clear()};function zn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Dn(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}On.prototype.clear=function(){this._inertiaBuffer=[]},On.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},On.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},On.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Dn(r.pan.mag(),o,t.extend({},Ln,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,zn(s,l)}if(r.zoom){var c=Dn(r.zoom,o,Cn);s.zoom=this._map.transform.zoom+c.amount,zn(s,c)}if(r.bearing){var u=Dn(r.bearing,o,Pn);s.bearing=this._map.transform.bearing+t.clamp(u.amount,-179,179),zn(s,u)}if(r.pitch){var f=Dn(r.pitch,o,In);s.pitch=this._map.transform.pitch+f.amount,zn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Rn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Fn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),c=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),u=i.unproject(c);e.call(this,n,{points:s,point:c,lngLats:l,lngLat:u,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Bn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Nn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Nn.prototype.reset=function(){delete this._mousedownPos},Nn.prototype.wheel=function(t){return this._firePreventable(new Bn(t.type,this._map,t))},Nn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseup=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.dblclick=function(t){return this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseover=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.mouseout=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.touchstart=function(t){return this._firePreventable(new Fn(t.type,this._map,t))},Nn.prototype.touchmove=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchend=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchcancel=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Nn.prototype.isEnabled=function(){return!0},Nn.prototype.isActive=function(){return!1},Nn.prototype.enable=function(){},Nn.prototype.disable=function(){};var jn=function(t){this._map=t};jn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},jn.prototype.mousemove=function(t){this._map.fire(new Rn(t.type,this._map,t))},jn.prototype.mousedown=function(){this._delayContextMenu=!0},jn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Rn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},jn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Rn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},jn.prototype.isEnabled=function(){return!0},jn.prototype.isActive=function(){return!1},jn.prototype.enable=function(){},jn.prototype.disable=function(){};var Un=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Vn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Un.prototype.isEnabled=function(){return!!this._enabled},Un.prototype.isActive=function(){return!!this._active},Un.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Un.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Un.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Un.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Un.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Un.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Un.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Un.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Hn=function(t){this.reset(),this.numTouches=t.numTouches};Hn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Hn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Vn(n,r)))},Hn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Vn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Hn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var qn=function(t){this.singleTap=new Hn(t),this.numTaps=t.numTaps,this.reset()};qn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},qn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},qn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},qn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Gn=function(){this._zoomIn=new qn({numTouches:1,numTaps:2}),this._zoomOut=new qn({numTouches:2,numTaps:1}),this.reset()};Gn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Gn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Gn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Gn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Gn.prototype.touchcancel=function(){this.reset()},Gn.prototype.enable=function(){this._enabled=!0},Gn.prototype.disable=function(){this._enabled=!1,this.reset()},Gn.prototype.isEnabled=function(){return this._enabled},Gn.prototype.isActive=function(){return this._active};var Yn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Yn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Yn.prototype._correctButton=function(t,e){return!1},Yn.prototype._move=function(t,e){return{}},Yn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Yn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r&&(t.preventDefault(),this._moved||!(e.dist(r)<this._clickTolerance)))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Yn.prototype.mouseupWindow=function(t){r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Yn.prototype.enable=function(){this._enabled=!0},Yn.prototype.disable=function(){this._enabled=!1,this.reset()},Yn.prototype.isEnabled=function(){return this._enabled},Yn.prototype.isActive=function(){return this._active};var Wn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Yn),Xn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Zn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Jn=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};Jn.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},Jn.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},Jn.prototype.touchmove=function(t,e,r){if(this._active)return t.preventDefault(),this._calculateTransform(t,e,r)},Jn.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Vn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var c=i[l],u=this._touches[l];u&&(a._add(c),o._add(c.sub(u)),s++,i[l]=c)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn=function(){this.reset()};function Qn(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}Kn.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},Kn.prototype._start=function(t){},Kn.prototype._move=function(t,e,r){return{}},Kn.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},Kn.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=Qn(r,e,i),s=Qn(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},Kn.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=Qn(n,e,a),l=Qn(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},Kn.prototype.touchcancel=function(){this.reset()},Kn.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},Kn.prototype.disable=function(){this._enabled=!1,this.reset()},Kn.prototype.isEnabled=function(){return this._enabled},Kn.prototype.isActive=function(){return this._active};function $n(t,e){return Math.log(t/e)/Math.LN2}var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs($n(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:$n(this._distance,r),pinchAround:e}},e}(Kn);function ei(t,e){return 180*t.angleWith(e)/Math.PI}var ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:ei(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=ei(t,this._startVector);return Math.abs(r)<e},e}(Kn);function ni(t){return Math.abs(t.y)>Math.abs(t.x)}var ii=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ni(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid){this._lastPoints=t,this._active=!0;return{pitchDelta:-.5*((n.y+i.y)/2)}}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ni(t)&&ni(e)&&a}},e}(Kn),ai={panStep:100,bearingStep:15,pitchStep:10},oi=function(){var t=ai;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep};function si(t){return t*(2-t)}oi.prototype.reset=function(){this._active=!1},oi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:si,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},oi.prototype.enable=function(){this._enabled=!0},oi.prototype.disable=function(){this._enabled=!1,this.reset()},oi.prototype.isEnabled=function(){return this._enabled},oi.prototype.isActive=function(){return this._active};var li=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=1/450,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};li.prototype.setZoomRate=function(t){this._defaultZoomRate=t},li.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},li.prototype.isEnabled=function(){return!!this._enabled},li.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},li.prototype.isZooming=function(){return!!this._zooming},li.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},li.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},li.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%4.000244140625==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},li.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},li.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},li.prototype.renderFrame=function(){return this._onScrollFrame()},li.prototype._onScrollFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>4.000244140625?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,c=this._easing,u=!1;if(\"wheel\"===this._type&&l&&c){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=c(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):u=!0}else o=s,u=!0;return this._active=!0,u&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!u,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},li.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},li.prototype.reset=function(){this._active=!1};var ci=function(t,e){this._clickZoom=t,this._tapZoom=e};ci.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},ci.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},ci.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},ci.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var ui=function(){this.reset()};ui.prototype.reset=function(){this._active=!1},ui.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},ui.prototype.enable=function(){this._enabled=!0},ui.prototype.disable=function(){this._enabled=!1,this.reset()},ui.prototype.isEnabled=function(){return this._enabled},ui.prototype.isActive=function(){return this._active};var fi=function(){this._tap=new qn({numTouches:1,numTaps:1}),this.reset()};fi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},fi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},fi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},fi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},fi.prototype.touchcancel=function(){this.reset()},fi.prototype.enable=function(){this._enabled=!0},fi.prototype.disable=function(){this._enabled=!1,this.reset()},fi.prototype.isEnabled=function(){return this._enabled},fi.prototype.isActive=function(){return this._active};var hi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};hi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},hi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},hi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},hi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var pi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};pi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},pi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},pi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},pi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var di=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};di.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},di.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},di.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},di.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},di.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},di.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var gi=function(t){return t.zoom||t.drag||t.pitch||t.rotate},mi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function vi(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var yi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new On(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!1}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1],u=s[2];r.addEventListener(l,c,l===t.window.document?this.handleWindowEvent:this.handleEvent,u)}};yi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},yi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Nn(e,t));var n=e.boxZoom=new Un(e,t);this._add(\"boxZoom\",n);var i=new Gn,a=new ui;e.doubleClickZoom=new ci(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new fi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new ii;this._add(\"touchPitch\",s);var l=new Xn(t),c=new Zn(t);e.dragRotate=new pi(t,l,c),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",c,[\"mouseRotate\"]);var u=new Wn(t),f=new Jn(t);e.dragPan=new hi(r,u,f),this._add(\"mousePan\",u),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ri,p=new ti;e.touchZoomRotate=new di(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new li(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var g=e.keyboard=new oi;this._add(\"keyboard\",g),this._add(\"blockableMapEvent\",new jn(e));for(var m=0,v=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];m<v.length;m+=1){var y=v[m];t.interactive&&t[y]&&e[y].enable(t[y])}},yi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},yi.prototype.stop=function(){if(!this._updatingCamera){for(var t=0,e=this._handlers;t<e.length;t+=1){e[t].handler.reset()}this._inertia.clear(),this._fireEvents({},{}),this._changes=[]}},yi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1){if(e[t].handler.isActive())return!0}return!1},yi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},yi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},yi.prototype.isMoving=function(){return Boolean(gi(this._eventsInProgress))||this.isZooming()},yi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},yi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},yi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},yi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),c=0,u=this._handlers;c<u.length;c+=1){var f=u[c],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var g=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(g=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,g,h,n),g&&g.needsRenderFrame&&this._triggerRenderFrame()),(g||p.isActive())&&(o[h]=p)}}var m={};for(var v in this._previousActiveHandlers)o[v]||(m[v]=n);this._previousActiveHandlers=o,(Object.keys(m).length||vi(i))&&(this._changes.push([i,a,m]),this._triggerRenderFrame()),(Object.keys(o).length||vi(i))&&this._map._stop(!0),this._updatingCamera=!1;var y=i.cameraAnimation;y&&(this._inertia.clear(),this._fireEvents({},{}),this._changes=[],y(this._map))}else this.stop()},yi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},yi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],c=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,c)}this._updateMapTransform(e,r,n),this._changes=[]},yi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!vi(t))return this._fireEvents(e,r);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,c=t.around,u=t.pinchAround;void 0!==u&&(c=u),n._stop(!0),c=c||n.transform.centerPoint;var f=i.pointLocation(a?c.sub(a):c);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,c),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r)},yi.prototype._fireEvents=function(e,r){var n=this,i=gi(this._eventsInProgress),a=gi(e),o={};for(var s in e){var l=e[s].originalEvent;this._eventsInProgress[s]||(o[s+\"start\"]=l),this._eventsInProgress[s]=e[s]}for(var c in!i&&a&&this._fireEvent(\"movestart\",a.originalEvent),o)this._fireEvent(c,o[c]);for(var u in e.rotate&&(this._bearingChanged=!0),a&&this._fireEvent(\"move\",a.originalEvent),e){var f=e[u].originalEvent;this._fireEvent(u,f)}var h,p={};for(var d in this._eventsInProgress){var g=this._eventsInProgress[d],m=g.handlerName,v=g.originalEvent;this._handlersById[m].isActive()||(delete this._eventsInProgress[d],h=r[m]||v,p[d+\"end\"]=h)}for(var y in p)this._fireEvent(y,p[y]);var x=gi(this._eventsInProgress);if((i||a)&&!x){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),_=function(t){return 0!==t&&-n._bearingSnap<t&&t<n._bearingSnap};b?(_(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:h})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:h})),_(this._map.getBearing())&&this._map.resetNorth()),this._bearingChanged=!1,this._updatingCamera=!1}},yi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},yi.prototype._triggerRenderFrame=function(){var t=this;void 0===this._frameId&&(this._frameId=this._map._requestRenderFrame((function(e){delete t._frameId,t.handleEvent(new mi(\"renderFrame\",{timeStamp:e})),t._applyChanges()})))};var xi=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){return e=t.LngLatBounds.convert(e),this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),0,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,c=s.project(t.LngLat.convert(e)),u=s.project(t.LngLat.convert(r)),f=c.rotate(-n*Math.PI/180),h=u.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),g=p.sub(d),m=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/g.x,v=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/g.y;if(!(v<0||m<0)){var y=Math.min(s.scaleZoom(s.scale*Math.min(m,v)),i.maxZoom),x=t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(x.x+b,x.y+_).mult(s.scale/s.zoomScale(y));return{center:s.unproject(c.add(u).div(2).sub(w)),zoom:y,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),c=\"zoom\"in e?+e.zoom:a,u=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),g=i.pointLocation(d),m=t.LngLat.convert(e.center||g);this._normalizeCenter(m);var v,y,x=i.project(g),b=i.project(m).sub(x),_=i.zoomScale(c-a);e.around&&(v=t.LngLat.convert(e.around),y=i.locationPoint(v));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||c!==a,this._rotating=this._rotating||o!==u,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),clearTimeout(this._easeEndTimeoutID),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,c,e)),n._rotating&&(i.bearing=t.number(o,u,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),v)i.setLocationAtPoint(v,y);else{var g=i.zoomScale(i.zoom-a),m=c>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(m,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(g));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),c=this.getPadding(),u=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(u-o),g=t.Point.convert(e.offset),m=a.centerPoint.add(g),v=a.pointLocation(m),y=t.LngLat.convert(e.center||v);this._normalizeCenter(y);var x=a.project(v),b=a.project(y).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,u),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),I=function(t){return C(P)/C(P+_*t)},O=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},z=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(z)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;z=Math.abs(Math.log(T/w))/_,O=function(){return 0},I=function(t){return Math.exp(D*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*z/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*z,d=1/I(i);a.zoom=1===e?u:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(c,p,e),m=a.centerPoint.add(g));var v=1===e?y:a.unproject(x.add(b.mult(O(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?v.wrap():v,m),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop()}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),bi=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};bi.prototype.getDefaultPosition=function(){return\"bottom-right\"},bi.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},bi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},bi.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\"}},bi.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},bi.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},bi.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var _i=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};_i.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},_i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},_i.prototype.getDefaultPosition=function(){return\"bottom-left\"},_i.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},_i.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t){if(t[e].getSource().mapbox_logo)return!0}return!1}},_i.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var wi=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};wi.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},wi.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},wi.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},wi.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Ti={\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},ki=t.window.HTMLImageElement,Ai=t.window.HTMLElement,Mi=t.window.ImageBitmap,Si={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:60,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Ei=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Si,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>60)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new An(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new wi,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Ti,e.locale),this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ai))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1)),this.handlers=new yi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new Sn(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new bi({customAttribution:e.customAttribution})),this.addControl(new _i,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&e.getDefaultPosition&&(r=e.getDefaultPosition()),void 0===r&&(r=\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?60:t)>60)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Rn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Rn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Rn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new qe(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new qe(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof ki||Mi&&r instanceof Mi){var c=t.browser.getImageData(r),u=c.width,f=c.height,h=c.data;this.style.addImage(e,{data:new t.RGBAImage({width:u,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,g=r.data,m=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(g)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:m}),m.onAdd&&m.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof ki||Mi&&r instanceof Mi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof ki||Mi&&r instanceof Mi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)}))},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new _n(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var c=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),u=c.crossFadingFactor();1===u&&u===this._crossFadingFactor||(o=!0,this._crossFadingFactor=u),this.style.update(c)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}return this._sourcesDirty||this._styleDirty||this._placementDirty||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&(this._fullyLoaded||(this._fullyLoaded=!0),this.fire(new t.Event(\"idle\"))),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1){r[e].onRemove(this)}this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext(),Li(this._canvasContainer),Li(this._controlContainer),Li(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(xi);function Li(t){t.parentNode&&t.parentNode.removeChild(t)}var Ci={showCompass:!0,showZoom:!0,visualizePitch:!1},Pi=function(e){var n=this;this.options=t.extend({},Ci,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};Pi.prototype._updateZoomButtons=function(){var t=this._map.getZoom();this._zoomInButton.disabled=t===this._map.getMaxZoom(),this._zoomOutButton.disabled=t===this._map.getMinZoom()},Pi.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},Pi.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ii(this._map,this._compass,this.options.visualizePitch)),this._container},Pi.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},Pi.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},Pi.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ii=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new Xn({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new Zn({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Oi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ii.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ii.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ii.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ii.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ii.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ii.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ii.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ii.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ii.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var zi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Di(t,e,r){var n=t.classList;for(var i in zi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Ri,Fi=function(e){function n(n,i){var a=this;if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._draggable=n&&n.draggable||!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");o.setAttributeNS(null,\"display\",\"block\"),o.setAttributeNS(null,\"height\",\"41px\"),o.setAttributeNS(null,\"width\",\"27px\"),o.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"stroke\",\"none\"),s.setAttributeNS(null,\"stroke-width\",\"1\"),s.setAttributeNS(null,\"fill\",\"none\"),s.setAttributeNS(null,\"fill-rule\",\"evenodd\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"fill-rule\",\"nonzero\");var c=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");c.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),c.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,f=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<f.length;u+=1){var h=f[u],p=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");p.setAttributeNS(null,\"opacity\",\"0.04\"),p.setAttributeNS(null,\"cx\",\"10.5\"),p.setAttributeNS(null,\"cy\",\"5.80029008\"),p.setAttributeNS(null,\"rx\",h.rx),p.setAttributeNS(null,\"ry\",h.ry),c.appendChild(p)}var d=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"fill\",this._color);var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),d.appendChild(g);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"opacity\",\"0.25\"),m.setAttributeNS(null,\"fill\",\"#000000\");var v=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");v.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),m.appendChild(v);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");x.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#000000\"),b.setAttributeNS(null,\"opacity\",\"0.25\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),x.appendChild(b),x.appendChild(_),l.appendChild(c),l.appendChild(d),l.appendChild(m),l.appendChild(y),l.appendChild(x),o.appendChild(l),this._element.appendChild(o),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),this._element.addEventListener(\"focus\",(function(){var t=a._map.getContainer();t.scrollTop=0,t.scrollLeft=0})),Di(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=Math.sqrt(Math.pow(13.5,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[e,-1*(24.6+e)],\"bottom-right\":[-e,-1*(24.6+e)],left:[13.5,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,zi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\"))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Bi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Ni=0,ji=!1,Ui=function(e){function n(r){e.call(this),this.options=t.extend({},Bi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){var n;return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Ri?n(Ri):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Ri=\"denied\"!==t.state,n(Ri)})):(Ri=!!t.window.navigator.geolocation,n(Ri)),this._container},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Ni=0,ji=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&ji)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Fi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Fi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Ni--,ji=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Ni>1?(e={maximumAge:6e5,timeout:0},ji=!0):(e=this.options.positionOptions,ji=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Vi={maxWidth:100,unit:\"metric\"},Hi=function(e){this.options=t.extend({},Vi,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;if(l>5280)Gi(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\"));else Gi(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else if(r&&\"nautical\"===r.unit){Gi(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\"))}else s>=1e3?Gi(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):Gi(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function Gi(t,e,r,n){var i,a,o,s=(i=r,a=Math.pow(10,(\"\"+Math.floor(i)).length-1),o=(o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o),a*o),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Hi.prototype.getDefaultPosition=function(){return\"bottom-left\"},Hi.prototype._onMove=function(){qi(this._map,this._container,this.options)},Hi.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Hi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Hi.prototype.setUnit=function(t){this.options.unit=t,qi(this._map,this._container,this.options)};var Yi=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};Yi.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},Yi.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},Yi.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},Yi.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},Yi.prototype._isFullscreen=function(){return this._fullscreen},Yi.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},Yi.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var Wi={closeButton:!0,closeOnClick:!0,className:\"\",maxWidth:\"240px\"},Xi=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(Wi),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createContent=function(){this._content&&r.remove(this._content),this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(e){var n=this,i=this._lngLat||this._trackPointer;if(this._map&&i&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return n._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||e)){var a=this._pos=this._trackPointer&&e?e:this._map.project(this._lngLat),o=this.options.anchor,s=function e(r){if(r){if(\"number\"==typeof r){var n=Math.round(Math.sqrt(.5*Math.pow(r,2)));return{center:new t.Point(0,0),top:new t.Point(0,r),\"top-left\":new t.Point(n,n),\"top-right\":new t.Point(-n,n),bottom:new t.Point(0,-r),\"bottom-left\":new t.Point(n,-n),\"bottom-right\":new t.Point(-n,-n),left:new t.Point(r,0),right:new t.Point(-r,0)}}if(r instanceof t.Point||Array.isArray(r)){var i=t.Point.convert(r);return{center:i,top:i,\"top-left\":i,\"top-right\":i,bottom:i,\"bottom-left\":i,\"bottom-right\":i,left:i,right:i}}return{center:t.Point.convert(r.center||[0,0]),top:t.Point.convert(r.top||[0,0]),\"top-left\":t.Point.convert(r[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(r[\"top-right\"]||[0,0]),bottom:t.Point.convert(r.bottom||[0,0]),\"bottom-left\":t.Point.convert(r[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(r[\"bottom-right\"]||[0,0]),left:t.Point.convert(r.left||[0,0]),right:t.Point.convert(r.right||[0,0])}}return e(new t.Point(0,0))}(this.options.offset);if(!o){var l,c=this._container.offsetWidth,u=this._container.offsetHeight;l=a.y+s.bottom.y<u?[\"top\"]:a.y>this._map.transform.height-u?[\"bottom\"]:[],a.x<c/2?l.push(\"left\"):a.x>this._map.transform.width-c/2&&l.push(\"right\"),o=0===l.length?\"bottom\":l.join(\"-\")}var f=a.add(s[o]).round();r.setTransform(this._container,zi[o]+\" translate(\"+f.x+\"px,\"+f.y+\"px)\"),Di(this._container,o,\"popup\")}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);var Zi={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Ei,NavigationControl:Pi,GeolocateControl:Ui,AttributionControl:bi,ScaleControl:Hi,FullscreenControl:Yi,Popup:Xi,Marker:Fi,Style:qe,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){Bt().acquire(zt)},clearPrewarmedResources:function(){var t=Rt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(zt),Rt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Dt.workerCount},set workerCount(t){Dt.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return Zi})),r}))},{}],240:[function(t,e,r){\"use strict\";e.exports=Math.log2||function(t){return Math.log(t)*Math.LOG2E}},{}],241:[function(t,e,r){\"use strict\";e.exports=function(t,e){e||(e=t,t=window);var r=0,i=0,a=0,o={shift:!1,alt:!1,control:!1,meta:!1},s=!1;function l(t){var e=!1;return\"altKey\"in t&&(e=e||t.altKey!==o.alt,o.alt=!!t.altKey),\"shiftKey\"in t&&(e=e||t.shiftKey!==o.shift,o.shift=!!t.shiftKey),\"ctrlKey\"in t&&(e=e||t.ctrlKey!==o.control,o.control=!!t.ctrlKey),\"metaKey\"in t&&(e=e||t.metaKey!==o.meta,o.meta=!!t.metaKey),e}function c(t,s){var c=n.x(s),u=n.y(s);\"buttons\"in s&&(t=0|s.buttons),(t!==r||c!==i||u!==a||l(s))&&(r=0|t,i=c||0,a=u||0,e&&e(r,i,a,o))}function u(t){c(0,t)}function f(){(r||i||a||o.shift||o.alt||o.meta||o.control)&&(i=a=0,r=0,o.shift=o.alt=o.control=o.meta=!1,e&&e(0,0,0,o))}function h(t){l(t)&&e&&e(r,i,a,o)}function p(t){0===n.buttons(t)?c(0,t):c(r,t)}function d(t){c(r|n.buttons(t),t)}function g(t){c(r&~n.buttons(t),t)}function m(){s||(s=!0,t.addEventListener(\"mousemove\",p),t.addEventListener(\"mousedown\",d),t.addEventListener(\"mouseup\",g),t.addEventListener(\"mouseleave\",u),t.addEventListener(\"mouseenter\",u),t.addEventListener(\"mouseout\",u),t.addEventListener(\"mouseover\",u),t.addEventListener(\"blur\",f),t.addEventListener(\"keyup\",h),t.addEventListener(\"keydown\",h),t.addEventListener(\"keypress\",h),t!==window&&(window.addEventListener(\"blur\",f),window.addEventListener(\"keyup\",h),window.addEventListener(\"keydown\",h),window.addEventListener(\"keypress\",h)))}m();var v={element:t};return Object.defineProperties(v,{enabled:{get:function(){return s},set:function(e){e?m():function(){if(!s)return;s=!1,t.removeEventListener(\"mousemove\",p),t.removeEventListener(\"mousedown\",d),t.removeEventListener(\"mouseup\",g),t.removeEventListener(\"mouseleave\",u),t.removeEventListener(\"mouseenter\",u),t.removeEventListener(\"mouseout\",u),t.removeEventListener(\"mouseover\",u),t.removeEventListener(\"blur\",f),t.removeEventListener(\"keyup\",h),t.removeEventListener(\"keydown\",h),t.removeEventListener(\"keypress\",h),t!==window&&(window.removeEventListener(\"blur\",f),window.removeEventListener(\"keyup\",h),window.removeEventListener(\"keydown\",h),window.removeEventListener(\"keypress\",h))}()},enumerable:!0},buttons:{get:function(){return r},enumerable:!0},x:{get:function(){return i},enumerable:!0},y:{get:function(){return a},enumerable:!0},mods:{get:function(){return o},enumerable:!0}}),v};var n=t(\"mouse-event\")},{\"mouse-event\":243}],242:[function(t,e,r){var n={left:0,top:0};e.exports=function(t,e,r){e=e||t.currentTarget||t.srcElement,Array.isArray(r)||(r=[0,0]);var i=t.clientX||0,a=t.clientY||0,o=(s=e,s===window||s===document||s===document.body?n:s.getBoundingClientRect());var s;return r[0]=i-o.left,r[1]=a-o.top,r}},{}],243:[function(t,e,r){\"use strict\";function n(t){return t.target||t.srcElement||window}r.buttons=function(t){if(\"object\"==typeof t){if(\"buttons\"in t)return t.buttons;if(\"which\"in t){if(2===(e=t.which))return 4;if(3===e)return 2;if(e>0)return 1<<e-1}else if(\"button\"in t){var e;if(1===(e=t.button))return 4;if(2===e)return 2;if(e>=0)return 1<<e}}return 0},r.element=n,r.x=function(t){if(\"object\"==typeof t){if(\"offsetX\"in t)return t.offsetX;var e=n(t).getBoundingClientRect();return t.clientX-e.left}return 0},r.y=function(t){if(\"object\"==typeof t){if(\"offsetY\"in t)return t.offsetY;var e=n(t).getBoundingClientRect();return t.clientY-e.top}return 0}},{}],244:[function(t,e,r){\"use strict\";var n=t(\"to-px\");e.exports=function(t,e,r){\"function\"==typeof t&&(r=!!e,e=t,t=window);var i=n(\"ex\",t),a=function(t){r&&t.preventDefault();var n=t.deltaX||0,a=t.deltaY||0,o=t.deltaZ||0,s=1;switch(t.deltaMode){case 1:s=i;break;case 2:s=window.innerHeight}if(a*=s,o*=s,(n*=s)||a||o)return e(n,a,o,t)};return t.addEventListener(\"wheel\",a),a}},{\"to-px\":314}],245:[function(t,e,r){(function(t,r){(function(){\n",
+       "/*! Native Promise Only\n",
+       "    v0.8.1 (c) Kyle Simpson\n",
+       "    MIT License: http://getify.mit-license.org\n",
+       "*/\n",
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+       "/*\n",
+       "object-assign\n",
+       "(c) Sindre Sorhus\n",
+       "@license MIT\n",
+       "*/\n",
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+       "/*\n",
+       " * @copyright 2016 Sean Connelly (@voidqk), http://syntheti.cc\n",
+       " * @license MIT\n",
+       " * @preserve Project Home: https://github.com/voidqk/polybooljs\n",
+       " */\n",
+       "var n,i=t(\"./lib/build-log\"),a=t(\"./lib/epsilon\"),o=t(\"./lib/intersecter\"),s=t(\"./lib/segment-chainer\"),l=t(\"./lib/segment-selector\"),c=t(\"./lib/geojson\"),u=!1,f=a();function h(t,e,r){var i=n.segments(t),a=n.segments(e),o=r(n.combine(i,a));return n.polygon(o)}n={buildLog:function(t){return!0===t?u=i():!1===t&&(u=!1),!1!==u&&u.list},epsilon:function(t){return f.epsilon(t)},segments:function(t){var e=o(!0,f,u);return 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r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var u=[];function f(t){var e=[c(t.region,!1)];u.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return c(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return u.length<=0?{type:\"Polygon\",coordinates:[]}:1==u.length?{type:\"Polygon\",coordinates:u[0]}:{type:\"MultiPolygon\",coordinates:u}}};e.exports=n},{}],258:[function(t,e,r){var n=t(\"./linked-list\");e.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return function(t,r,n,i,a,o){var s=e.pointsCompare(r,a);return 0!==s?s:e.pointsSame(n,o)?0:t!==i?t?1:-1:e.pointAboveOrOnLine(n,i?a:o,i?o:a)?1:-1}(t.isStart,t.pt,r,n.isStart,n.pt,n.other.pt)<0}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function c(i,o){var s=n.create();function c(t){return s.findTransition((function(r){var n,i,a,o,s,l;return(n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function u(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,c=a.start,u=a.end;r&&r.checkIntersection(i,a);var f=e.linesIntersect(o,s,c,u);if(!1===f){if(!e.pointsCollinear(o,s,c))return!1;if(e.pointsSame(o,u)||e.pointsSame(s,c))return!1;var h=e.pointsSame(o,c),p=e.pointsSame(s,u);if(h&&p)return n;var d=!h&&e.pointBetween(o,c,u),g=!p&&e.pointBetween(s,c,u);if(h)return g?l(n,s):l(t,u),n;d&&(p||(g?l(n,s):l(t,u)),l(n,o))}else 0===f.alongA&&(-1===f.alongB?l(t,c):0===f.alongB?l(t,f.pt):1===f.alongB&&l(t,u)),0===f.alongB&&(-1===f.alongA?l(n,o):0===f.alongA?l(n,f.pt):1===f.alongA&&l(n,s));return!1}for(var f=[];!a.isEmpty();){var h=a.getHead();if(r&&r.vert(h.pt[0]),h.isStart){r&&r.segmentNew(h.seg,h.primary);var p=c(h),d=p.before?p.before.ev:null,g=p.after?p.after.ev:null;function m(){if(d){var t=u(h,d);if(t)return t}return!!g&&u(h,g)}r&&r.tempStatus(h.seg,!!d&&d.seg,!!g&&g.seg);var v,y=m();if(y){var x;if(t)(x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(y.seg.myFill.above=!y.seg.myFill.above);else y.seg.otherFill=h.seg.myFill;r&&r.segmentUpdate(y.seg),h.other.remove(),h.remove()}if(a.getHead()!==h){r&&r.rewind(h.seg);continue}if(t)x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=g?g.seg.myFill.above:i,h.seg.myFill.above=x?!h.seg.myFill.below:h.seg.myFill.below;else if(null===h.seg.otherFill)v=g?h.primary===g.primary?g.seg.otherFill.above:g.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:v,below:v};r&&r.status(h.seg,!!d&&d.seg,!!g&&g.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&u(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var _=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=_}f.push(h.seg)}a.getHead().remove()}return r&&r.done(),f}return t?{addRegion:function(t){for(var n,i,a,o=t[t.length-1],l=0;l<t.length;l++){n=o,o=t[l];var c=e.pointsCompare(n,o);0!==c&&s((i=c<0?n:o,a=c<0?o:n,{id:r?r.segmentId():-1,start:i,end:a,myFill:{above:null,below:null},otherFill:null}),!0)}},calculate:function(t){return c(t,!1)}}:{calculate:function(t,e,r,n){return t.forEach((function(t){s(i(t.start,t.end,t),!0)})),r.forEach((function(t){s(i(t.start,t.end,t),!1)})),c(e,n)}}}},{\"./linked-list\":259}],259:[function(t,e,r){e.exports={create:function(){var t={root:{root:!0,next:null},exists:function(e){return null!==e&&e!==t.root},isEmpty:function(){return null===t.root.next},getHead:function(){return t.root.next},insertBefore:function(e,r){for(var n=t.root,i=t.root.next;null!==i;){if(r(i))return e.prev=i.prev,e.next=i,i.prev.next=e,void(i.prev=e);n=i,i=i.next}n.next=e,e.prev=n,e.next=null},findTransition:function(e){for(var r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},{}],260:[function(t,e,r){e.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,u=0;u<n.length;u++){var f=(m=n[u])[0],h=(m[1],m[m.length-1]);m[m.length-2];if(e.pointsSame(f,a)){if(k(u,!0,!0))break}else if(e.pointsSame(f,o)){if(k(u,!0,!1))break}else if(e.pointsSame(h,a)){if(k(u,!1,!0))break}else if(e.pointsSame(h,o)&&k(u,!1,!1))break}if(c===s)return n.push([a,o]),void(r&&r.chainNew(a,o));if(c===l){r&&r.chainMatch(s.index);var p=s.index,d=s.matches_pt1?o:a,g=s.matches_head,m=n[p],v=g?m[0]:m[m.length-1],y=g?m[1]:m[m.length-2],x=g?m[m.length-1]:m[0],b=g?m[m.length-2]:m[1];return e.pointsCollinear(y,v,d)&&(g?(r&&r.chainRemoveHead(s.index,d),m.shift()):(r&&r.chainRemoveTail(s.index,d),m.pop()),v=y),e.pointsSame(x,d)?(n.splice(p,1),e.pointsCollinear(b,x,v)&&(g?(r&&r.chainRemoveTail(s.index,v),m.pop()):(r&&r.chainRemoveHead(s.index,v),m.shift())),r&&r.chainClose(s.index),void i.push(m)):void(g?(r&&r.chainAddHead(s.index,d),m.unshift(d)):(r&&r.chainAddTail(s.index,d),m.push(d)))}var _=s.index,w=l.index;r&&r.chainConnect(_,w);var T=n[_].length<n[w].length;s.matches_head?l.matches_head?T?(A(_),M(_,w)):(A(w),M(w,_)):M(w,_):l.matches_head?M(_,w):T?(A(_),M(w,_)):(A(w),M(_,w))}function k(t,e,r){return c.index=t,c.matches_head=e,c.matches_pt1=r,c===s?(c=l,!1):(c=null,!0)}function A(t){r&&r.chainReverse(t),n[t].reverse()}function M(t,i){var a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],c=o[0],u=o[1];e.pointsCollinear(l,s,c)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,c,u)&&(r&&r.chainRemoveHead(i,c),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},{}],261:[function(t,e,r){function n(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var i={union:function(t,e){return n(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],e)},intersect:function(t,e){return n(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],e)},difference:function(t,e){return n(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],e)},differenceRev:function(t,e){return n(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],e)},xor:function(t,e){return n(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],e)}};e.exports=i},{}],262:[function(t,e,r){\"use strict\";var n=t(\"stream\").Transform,i=t(\"stream-parser\");function a(){n.call(this,{readableObjectMode:!0})}function o(t,e,r){Error.call(this),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||\"\",this.name=this.constructor.name,this.message=t,e&&(this.code=e),r&&(this.statusCode=r)}a.prototype=Object.create(n.prototype),a.prototype.constructor=a,i(a.prototype),r.ParserStream=a,r.sliceEq=function(t,e,r){for(var n=e,i=0;i<r.length;)if(t[n++]!==r[i++])return!1;return!0},r.str2arr=function(t,e){var r=[],n=0;if(e&&\"hex\"===e)for(;n<t.length;)r.push(parseInt(t.slice(n,n+2),16)),n+=2;else for(;n<t.length;n++)r.push(255&t.charCodeAt(n));return r},r.readUInt16LE=function(t,e){return t[e]|t[e+1]<<8},r.readUInt16BE=function(t,e){return t[e+1]|t[e]<<8},r.readUInt32LE=function(t,e){return t[e]|t[e+1]<<8|t[e+2]<<16|16777216*t[e+3]},r.readUInt32BE=function(t,e){return t[e+3]|t[e+2]<<8|t[e+1]<<16|16777216*t[e]},o.prototype=Object.create(Error.prototype),o.prototype.constructor=o,r.ProbeError=o},{stream:285,\"stream-parser\":301}],263:[function(t,e,r){\"use strict\";function n(t,e){var r=new Error(t);return r.code=e,r}function i(t){try{return decodeURIComponent(escape(t))}catch(e){return t}}function a(t,e,r){this.input=t.subarray(e,r),this.start=e;var i=String.fromCharCode.apply(null,this.input.subarray(0,4));if(\"II*\\0\"!==i&&\"MM\\0*\"!==i)throw n(\"invalid TIFF signature\",\"EBADDATA\");this.big_endian=\"M\"===i[0]}a.prototype.each=function(t){this.aborted=!1;var e=this.read_uint32(4);for(this.ifds_to_read=[{id:0,offset:e}];this.ifds_to_read.length>0&&!this.aborted;){var r=this.ifds_to_read.shift();r.offset&&this.scan_ifd(r.id,r.offset,t)}},a.prototype.read_uint16=function(t){var e=this.input;if(t+2>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?256*e[t]+e[t+1]:e[t]+256*e[t+1]},a.prototype.read_uint32=function(t){var e=this.input;if(t+4>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?16777216*e[t]+65536*e[t+1]+256*e[t+2]+e[t+3]:e[t]+256*e[t+1]+65536*e[t+2]+16777216*e[t+3]},a.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},a.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},a.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return r=this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return r=this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return r=this.read_uint32(e);case 9:return 0|(r=this.read_uint32(e));case 5:case 10:case 11:case 12:case 7:default:return null}},a.prototype.scan_ifd=function(t,e,r){var a=this.read_uint16(e);e+=2;for(var o=0;o<a;o++){var s=this.read_uint16(e),l=this.read_uint16(e+2),c=this.read_uint32(e+4),u=this.exif_format_length(l),f=c*u,h=f<=4?e+8:this.read_uint32(e+8),p=!1;if(h+f>this.input.length)throw n(\"unexpected EOF\",\"EBADDATA\");for(var d=[],g=h,m=0;m<c;m++,g+=u){var v=this.exif_format_read(l,g);if(null===v){d=null;break}d.push(v)}if(Array.isArray(d)&&2===l&&(d=i(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===r({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:c,entry_offset:e+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);e+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(e)})},e.exports.ExifParser=a,e.exports.get_orientation=function(t){var e=0;try{return new a(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},{}],264:[function(t,e,r){\"use strict\";var n=t(\"./common\").readUInt16BE,i=t(\"./common\").readUInt32BE;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return t.length<r+e||r<8?null:{boxtype:String.fromCharCode.apply(null,t.slice(e+4,e+8)),data:t.slice(e+8,e+r),end:e+r}}function o(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;switch(n.boxtype){case\"ispe\":e.sizes.push({width:i(n.data,4),height:i(n.data,8)});break;case\"irot\":e.transforms.push({type:\"irot\",value:3&n.data[0]});break;case\"imir\":e.transforms.push({type:\"imir\",value:1&n.data[0]})}r=n.end}}function s(t,e,r){for(var n=0,i=0;i<r;i++)n=256*n+(t[e+i]||0);return n}function l(t,e){for(var r=t[4]>>4&15,i=15&t[4],a=t[5]>>4&15,o=n(t,6),l=8,c=0;c<o;c++){var u=n(t,l),f=n(t,l+=2),h=s(t,l+=2,a),p=n(t,l+=a);if(l+=2,0===f&&1===p){var d=s(t,l,r),g=s(t,l+r,i);e.item_loc[u]={length:g,offset:d+h}}l+=p*(r+i)}}function c(t,e){for(var r=n(t,4),i=6,o=0;o<r;o++){var s=a(t,i);if(!s)break;if(\"infe\"===s.boxtype){for(var l=n(s.data,4),c=\"\",u=8;u<s.data.length&&s.data[u];u++)c+=String.fromCharCode(s.data[u]);e.item_inf[c]=l}i=s.end}}function u(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;\"ipco\"===n.boxtype&&o(n.data,e),r=n.end}}e.exports.unbox=a,e.exports.readSizeFromMeta=function(t){var e={sizes:[],transforms:[],item_inf:{},item_loc:{}};if(function(t,e){for(var r=4;;){var n=a(t,r);if(!n)break;\"iprp\"===n.boxtype&&u(n.data,e),\"iloc\"===n.boxtype&&l(n.data,e),\"iinf\"===n.boxtype&&c(n.data,e),r=n.end}}(t,e),e.sizes.length){var r,n,i,o=(r=e.sizes,n=r.reduce((function(t,e){return t.width>e.width||t.width===e.width&&t.height>e.height?t:e})),i=r.reduce((function(t,e){return t.height>e.height||t.height===e.height&&t.width>e.width?t:e})),n.width>i.height||n.width===i.height&&n.height>i.width?n:i),s=1;e.transforms.forEach((function(t){var e={1:6,2:5,3:8,4:7,5:4,6:3,7:2,8:1},r={1:4,2:3,3:2,4:1,5:6,6:5,7:8,8:7};if(\"imir\"===t.type&&(s=0===t.value?r[s]:e[s=e[s=r[s]]]),\"irot\"===t.type)for(var n=0;n<t.value;n++)s=e[s]}));var f=null;return e.item_inf.Exif&&(f=e.item_loc[e.item_inf.Exif]),{width:o.width,height:o.height,orientation:e.transforms.length?s:null,variants:e.sizes,exif_location:f}}},e.exports.getMimeType=function(t){var e=String.fromCharCode.apply(null,t.slice(0,4)),r={};r[e]=!0;for(var 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n=t(\"../common\").str2arr,i=t(\"../common\").sliceEq,a=t(\"../common\").readUInt32BE,o=n(\"8BPS\\0\\x01\");e.exports=function(t){if(!(t.length<22)&&i(t,0,o))return{width:a(t,18),height:a(t,14),type:\"psd\",mime:\"image/vnd.adobe.photoshop\",wUnits:\"px\",hUnits:\"px\"}}},{\"../common\":262}],272:[function(t,e,r){\"use strict\";function n(t){return\"number\"==typeof t&&isFinite(t)&&t>0}var i=/<[-_.:a-zA-Z0-9][^>]*>/,a=/^<([-_.:a-zA-Z0-9]+:)?svg\\s/,o=/[^-]\\bwidth=\"([^%]+?)\"|[^-]\\bwidth='([^%]+?)'/,s=/\\bheight=\"([^%]+?)\"|\\bheight='([^%]+?)'/,l=/\\bview[bB]ox=\"(.+?)\"|\\bview[bB]ox='(.+?)'/,c=/in$|mm$|cm$|pt$|pc$|px$|em$|ex$/;function u(t){return c.test(t)?t.match(c)[0]:\"px\"}e.exports=function(t){if(function(t){var e,r=0,n=t.length;for(239===t[0]&&187===t[1]&&191===t[2]&&(r=3);r<n&&(32===(e=t[r])||9===e||13===e||10===e);)r++;return r!==n&&60===t[r]}(t)){for(var e=\"\",r=0;r<t.length;r++)e+=String.fromCharCode(t[r]);var c=(e.match(i)||[\"\"])[0];if(a.test(c)){var 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h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},{\"array-bounds\":71,\"color-normalize\":89,\"flatten-vertex-data\":191,\"object-assign\":247,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],280:[function(t,e,r){\"use strict\";var n=t(\"color-normalize\"),i=t(\"array-bounds\"),a=t(\"object-assign\"),o=t(\"glslify\"),s=t(\"pick-by-alias\"),l=t(\"flatten-vertex-data\"),c=t(\"earcut\"),u=t(\"array-normalize\"),f=t(\"to-float32\"),h=f.float32,p=f.fract32,d=t(\"es6-weak-map\"),g=t(\"parse-rect\"),m=t(\"array-find-index\");function v(t,e){if(!(this instanceof v))return new v(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=v.shaders.has(t)?v.shaders.get(t):v.shaders.set(t,v.createShaders(t)).get(t),this.update(e)}e.exports=v,v.dashMult=2,v.maxPatternLength=256,v.precisionThreshold=3e6,v.maxPoints=1e4,v.maxLines=2048,v.shaders=new d,v.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach((function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>v.precisionThreshold||e.scale[1]*e.viewport.height>v.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=v.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},v.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,o=this.gl;if(t.forEach((function(t,f){var d=e.passes[f];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=s(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin 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C=y[2*S],P=y[2*S+1];isNaN(C)||isNaN(P)||null==C||null==P?(C=y[2*M],P=y[2*M+1],A[S]=M):M=S,k[E++]=C,k[E++]=P}if(t.splitNull){d.count-1 in A||(A[d.count]=d.count-1);var I=Object.keys(A).map(Number).sort((function(t,e){return t-e})),O=[],z=0,D=null!=d.hole?d.hole[0]:null;if(null!=D){var R=m(I,(function(t){return t>=D}));(I=I.slice(0,R)).push(D)}for(var F=function(t){var e=k.slice(2*z,2*I[t]).concat(D?k.slice(2*D):[]),r=(d.hole||[]).map((function(e){return e-D+(I[t]-z)})),n=c(e,r);n=n.map((function(e){return e+z+(e+z<I[t]?0:D-I[t])})),O.push.apply(O,n),z=I[t]+1},B=0;B<I.length;B++)F(B);for(var N=0,j=O.length;N<j;N++)null!=A[O[N]]&&(O[N]=A[O[N]]);d.triangles=O}else{for(var U=c(k,d.hole||[]),V=0,H=U.length;V<H;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);d.triangles=U}}var q=new Float64Array(y);u(q,2,T);var G=new 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*v.dashMult*.5;ot<st;++ot)$[rt++]=nt;nt^=255}}d.dashLength=tt,d.dashTexture({channels:1,data:$,width:$.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=d.count,ct=t.color;ct||(ct=\"transparent\");var ut=new Uint8Array(4*lt+4);if(Array.isArray(ct)&&\"number\"!=typeof ct[0]){for(var ft=0;ft<lt;ft++){var ht=n(ct[ft],\"uint8\");ut.set(ht,4*ft)}ut.set(n(ct[0],\"uint8\"),4*lt)}else for(var pt=n(ct,\"uint8\"),dt=0;dt<lt+1;dt++)ut.set(pt,4*dt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ut})}}else e.passes[f]=null})),t.length<this.passes.length){for(var f=t.length;f<this.passes.length;f++){var d=this.passes[f];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var y=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&y.push(this.passes[x]);return this.passes=y,this}},v.prototype.destroy=function(){return 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o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return 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mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pointSizeScale;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\"]),this.drawMarker=t(s);var l=f({},o);l.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),m&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}b.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},b.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},b.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},b.prototype.drawItem=function(t,e){var r=this.groups,n=r[t];if(\"number\"==typeof e&&(t=e,n=r[e],e=null),n&&n.count&&n.opacity){n.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,n,e));for(var a=[],o=1;o<n.activation.length;o++)n.activation[o]&&(!0===n.activation[o]||n.activation[o].data.length)&&a.push.apply(a,i(this.getMarkerDrawOptions(o,n,e)));a.length&&this.drawMarker(a)}},b.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,c=e.count;this.regl;if(!a)return r?[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var u=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(c),g=0;g<r.length;g++){var m=r[g];d[m]=p?p[m]:1}l.subdata(d)}for(var v=h.length;v--;){var y=n(h[v],2),x=y[0],b=y[1];u.push(f({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return u},b.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,s=this.maxSize,c=this.maxColors,h=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=p(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=f({},b.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var m=0,x=0;if(d(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=b.defaults.size),m+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=b.defaults.borderSize),m+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=b.defaults.color),e=t.updateColor(e),x++,e},borderColor:function(e,r){return null==e&&(e=b.defaults.borderColor),e=t.updateColor(e),x++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,s=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=g(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?l(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=v.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:v.fract32(t,p),usage:\"dynamic\"}),s({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var c=t.addMarker(e[s]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][s]=1}for(var u=0;u<a.length;u++)if(a[u]){var f={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](f):i[u]=o.buffer(f),i[u].data=a[u]}}else{i[t.addMarker(e)]=!0}return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=v.fract(e.scale),e.translateFract=v.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),m){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/s),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/s);A({data:M,usage:\"dynamic\"})}if(x){var E,L=n,C=L.count,P=L.color,I=L.borderColor,O=L.colorBuffer;if(t.tooManyColors){if(P.length||I.length){E=new Uint8Array(8*C);for(var z=0;z<C;z++){var D=P[z];E[8*z]=h[4*D],E[8*z+1]=h[4*D+1],E[8*z+2]=h[4*D+2],E[8*z+3]=h[4*D+3];var R=I[z];E[8*z+4]=h[4*R],E[8*z+5]=h[4*R+1],E[8*z+6]=h[4*R+2],E[8*z+7]=h[4*R+3]}}}else if(P.length||I.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%c,E[4*F+1]=Math.floor(P[F]/c)),null!=I[F]&&(E[4*F+2]=I[F]%c,E[4*F+3]=Math.floor(I[F]/c))}O({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},b.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},b.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var o=0;o<t.length;o+=4)a.push(t.slice(o,o+4));else for(var l=0;l<t.length;l+=4)a.push(t.subarray(l,l+4));t=a}for(var u=0;u<t.length;u++){var f=t[u];f=s(f,\"uint8\");var h=c(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[u]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},b.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},b.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var _=t(\"object-assign\");e.exports=function(t,e){var r=new x(t,e),n=r.render.bind(r);return _(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},{\"@plotly/point-cluster\":59,\"array-bounds\":71,\"color-id\":87,\"color-normalize\":89,\"flatten-vertex-data\":191,glslify:227,\"is-iexplorer\":233,\"object-assign\":247,\"parse-rect\":249,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],282:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"pick-by-alias\"),a=t(\"array-bounds\"),o=t(\"raf\"),s=t(\"array-range\"),l=t(\"parse-rect\"),c=t(\"flatten-vertex-data\");function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x+s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y+l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}e.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency opaque\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",borderColor:\"borderColors borderColor bordercolor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range ranges databox dataBox\",viewport:\"viewport viewBox viewbox\",domain:\"domain domains area areas\",padding:\"pad padding paddings pads margin margins\",transpose:\"transpose transposed\",diagonal:\"diagonal diag showDiagonal\",upper:\"upper up top upperhalf upperHalf showupperhalf showUpper showUpperHalf\",lower:\"lower low bottom lowerhalf lowerHalf showlowerhalf showLowerHalf showLower\"}),s=this.traces[t]||(this.traces[t]={id:t,buffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(c(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var u=0;u<s.columns;u++)s.bounds[u]=a(o.data[u],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var g=s.columns,m=s.count,v=s.viewport.width,y=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=v/g,w=y/g;s.passes=[];for(var T=0;T<g;T++)for(var k=0;k<g;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:m,stride:g},y:{buffer:s.buffer,offset:T,count:m,stride:g}}:M.positions={x:{buffer:s.buffer,offset:k*m,count:m},y:{buffer:s.buffer,offset:T*m,count:m}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],I=E[3];M.viewport=[x+L*v+S[0],b+C*y+S[1],x+P*v-S[2],b+I*y-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},u.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var c=e[i],u=this.traces[i],f=u.passes,h=u.passOffset;f=f.map((function(t,e){n[h+e]=c}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},u.prototype.destroy=function(){return 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},{\"../main\":346,\"object-assign\":247}],335:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Hebrew\",jdEpoch:347995.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29,29],hasYearZero:!1,minMonth:1,firstMonth:7,minDay:1,regionalOptions:{\"\":{name:\"Hebrew\",epochs:[\"BAM\",\"AM\"],monthNames:[\"Nisan\",\"Iyar\",\"Sivan\",\"Tammuz\",\"Av\",\"Elul\",\"Tishrei\",\"Cheshvan\",\"Kislev\",\"Tevet\",\"Shevat\",\"Adar\",\"Adar II\"],monthNamesShort:[\"Nis\",\"Iya\",\"Siv\",\"Tam\",\"Av\",\"Elu\",\"Tis\",\"Che\",\"Kis\",\"Tev\",\"She\",\"Ada\",\"Ad2\"],dayNames:[\"Yom Rishon\",\"Yom Sheni\",\"Yom Shlishi\",\"Yom Revi'i\",\"Yom Chamishi\",\"Yom Shishi\",\"Yom Shabbat\"],dayNamesShort:[\"Ris\",\"She\",\"Shl\",\"Rev\",\"Cha\",\"Shi\",\"Sha\"],dayNamesMin:[\"Ri\",\"She\",\"Shl\",\"Re\",\"Ch\",\"Shi\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return 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n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},{\"../main\":346,\"object-assign\":247}],339:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o((t-=this.jdEpoch)+8+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s((t-=this.jdEpoch)+20,20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},{\"../main\":346,\"object-assign\":247}],340:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return 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9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thal\\u0101th\\u0101\\u2019\",\"Yawm al-Arba\\u2018\\u0101\\u2019\",\"Yawm al-Kham\\u012bs\",\"Yawm al-Jum\\u2018a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return 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n=t(\"object-assign\");function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day();\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(!function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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r,s,l=o(t,e),c=l.on,u=l.off.concat(l.explicitOff),f={},h=t._fullLayout.annotations;if(!c.length&&!u.length)return;for(r=0;r<c.length;r++)(s=a(t.layout,\"annotations\",h[c[r]])).modifyItem(\"visible\",!0),n.extendFlat(f,s.getUpdateObj());for(r=0;r<u.length;r++)(s=a(t.layout,\"annotations\",h[u[r]])).modifyItem(\"visible\",!1),n.extendFlat(f,s.getUpdateObj());return i.call(\"update\",t,{},f)}}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638}],352:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\");e.exports=function(t,e,r,a){a(\"opacity\");var o=a(\"bgcolor\"),s=a(\"bordercolor\"),l=i.opacity(s);a(\"borderpad\");var c=a(\"borderwidth\"),u=a(\"showarrow\");if(a(\"text\",u?\" \":r._dfltTitle.annotation),a(\"textangle\"),n.coerceFont(a,\"font\",r.font),a(\"width\"),a(\"align\"),a(\"height\")&&a(\"valign\"),u){var f,h,p=a(\"arrowside\");-1!==p.indexOf(\"end\")&&(f=a(\"arrowhead\"),h=a(\"arrowsize\")),-1!==p.indexOf(\"start\")&&(a(\"startarrowhead\",f),a(\"startarrowsize\",h)),a(\"arrowcolor\",l?e.bordercolor:i.defaultLine),a(\"arrowwidth\",2*(l&&c||1)),a(\"standoff\"),a(\"startstandoff\")}var d=a(\"hovertext\"),g=r.hoverlabel||{};if(d){var m=a(\"hoverlabel.bgcolor\",g.bgcolor||(i.opacity(o)?i.rgb(o):i.defaultLine)),v=a(\"hoverlabel.bordercolor\",g.bordercolor||i.contrast(m));n.coerceFont(a,\"hoverlabel.font\",{family:g.font.family,size:g.font.size,color:g.font.color||v})}a(\"captureevents\",!!d)}},{\"../../lib\":503,\"../color\":366}],353:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib/to_log_range\");e.exports=function(t,e,r,a){e=e||{};var o=\"log\"===r&&\"linear\"===e.type,s=\"linear\"===r&&\"log\"===e.type;if(o||s)for(var l,c,u=t._fullLayout.annotations,f=e._id.charAt(0),h=0;h<u.length;h++)l=u[h],c=\"annotations[\"+h+\"].\",l[f+\"ref\"]===e._id&&p(f),l[\"a\"+f+\"ref\"]===e._id&&p(\"a\"+f);function p(t){var r=l[t],s=null;s=o?i(r,e.range):Math.pow(10,r),n(s)||(s=null),a(c+t,s)}}},{\"../../lib/to_log_range\":531,\"fast-isnumeric\":190}],354:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../plots/cartesian/axes\"),a=t(\"../../plots/array_container_defaults\"),o=t(\"./common_defaults\"),s=t(\"./attributes\");function l(t,e,r){function a(r,i){return n.coerce(t,e,s,r,i)}var l=a(\"visible\"),c=a(\"clicktoshow\");if(l||c){o(t,e,r,a);for(var u=e.showarrow,f=[\"x\",\"y\"],h=[-10,-30],p={_fullLayout:r},d=0;d<2;d++){var g=f[d],m=i.coerceRef(t,e,p,g,\"\",\"paper\");if(\"paper\"!==m)i.getFromId(p,m)._annIndices.push(e._index);if(i.coercePosition(e,p,a,m,g,.5),u){var v=\"a\"+g,y=i.coerceRef(t,e,p,v,\"pixel\",[\"pixel\",\"paper\"]);\"pixel\"!==y&&y!==m&&(y=e[v]=\"pixel\");var x=\"pixel\"===y?h[d]:.4;i.coercePosition(e,p,a,y,v,x)}a(g+\"anchor\"),a(g+\"shift\")}if(n.noneOrAll(t,e,[\"x\",\"y\"]),u&&n.noneOrAll(t,e,[\"ax\",\"ay\"]),c){var b=a(\"xclick\"),_=a(\"yclick\");e._xclick=void 0===b?e.x:i.cleanPosition(b,p,e.xref),e._yclick=void 0===_?e.y:i.cleanPosition(_,p,e.yref)}}}e.exports=function(t,e){a(t,e,{name:\"annotations\",handleItemDefaults:l})}},{\"../../lib\":503,\"../../plots/array_container_defaults\":549,\"../../plots/cartesian/axes\":554,\"./attributes\":349,\"./common_defaults\":352}],355:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../registry\"),a=t(\"../../plots/plots\"),o=t(\"../../lib\"),s=o.strTranslate,l=t(\"../../plots/cartesian/axes\"),c=t(\"../color\"),u=t(\"../drawing\"),f=t(\"../fx\"),h=t(\"../../lib/svg_text_utils\"),p=t(\"../../lib/setcursor\"),d=t(\"../dragelement\"),g=t(\"../../plot_api/plot_template\").arrayEditor,m=t(\"./draw_arrow_head\");function v(t,e){var r=t._fullLayout.annotations[e]||{},n=l.getFromId(t,r.xref),i=l.getFromId(t,r.yref);n&&n.setScale(),i&&i.setScale(),x(t,r,e,!1,n,i)}function y(t,e,r,n,i){var a=i[r],o=i[r+\"ref\"],s=-1!==r.indexOf(\"y\"),c=\"domain\"===l.getRefType(o),u=s?n.h:n.w;return t?c?a+(s?-e:e)/t._length:t.p2r(t.r2p(a)+e):a+(s?-e:e)/u}function x(t,e,r,a,v,x){var b,_,w=t._fullLayout,T=t._fullLayout._size,k=t._context.edits;a?(b=\"annotation-\"+a,_=a+\".annotations\"):(b=\"annotation\",_=\"annotations\");var A=g(t.layout,_,e),M=A.modifyBase,S=A.modifyItem,E=A.getUpdateObj;w._infolayer.selectAll(\".\"+b+'[data-index=\"'+r+'\"]').remove();var L=\"clip\"+w._uid+\"_ann\"+r;if(e._input&&!1!==e.visible){var C={x:{},y:{}},P=+e.textangle||0,I=w._infolayer.append(\"g\").classed(b,!0).attr(\"data-index\",String(r)).style(\"opacity\",e.opacity),O=I.append(\"g\").classed(\"annotation-text-g\",!0),z=k[e.showarrow?\"annotationTail\":\"annotationPosition\"],D=e.captureevents||k.annotationText||z,R=O.append(\"g\").style(\"pointer-events\",D?\"all\":null).call(p,\"pointer\").on(\"click\",(function(){t._dragging=!1,t.emit(\"plotly_clickannotation\",Y(n.event))}));e.hovertext&&R.on(\"mouseover\",(function(){var r=e.hoverlabel,n=r.font,i=this.getBoundingClientRect(),a=t.getBoundingClientRect();f.loneHover({x0:i.left-a.left,x1:i.right-a.left,y:(i.top+i.bottom)/2-a.top,text:e.hovertext,color:r.bgcolor,borderColor:r.bordercolor,fontFamily:n.family,fontSize:n.size,fontColor:n.color},{container:w._hoverlayer.node(),outerContainer:w._paper.node(),gd:t})})).on(\"mouseout\",(function(){f.loneUnhover(w._hoverlayer.node())}));var F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(c.stroke,e.bordercolor).call(c.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var H=e.font,q=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(q);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(W).on(\"edit\",(function(r){e.text=r,this.call(W),S(\"text\",r),v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(W)}else n.selectAll(\"#\"+L).remove();function Y(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function W(r){return r.call(u.font,H).attr({\"text-anchor\":{left:\"start\",right:\"end\"}[e.align]||\"middle\"}),h.convertToTspans(r,t,X),r}function X(){var r=G.selectAll(\"a\");1===r.size()&&r.text()===G.text()&&R.insert(\"a\",\":first-child\").attr({\"xlink:xlink:href\":r.attr(\"xlink:href\"),\"xlink:xlink:show\":r.attr(\"xlink:show\")}).style({cursor:\"pointer\"}).node().appendChild(j.node());var n=R.select(\".annotation-text-math-group\"),f=!n.empty(),g=u.bBox((f?n:G).node()),b=g.width,_=g.height,A=e.width||b,D=e.height||_,B=Math.round(A+2*N),H=Math.round(D+2*N);function q(t,e){return\"auto\"===e&&(e=t<1/3?\"left\":t>2/3?\"right\":\"center\"),{center:0,middle:0,left:.5,bottom:-.5,right:-.5,top:.5}[e]}for(var W=!1,X=[\"x\",\"y\"],Z=0;Z<X.length;Z++){var J,K,Q,$,tt,et=X[Z],rt=e[et+\"ref\"]||et,nt=e[\"a\"+et+\"ref\"],it={x:v,y:x}[et],at=(P+(\"x\"===et?0:-90))*Math.PI/180,ot=B*Math.cos(at),st=H*Math.sin(at),lt=Math.abs(ot)+Math.abs(st),ct=e[et+\"anchor\"],ut=e[et+\"shift\"]*(\"x\"===et?1:-1),ft=C[et],ht=l.getRefType(rt);if(it&&\"domain\"!==ht){var pt=it.r2fraction(e[et]);(pt<0||pt>1)&&(nt===rt?((pt=it.r2fraction(e[\"a\"+et]))<0||pt>1)&&(W=!0):W=!0),J=it._offset+it.r2p(e[et]),$=.5}else{var dt=\"domain\"===ht;\"x\"===et?(Q=e[et],J=dt?it._offset+it._length*Q:J=T.l+T.w*Q):(Q=1-e[et],J=dt?it._offset+it._length*Q:J=T.t+T.h*Q),$=e.showarrow?.5:Q}if(e.showarrow){ft.head=J;var gt=e[\"a\"+et];if(tt=ot*q(.5,e.xanchor)-st*q(.5,e.yanchor),nt===rt){var mt=l.getRefType(nt);\"domain\"===mt?(\"y\"===et&&(gt=1-gt),ft.tail=it._offset+it._length*gt):\"paper\"===mt?\"y\"===et?(gt=1-gt,ft.tail=T.t+T.h*gt):ft.tail=T.l+T.w*gt:ft.tail=it._offset+it.r2p(gt),K=tt}else ft.tail=J+gt,K=tt+gt;ft.text=ft.tail+tt;var vt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,vt-1)),\"pixel\"===nt){var yt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-vt;yt>0?(ft.tail+=yt,ft.text+=yt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ut,ft.head+=ut}else K=tt=lt*q($,ct),ft.text=J+tt;ft.text+=ut,tt+=ut,K+=ut,e[\"_\"+et+\"padplus\"]=lt/2+K,e[\"_\"+et+\"padminus\"]=lt/2-K,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(W)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(D-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(u.setClipUrl,U?L:null,t);else{var wt=N+_t-g.top,Tt=N+bt-g.left;G.call(h.positionText,Tt,wt).call(u.setClipUrl,U?L:null,t)}V.select(\"rect\").call(u.setRect,N,N,A,D),j.call(u.setRect,F/2,F/2,B-F,H-F),R.call(u.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-H/2)),O.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){I.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,g=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,g,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),z=+j.attr(\"height\"),D=g-.5*L,F=D+L,B=b-.5*z,N=B+z,U=[[D,B,D,N],[D,N,F,N],[F,N,F,B],[F,B,D,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,H=e.arrowcolor,q=e.arrowside,G=I.append(\"g\").style({opacity:c.opacity(H)}).classed(\"annotation-arrow-g\",!0),Y=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(c.stroke,c.rgb(H));if(m(Y,q,e),k.annotationPosition&&Y.node().parentNode&&!a){var W=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));W+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var J,K,Q=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-W)+\",\"+(p-X),transform:s(W,X)}).style(\"stroke-width\",V+6+\"px\").call(c.stroke,\"rgba(0,0,0,0)\").call(c.fill,\"rgba(0,0,0,0)\");d.init({element:Q.node(),gd:t,prepFn:function(){var t=u.getTranslate(R);J=t.x,K=t.y,v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(J,K),i=n[0]+t,a=n[1]+r;R.call(u.setTranslate,i,a),S(\"x\",y(v,t,\"x\",T,e)),S(\"y\",y(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",y(v,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",y(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),O.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}};if(e.showarrow&&At(0,0),z)d.init({element:R.node(),gd:t,prepFn:function(){kt=O.attr(\"transform\")},moveFn:function(t,r){var n=\"pointer\";if(e.showarrow)e.axref===e.xref?S(\"ax\",y(v,t,\"ax\",T,e)):S(\"ax\",e.ax+t),e.ayref===e.yref?S(\"ay\",y(x,r,\"ay\",T.w,e)):S(\"ay\",e.ay+r),At(t,r);else{if(a)return;var i,o;if(v)i=y(v,t,\"x\",T,e);else{var l=e._xsize/T.w,c=e.x+(e._xshift-e.xshift)/T.w-l/2;i=d.align(c+t/T.w,l,0,1,e.xanchor)}if(x)o=y(x,r,\"y\",T,e);else{var u=e._ysize/T.h,f=e.y-(e._yshift+e.yshift)/T.h-u/2;o=d.align(f-r/T.h,u,0,1,e.yanchor)}S(\"x\",i),S(\"y\",o),v&&x||(n=d.getCursor(v?.5:i,x?.5:o,e.xanchor,e.yanchor))}O.attr({transform:s(t,r)+kt}),p(R,n)},clickFn:function(r,n){e.captureevents&&t.emit(\"plotly_clickannotation\",Y(n))},doneFn:function(){p(R),i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}}e.exports={draw:function(t){var e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&v(t,r);return a.previousPromises(t)},drawOne:v,drawRaw:x}},{\"../../lib\":503,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/axes\":554,\"../../plots/plots\":619,\"../../registry\":638,\"../color\":366,\"../dragelement\":385,\"../drawing\":388,\"../fx\":406,\"./draw_arrow_head\":356,\"@plotly/d3\":58}],356:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../color\"),a=t(\"./arrow_paths\"),o=t(\"../../lib\"),s=o.strScale,l=o.strRotate,c=o.strTranslate;e.exports=function(t,e,r){var o,u,f,h,p=t.node(),d=a[r.arrowhead||0],g=a[r.startarrowhead||0],m=(r.arrowwidth||1)*(r.arrowsize||1),v=(r.arrowwidth||1)*(r.startarrowsize||1),y=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*m+r.standoff,_=g.backoff*v+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},u={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-u.x,T=o.y-u.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void z();if(b){if(b*b>w*w+T*T)return void z();var k=b*Math.cos(f),A=b*Math.sin(f);u.x+=k,u.y+=A,t.attr({x2:u.x,y2:u.y})}if(_){if(_*_>w*w+T*T)return void z();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void z();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../plots/cartesian/axes\"),l=t(\"../dragelement\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../lib/extend\").extendFlat,h=t(\"../../lib/setcursor\"),p=t(\"../drawing\"),d=t(\"../color\"),g=t(\"../titles\"),m=t(\"../../lib/svg_text_utils\"),v=t(\"../colorscale/helpers\").flipScale,y=t(\"../../plots/cartesian/axis_defaults\"),x=t(\"../../plots/cartesian/position_defaults\"),b=t(\"../../plots/cartesian/layout_attributes\"),_=t(\"../../constants/alignment\"),w=_.LINE_SPACING,T=_.FROM_TL,k=_.FROM_BR,A=t(\"./constants\").cn;e.exports={draw:function(t){var e=t._fullLayout._infolayer.selectAll(\"g.\"+A.colorbar).data(function(t){var e,r,n,i,a=t._fullLayout,o=t.calcdata,s=[];function l(t){return f(t,{_fillcolor:null,_line:{color:null,width:null,dash:null},_levels:{start:null,end:null,size:null},_filllevels:null,_fillgradient:null,_zrange:null})}function c(){\"function\"==typeof 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r=n.select(this);c.ensureSingle(r,\"rect\",A.cbbg),c.ensureSingle(r,\"g\",A.cbfills),c.ensureSingle(r,\"g\",A.cblines),c.ensureSingle(r,\"g\",A.cbaxis,(function(t){t.classed(A.crisp,!0)})),c.ensureSingle(r,\"g\",A.cbtitleunshift,(function(t){t.append(\"g\").classed(A.cbtitle,!0)})),c.ensureSingle(r,\"rect\",A.cboutline);var v=function(t,e,r){var o=\"v\"===e.orientation,l=e.len,h=e.lenmode,v=e.thickness,_=e.thicknessmode,M=e.outlinewidth,S=e.borderwidth,E=e.bgcolor,L=e.xanchor,C=e.yanchor,P=e.xpad,I=e.ypad,O=e.x,z=o?e.y:1-e.y,D=r._fullLayout,R=D._size,F=e._fillcolor,B=e._line,N=e.title,j=N.side,U=e._zrange||n.extent((\"function\"==typeof F?F:B.color).domain()),V=\"function\"==typeof B.color?B.color:function(){return B.color},H=\"function\"==typeof F?F:function(){return F},q=e._levels,G=function(t,e,r){var n,i,a=e._levels,o=[],s=[],l=a.end+a.size/100,c=a.size,u=1.001*r[0]-.001*r[1],f=1.001*r[1]-.001*r[0];for(i=0;i<1e5&&(n=a.start+i*c,!(c>0?n>=l:n<=l));i++)n>u&&n<f&&o.push(n);if(e._fillgradient)s=[0];else if(\"function\"==typeof e._fillcolor){var h=e._filllevels;if(h)for(l=h.end+h.size/100,c=h.size,i=0;i<1e5&&(n=h.start+i*c,!(c>0?n>=l:n<=l));i++)n>r[0]&&n<r[1]&&s.push(n);else(s=o.map((function(t){return t-a.size/2}))).push(s[s.length-1]+a.size)}else e._fillcolor&&\"string\"==typeof e._fillcolor&&(s=[0]);a.size<0&&(o.reverse(),s.reverse());return{line:o,fill:s}}(0,e,U),Y=G.fill,W=G.line,X=Math.round(v*(\"fraction\"===_?o?R.w:R.h:1)),Z=X/(o?R.w:R.h),J=Math.round(l*(\"fraction\"===h?o?R.h:R.w:1)),K=J/(o?R.h:R.w),Q=Math.round(o?O*R.w+P:z*R.h+I),$={center:.5,right:1}[L]||0,tt={top:1,middle:.5}[C]||0,et=o?O-$*Z:z-tt*Z,rt=o?z-tt*K:O-$*K,nt=Math.round(o?R.h*(1-rt):R.w*rt);e._lenFrac=K,e._thickFrac=Z,e._uFrac=et,e._vFrac=rt;var it=e._axis=function(t,e,r){var n=t._fullLayout,i=\"v\"===e.orientation,a={type:\"linear\",range:r,tickmode:e.tickmode,nticks:e.nticks,tick0:e.tick0,dtick:e.dtick,tickvals:e.tickvals,ticktext:e.ticktext,ticks:e.ticks,ticklen:e.ticklen,tickwidth:e.tickwidth,tickcolor:e.tickcolor,showticklabels:e.showticklabels,ticklabelposition:e.ticklabelposition,ticklabeloverflow:e.ticklabeloverflow,ticklabelstep:e.ticklabelstep,tickfont:e.tickfont,tickangle:e.tickangle,tickformat:e.tickformat,exponentformat:e.exponentformat,minexponent:e.minexponent,separatethousands:e.separatethousands,showexponent:e.showexponent,showtickprefix:e.showtickprefix,tickprefix:e.tickprefix,showticksuffix:e.showticksuffix,ticksuffix:e.ticksuffix,title:e.title,showline:!0,anchor:\"free\",side:i?\"right\":\"bottom\",position:1},o=i?\"y\":\"x\",s={type:\"linear\",_id:o+e._id},l={letter:o,font:n.font,noHover:!0,noTickson:!0,noTicklabelmode:!0,calendar:n.calendar};function u(t,e){return c.coerce(a,s,b,t,e)}return y(a,s,u,l,n),x(a,s,u,l),s}(r,e,U);it.position=Z+(o?O+P/R.w:z+I/R.h);var at=-1!==[\"top\",\"bottom\"].indexOf(j);o&&at&&(it.title.side=j,it.titlex=O+P/R.w,it.titley=rt+(\"top\"===N.side?K-I/R.h:I/R.h));o||at||(it.title.side=j,it.titley=z+I/R.h,it.titlex=rt+P/R.w);if(B.color&&\"auto\"===e.tickmode){it.tickmode=\"linear\",it.tick0=q.start;var ot=q.size,st=c.constrain(J/50,4,15)+1,lt=(U[1]-U[0])/((e.nticks||st)*ot);if(lt>1){var ct=Math.pow(10,Math.floor(Math.log(lt)/Math.LN10));ot*=ct*c.roundUp(lt/ct,[2,5,10]),(Math.abs(q.start)/q.size+1e-6)%1<2e-6&&(it.tick0=0)}it.dtick=ot}it.domain=o?[rt+I/R.h,rt+K-I/R.h]:[rt+P/R.w,rt+K-P/R.w],it.setScale(),t.attr(\"transform\",u(Math.round(R.l),Math.round(R.t)));var ut,ft=t.select(\".\"+A.cbtitleunshift).attr(\"transform\",u(-Math.round(R.l),-Math.round(R.t))),ht=it.ticklabelposition,pt=it.title.font.size,dt=t.select(\".\"+A.cbaxis),gt=0,mt=0;function vt(n,i){var a={propContainer:it,propName:e._propPrefix+\"title\",traceIndex:e._traceIndex,_meta:e._meta,placeholder:D._dfltTitle.colorbar,containerGroup:t.select(\".\"+A.cbtitle)},o=\"h\"===n.charAt(0)?n.substr(1):\"h\"+n;t.selectAll(\".\"+o+\",.\"+o+\"-math-group\").remove(),g.draw(r,n,f(a,i||{}))}return c.syncOrAsync([a.previousPromises,function(){var t,e;(o&&at||!o&&!at)&&(\"top\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt-K)+3+.75*pt),\"bottom\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt)-3-.25*pt),\"right\"===j&&(e=I+R.t+R.h*z+3+.75*pt,t=P+R.l+R.w*rt),vt(it._id+\"title\",{attributes:{x:t,y:e,\"text-anchor\":o?\"start\":\"middle\"}}))},function(){if(!o&&!at||o&&at){var a,l=t.select(\".\"+A.cbtitle),f=l.select(\"text\"),h=[-M/2,M/2],d=l.select(\".h\"+it._id+\"title-math-group\").node(),g=15.6;if(f.node()&&(g=parseInt(f.node().style.fontSize,10)*w),d?(a=p.bBox(d),mt=a.width,(gt=a.height)>g&&(h[1]-=(gt-g)/2)):f.node()&&!f.classed(A.jsPlaceholder)&&(a=p.bBox(f.node()),mt=a.width,gt=a.height),o){if(gt){if(gt+=5,\"top\"===j)it.domain[1]-=gt/R.h,h[1]*=-1;else{it.domain[0]+=gt/R.h;var v=m.lineCount(f);h[1]+=(1-v)*g}l.attr(\"transform\",u(h[0],h[1])),it.setScale()}}else mt&&(\"right\"===j&&(it.domain[0]+=(mt+pt/2)/R.w),l.attr(\"transform\",u(h[0],h[1])),it.setScale())}t.selectAll(\".\"+A.cbfills+\",.\"+A.cblines).attr(\"transform\",o?u(0,Math.round(R.h*(1-it.domain[1]))):u(Math.round(R.w*it.domain[0]),0)),dt.attr(\"transform\",o?u(0,Math.round(-R.t)):u(Math.round(-R.l),0));var y=t.select(\".\"+A.cbfills).selectAll(\"rect.\"+A.cbfill).attr(\"style\",\"\").data(Y);y.enter().append(\"rect\").classed(A.cbfill,!0).style(\"stroke\",\"none\"),y.exit().remove();var x=U.map(it.c2p).map(Math.round).sort((function(t,e){return t-e}));y.each((function(t,a){var s=[0===a?U[0]:(Y[a]+Y[a-1])/2,a===Y.length-1?U[1]:(Y[a]+Y[a+1])/2].map(it.c2p).map(Math.round);o&&(s[1]=c.constrain(s[1]+(s[1]>s[0])?1:-1,x[0],x[1]));var l=n.select(this).attr(o?\"x\":\"y\",Q).attr(o?\"y\":\"x\",n.min(s)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(n.max(s)-n.min(s),2));if(e._fillgradient)p.gradient(l,r,e._id,o?\"vertical\":\"horizontalreversed\",e._fillgradient,\"fill\");else{var u=H(t).replace(\"e-\",\"\");l.attr(\"fill\",i(u).toHexString())}}));var b=t.select(\".\"+A.cblines).selectAll(\"path.\"+A.cbline).data(B.color&&B.width?W:[]);b.enter().append(\"path\").classed(A.cbline,!0),b.exit().remove(),b.each((function(t){var e=Q,r=Math.round(it.c2p(t))+B.width/2%1;n.select(this).attr(\"d\",\"M\"+(o?e+\",\"+r:r+\",\"+e)+(o?\"h\":\"v\")+X).call(p.lineGroupStyle,B.width,V(t),B.dash)})),dt.selectAll(\"g.\"+it._id+\"tick,path\").remove();var _=Q+X+(M||0)/2-(\"outside\"===e.ticks?1:0),T=s.calcTicks(it),k=s.getTickSigns(it)[2];return s.drawTicks(r,it,{vals:\"inside\"===it.ticks?s.clipEnds(it,T):T,layer:dt,path:s.makeTickPath(it,_,k),transFn:s.makeTransTickFn(it)}),s.drawLabels(r,it,{vals:T,layer:dt,transFn:s.makeTransTickLabelFn(it),labelFns:s.makeLabelFns(it,_)})},function(){if(o&&!at||!o&&at){var t,i,a=it.position||0,s=it._offset+it._length/2;if(\"right\"===j)i=s,t=R.l+R.w*a+10+pt*(it.showticklabels?1:.5);else if(t=s,\"bottom\"===j&&(i=R.t+R.h*a+10+(-1===ht.indexOf(\"inside\")?it.tickfont.size:0)+(\"intside\"!==it.ticks&&e.ticklen||0)),\"top\"===j){var l=N.text.split(\"<br>\").length;i=R.t+R.h*a+10-X-w*pt*l}vt((o?\"h\":\"v\")+it._id+\"title\",{avoid:{selection:n.select(r).selectAll(\"g.\"+it._id+\"tick\"),side:j,offsetTop:o?0:R.t,offsetLeft:o?R.l:0,maxShift:o?D.width:D.height},attributes:{x:t,y:i,\"text-anchor\":\"middle\"},transform:{rotate:o?-90:0,offset:0}})}},a.previousPromises,function(){var n,s=X+M/2;-1===ht.indexOf(\"inside\")&&(n=p.bBox(dt.node()),s+=o?n.width:n.height),ut=ft.select(\"text\");var c=0,f=o&&\"top\"===j,g=!o&&\"right\"===j,m=0;if(ut.node()&&!ut.classed(A.jsPlaceholder)){var y,x=ft.select(\".h\"+it._id+\"title-math-group\").node();x&&(o&&at||!o&&!at)?(c=(n=p.bBox(x)).width,y=n.height):(c=(n=p.bBox(ft.node())).right-R.l-(o?Q:nt),y=n.bottom-R.t-(o?nt:Q),o||\"top\"!==j||(s+=n.height,m=n.height)),g&&(ut.attr(\"transform\",u(c/2+pt/2,0)),c*=2),s=Math.max(s,o?c:y)}var b=2*(o?P:I)+s+S+M/2,w=0;!o&&N.text&&\"bottom\"===C&&z<=0&&(b+=w=b/2,m+=w),D._hColorbarMoveTitle=w,D._hColorbarMoveCBTitle=m;var F=S+M;t.select(\".\"+A.cbbg).attr(\"x\",(o?Q:nt)-F/2-(o?P:0)).attr(\"y\",(o?nt:Q)-(o?J:I+m-w)).attr(o?\"width\":\"height\",Math.max(b-w,2)).attr(o?\"height\":\"width\",Math.max(J+F,2)).call(d.fill,E).call(d.stroke,e.bordercolor).style(\"stroke-width\",S);var B=g?Math.max(c-10,0):0;if(t.selectAll(\".\"+A.cboutline).attr(\"x\",(o?Q:nt+P)+B).attr(\"y\",(o?nt+I-J:Q)+(f?gt:0)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(J-(o?2*I+gt:2*P+B),2)).call(d.stroke,e.outlinecolor).style({fill:\"none\",\"stroke-width\":M}),t.attr(\"transform\",u(R.l-(o?$*b:0),R.t-(o?0:(1-tt)*b-m))),!o&&(S||i(E).getAlpha()&&!i.equals(D.paper_bgcolor,E))){var U=dt.selectAll(\"text\"),V=U[0].length,H=t.select(\".\"+A.cbbg).node(),q=p.bBox(H),G=p.getTranslate(t);U.each((function(t,e){var r=V-1;if(0===e||e===r){var n,i=p.bBox(this),a=p.getTranslate(this);if(e===r){var o=i.right+a.x;(n=q.right+G.x+nt-S-2+O-o)>0&&(n=0)}else if(0===e){var s=i.left+a.x;(n=q.left+G.x+nt+S+2-s)<0&&(n=0)}n&&(V<3?this.setAttribute(\"transform\",\"translate(\"+n+\",0) \"+this.getAttribute(\"transform\")):this.setAttribute(\"visibility\",\"hidden\"))}}))}var Y={},W=T[L],Z=k[L],K=T[C],et=k[C],rt=b-X;o?(\"pixels\"===h?(Y.y=z,Y.t=J*K,Y.b=J*et):(Y.t=Y.b=0,Y.yt=z+l*K,Y.yb=z-l*et),\"pixels\"===_?(Y.x=O,Y.l=b*W,Y.r=b*Z):(Y.l=rt*W,Y.r=rt*Z,Y.xl=O-v*W,Y.xr=O+v*Z)):(\"pixels\"===h?(Y.x=O,Y.l=J*W,Y.r=J*Z):(Y.l=Y.r=0,Y.xl=O+l*W,Y.xr=O-l*Z),\"pixels\"===_?(Y.y=1-z,Y.t=b*K,Y.b=b*et):(Y.t=rt*K,Y.b=rt*et,Y.yt=z-v*K,Y.yb=z+v*et)),a.autoMargin(r,e._id,Y)}],r)}(r,e,t);v&&v.then&&(t._promises||[]).push(v),t._context.edits.colorbarPosition&&function(t,e,r){var n,i,a,s=\"v\"===e.orientation,c=r._fullLayout._size;l.init({element:t.node(),gd:r,prepFn:function(){n=t.attr(\"transform\"),h(t)},moveFn:function(r,o){t.attr(\"transform\",n+u(r,o)),i=l.align((s?e._uFrac:e._vFrac)+r/c.w,s?e._thickFrac:e._lenFrac,0,1,e.xanchor),a=l.align((s?e._vFrac:1-e._uFrac)-o/c.h,s?e._lenFrac:e._thickFrac,0,1,e.yanchor);var f=l.getCursor(i,a,e.xanchor,e.yanchor);h(t,f)},doneFn:function(){if(h(t),void 0!==i&&void 0!==a){var n={};n[e._propPrefix+\"x\"]=i,n[e._propPrefix+\"y\"]=a,void 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o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ct=1/0;function ut(t,r){for(G=0;G<rt.length;G++)if((Y=rt[G])&&Y[0]&&Y[0].trace&&!0===(W=Y[0].trace).visible&&0!==W._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(W._module.name)){if(\"splom\"===W.type?X=l[Z=0]:(X=v.getSubplot(W),Z=l.indexOf(X)),J=P,v.isUnifiedHover(J)&&(J=J.charAt(0)),$={cd:Y,trace:W,xa:_[Z],ya:w[Z],maxHoverDistance:O,maxSpikeDistance:B,index:!1,distance:Math.min(ct,O),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:W.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},u[X]&&($.subplot=u[X]._subplot),u._splomScenes&&u._splomScenes[W.uid]&&($.scene=u._splomScenes[W.uid]),tt=et.length,\"array\"===J){var n=e[G];\"pointNumber\"in n?($.index=n.pointNumber,J=\"closest\"):(J=\"\",\"xval\"in n&&(K=n.xval,J=\"x\"),\"yval\"in n&&(Q=n.yval,J=J?\"closest\":\"y\"))}else void 0!==t&&void 0!==r?(K=t,Q=r):(K=V[Z],Q=H[Z]);if(0!==O)if(W._module&&W._module.hoverPoints){var a=W._module.hoverPoints($,K,Q,J,{finiteRange:!0,hoverLayer:u._hoverlayer});if(a)for(var s,c=0;c<a.length;c++)s=a[c],i(s.x0)&&i(s.y0)&&et.push(D(s,P))}else o.log(\"Unrecognized trace type in hover:\",W);if(\"closest\"===P&&et.length>tt&&(et.splice(0,tt),ct=et[0].distance),y&&0!==B&&0===et.length){$.distance=B,$.index=!1;var f=W._module.hoverPoints($,K,Q,\"closest\",{hoverLayer:u._hoverlayer});if(f&&(f=f.filter((function(t){return t.spikeDistance<=B}))),f&&f.length){var h,d=f.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(d.length){var g=d[0];i(g.x0)&&i(g.y0)&&(h=ht(g),(!nt.vLinePoint||nt.vLinePoint.spikeDistance>h.spikeDistance)&&(nt.vLinePoint=h))}var m=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(m.length){var x=m[0];i(x.x0)&&i(x.y0)&&(h=ht(x),(!nt.hLinePoint||nt.hLinePoint.spikeDistance>h.spikeDistance)&&(nt.hLinePoint=h))}}}}}function ft(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function ht(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ut();var pt={fullLayout:u,container:u._hoverlayer,event:e},dt=t._spikepoints,gt={vLinePoint:nt.vLinePoint,hLinePoint:nt.hLinePoint};t._spikepoints=gt;var mt=function(){et.sort((function(t,e){return t.distance-e.distance})),et=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];m.traceIs(s.trace,\"bar-like\")||m.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(et,P)};mt();var vt=P.charAt(0),yt=(\"x\"===vt||\"y\"===vt)&&et[0]&&L[et[0].trace.type];if(y&&0!==B&&0!==et.length){var xt=ft(et.filter((function(t){return t.ya.showspikes})),B,yt);nt.hLinePoint=ht(xt);var bt=ft(et.filter((function(t){return t.xa.showspikes})),B,yt);nt.vLinePoint=ht(bt)}if(0===et.length){var _t=d.unhoverRaw(t,e);return!y||null===nt.hLinePoint&&null===nt.vLinePoint||F(dt)&&R(t,nt,pt),_t}y&&F(dt)&&R(t,nt,pt);if(v.isXYhover(J)&&0!==et[0].length&&\"splom\"!==et[0].trace.type){var wt=et[0],Tt=(et=E[wt.trace.type]?et.filter((function(t){return t.trace.index===wt.trace.index})):[wt]).length,kt=N(\"x\",wt,u),At=N(\"y\",wt,u);ut(kt,At);var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<Tt;Mt++)Ct(et[Mt]);for(Mt=et.length-1;Mt>Tt-1;Mt--)Ct(et[Mt]);et=St,mt()}var Pt=t._hoverdata,It=[],Ot=j(t),zt=U(t);for(q=0;q<et.length;q++){var Dt=et[q],Rt=v.makeEventData(Dt,Dt.trace,Dt.cd);if(!1!==Dt.hovertemplate){var Ft=!1;Dt.cd[Dt.index]&&Dt.cd[Dt.index].ht&&(Ft=Dt.cd[Dt.index].ht),Dt.hovertemplate=Ft||Dt.trace.hovertemplate||!1}if(Dt.xa&&Dt.ya){var Bt=Dt.x0+Dt.xa._offset,Nt=Dt.x1+Dt.xa._offset,jt=Dt.y0+Dt.ya._offset,Ut=Dt.y1+Dt.ya._offset,Vt=Math.min(Bt,Nt),Ht=Math.max(Bt,Nt),qt=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+zt,x1:Ht+zt,y0:qt+Ot,y1:Gt+Ot}}Dt.eventData=[Rt],It.push(Rt)}t._hoverdata=It;var Yt=\"y\"===P&&(rt.length>1||et.length>1)||\"closest\"===P&&it&&et.length>1,Wt=p.combine(u.plot_bgcolor||p.background,u.paper_bgcolor),Xt=I(et,{gd:t,hovermode:P,rotateLabels:Yt,bgColor:Wt,container:u._hoverlayer,outerContainer:u._paper.node(),commonLabelOpts:u.hoverlabel,hoverdistance:u.hoverdistance});v.isUnifiedHover(P)||(!function(t,e,r){var n,i,a,o,s,l,c,u=0,f=1,h=t.size(),p=new Array(h),d=0;function g(t){var e=t[0],r=t[t.length-1];if(i=e.pmin-e.pos-e.dp+e.size,a=r.pos+r.dp+r.size-e.pmax,i>.01){for(s=t.length-1;s>=0;s--)t[s].dp+=i;n=!1}if(!(a<.01)){if(i<-.01){for(s=t.length-1;s>=0;s--)t[s].dp-=a;n=!1}if(n){var c=0;for(o=0;o<t.length;o++)(l=t[o]).pos+l.dp+l.size>e.pmax&&c++;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos>e.pmax-1&&(l.del=!0,c--);for(o=0;o<t.length&&!(c<=0);o++)if((l=t[o]).pos<e.pmin+1)for(l.del=!0,c--,a=2*l.size,s=t.length-1;s>=0;s--)t[s].dp-=a;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos+l.dp+l.size>e.pmax&&(l.del=!0,c--)}}}t.each((function(t){var n=t[e],i=\"x\"===n._id.charAt(0),a=n.range;0===d&&a&&a[0]>a[1]!==i&&(f=-1),p[d++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(i?T:1)/2,pmin:0,pmax:i?r.width:r.height}]})),p.sort((function(t,e){return t[0].posref-e[0].posref||f*(e[0].traceIndex-t[0].traceIndex)}));for(;!n&&u<=h;){for(u++,n=!0,o=0;o<p.length-1;){var m=p[o],v=p[o+1],y=m[m.length-1],x=v[0];if((i=y.pos+y.dp+y.size-x.pos-x.dp+x.size)>.01&&y.pmin===x.pmin&&y.pmax===x.pmax){for(s=v.length-1;s>=0;s--)v[s].dp+=i;for(m.push.apply(m,v),p.splice(o+1,1),c=0,s=m.length-1;s>=0;s--)c+=m[s].dp;for(a=c/m.length,s=m.length-1;s>=0;s--)m[s].dp-=a;n=!1}else o++}p.forEach(g)}for(o=p.length-1;o>=0;o--){var b=p[o];for(s=b.length-1;s>=0;s--){var _=b[s],w=_.datum;w.offset=_.dp,w.del=_.del}}}(Xt,Yt?\"xa\":\"ya\",u),z(Xt,Yt,u._invScaleX,u._invScaleY));if(s&&s.tagName){var Zt=m.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,It);f(n.select(s),Zt?\"pointer\":\"\")}if(!s||a||!function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt))return;Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt});t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:V,yvals:H})}(t,e,r,a,s)}))},r.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=j(i),o=U(i),s=I(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,c=t.eventData;if(c){var u=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),g=t.trace;if(m.traceIs(g,\"gl3d\")){var v=i._fullLayout[g.scene]._scene.container,y=v.offsetLeft,x=v.offsetTop;u+=y,f+=y,h+=x,d+=x}c.bbox={x0:u+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(c.bbox)}else c=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:c}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}),l=0,c=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(c=t.offset)})).each((function(t){t.offset-=c})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function I(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,c=e.rotateLabels,f=e.bgColor,d=e.container,g=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||y.HOVERFONT,k=e.fontSize||y.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),I=A[P+\"Label\"],z=V(r,g),D=z.top,R=z.width,F=z.height,B=void 0!==I&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(B){var N,j,U=!0;for(N=0;N<t.length;N++)if(U&&void 0===t[N].zLabel&&(U=!1),j=t[N].hoverinfo||t[N].trace.hoverinfo){var H=Array.isArray(j)?j:j.split(\"+\");if(-1===H.indexOf(\"all\")&&-1===H.indexOf(a)){B=!1;break}}U&&(B=!1)}var q=d.selectAll(\"g.axistext\").data(B?[0]:[]);if(q.enter().append(\"g\").classed(\"axistext\",!0),q.exit().remove(),q.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),l=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),c=w.bgcolor||p.defaultLine,f=w.bordercolor||p.contrast(c),d=p.contrast(c),g={family:w.font.family||T,size:w.font.size||k,color:w.font.color||d};e.style({fill:c,stroke:f}),l.text(I).call(h.font,g).call(u.positionText,0,0).call(u.convertToTspans,r),t.attr(\"transform\",\"\");var m,v,y=V(r,l.node());if(\"x\"===a){var x=\"top\"===E.side?\"-\":\"\";l.attr(\"text-anchor\",\"middle\").call(u.positionText,0,\"top\"===E.side?D-y.bottom-M-S:D-y.top+M+S),m=E._offset+(A.x0+A.x1)/2,v=L._offset+(\"top\"===E.side?0:L._length);var b=y.width/2+S;m<b?(m=b,e.attr(\"d\",\"M-\"+(b-M)+\",0L-\"+(b-2*M)+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"Z\")):m>i.width-b?(m=i.width-b,e.attr(\"d\",\"M\"+(b-M)+\",0L\"+b+\",\"+x+M+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"H\"+(b-2*M)+\"Z\")):e.attr(\"d\",\"M0,0L\"+M+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+(S+y.width/2)+\"V\"+x+M+\"H-\"+M+\"Z\")}else{var _,C,P;\"right\"===L.side?(_=\"start\",C=1,P=\"\",m=E._offset+E._length):(_=\"end\",C=-1,P=\"-\",m=E._offset),v=L._offset+(A.y0+A.y1)/2,l.attr(\"text-anchor\",_),e.attr(\"d\",\"M0,0L\"+P+M+\",\"+M+\"V\"+(S+y.height/2)+\"h\"+P+(2*S+y.width)+\"V-\"+(S+y.height/2)+\"H\"+P+M+\"V-\"+M+\"Z\");var O,z=y.height/2,R=D-y.top-z,F=\"clip\"+i._uid+\"commonlabel\"+L._id;if(m<y.width+2*S+M){O=\"M-\"+(M+S)+\"-\"+z+\"h-\"+(y.width-S)+\"V\"+z+\"h\"+(y.width-S)+\"Z\";var B=y.width-m+S;u.positionText(l,B,R),\"end\"===_&&l.selectAll(\"tspan\").each((function(){var t=n.select(this),e=h.tester.append(\"text\").text(t.text()).call(h.font,g),i=V(r,e.node());Math.round(i.width)<Math.round(y.width)&&t.attr(\"x\",B-i.width),e.remove()}))}else u.positionText(l,C*(S+M),R),O=null;var N=i._topclips.selectAll(\"#\"+F).data(O?[0]:[]);N.enter().append(\"clipPath\").attr(\"id\",F).append(\"path\"),N.exit().remove(),N.select(\"path\").attr(\"d\",O),h.setClipUrl(l,O?F:null,r)}t.attr(\"transform\",s(m,v))})),v.isUnifiedHover(a)){d.selectAll(\"g.hovertext\").remove();var G=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===G.length)return;var Y=i.hoverlabel,W=Y.font,X={showlegend:!0,legend:{title:{text:I,font:W},font:W,bgcolor:Y.bgcolor,bordercolor:Y.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},Z={font:W};x(X,Z,r._fullData);var J=Z.legend;J.entries=[];for(var K=0;K<G.length;K++){var Q=G[K];if(\"none\"!==Q.hoverinfo){var $=O(Q,!0,a,i,I),tt=$[0],et=$[1];Q.name=et,Q.text=\"\"!==et?et+\" : 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../lib/events\"),l=t(\"../dragelement\"),c=t(\"../drawing\"),u=t(\"../color\"),f=t(\"../../lib/svg_text_utils\"),h=t(\"./handle_click\"),p=t(\"./constants\"),d=t(\"../../constants/alignment\"),g=d.LINE_SPACING,m=d.FROM_TL,v=d.FROM_BR,y=t(\"./get_legend_data\"),x=t(\"./style\"),b=t(\"./helpers\");function _(t,e,r,n,i){var a=r.data()[0][0].trace,l={event:i,node:r.node(),curveNumber:a.index,expandedIndex:a._expandedIndex,data:t.data,layout:t.layout,frames:t._transitionData._frames,config:t._context,fullData:t._fullData,fullLayout:t._fullLayout};if(a._group&&(l.group=a._group),o.traceIs(a,\"pie-like\")&&(l.label=r.datum()[0].label),!1!==s.triggerHandler(t,\"plotly_legendclick\",l))if(1===n)e._clickTimeout=setTimeout((function(){t._fullLayout&&h(r,t,n)}),t._context.doubleClickDelay);else 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axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},u.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},u.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return c(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},u.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return c(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},u.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return c(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},u.orbitRotation={name:\"orbitRotation\",title:function(t){return c(t,\"Orbital 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hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:v},u.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return c(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},u.toggleHover={name:\"toggleHover\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=m(t),n.call(\"_guiRelayout\",t,r)}},u.resetViews={name:\"resetViews\",title:function(t){return c(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},u.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return c(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},u.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return c(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},u.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom 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n=t(\"../../lib\"),i=t(\"../color\"),a=t(\"../../plot_api/plot_template\"),o=t(\"./attributes\");e.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var c=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(c,.3)),l(\"activecolor\",i.addOpacity(c,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../color\":366,\"./attributes\":425}],429:[function(t,e,r){\"use strict\";e.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:t(\"./attributes\"),supplyLayoutDefaults:t(\"./defaults\"),manage:t(\"./manage\")}},{\"./attributes\":425,\"./defaults\":428,\"./manage\":430}],430:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axis_ids\"),i=t(\"../../traces/scatter/subtypes\"),a=t(\"../../registry\"),o=t(\"../fx/helpers\").isUnifiedHover,s=t(\"./modebar\"),l=t(\"./buttons\"),c=t(\"./constants\").DRAW_MODES;e.exports=function(t){var e=t._fullLayout,r=t._context,u=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var f,h=r.modeBarButtons;f=Array.isArray(h)&&h.length?function(t){for(var e=0;e<t.length;e++)for(var r=t[e],n=0;n<r.length;n++){var i=r[n];if(\"string\"==typeof i){if(void 0===l[i])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));t[e][n]=l[i]}}return t}(h):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function u(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(u(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(u(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),g=e._has(\"cartesian\"),m=e._has(\"gl3d\"),v=e._has(\"geo\"),y=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,c=0;c<d.length;c++){var u=d[c].toLowerCase();if(u===a||u===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\");L(C);var P=[],I=[],O=[],z=[];(g||b||y||x||_)+v+m+w+T+k>1?(I=[\"toggleHover\"],O=[\"resetViews\"]):v?(P=[\"zoomInGeo\",\"zoomOutGeo\"],I=[\"hoverClosestGeo\"],O=[\"resetGeo\"]):m?(I=[\"hoverClosest3d\"],O=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],I=[\"toggleHover\"],O=[\"resetViewMapbox\"]):b?I=[\"hoverClosestGl2d\"]:y?I=[\"hoverClosestPie\"]:A?(I=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],O=[\"resetViewSankey\"]):I=[\"toggleHover\"];g&&(I=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]);(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(I=[]);!g&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==O[0]&&(O=[\"resetScale2d\"]));m?z=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(g||b)&&!M||_?z=[\"zoom2d\",\"pan2d\"]:w||v?z=[\"pan2d\"]:T&&(z=[\"zoom2d\"]);(function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var 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r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),c=this.hasLogo!==r.displaylogo,u=this.locale!==r.locale;if(this.locale=r.locale,(l||c||u)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},u.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},u.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},u.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof 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a=document.createElementNS(n,\"path\");a.setAttribute(\"d\",t.path),t.transform?a.setAttribute(\"transform\",t.transform):void 0!==t.ascent&&a.setAttribute(\"transform\",\"matrix(1 0 0 -1 0 \"+t.ascent+\")\"),e.appendChild(a)}t.svg&&(e=l.parseFromString(t.svg,\"application/xml\").childNodes[0]);return e.setAttribute(\"height\",\"1em\"),e.setAttribute(\"width\",\"1em\"),e},u.updateActiveButton=function(t){var e=this.graphInfo._fullLayout,r=void 0!==t?t.getAttribute(\"data-attr\"):null;this.buttonElements.forEach((function(t){var i=t.getAttribute(\"data-val\")||!0,o=t.getAttribute(\"data-attr\"),s=\"true\"===t.getAttribute(\"data-toggle\"),l=n.select(t);if(s)o===r&&l.classed(\"active\",!l.classed(\"active\"));else{var c=null===o?o:a.nestedProperty(e,o).get();l.classed(\"active\",c===i)}}))},u.hasButtons=function(t){var e=this.buttons;if(!e)return!1;if(t.length!==e.length)return!1;for(var r=0;r<t.length;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;n++)if(t[r][n].name!==e[r][n].name)return!1}return!0},u.getLogo=function(){var t=this.createGroup(),e=document.createElement(\"a\");return e.href=\"https://plotly.com/\",e.target=\"_blank\",e.setAttribute(\"data-title\",a._(this.graphInfo,\"Produced with Plotly.js\")+\" (v\"+s+\")\"),e.className=\"modebar-btn plotlyjsicon modebar-btn--logo\",e.appendChild(this.createIcon(o.newplotlylogo)),t.appendChild(e),t},u.removeAllButtons=function(){for(;this.element.firstChild;)this.element.removeChild(this.element.firstChild);this.hasLogo=!1},u.destroy=function(){a.removeElement(this.container.querySelector(\".modebar\")),a.deleteRelatedStyleRule(this._uid)},e.exports=function(t,e){var r=t._fullLayout,i=new c({graphInfo:t,container:r._modebardiv.node(),buttons:e});return r._privateplot&&n.select(i.element).append(\"span\").classed(\"badge-private 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if(\"log\"===t.type){t.tick0=0;var c=s.simpleMap(t.range,t.r2l);if(e>.7)t.dtick=Math.ceil(e);else if(Math.abs(c[1]-c[0])<1){var u=1.5*Math.abs((c[1]-c[0])/e);e=Math.abs(Math.pow(10,c[1])-Math.pow(10,c[0]))/u,r=n(10),t.dtick=\"L\"+ot(e,r,$)}else t.dtick=e>.3?\"D2\":\"D1\"}else\"category\"===t.type||\"multicategory\"===t.type?(t.tick0=0,t.dtick=Math.ceil(Math.max(e,1))):At(t)?(t.tick0=0,r=1,t.dtick=ot(e,r,at)):(t.tick0=0,r=n(10),t.dtick=ot(e,r,$));if(0===t.dtick&&(t.dtick=1),!i(t.dtick)&&\"string\"!=typeof t.dtick){var f=t.dtick;throw t.dtick=1,\"ax.dtick error: \"+String(f)}},V.tickIncrement=function(t,e,r,a){var o=r?-1:1;if(i(e))return s.increment(t,o*e);var l=e.charAt(0),c=o*Number(e.substr(1));if(\"M\"===l)return s.incrementMonth(t,c,a);if(\"L\"===l)return Math.log(Math.pow(10,t)+c)/Math.LN10;if(\"D\"===l){var u=\"D2\"===e?it:nt,f=t+.01*o,h=s.roundUp(s.mod(f,1),u,r);return Math.floor(f)+Math.log(n.round(Math.pow(10,h),1))/Math.LN10}throw\"unrecognized dtick 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a=n._fullLayout._zoomlayer.selectAll(\".select-outline-\"+r.id);if(a&&n._fullLayout._drawing){var o=v(a,t);o&&i.call(\"_guiRelayout\",n,{shapes:o}),n._fullLayout._drawing=!1}}r.selection={},r.selection.selectionDefs=t.selectionDefs=[],r.selection.mergedPolygons=t.mergedPolygons=[]}function N(t,e,r,n){var i,a,o,s=[],l=e.map((function(t){return t._id})),c=r.map((function(t){return t._id}));for(o=0;o<t.calcdata.length;o++)if(!0===(a=(i=t.calcdata[o])[0].trace).visible&&a._module&&a._module.selectPoints)if(!n||a.subplot!==n&&a.geo!==n)if(\"splom\"===a.type&&a._xaxes[l[0]]&&a._yaxes[c[0]]){var u=h(a._module,i,e[0],r[0]);u.scene=t._fullLayout._splomScenes[a.uid],s.push(u)}else if(\"sankey\"===a.type){var f=h(a._module,i,e[0],r[0]);s.push(f)}else{if(-1===l.indexOf(a.xaxis))continue;if(-1===c.indexOf(a.yaxis))continue;s.push(h(a._module,i,_(t,a.xaxis),_(t,a.yaxis)))}else s.push(h(a._module,i,e[0],r[0]));return s;function h(t,e,r,n){return{_module:t,cd:e,xaxis:r,yaxis:n}}}function j(t){var 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n=t(\"@plotly/d3\"),i=t(\"d3-geo\"),a=i.geoPath,o=i.geoDistance,s=t(\"d3-geo-projection\"),l=t(\"../../registry\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../components/color\"),h=t(\"../../components/drawing\"),p=t(\"../../components/fx\"),d=t(\"../plots\"),g=t(\"../cartesian/axes\"),m=t(\"../cartesian/autorange\").getAutoRange,v=t(\"../../components/dragelement\"),y=t(\"../cartesian/select\").prepSelect,x=t(\"../cartesian/select\").clearSelect,b=t(\"../cartesian/select\").selectOnClick,_=t(\"./zoom\"),w=t(\"./constants\"),T=t(\"../../lib/geo_location_utils\"),k=t(\"../../lib/topojson_utils\"),A=t(\"topojson-client\").feature;function M(t){this.id=t.id,this.graphDiv=t.graphDiv,this.container=t.container,this.topojsonURL=t.topojsonURL,this.isStatic=t.staticPlot,this.topojsonName=null,this.topojson=null,this.projection=null,this.scope=null,this.viewInitial=null,this.fitScale=null,this.bounds=null,this.midPt=null,this.hasChoropleth=!1,this.traceHash={},this.layers={},this.basePaths={},this.dataPaths={},this.dataPoints={},this.clipDef=null,this.clipRect=null,this.bgRect=null,this.makeFramework()}var S=M.prototype;function E(t,e){var r=w.clipPad,n=t[0]+r,i=t[1]-r,a=e[0]+r,o=e[1]-r;n>0&&i<0&&(i+=360);var s=(i-n)/4;return{type:\"Polygon\",coordinates:[[[n,a],[n,o],[n+s,o],[n+2*s,o],[n+3*s,o],[i,o],[i,a],[i-s,a],[i-2*s,a],[i-3*s,a],[n,a]]]}}e.exports=function(t){return new M(t)},S.plot=function(t,e,r){var n=this,i=e[this.id],a=[],o=!1;for(var s in w.layerNameToAdjective)if(\"frame\"!==s&&i[\"show\"+s]){o=!0;break}for(var l=0;l<t.length;l++)if(t[0][0].trace.locationmode){o=!0;break}if(o){var 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i=t[n],a=i[0].trace;\"choropleth\"===a.type&&(this.hasChoropleth=!0),!0===a.visible&&a._length>0&&a._module.calcGeoJSON(i,e)}if(!this.updateProjection(t,e)){this.viewInitial&&this.scope===r.scope||this.saveViewInitial(r),this.scope=r.scope,this.updateBaseLayers(e,r),this.updateDims(e,r),this.updateFx(e,r),d.generalUpdatePerTraceModule(this.graphDiv,this,t,r);var o=this.layers.frontplot.select(\".scatterlayer\");this.dataPoints.point=o.selectAll(\".point\"),this.dataPoints.text=o.selectAll(\"text\"),this.dataPaths.line=o.selectAll(\".js-line\");var s=this.layers.backplot.select(\".choroplethlayer\");this.dataPaths.choropleth=s.selectAll(\"path\"),this.render()}},S.updateProjection=function(t,e){var r=this.graphDiv,n=e[this.id],l=e._size,u=n.domain,f=n.projection,h=n.lonaxis,p=n.lataxis,d=h._ax,g=p._ax,v=this.projection=function(t){var e=t.projection,r=e.type,n=w.projNames[r];n=\"geo\"+c.titleCase(n);for(var l=(i[n]||s[n])(),u=t._isSatellite?180*Math.acos(1/e.distance)/Math.PI:t._isClipped?w.lonaxisSpan[r]/2:null,f=[\"center\",\"rotate\",\"parallels\",\"clipExtent\"],h=function(t){return t?l:[]},p=0;p<f.length;p++){var d=f[p];\"function\"!=typeof l[d]&&(l[d]=h)}l.isLonLatOverEdges=function(t){if(null===l(t))return!0;if(u){var e=l.rotate();return o(t,[-e[0],-e[1]])>u*Math.PI/180}return!1},l.getPath=function(){return a().projection(l)},l.getBounds=function(t){return l.getPath().bounds(t)},l.precision(w.precision),t._isSatellite&&l.tilt(e.tilt).distance(e.distance);u&&l.clipAngle(u-w.clipPad);return l}(n),y=[[l.l+l.w*u.x[0],l.t+l.h*(1-u.y[1])],[l.l+l.w*u.x[1],l.t+l.h*(1-u.y[0])]],x=n.center||{},b=f.rotation||{},_=h.range||[],T=p.range||[];if(n.fitbounds){d._length=y[1][0]-y[0][0],g._length=y[1][1]-y[0][1],d.range=m(r,d),g.range=m(r,g);var k=(d.range[0]+d.range[1])/2,A=(g.range[0]+g.range[1])/2;if(n._isScoped)x={lon:k,lat:A};else if(n._isClipped){x={lon:k,lat:A},b={lon:k,lat:A,roll:b.roll};var M=f.type,S=w.lonaxisSpan[M]/2||180,L=w.lataxisSpan[M]/2||90;_=[k-S,k+S],T=[A-L,A+L]}else x={lon:k,lat:A},b={lon:k,lat:b.lat,roll:b.roll}}v.center([x.lon-b.lon,x.lat-b.lat]).rotate([-b.lon,-b.lat,b.roll]).parallels(f.parallels);var C=E(_,T);v.fitExtent(y,C);var P=this.bounds=v.getBounds(C),I=this.fitScale=v.scale(),O=v.translate();if(n.fitbounds){var z=v.getBounds(E(d.range,g.range)),D=Math.min((P[1][0]-P[0][0])/(z[1][0]-z[0][0]),(P[1][1]-P[0][1])/(z[1][1]-z[0][1]));isFinite(D)?v.scale(D*I):c.warn(\"Something went wrong during\"+this.id+\"fitbounds computations.\")}else v.scale(f.scale*I);var R=this.midPt=[(P[0][0]+P[1][0])/2,(P[0][1]+P[1][1])/2];if(v.translate([O[0]+(R[0]-O[0]),O[1]+(R[1]-O[1])]).clipExtent(P),n._isAlbersUsa){var F=v([x.lon,x.lat]),B=v.translate();v.translate([B[0]-(F[0]-B[0]),B[1]-(F[1]-B[1])])}},S.updateBaseLayers=function(t,e){var r=this,i=r.topojson,a=r.layers,o=r.basePaths;function s(t){return\"lonaxis\"===t||\"lataxis\"===t}function l(t){return Boolean(w.lineLayers[t])}function c(t){return Boolean(w.fillLayers[t])}var u=(this.hasChoropleth?w.layersForChoropleth:w.layers).filter((function(t){return l(t)||c(t)?e[\"show\"+t]:!s(t)||e[t].showgrid})),p=r.framework.selectAll(\".layer\").data(u,String);p.exit().each((function(t){delete a[t],delete o[t],n.select(this).remove()})),p.enter().append(\"g\").attr(\"class\",(function(t){return\"layer \"+t})).each((function(t){var e=a[t]=n.select(this);\"bg\"===t?r.bgRect=e.append(\"rect\").style(\"pointer-events\",\"all\"):s(t)?o[t]=e.append(\"path\").style(\"fill\",\"none\"):\"backplot\"===t?e.append(\"g\").classed(\"choroplethlayer\",!0):\"frontplot\"===t?e.append(\"g\").classed(\"scatterlayer\",!0):l(t)?o[t]=e.append(\"path\").style(\"fill\",\"none\").style(\"stroke-miterlimit\",2):c(t)&&(o[t]=e.append(\"path\").style(\"stroke\",\"none\"))})),p.order(),p.each((function(r){var n=o[r],a=w.layerNameToAdjective[r];\"frame\"===r?n.datum(w.sphereSVG):l(r)||c(r)?n.datum(A(i,i.objects[r])):s(r)&&n.datum(function(t,e,r){var n,i,a,o=e[t],s=w.scopeDefaults[e.scope];\"lonaxis\"===t?(n=s.lonaxisRange,i=s.lataxisRange,a=function(t,e){return[t,e]}):\"lataxis\"===t&&(n=s.lataxisRange,i=s.lonaxisRange,a=function(t,e){return[e,t]});var l={type:\"linear\",range:[n[0],n[1]-1e-6],tick0:o.tick0,dtick:o.dtick};g.setConvert(l,r);var c=g.calcTicks(l);e.isScoped||\"lonaxis\"!==t||c.pop();for(var u=c.length,f=new Array(u),h=0;h<u;h++)for(var p=c[h].x,d=f[h]=[],m=i[0];m<i[1]+2.5;m+=2.5)d.push(a(p,m));return{type:\"MultiLineString\",coordinates:f}}(r,e,t)).call(f.stroke,e[r].gridcolor).call(h.dashLine,\"\",e[r].gridwidth),l(r)?n.call(f.stroke,e[a+\"color\"]).call(h.dashLine,\"\",e[a+\"width\"]):c(r)&&n.call(f.fill,e[a+\"color\"])}))},S.updateDims=function(t,e){var r=this.bounds,n=(e.framewidth||0)/2,i=r[0][0]-n,a=r[0][1]-n,o=r[1][0]-i+n,s=r[1][1]-a+n;h.setRect(this.clipRect,i,a,o,s),this.bgRect.call(h.setRect,i,a,o,s).call(f.fill,e.bgcolor),this.xaxis._offset=i,this.xaxis._length=o,this.yaxis._offset=a,this.yaxis._length=s},S.updateFx=function(t,e){var r=this,i=r.graphDiv,a=r.bgRect,o=t.dragmode,s=t.clickmode;if(!r.isStatic){var u;\"select\"===o?u=function(t,e){(t.range={})[r.id]=[h([e.xmin,e.ymin]),h([e.xmax,e.ymax])]}:\"lasso\"===o&&(u=function(t,e,n){(t.lassoPoints={})[r.id]=n.filtered.map(h)});var f={element:r.bgRect.node(),gd:i,plotinfo:{id:r.id,xaxis:r.xaxis,yaxis:r.yaxis,fillRangeItems:u},xaxes:[r.xaxis],yaxes:[r.yaxis],subplot:r.id,clickFn:function(t){2===t&&x(i)}};\"pan\"===o?(a.node().onmousedown=null,a.call(_(r,e)),a.on(\"dblclick.zoom\",(function(){var t=r.viewInitial,e={};for(var n in 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v=n/(f[2]-f[0])*(l[2]-l[0])+l[0],y=i/(f[3]-f[1])*(l[3]-l[1])+l[1];c.boxInited||(c.boxStart[0]=v,c.boxStart[1]=y,c.dragStart[0]=n,c.dragStart[1]=i),c.boxEnd[0]=v,c.boxEnd[1]=y,c.boxInited=!0,c.boxEnabled||c.boxStart[0]===c.boxEnd[0]&&c.boxStart[1]===c.boxEnd[1]||(c.boxEnabled=!0);var x=Math.abs(c.dragStart[0]-n)<g,b=Math.abs(c.dragStart[1]-i)<g;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&b)x&&(c.boxEnd[0]=c.boxStart[0]),b&&(c.boxEnd[1]=c.boxStart[1]);else{a=c.boxEnd[0]-c.boxStart[0],s=c.boxEnd[1]-c.boxStart[1];var _=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(c.boxEnd[1]=c.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),c.boxEnd[1]<l[1]?(c.boxEnd[1]=l[1],c.boxEnd[0]=c.boxStart[0]+(l[1]-c.boxStart[1])/Math.abs(_)):c.boxEnd[1]>l[3]&&(c.boxEnd[1]=l[3],c.boxEnd[0]=c.boxStart[0]+(l[3]-c.boxStart[1])/Math.abs(_))):(c.boxEnd[0]=c.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),c.boxEnd[0]<l[0]?(c.boxEnd[0]=l[0],c.boxEnd[1]=c.boxStart[1]+(l[0]-c.boxStart[0])*Math.abs(_)):c.boxEnd[0]>l[2]&&(c.boxEnd[0]=l[2],c.boxEnd[1]=c.boxStart[1]+(l[2]-c.boxStart[0])*Math.abs(_)))}}else c.boxEnabled?(a=c.boxStart[0]!==c.boxEnd[0],s=c.boxStart[1]!==c.boxEnd[1],a||s?(a&&(m(0,c.boxStart[0],c.boxEnd[0]),t.xaxis.autorange=!1),s&&(m(1,c.boxStart[1],c.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),c.boxEnabled=!1,c.boxInited=!1):c.boxInited&&(c.boxInited=!1);break;case\"pan\":c.boxEnabled=!1,c.boxInited=!1,e?(c.panning||(c.dragStart[0]=n,c.dragStart[1]=i),Math.abs(c.dragStart[0]-n)<d&&(n=c.dragStart[0]),Math.abs(c.dragStart[1]-i)<d&&(i=c.dragStart[1]),a=(h-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),c.panning=!0,c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations()):c.panning&&(c.panning=!1,t.relayoutCallback())}c.lastPos[0]=n,c.lastPos[1]=i}return c.mouseListener=n(e,f),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);f(0,r[0],r[1]),f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){f(0,c.lastPos[0],c.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),c.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=c.lastPos[0],s=c.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),f=o/(a[2]-a[0])*(i[2]-i[0])+i[0],h=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-f)*l+f,i[2]=(i[2]-f)*l+f,i[1]=(i[1]-h)*l+h,i[3]=(i[3]-h)*l+h,t.setRanges(i),c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),c}},{\"../cartesian/constants\":561,\"has-passive-events\":229,\"mouse-change\":241,\"mouse-event-offset\":242,\"mouse-wheel\":244}],595:[function(t,e,r){\"use strict\";var n=t(\"../cartesian/axes\"),i=t(\"../../lib/str2rgbarray\");function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,c,u,f,h,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),h=0;h<2;++h){var d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,f=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[h]=r.showline),(l||u)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=e.title.font.size,n=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?r*(1.5+(n?1:0))-10:r*(1.5+(n?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+r*(1.5+(n?1:.5)):10+r*(1.5+(n?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},e.exports=function(t){return new a(t)}},{\"../../lib/str2rgbarray\":528,\"../cartesian/axes\":554}],596:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"./scene2d\"),a=t(\"../layout_attributes\"),o=t(\"../../constants/xmlns_namespaces\"),s=t(\"../cartesian/constants\"),l=t(\"../cartesian\"),c=t(\"../../components/fx/layout_attributes\"),u=t(\"../get_data\").getSubplotData;r.name=\"gl2d\",r.attr=[\"xaxis\",\"yaxis\"],r.idRoot=[\"x\",\"y\"],r.idRegex=s.idRegex,r.attrRegex=s.attrRegex,r.attributes=t(\"../cartesian/attributes\"),r.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},r.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),r.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];if(s._scene2d){var c=u(t,\"gl2d\",o);0===c.length&&(s._scene2d.destroy(),delete n._plots[o])}}l.clean.apply(this,arguments)},r.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){e._plots[r[n]]._scene2d.updateFx(e.dragmode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../plot_api/edit_types\":536,\"../cartesian\":568,\"../cartesian/attributes\":552,\"../cartesian/constants\":561,\"../get_data\":593,\"../layout_attributes\":610,\"./scene2d\":597}],597:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../registry\"),o=t(\"../../plots/cartesian/axes\"),s=t(\"../../components/fx\"),l=t(\"../../../stackgl_modules\").gl_plot2d,c=t(\"../../../stackgl_modules\").gl_spikes2d,u=t(\"../../../stackgl_modules\").gl_select_box,f=t(\"webgl-context\"),h=t(\"./convert\"),p=t(\"./camera\"),d=t(\"../../lib/show_no_webgl_msg\"),g=t(\"../cartesian/constraints\"),m=g.enforce,v=g.clean,y=t(\"../cartesian/autorange\").doAutoRange,x=t(\"../../components/dragelement/helpers\"),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=t(\"../cartesian/constants\").SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}e.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\"),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};v(s,this.xaxis),v(s,this.yaxis);var l,c,u=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[u.l+f[0]*u.w,u.b+h[0]*u.h,i-u.r-(1-f[1])*u.w,a-u.t-(1-h[1])*u.h],this.mouseContainer.style.width=u.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=u.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=u.h*(h[1]-h[0]),this.mouseContainer.style.left=u.l+f[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-h[1])*u.h+\"px\",c=0;c<2;++c)(l=this[w[c]])._length=o.viewBox[c+2]-o.viewBox[c],y(this.graphDiv,l),l.setScale();m(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var g=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),g.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var m=this.fullData[g.trace.index]||{},v=g.pointIndex,y=s.castHoverinfo(m,i,v);if(y&&\"all\"!==y){var x=y.split(\"+\");-1===x.indexOf(\"x\")&&(g.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(g.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(g.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(g.textLabel=void 0),-1===x.indexOf(\"name\")&&(g.name=void 0)}s.loneHover({x:g.screenCoord[0],y:g.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",g.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",g.traceCoord[1]),zLabel:g.traceCoord[2],text:g.textLabel,name:g.name,color:s.castHoverOption(m,v,\"bgcolor\")||g.color,borderColor:s.castHoverOption(m,v,\"bordercolor\"),fontFamily:s.castHoverOption(m,v,\"font.family\"),fontSize:s.castHoverOption(m,v,\"font.size\"),fontColor:s.castHoverOption(m,v,\"font.color\"),nameLength:s.castHoverOption(m,v,\"namelength\"),textAlign:s.castHoverOption(m,v,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},{\"../../../stackgl_modules\":1120,\"../../components/dragelement/helpers\":384,\"../../components/fx\":406,\"../../lib/show_no_webgl_msg\":525,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"../cartesian/autorange\":553,\"../cartesian/constants\":561,\"../cartesian/constraints\":562,\"./camera\":594,\"./convert\":595,\"webgl-context\":331}],598:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"../../components/fx/layout_attributes\"),a=t(\"./scene\"),o=t(\"../get_data\").getSubplotData,s=t(\"../../lib\"),l=t(\"../../constants/xmlns_namespaces\");r.name=\"gl3d\",r.attr=\"scene\",r.idRoot=\"scene\",r.idRegex=r.attrRegex=s.counterRegex(\"scene\"),r.attributes=t(\"./layout/attributes\"),r.layoutAttributes=t(\"./layout/layout_attributes\"),r.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),r.supplyLayoutDefaults=t(\"./layout/defaults\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl3d,i=0;i<n.length;i++){var s=n[i],l=o(r,\"gl3d\",s),c=e[s],u=c.camera,f=c._scene;f||(f=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:u},e),c._scene=f),f.viewInitial||(f.viewInitial={up:{x:u.up.x,y:u.up.y,z:u.up.z},eye:{x:u.eye.x,y:u.eye.y,z:u.eye.z},center:{x:u.center.x,y:u.center.y,z:u.center.z}}),f.plot(l,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl3d||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},r.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),\"scene\"+e}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=0;n<r.length;n++){e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../plot_api/edit_types\":536,\"../get_data\":593,\"./layout/attributes\":599,\"./layout/defaults\":603,\"./layout/layout_attributes\":604,\"./scene\":608}],599:[function(t,e,r){\"use strict\";e.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},{}],600:[function(t,e,r){\"use strict\";var n=t(\"../../../components/color\"),i=t(\"../../cartesian/layout_attributes\"),a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../plot_api/edit_types\").overrideAll;e.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,rangemode:i.rangemode,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},{\"../../../components/color\":366,\"../../../lib/extend\":493,\"../../../plot_api/edit_types\":536,\"../../cartesian/layout_attributes\":569}],601:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../../lib\"),a=t(\"../../../plot_api/plot_template\"),o=t(\"./axis_attributes\"),s=t(\"../../cartesian/type_defaults\"),l=t(\"../../cartesian/axis_defaults\"),c=[\"xaxis\",\"yaxis\",\"zaxis\"];e.exports=function(t,e,r){var u,f;function h(t,e){return i.coerce(u,f,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(u,f,h,r),l(u,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,13600/187).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},{\"../../../lib\":503,\"../../../plot_api/plot_template\":543,\"../../cartesian/axis_defaults\":556,\"../../cartesian/type_defaults\":582,\"./axis_attributes\":600,tinycolor2:312}],602:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=0;r<3;++r){var o=e[a[r]];o.visible?(this.labels[r]=t._meta?i.templateString(o.title.text,t._meta):o.title.text,\"font\"in o.title&&(o.title.font.color&&(this.labelColor[r]=n(o.title.font.color)),o.title.font.family&&(this.labelFont[r]=o.title.font.family),o.title.font.size&&(this.labelSize[r]=o.title.font.size)),\"showline\"in o&&(this.lineEnable[r]=o.showline),\"linecolor\"in o&&(this.lineColor[r]=n(o.linecolor)),\"linewidth\"in o&&(this.lineWidth[r]=o.linewidth),\"showgrid\"in o&&(this.gridEnable[r]=o.showgrid),\"gridcolor\"in o&&(this.gridColor[r]=n(o.gridcolor)),\"gridwidth\"in o&&(this.gridWidth[r]=o.gridwidth),\"log\"===o.type?this.zeroEnable[r]=!1:\"zeroline\"in o&&(this.zeroEnable[r]=o.zeroline),\"zerolinecolor\"in o&&(this.zeroLineColor[r]=n(o.zerolinecolor)),\"zerolinewidth\"in o&&(this.zeroLineWidth[r]=o.zerolinewidth),\"ticks\"in o&&o.ticks?this.lineTickEnable[r]=!0:this.lineTickEnable[r]=!1,\"ticklen\"in o&&(this.lineTickLength[r]=this._defaultLineTickLength[r]=o.ticklen),\"tickcolor\"in o&&(this.lineTickColor[r]=n(o.tickcolor)),\"tickwidth\"in o&&(this.lineTickWidth[r]=o.tickwidth),\"tickangle\"in o&&(this.tickAngle[r]=\"auto\"===o.tickangle?-3600:Math.PI*-o.tickangle/180),\"showticklabels\"in o&&(this.tickEnable[r]=o.showticklabels),\"tickfont\"in o&&(o.tickfont.color&&(this.tickColor[r]=n(o.tickfont.color)),o.tickfont.family&&(this.tickFont[r]=o.tickfont.family),o.tickfont.size&&(this.tickSize[r]=o.tickfont.size)),\"mirror\"in o?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(o.mirror)?(this.lineTickMirror[r]=!0,this.lineMirror[r]=!0):!0===o.mirror?(this.lineTickMirror[r]=!1,this.lineMirror[r]=!0):(this.lineTickMirror[r]=!1,this.lineMirror[r]=!1):this.lineMirror[r]=!1,\"showbackground\"in o&&!1!==o.showbackground?(this.backgroundEnable[r]=!0,this.backgroundColor[r]=n(o.backgroundcolor)):this.backgroundEnable[r]=!1):(this.tickEnable[r]=!1,this.labelEnable[r]=!1,this.lineEnable[r]=!1,this.lineTickEnable[r]=!1,this.gridEnable[r]=!1,this.zeroEnable[r]=!1,this.backgroundEnable[r]=!1)}},e.exports=function(t,e){var r=new o;return r.merge(t,e),r}},{\"../../../lib\":503,\"../../../lib/str2rgbarray\":528}],603:[function(t,e,r){\"use strict\";var n=t(\"../../../lib\"),i=t(\"../../../components/color\"),a=t(\"../../../registry\"),o=t(\"../../subplot_defaults\"),s=t(\"./axis_defaults\"),l=t(\"./layout_attributes\"),c=t(\"../../get_data\").getSubplotData;function u(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),u=[\"up\",\"center\",\"eye\"],f=0;f<u.length;f++)r(\"camera.\"+u[f]+\".x\"),r(\"camera.\"+u[f]+\".y\"),r(\"camera.\"+u[f]+\".z\");r(\"camera.projection.type\");var h=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),p=r(\"aspectmode\",h?\"manual\":\"auto\");h||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===p&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var d=c(n.fullData,\"gl3d\",n.id);s(t,e,{font:n.font,scene:n.id,data:d,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var m=t.camera.up.x,v=t.camera.up.y,y=t.camera.up.z;0!==y&&(m&&v&&y?y/Math.sqrt(m*m+v*v+y*y)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}e.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:\"gl3d\",attributes:l,handleDefaults:u,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},{\"../../../components/color\":366,\"../../../lib\":503,\"../../../registry\":638,\"../../get_data\":593,\"../../subplot_defaults\":632,\"./axis_defaults\":601,\"./layout_attributes\":604}],604:[function(t,e,r){\"use strict\";var n=t(\"./axis_attributes\"),i=t(\"../../domain\").attributes,a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../lib\").counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}e.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},{\"../../../lib\":503,\"../../../lib/extend\":493,\"../../domain\":584,\"./axis_attributes\":600}],605:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},e.exports=function(t){var e=new a;return e.merge(t),e}},{\"../../../lib/str2rgbarray\":528}],606:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var f=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var h=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/h)}for(var p=n.calcTicks(u,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=f}}e.ticks=l;for(c=0;c<3;++c){o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]);for(d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c]}t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=t(\"../../cartesian/axes\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},{\"../../../lib\":503,\"../../cartesian/axes\":554}],607:[function(t,e,r){\"use strict\";function n(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}e.exports=function(t,e){return n(t.projection,n(t.view,n(t.model,[e[0],e[1],e[2],1])))}},{}],608:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../../stackgl_modules\").gl_plot3d,o=a.createCamera,s=a.createScene,l=t(\"webgl-context\"),c=t(\"has-passive-events\"),u=t(\"../../registry\"),f=t(\"../../lib\"),h=f.preserveDrawingBuffer(),p=t(\"../../plots/cartesian/axes\"),d=t(\"../../components/fx\"),g=t(\"../../lib/str2rgbarray\"),m=t(\"../../lib/show_no_webgl_msg\"),v=t(\"./project\"),y=t(\"./layout/convert\"),x=t(\"./layout/spikes\"),b=t(\"./layout/tick_marks\");function _(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=y(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=u.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=u.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var w=_.prototype;w.prepareOptions=function(){var t={canvas:this.canvas,gl:this.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:this.container,axes:this.axesOptions,spikes:this.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:this.camera,pixelRatio:this.pixelRatio};if(this.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");t.gl=i,t.canvas=n}return t};var T=!0;w.tryCreatePlot=function(){var t=this.prepareOptions(),e=!0;try{this.glplot=s(t)}catch(r){if(this.staticMode||!T||h)e=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=t.glOptions.preserveDrawingBuffer=!0,this.glplot=s(t)}catch(r){h=t.glOptions.preserveDrawingBuffer=!1,e=!1}}}return T=!1,e},w.initializeGLCamera=function(){var t=this.fullSceneLayout.camera,e=\"orthographic\"===t.projection.type;this.camera=o(this.container,{center:[t.center.x,t.center.y,t.center.z],eye:[t.eye.x,t.eye.y,t.eye.z],up:[t.up.x,t.up.y,t.up.z],_ortho:e,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},w.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return m(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!c&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},w.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var c=Object.keys(e.traces),u=null,h=e.glplot.selection,g=0;g<c.length;++g)\"skip\"!==(t=e.traces[c[g]]).data.hoverinfo&&t.handlePick(h)&&(u=t),t.setContourLevels&&t.setContourLevels();function m(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==u){var y=v(e.glplot.cameraParams,h.dataCoordinate);t=u.data;var x,_=r._fullData[t.index],w=h.index,T={xLabel:m(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:m(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:m(\"z\",h.traceCoordinate[2],t.zhoverformat)},k=d.castHoverinfo(_,e.fullLayout,w),A=(k||\"\").split(\"+\"),M=k&&\"all\"===k;_.hovertemplate||M||(-1===A.indexOf(\"x\")&&(T.xLabel=void 0),-1===A.indexOf(\"y\")&&(T.yLabel=void 0),-1===A.indexOf(\"z\")&&(T.zLabel=void 0),-1===A.indexOf(\"text\")&&(h.textLabel=void 0),-1===A.indexOf(\"name\")&&(u.name=void 0));var S=[];\"cone\"===t.type||\"streamtube\"===t.type?(T.uLabel=m(\"x\",h.traceCoordinate[3],t.uhoverformat),(M||-1!==A.indexOf(\"u\"))&&S.push(\"u: \"+T.uLabel),T.vLabel=m(\"y\",h.traceCoordinate[4],t.vhoverformat),(M||-1!==A.indexOf(\"v\"))&&S.push(\"v: \"+T.vLabel),T.wLabel=m(\"z\",h.traceCoordinate[5],t.whoverformat),(M||-1!==A.indexOf(\"w\"))&&S.push(\"w: \"+T.wLabel),T.normLabel=h.traceCoordinate[6].toPrecision(3),(M||-1!==A.indexOf(\"norm\"))&&S.push(\"norm: \"+T.normLabel),\"streamtube\"===t.type&&(T.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(M||-1!==A.indexOf(\"divergence\"))&&S.push(\"divergence: \"+T.divergenceLabel)),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(T.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),S.push(\"value: \"+T.valueLabel),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):x=h.textLabel;var E={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:w};d.appendArrayPointValue(E,_,w),t._module.eventData&&(E=_._module.eventData(E,h,_,{},w));var L={points:[E]};if(e.fullSceneLayout.hovermode){var C=[];d.loneHover({trace:_,x:(.5+.5*y[0]/y[3])*s,y:(.5-.5*y[1]/y[3])*l,xLabel:T.xLabel,yLabel:T.yLabel,zLabel:T.zLabel,text:x,name:u.name,color:d.castHoverOption(_,w,\"bgcolor\")||u.color,borderColor:d.castHoverOption(_,w,\"bordercolor\"),fontFamily:d.castHoverOption(_,w,\"font.family\"),fontSize:d.castHoverOption(_,w,\"font.size\"),fontColor:d.castHoverOption(_,w,\"font.color\"),nameLength:d.castHoverOption(_,w,\"namelength\"),textAlign:d.castHoverOption(_,w,\"align\"),hovertemplate:f.castOption(_,w,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},E,T),eventData:[E]},{container:n,gd:r,inOut_bbox:C}),E.bbox=C[0]}h.buttons&&h.distance<5?r.emit(\"plotly_click\",L):r.emit(\"plotly_hover\",L),this.oldEventData=L}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},w.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var k=[\"xaxis\",\"yaxis\",\"zaxis\"];function A(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=k[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],u=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(u||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],u-1)}}w.plot=function(t,e,r){if(this.plotArgs=[t,e,r],!this.glplot.contextLost){var n,i,a,o,s,l,c=e[this.id],u=r[this.id];this.fullLayout=e,this.fullSceneLayout=c,this.axesOptions.merge(e,c),this.spikeOptions.merge(c),this.setViewport(c),this.updateFx(c.dragmode,c.hovermode),this.camera.enableWheel=this.graphDiv._context._scrollZoom.gl3d,this.glplot.setClearColor(g(c.bgcolor)),this.setConvert(s),t?Array.isArray(t)||(t=[t]):t=[];var f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&A(this,n,f);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=k[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,f);var h=[1,1,1];for(o=0;o<3;++o)f[1][o]===f[0][o]?h[o]=1:h[o]=1/(f[1][o]-f[0][o]);for(this.dataScale=h,this.convertAnnotations(this),a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&((i=this.traces[n.uid])?i.data.type===n.type?i.update(n):(i.dispose(),i=n._module.plot(this,n),this.traces[n.uid]=i):(i=n._module.plot(this,n),this.traces[n.uid]=i),i.name=n.name);var p=Object.keys(this.traces);t:for(a=0;a<p.length;++a){for(o=0;o<t.length;++o)if(t[o].uid===p[a]&&!0===t[o].visible&&0!==t[o]._length)continue t;(i=this.traces[p[a]]).dispose(),delete this.traces[p[a]]}this.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var d,m=[[0,0,0],[0,0,0]],v=[],y={};for(a=0;a<3;++a){if((l=(s=c[k[a]]).type)in y?(y[l].acc*=h[a],y[l].count+=1):y[l]={acc:h[a],count:1},s.autorange){m[0][a]=1/0,m[1][a]=-1/0;var x=this.glplot.objects,b=this.fullSceneLayout.annotations||[],_=s._name.charAt(0);for(o=0;o<x.length;o++){var w=x[o],T=w.bounds,M=w._trace.data._pad||0;\"ErrorBars\"===w.constructor.name&&s._lowerLogErrorBound?m[0][a]=Math.min(m[0][a],s._lowerLogErrorBound):m[0][a]=Math.min(m[0][a],T[0][a]/h[a]-M),m[1][a]=Math.max(m[1][a],T[1][a]/h[a]+M)}for(o=0;o<b.length;o++){var S=b[o];if(S.visible){var E=s.r2l(S[_]);m[0][a]=Math.min(m[0][a],E),m[1][a]=Math.max(m[1][a],E)}}if(\"rangemode\"in s&&\"tozero\"===s.rangemode&&(m[0][a]=Math.min(m[0][a],0),m[1][a]=Math.max(m[1][a],0)),m[0][a]>m[1][a])m[0][a]=-1,m[1][a]=1;else{var L=m[1][a]-m[0][a];m[0][a]-=L/32,m[1][a]+=L/32}if(\"reversed\"===s.autorange){var C=m[0][a];m[0][a]=m[1][a],m[1][a]=C}}else{var P=s.range;m[0][a]=s.r2l(P[0]),m[1][a]=s.r2l(P[1])}m[0][a]===m[1][a]&&(m[0][a]-=1,m[1][a]+=1),v[a]=m[1][a]-m[0][a],this.glplot.setBounds(a,{min:m[0][a]*h[a],max:m[1][a]*h[a]})}var I=c.aspectmode;if(\"cube\"===I)d=[1,1,1];else if(\"manual\"===I){var O=c.aspectratio;d=[O.x,O.y,O.z]}else{if(\"auto\"!==I&&\"data\"!==I)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var z=[1,1,1];for(a=0;a<3;++a){var D=y[l=(s=c[k[a]]).type];z[a]=Math.pow(D.acc,1/D.count)/h[a]}d=\"data\"===I||Math.max.apply(null,z)/Math.min.apply(null,z)<=4?z:[1,1,1]}c.aspectratio.x=u.aspectratio.x=d[0],c.aspectratio.y=u.aspectratio.y=d[1],c.aspectratio.z=u.aspectratio.z=d[2],this.glplot.setAspectratio(c.aspectratio),this.viewInitial.aspectratio||(this.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),this.viewInitial.aspectmode||(this.viewInitial.aspectmode=c.aspectmode);var R=c.domain||null,F=e._size||null;if(R&&F){var B=this.container.style;B.position=\"absolute\",B.left=F.l+R.x[0]*F.w+\"px\",B.top=F.t+(1-R.y[1])*F.h+\"px\",B.width=F.w*(R.x[1]-R.x[0])+\"px\",B.height=F.h*(R.y[1]-R.y[0])+\"px\"}this.glplot.redraw()}},w.destroy=function(){this.glplot&&(this.camera.mouseListener.enabled=!1,this.container.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null,this.glplot.dispose(),this.container.parentNode.removeChild(this.container),this.glplot=null)},w.getCamera=function(){var t;return this.camera.view.recalcMatrix(this.camera.view.lastT()),{up:{x:(t=this.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},w.setViewport=function(t){var e,r=t.camera;this.camera.lookAt.apply(this,[[(e=r).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),this.glplot.setAspectratio(t.aspectratio),\"orthographic\"===r.projection.type!==this.camera._ortho&&(this.glplot.redraw(),this.glplot.clearRGBA(),this.glplot.dispose(),this.initializeGLPlot())},w.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var i=[\"up\",\"center\",\"eye\"],a=[\"x\",\"y\",\"z\"];return e[i[r]]&&t[i[r]][a[n]]===e[i[r]][a[n]]}var i=!1;if(void 0===r)i=!0;else{for(var a=0;a<3;a++)for(var o=0;o<3;o++)if(!n(e,r,a,o)){i=!0;break}(!r.projection||e.projection&&e.projection.type!==r.projection.type)&&(i=!0)}return i},w.isAspectChanged=function(t){var e=this.glplot.getAspectratio(),r=f.nestedProperty(t,this.id+\".aspectratio\").get();return void 0===r||r.x!==e.x||r.y!==e.y||r.z!==e.z},w.saveLayout=function(t){var e,r,n,i,a,o,s=this.fullLayout,l=this.isCameraChanged(t),c=this.isAspectChanged(t),h=l||c;if(h){var p={};if(l&&(e=this.getCamera(),n=(r=f.nestedProperty(t,this.id+\".camera\")).get(),p[this.id+\".camera\"]=n),c&&(i=this.glplot.getAspectratio(),o=(a=f.nestedProperty(t,this.id+\".aspectratio\")).get(),p[this.id+\".aspectratio\"]=o),u.call(\"_storeDirectGUIEdit\",t,s._preGUI,p),l)r.set(e),f.nestedProperty(s,this.id+\".camera\").set(e);if(c)a.set(i),f.nestedProperty(s,this.id+\".aspectratio\").set(i),this.glplot.redraw()}return h},w.updateFx=function(t,e){var r=this.camera;if(r)if(\"orbit\"===t)r.mode=\"orbit\",r.keyBindingMode=\"rotate\";else if(\"turntable\"===t){r.up=[0,0,1],r.mode=\"turntable\",r.keyBindingMode=\"rotate\";var n=this.graphDiv,i=n._fullLayout,a=this.fullSceneLayout.camera,o=a.up.x,s=a.up.y,l=a.up.z;if(l/Math.sqrt(o*o+s*s+l*l)<.999){var c=this.id+\".camera.up\",h={x:0,y:0,z:1},p={};p[c]=h;var d=n.layout;u.call(\"_storeDirectGUIEdit\",d,i._preGUI,p),a.up=h,f.nestedProperty(d,c).set(h)}}else r.keyBindingMode=t;this.fullSceneLayout.hovermode=e},w.toImage=function(t){t||(t=\"png\"),this.staticMode&&this.container.appendChild(n),this.glplot.redraw();var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a),function(t,e,r){for(var n=0,i=r-1;n<i;++n,--i)for(var a=0;a<e;++a)for(var o=0;o<4;++o){var s=4*(e*n+a)+o,l=4*(e*i+a)+o,c=t[s];t[s]=t[l],t[l]=c}}(a,r,i),function(t,e,r){for(var n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(a,r,i);var o=document.createElement(\"canvas\");o.width=r,o.height=i;var 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n=t(\"../../lib/sort_object_keys\"),i='\\xa9 <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">OpenStreetMap</a> contributors',a=['\\xa9 <a target=\"_blank\" href=\"https://carto.com/\">Carto</a>',i].join(\" \"),o=['Map tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">ODbL</a>'].join(\" 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g=c.select(s._subplot.div);if(!(null===g.select(\".mapboxgl-ctrl-logo\").node().offsetParent)){var m=e._glimages.append(\"g\");m.attr(\"transform\",a(n.l+n.w*h.x[0]+10,n.t+n.h*(1-h.y[0])-31)),m.append(\"path\").attr(\"d\",p.mapboxLogo.path0).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"}),m.append(\"path\").attr(\"d\",p.mapboxLogo.path1).style(\"opacity\",.35).style(\"enable-background\",\"new\"),m.append(\"path\").attr(\"d\",p.mapboxLogo.path2).style(\"opacity\",.35).style(\"enable-background\",\"new\"),m.append(\"polygon\").attr(\"points\",p.mapboxLogo.polygon).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"})}var v=g.select(\".mapboxgl-ctrl-attrib\").text().replace(\"Improve this map\",\"\"),y=e._glimages.append(\"g\"),x=y.append(\"text\");x.text(v).classed(\"static-attribution\",!0).attr({\"font-size\":12,\"font-family\":\"Arial\",color:\"rgba(0, 0, 0, 0.75)\",\"text-anchor\":\"end\",\"data-unformatted\":v});var 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n=t(\"../../lib\"),i=t(\"../../lib/svg_text_utils\").sanitizeHTML,a=t(\"./convert_text_opts\"),o=t(\"./constants\");function s(t,e){this.subplot=t,this.uid=t.uid+\"-\"+e,this.index=e,this.idSource=\"source-\"+this.uid,this.idLayer=o.layoutLayerPrefix+this.uid,this.sourceType=null,this.source=null,this.layerType=null,this.below=null,this.visible=!1}var l=s.prototype;function c(t){if(!t.visible)return!1;var e=t.source;if(Array.isArray(e)&&e.length>0){for(var r=0;r<e.length;r++)if(\"string\"!=typeof e[r]||0===e[r].length)return!1;return!0}return n.isPlainObject(e)||\"string\"==typeof e&&e.length>0}function u(t){var e={},r={};switch(t.type){case\"circle\":n.extendFlat(r,{\"circle-radius\":t.circle.radius,\"circle-color\":t.color,\"circle-opacity\":t.opacity});break;case\"line\":n.extendFlat(r,{\"line-width\":t.line.width,\"line-color\":t.color,\"line-opacity\":t.opacity,\"line-dasharray\":t.line.dash});break;case\"fill\":n.extendFlat(r,{\"fill-color\":t.color,\"fill-outline-color\":t.fill.outlinecolor,\"fill-opacity\":t.opacity});break;case\"symbol\":var i=t.symbol,o=a(i.textposition,i.iconsize);n.extendFlat(e,{\"icon-image\":i.icon+\"-15\",\"icon-size\":i.iconsize/10,\"text-field\":i.text,\"text-size\":i.textfont.size,\"text-anchor\":o.anchor,\"text-offset\":o.offset,\"symbol-placement\":i.placement}),n.extendFlat(r,{\"icon-color\":t.color,\"text-color\":i.textfont.color,\"text-opacity\":t.opacity});break;case\"raster\":n.extendFlat(r,{\"raster-fade-duration\":0,\"raster-opacity\":t.opacity})}return{layout:e,paint:r}}l.update=function(t){this.visible?this.needsNewImage(t)?this.updateImage(t):this.needsNewSource(t)?(this.removeLayer(),this.updateSource(t),this.updateLayer(t)):this.needsNewLayer(t)?this.updateLayer(t):this.updateStyle(t):(this.updateSource(t),this.updateLayer(t)),this.visible=c(t)},l.needsNewImage=function(t){return this.subplot.map.getSource(this.idSource)&&\"image\"===this.sourceType&&\"image\"===t.sourcetype&&(this.source!==t.source||JSON.stringify(this.coordinates)!==JSON.stringify(t.coordinates))},l.needsNewSource=function(t){return this.sourceType!==t.sourcetype||JSON.stringify(this.source)!==JSON.stringify(t.source)||this.layerType!==t.type},l.needsNewLayer=function(t){return this.layerType!==t.type||this.below!==this.subplot.belowLookup[\"layout-\"+this.index]},l.lookupBelow=function(){return this.subplot.belowLookup[\"layout-\"+this.index]},l.updateImage=function(t){this.subplot.map.getSource(this.idSource).updateImage({url:t.source,coordinates:t.coordinates});var e=this.findFollowingMapboxLayerId(this.lookupBelow());null!==e&&this.subplot.map.moveLayer(this.idLayer,e)},l.updateSource=function(t){var e=this.subplot.map;if(e.getSource(this.idSource)&&e.removeSource(this.idSource),this.sourceType=t.sourcetype,this.source=t.source,c(t)){var r=function(t){var e,r=t.sourcetype,n=t.source,a={type:r};\"geojson\"===r?e=\"data\":\"vector\"===r?e=\"string\"==typeof n?\"url\":\"tiles\":\"raster\"===r?(e=\"tiles\",a.tileSize=256):\"image\"===r&&(e=\"url\",a.coordinates=t.coordinates);a[e]=n,t.sourceattribution&&(a.attribution=i(t.sourceattribution));return a}(t);e.addSource(this.idSource,r)}},l.findFollowingMapboxLayerId=function(t){if(\"traces\"===t)for(var e=this.subplot.getMapLayers(),r=0;r<e.length;r++){var n=e[r].id;if(\"string\"==typeof n&&0===n.indexOf(o.traceLayerPrefix)){t=n;break}}return t},l.updateLayer=function(t){var e=this.subplot,r=u(t),n=this.lookupBelow(),i=this.findFollowingMapboxLayerId(n);this.removeLayer(),c(t)&&e.addLayer({id:this.idLayer,source:this.idSource,\"source-layer\":t.sourcelayer||\"\",type:t.type,minzoom:t.minzoom,maxzoom:t.maxzoom,layout:r.layout,paint:r.paint},i),this.layerType=t.type,this.below=n},l.updateStyle=function(t){if(c(t)){var e=u(t);this.subplot.setOptions(this.idLayer,\"setLayoutProperty\",e.layout),this.subplot.setOptions(this.idLayer,\"setPaintProperty\",e.paint)}},l.removeLayer=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer)},l.dispose=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer),t.getSource(this.idSource)&&t.removeSource(this.idSource)},e.exports=function(t,e,r){var n=new s(t,e);return n.update(r),n}},{\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"./constants\":611,\"./convert_text_opts\":612}],615:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\").defaultLine,a=t(\"../domain\").attributes,o=t(\"../font_attributes\"),s=t(\"../../traces/scatter/attributes\").textposition,l=t(\"../../plot_api/edit_types\").overrideAll,c=t(\"../../plot_api/plot_template\").templatedArray,u=t(\"./constants\"),f=o({});f.family.dflt=\"Open Sans Regular, Arial Unicode MS 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n=t(\"mapbox-gl/dist/mapbox-gl-unminified\"),i=t(\"../../lib\"),a=t(\"../../lib/geo_location_utils\"),o=t(\"../../registry\"),s=t(\"../cartesian/axes\"),l=t(\"../../components/dragelement\"),c=t(\"../../components/fx\"),u=t(\"../../components/dragelement/helpers\"),f=u.rectMode,h=u.drawMode,p=u.selectMode,d=t(\"../cartesian/select\").prepSelect,g=t(\"../cartesian/select\").clearSelect,m=t(\"../cartesian/select\").clearSelectionsCache,v=t(\"../cartesian/select\").selectOnClick,y=t(\"./constants\"),x=t(\"./layers\");function b(t,e){this.id=e,this.gd=t;var r=t._fullLayout,n=t._context;this.container=r._glcontainer.node(),this.isStatic=n.staticPlot,this.uid=r._uid+\"-\"+this.id,this.div=null,this.xaxis=null,this.yaxis=null,this.createFramework(r),this.map=null,this.accessToken=null,this.styleObj=null,this.traceHash={},this.layerList=[],this.belowLookup={},this.dragging=!1,this.wheeling=!1}var _=b.prototype;_.plot=function(t,e,r){var n,i=this,a=e[i.id];i.map&&a.accesstoken!==i.accessToken&&(i.map.remove(),i.map=null,i.styleObj=null,i.traceHash={},i.layerList=[]),n=i.map?new Promise((function(r,n){i.updateMap(t,e,r,n)})):new Promise((function(r,n){i.createMap(t,e,r,n)})),r.push(n)},_.createMap=function(t,e,r,i){var o=this,s=e[o.id],l=o.styleObj=T(s.style);o.accessToken=s.accesstoken;var c=o.map=new n.Map({container:o.div,style:l.style,center:A(s.center),zoom:s.zoom,bearing:s.bearing,pitch:s.pitch,interactive:!o.isStatic,preserveDrawingBuffer:o.isStatic,doubleClickZoom:!1,boxZoom:!1,attributionControl:!1}).addControl(new n.AttributionControl({compact:!0}));c._canvas.style.left=\"0px\",c._canvas.style.top=\"0px\",o.rejectOnError(i),o.isStatic||o.initFx(t,e);var u=[];u.push(new Promise((function(t){c.once(\"load\",t)}))),u=u.concat(a.fetchTraceGeoData(t)),Promise.all(u).then((function(){o.fillBelowLookup(t,e),o.updateData(t),o.updateLayout(e),o.resolveOnRender(r)})).catch(i)},_.updateMap=function(t,e,r,n){var i=this,o=i.map,s=e[this.id];i.rejectOnError(n);var l=[],c=T(s.style);JSON.stringify(i.styleObj)!==JSON.stringify(c)&&(i.styleObj=c,o.setStyle(c.style),i.traceHash={},l.push(new Promise((function(t){o.once(\"styledata\",t)})))),l=l.concat(a.fetchTraceGeoData(t)),Promise.all(l).then((function(){i.fillBelowLookup(t,e),i.updateData(t),i.updateLayout(e),i.resolveOnRender(r)})).catch(n)},_.fillBelowLookup=function(t,e){var r,n,i=e[this.id].layers,a=this.belowLookup={},o=!1;for(r=0;r<t.length;r++){var s=t[r][0].trace,l=s._module;\"string\"==typeof s.below?n=s.below:l.getBelow&&(n=l.getBelow(s,this)),\"\"===n&&(o=!0),a[\"trace-\"+s.uid]=n||\"\"}for(r=0;r<i.length;r++){var c=i[r];n=\"string\"==typeof c.below?c.below:o?\"traces\":\"\",a[\"layout-\"+r]=n}var u,f,h={};for(u in a)h[n=a[u]]?h[n].push(u):h[n]=[u];for(n in h){var p=h[n];if(p.length>1)for(r=0;r<p.length;r++)0===(u=p[r]).indexOf(\"trace-\")?(f=u.split(\"trace-\")[1],this.traceHash[f]&&(this.traceHash[f].below=null)):0===u.indexOf(\"layout-\")&&(f=u.split(\"layout-\")[1],this.layerList[f]&&(this.layerList[f].below=null))}};var w={choroplethmapbox:0,densitymapbox:1,scattermapbox:2};function T(t){var e={};return i.isPlainObject(t)?(e.id=t.id,e.style=t):\"string\"==typeof t?(e.id=t,-1!==y.styleValuesMapbox.indexOf(t)?e.style=k(t):y.stylesNonMapbox[t]?e.style=y.stylesNonMapbox[t]:e.style=t):(e.id=y.styleValueDflt,e.style=k(y.styleValueDflt)),e.transition={duration:0,delay:0},e}function k(t){return y.styleUrlPrefix+t+\"-\"+y.styleUrlSuffix}function A(t){return[t.lon,t.lat]}_.updateData=function(t){var e,r,n,i,a=this.traceHash,o=t.slice().sort((function(t,e){return w[t[0].trace.type]-w[e[0].trace.type]}));for(n=0;n<o.length;n++){var s=o[n],l=!1;(e=a[(r=s[0].trace).uid])&&(e.type===r.type?(e.update(s),l=!0):e.dispose()),!l&&r._module&&(a[r.uid]=r._module.plot(this,s))}var c=Object.keys(a);t:for(n=0;n<c.length;n++){var u=c[n];for(i=0;i<t.length;i++)if(u===(r=t[i][0].trace).uid)continue t;(e=a[u]).dispose(),delete a[u]}},_.updateLayout=function(t){var e=this.map,r=t[this.id];this.dragging||this.wheeling||(e.setCenter(A(r.center)),e.setZoom(r.zoom),e.setBearing(r.bearing),e.setPitch(r.pitch)),this.updateLayers(t),this.updateFramework(t),this.updateFx(t),this.map.resize(),this.gd._context._scrollZoom.mapbox?e.scrollZoom.enable():e.scrollZoom.disable()},_.resolveOnRender=function(t){var e=this.map;e.on(\"render\",(function r(){e.loaded()&&(e.off(\"render\",r),setTimeout(t,10))}))},_.rejectOnError=function(t){var e=this.map;function r(){t(new Error(y.mapOnErrorMsg))}e.once(\"error\",r),e.once(\"style.error\",r),e.once(\"source.error\",r),e.once(\"tile.error\",r),e.once(\"layer.error\",r)},_.createFramework=function(t){var e=this,r=e.div=document.createElement(\"div\");r.id=e.uid,r.style.position=\"absolute\",e.container.appendChild(r),e.xaxis={_id:\"x\",c2p:function(t){return e.project(t).x}},e.yaxis={_id:\"y\",c2p:function(t){return e.project(t).y}},e.updateFramework(t),e.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},s.setConvert(e.mockAxis,t)},_.initFx=function(t,e){var r=this,n=r.gd,i=r.map;function a(){c.loneUnhover(e._hoverlayer)}function s(){var t=r.getView();n.emit(\"plotly_relayouting\",r.getViewEditsWithDerived(t))}i.on(\"moveend\",(function(t){if(r.map){var e=n._fullLayout;if(t.originalEvent||r.wheeling){var i=e[r.id];o.call(\"_storeDirectGUIEdit\",n.layout,e._preGUI,r.getViewEdits(i));var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../registry\"),o=t(\"../../lib\"),s=o.strRotate,l=o.strTranslate,c=t(\"../../components/color\"),u=t(\"../../components/drawing\"),f=t(\"../plots\"),h=t(\"../../plots/cartesian/axes\"),p=t(\"../cartesian/set_convert\"),d=t(\"./set_convert\"),g=t(\"../cartesian/autorange\").doAutoRange,m=t(\"../cartesian/dragbox\"),v=t(\"../../components/dragelement\"),y=t(\"../../components/fx\"),x=t(\"../../components/titles\"),b=t(\"../cartesian/select\").prepSelect,_=t(\"../cartesian/select\").selectOnClick,w=t(\"../cartesian/select\").clearSelect,T=t(\"../../lib/setcursor\"),k=t(\"../../lib/clear_gl_canvases\"),A=t(\"../../plot_api/subroutines\").redrawReglTraces,M=t(\"../../constants/alignment\").MID_SHIFT,S=t(\"./constants\"),E=t(\"./helpers\"),L=t(\"../smith/helpers\"),C=L.smith,P=L.reactanceArc,I=L.resistanceArc,O=L.smithTransform,z=o._,D=o.mod,R=o.deg2rad,F=o.rad2deg;function B(t,e,r){this.isSmith=r||!1,this.id=e,this.gd=t,this._hasClipOnAxisFalse=null,this.vangles=null,this.radialAxisAngle=null,this.traceHash={},this.layers={},this.clipPaths={},this.clipIds={},this.viewInitial={};var n=t._fullLayout,i=\"clip\"+n._uid+e;this.clipIds.forTraces=i+\"-for-traces\",this.clipPaths.forTraces=n._clips.append(\"clipPath\").attr(\"id\",this.clipIds.forTraces),this.clipPaths.forTraces.append(\"path\"),this.framework=n[\"_\"+(r?\"smith\":\"polar\")+\"layer\"].append(\"g\").attr(\"class\",e),this.getHole=function(t){return this.isSmith?0:t.hole},this.getSector=function(t){return this.isSmith?[0,360]:t.sector},this.getRadial=function(t){return this.isSmith?t.realaxis:t.radialaxis},this.getAngular=function(t){return this.isSmith?t.imaginaryaxis:t.angularaxis},r||(this.radialTickLayout=null,this.angularTickLayout=null)}var N=B.prototype;function j(t){var e=t.ticks+String(t.ticklen)+String(t.showticklabels);return\"side\"in t&&(e+=t.side),e}function U(t,e){return 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z=this.pathSubplot();this.clipPaths.forTraces.select(\"path\").attr(\"d\",z).attr(\"transform\",l(P,I)),r.frontplot.attr(\"transform\",l(A,M)).call(u.setClipUrl,this._hasClipOnAxisFalse?null:this.clipIds.forTraces,this.gd),r.bg.attr(\"d\",z).attr(\"transform\",l(L,C)).call(c.fill,e.bgcolor)},N.mockAxis=function(t,e,r,n){var i=o.extendFlat({},r,n);return d(i,e,t),i},N.mockCartesianAxis=function(t,e,r){var n=this,i=n.isSmith,a=r._id,s=o.extendFlat({type:\"linear\"},r);p(s,t);var l={x:[0,2],y:[1,3]};return s.setRange=function(){var t=n.sectorBBox,r=l[a],i=n.radialAxis._rl,o=(i[1]-i[0])/(1-n.getHole(e));s.range=[t[r[0]]*o,t[r[1]]*o]},s.isPtWithinRange=\"x\"!==a||i?function(){return!0}:function(t){return n.isPtInside(t)},s.setRange(),s.setScale(),s},N.doAutoRange=function(t,e){var r=this.gd,n=this.radialAxis,i=this.getRadial(e);g(r,n);var 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n=t(\"../../components/color/attributes\"),i=t(\"../domain\").attributes,a=t(\"../cartesian/layout_attributes\"),o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../lib/extend\").extendFlat,l={title:{text:a.title.text,font:a.title.font},color:a.color,tickmode:a.tickmode,nticks:s({},a.nticks,{dflt:6,min:1}),tick0:a.tick0,dtick:a.dtick,tickvals:a.tickvals,ticktext:a.ticktext,ticks:a.ticks,ticklen:a.ticklen,tickwidth:a.tickwidth,tickcolor:a.tickcolor,ticklabelstep:a.ticklabelstep,showticklabels:a.showticklabels,showtickprefix:a.showtickprefix,tickprefix:a.tickprefix,showticksuffix:a.showticksuffix,ticksuffix:a.ticksuffix,showexponent:a.showexponent,exponentformat:a.exponentformat,minexponent:a.minexponent,separatethousands:a.separatethousands,tickfont:a.tickfont,tickangle:a.tickangle,tickformat:a.tickformat,tickformatstops:a.tickformatstops,hoverformat:a.hoverformat,showline:s({},a.showline,{dflt:!0}),linecolor:a.linecolor,linewidth:a.linewidth,showgrid:s({},a.showgrid,{dflt:!0}),gridcolor:a.gridcolor,gridwidth:a.gridwidth,layer:a.layer,min:{valType:\"number\",dflt:0,min:0},_deprecated:{title:a._deprecated.title,titlefont:a._deprecated.titlefont}},c=e.exports=o({domain:i({name:\"ternary\"}),bgcolor:{valType:\"color\",dflt:n.background},sum:{valType:\"number\",dflt:1,min:0},aaxis:l,baxis:l,caxis:l},\"plot\",\"from-root\");c.uirevision={valType:\"any\",editType:\"none\"},c.aaxis.uirevision=c.baxis.uirevision=c.caxis.uirevision={valType:\"any\",editType:\"none\"}},{\"../../components/color/attributes\":365,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../cartesian/layout_attributes\":569,\"../domain\":584}],636:[function(t,e,r){\"use 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r,n,i,a,o,l,p=this,d=t.domain,g=(d.x[0]+d.x[1])/2,m=(d.y[0]+d.y[1])/2,v=d.x[1]-d.x[0],y=d.y[1]-d.y[0],x=v*e.w,b=y*e.h,_=t.sum,w=t.aaxis.min,T=t.baxis.min,k=t.caxis.min;x>E*b?i=(a=b)*E:a=(i=x)/E,o=v*i/x,l=y*a/b,r=e.l+e.w*g-i/2,n=e.t+e.h*(1-m)-a/2,p.x0=r,p.y0=n,p.w=i,p.h=a,p.sum=_,p.xaxis={type:\"linear\",range:[w+2*k-_,_-w-2*T],domain:[g-o/2,g+o/2],_id:\"x\"},f(p.xaxis,p.graphDiv._fullLayout),p.xaxis.setScale(),p.xaxis.isPtWithinRange=function(t){return t.a>=p.aaxis.range[0]&&t.a<=p.aaxis.range[1]&&t.b>=p.baxis.range[1]&&t.b<=p.baxis.range[0]&&t.c>=p.caxis.range[1]&&t.c<=p.caxis.range[0]},p.yaxis={type:\"linear\",range:[w,_-T-k],domain:[m-l/2,m+l/2],_id:\"y\"},f(p.yaxis,p.graphDiv._fullLayout),p.yaxis.setScale(),p.yaxis.isPtWithinRange=function(){return!0};var A=p.yaxis.domain[0],M=p.aaxis=h({},t.aaxis,{range:[w,_-T-k],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});f(M,p.graphDiv._fullLayout),M.setScale();var 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n=t(\"../../components/fx\"),i=t(\"../../registry\"),a=t(\"../../components/color\"),o=t(\"../../lib\").fillText,s=t(\"./helpers\").getLineWidth,l=t(\"../../plots/cartesian/axes\").hoverLabelText,c=t(\"../../constants/numerical\").BADNUM;function u(t,e,r,i,a){var s,u,f,h,p,d,g,m=t.cd,v=m[0].trace,y=m[0].t,x=\"closest\"===i,b=\"waterfall\"===v.type,_=t.maxHoverDistance,w=t.maxSpikeDistance;\"h\"===v.orientation?(s=r,u=e,f=\"y\",h=\"x\",p=z,d=I):(s=e,u=r,f=\"x\",h=\"y\",d=z,p=I);var T=v[f+\"period\"],k=x||T;function A(t){return S(t,-1)}function M(t){return S(t,1)}function S(t,e){var r=t.w;return t[f]+e*r/2}function E(t){return t[f+\"End\"]-t[f+\"Start\"]}var L=x?A:T?function(t){return t.p-E(t)/2}:function(t){return Math.min(A(t),t.p-y.bardelta/2)},C=x?M:T?function(t){return t.p+E(t)/2}:function(t){return Math.max(M(t),t.p+y.bardelta/2)};function P(t,e,r){return a.finiteRange&&(r=0),n.inbox(t-s,e-s,r+Math.min(1,Math.abs(e-t)/g)-1)}function I(t){return P(L(t),C(t),_)}function O(t){var 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e=I(t),r=Math.cos(e);return Math.abs(r)<.1?\"middle\":r>0?\"start\":\"end\"},O.heightFn=function(t,e,r){var n=I(t);return-.5*(1+Math.sin(n))*r};var D=function(t){return l(b[0]+m*Math.cos(t),b[1]-m*Math.sin(t))};f=function(t){return D(I(t))};if(s=d.calcTicks(o),h=d.getTickSigns(o)[2],o.visible){h=\"inside\"===o.ticks?-1:1;var R=(o.linewidth||1)/2;d.drawTicks(t,o,{vals:s,layer:A,path:\"M\"+h*R+\",0h\"+h*o.ticklen,transFn:function(t){var e=I(t);return D(e)+\"rotate(\"+-c(e)+\")\"}}),d.drawLabels(t,o,{vals:s,layer:A,transFn:f,labelFns:O})}var F=[y].concat(p.gauge.steps),B=_.selectAll(\"g.bg-arc\").data(F);B.enter().append(\"g\").classed(\"bg-arc\",!0).append(\"path\"),B.select(\"path\").call(P).call(T),B.exit().remove();var N=C(p.gauge.bar.thickness),j=_.selectAll(\"g.value-arc\").data([p.gauge.bar]);j.enter().append(\"g\").classed(\"value-arc\",!0).append(\"path\");var U=j.select(\"path\");w(M)?(U.transition().duration(M.duration).ease(M.easing).each(\"end\",(function(){S&&S()})).each(\"interrupt\",(function(){S&&S()})).attrTween(\"d\",(V=N,H=L(r[0].lastY),q=L(r[0].y),function(){var t=i(H,q);return function(e){return V.endAngle(t(e))()}})),p._lastValue=r[0].y):U.attr(\"d\",\"number\"==typeof r[0].y?N.endAngle(L(r[0].y)):\"M0,0Z\");var V,H,q;U.call(T),j.exit().remove(),F=[];var G=p.gauge.threshold.value;(G||0===G)&&F.push({range:[G,G],color:p.gauge.threshold.color,line:{color:p.gauge.threshold.line.color,width:p.gauge.threshold.line.width},thickness:p.gauge.threshold.thickness});var Y=_.selectAll(\"g.threshold-arc\").data(F);Y.enter().append(\"g\").classed(\"threshold-arc\",!0).append(\"path\"),Y.select(\"path\").call(P).call(T),Y.exit().remove();var W=_.selectAll(\"g.gauge-outline\").data([x]);W.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:Y,layer:W,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:m});var X=O.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=O.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,c,u=r[0].trace,f=n.gauge,p=n.layer,g=n.gaugeBg,m=n.gaugeOutline,v=n.size,x=u.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(v.l,v.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=v.h,M=u.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(u._hasNumber||u._hasDelta?1-h.bulletNumberDomainSize:1);(i=k(t,u.gauge.axis))._id=\"xbulletaxis\",i.domain=[S,E],i.setScale(),a=d.calcTicks(i),o=d.makeTransTickFn(i),s=d.getTickSigns(i)[2],c=v.t+v.h,i.visible&&(d.drawTicks(t,i,{vals:\"inside\"===i.ticks?d.clipEnds(i,a):a,layer:p,path:d.makeTickPath(i,c,s),transFn:o}),d.drawLabels(t,i,{vals:a,layer:p,transFn:o,labelFns:d.makeLabelFns(i,c)}));function L(t){t.attr(\"width\",(function(t){return Math.max(0,i.c2p(t.range[1])-i.c2p(t.range[0]))})).attr(\"x\",(function(t){return i.c2p(t.range[0])})).attr(\"y\",(function(t){return.5*(1-t.thickness)*A})).attr(\"height\",(function(t){return t.thickness*A}))}var C=[g].concat(u.gauge.steps),P=f.selectAll(\"g.bg-bullet\").data(C);P.enter().append(\"g\").classed(\"bg-bullet\",!0).append(\"rect\"),P.select(\"rect\").call(L).call(T),P.exit().remove();var I=f.selectAll(\"g.value-bullet\").data([u.gauge.bar]);I.enter().append(\"g\").classed(\"value-bullet\",!0).append(\"rect\"),I.select(\"rect\").attr(\"height\",M).attr(\"y\",(A-M)/2).call(T),w(b)?I.select(\"rect\").transition().duration(b.duration).ease(b.easing).each(\"end\",(function(){_&&_()})).each(\"interrupt\",(function(){_&&_()})).attr(\"width\",Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y)))):I.select(\"rect\").attr(\"width\",\"number\"==typeof r[0].y?Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y))):0);I.exit().remove();var O=r.filter((function(){return u.gauge.threshold.value||0===u.gauge.threshold.value})),z=f.selectAll(\"g.threshold-bullet\").data(O);z.enter().append(\"g\").classed(\"threshold-bullet\",!0).append(\"line\"),z.select(\"line\").attr(\"x1\",i.c2p(u.gauge.threshold.value)).attr(\"x2\",i.c2p(u.gauge.threshold.value)).attr(\"y1\",(1-u.gauge.threshold.thickness)/2*A).attr(\"y2\",(1-(1-u.gauge.threshold.thickness)/2)*A).call(y.stroke,u.gauge.threshold.line.color).style(\"stroke-width\",u.gauge.threshold.line.width),z.exit().remove();var D=f.selectAll(\"g.gauge-outline\").data([m]);D.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"rect\"),D.select(\"rect\").call(L).call(T),D.exit().remove()}(t,0,e,{gauge:X,layer:Z,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:m});var J=O.selectAll(\"text.title\").data(e);J.exit().remove(),J.enter().append(\"text\").classed(\"title\",!0),J.attr(\"text-anchor\",(function(){return R?x.right:x[I.title.align]})).text(I.title.text).call(f.font,I.title.font).call(p.convertToTspans,t),J.attr(\"transform\",(function(){var t,e=B.l+B.w*b[I.title.align],r=h.titlePadding,n=f.bBox(J.node());if(z){if(D)if(I.gauge.axis.visible)t=f.bBox(W.node()).top-r-n.bottom;else t=B.t+B.h/2-U/2-n.bottom-r;R&&(t=E-(n.top+n.bottom)/2,e=B.l-h.bulletPadding*B.w)}else t=I._numbersTop-r-n.bottom;return l(e,t)}))}))}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/cartesian/axes\":554,\"../../plots/cartesian/axis_defaults\":556,\"../../plots/cartesian/layout_attributes\":569,\"../../plots/cartesian/position_defaults\":572,\"./constants\":858,\"@plotly/d3\":58,\"d3-interpolate\":116}],862:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../mesh3d/attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;var 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0===e.isomax||null===e.isomin?s:e.isomax,n(t,e,{vals:[e._vMin,e._vMax],containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374,\"../streamtube/calc\":1041}],864:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_mesh3d,i=t(\"../../lib/gl_format_color\").parseColorScale,a=t(\"../../lib/str2rgbarray\"),o=t(\"../../components/colorscale\").extractOpts,s=t(\"../../plots/gl3d/zip3\"),l=function(t,e){for(var r=e.length-1;r>0;r--){var n=Math.min(e[r],e[r-1]),i=Math.max(e[r],e[r-1]);if(i>n&&n<t&&t<=i)return{id:r,distRatio:(i-t)/(i-n)}}return{id:0,distRatio:0}};function c(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.data=null,this.showContour=!1}var u=c.prototype;u.handlePick=function(t){if(t.object===this.mesh){var e=t.data.index,r=this.data._meshX[e],n=this.data._meshY[e],i=this.data._meshZ[e],a=this.data._Ys.length,o=this.data._Zs.length,s=l(r,this.data._Xs).id,c=l(n,this.data._Ys).id,u=l(i,this.data._Zs).id,f=t.index=u+o*c+o*a*s;t.traceCoordinate=[this.data._meshX[f],this.data._meshY[f],this.data._meshZ[f],this.data._value[f]];var h=this.data.hovertext||this.data.text;return Array.isArray(h)&&void 0!==h[f]?t.textLabel=h[f]:h&&(t.textLabel=h),!0}},u.update=function(t){var e=this.scene,r=e.fullSceneLayout;function n(t,e,r,n){return e.map((function(e){return t.d2l(e,0,n)*r}))}this.data=h(t);var l={positions:s(n(r.xaxis,t._meshX,e.dataScale[0],t.xcalendar),n(r.yaxis,t._meshY,e.dataScale[1],t.ycalendar),n(r.zaxis,t._meshZ,e.dataScale[2],t.zcalendar)),cells:s(t._meshI,t._meshJ,t._meshK),lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:a(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading},c=o(t);l.vertexIntensity=t._meshIntensity,l.vertexIntensityBounds=[c.min,c.max],l.colormap=i(t),this.mesh.update(l)},u.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()};var f=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"];function h(t){t._meshI=[],t._meshJ=[],t._meshK=[];var e,r,n,i,a,o,s,c=t.surface.show,u=t.spaceframe.show,h=t.surface.fill,p=t.spaceframe.fill,d=!1,g=!1,m=0,v=t._Xs,y=t._Ys,x=t._Zs,b=v.length,_=y.length,w=x.length,T=f.indexOf(t._gridFill.replace(/-/g,\"\").replace(/\\+/g,\"\")),k=function(t,e,r){switch(T){case 5:return r+w*e+w*_*t;case 4:return r+w*t+w*b*e;case 3:return e+_*r+_*w*t;case 2:return e+_*t+_*b*r;case 1:return t+b*r+b*w*e;default:return t+b*e+b*_*r}},A=t._minValues,M=t._maxValues,S=t._vMin,E=t._vMax;function L(t,e,s){for(var l=o.length,c=r;c<l;c++)if(t===n[c]&&e===i[c]&&s===a[c])return c;return-1}function C(){r=e}function P(){n=[],i=[],a=[],o=[],e=0,C()}function I(t,r,s,l){return n.push(t),i.push(r),a.push(s),o.push(l),++e-1}function O(t,e,r){for(var n=[],i=0;i<t.length;i++)n[i]=t[i]*(1-r)+r*e[i];return n}function z(t){s=t}function D(t,e){return\"all\"===t||null===t||t.indexOf(e)>-1}function R(t,e){return null===t?e:t}function F(e,r,n){C();var i,a,o,l=[r],c=[n];if(s>=1)l=[r],c=[n];else if(s>0){var u=function(t,e){var 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r=t._ticktext.length;r<e.uniqueValues.length;r++)t._ticktext.push(e.uniqueValues[r])}(t,m[e])}));var v,y=e.line;y?(i(e,\"line\")&&a(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),v=s.tryColorscale(y)):v=l.identity;var x,b,_,w,T,k=r[0].values.length,A={},M=m.map((function(t){return t.inds}));for(g=0,x=0;x<k;x++){var S=[];for(b=0;b<M.length;b++)S.push(M[b][x]);d=p[x%p.length],g+=d;var E=(_=x,w=void 0,T=void 0,l.isArrayOrTypedArray(y.color)?T=w=y.color[_%y.color.length]:w=y.color,{color:v(w),rawColor:T}),L=S+\"-\"+E.rawColor;void 0===A[L]&&(A[L]=f(S,E.color,E.rawColor)),h(A[L],x,d)}var C,P=r.map((function(t,e){return function(t,e,r,n,i){return{dimensionInd:t,containerInd:e,displayInd:r,dimensionLabel:n,count:i,categories:[],dragX:null}}(e,t._index,t._displayindex,t.label,g)}));for(x=0;x<k;x++)for(d=p[x%p.length],b=0;b<P.length;b++){var I=P[b].containerInd,O=m[b].inds[x],z=P[b].categories;if(void 0===z[O]){var D=e.dimensions[I]._categoryarray[O],R=e.dimensions[I]._ticktext[O];z[O]={dimensionInd:b,categoryInd:C=O,categoryValue:D,displayInd:C,categoryLabel:R,valueInds:[],count:0,dragY:null}}u(z[O],x,d)}return n(function(t,e,r){var n=t.map((function(t){return t.categories.length})).reduce((function(t,e){return Math.max(t,e)}));return{dimensions:t,paths:e,trace:void 0,maxCats:n,count:r}}(P,A,g))}},{\"../../components/colorscale/calc\":374,\"../../components/colorscale/helpers\":377,\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/filter_unique.js\":494,\"../../lib/gup\":500,\"fast-isnumeric\":190}],884:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"./attributes\"),c=t(\"../parcoords/merge_length\");function u(t,e){function r(r,i){return n.coerce(t,e,l.dimensions,r,i)}var 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g={family:f.font.family,size:Math.round(f.font.size),color:f.font.color};n.coerceFont(h,\"labelfont\",g);var m={family:f.font.family,size:Math.round(f.font.size/1.2),color:f.font.color};n.coerceFont(h,\"tickfont\",m)}},{\"../../components/colorscale/defaults\":376,\"../../components/colorscale/helpers\":377,\"../../lib\":503,\"../../plots/array_container_defaults\":549,\"../../plots/domain\":584,\"../parcoords/merge_length\":897,\"./attributes\":881}],885:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcats\",basePlotModule:t(\"./base_plot\"),categories:[\"noOpacity\"],meta:{}}},{\"./attributes\":881,\"./base_plot\":882,\"./calc\":883,\"./defaults\":884,\"./plot\":887}],886:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"d3-interpolate\").interpolateNumber,a=t(\"../../plot_api/plot_api\"),o=t(\"../../components/fx\"),s=t(\"../../lib\"),l=s.strTranslate,c=t(\"../../components/drawing\"),u=t(\"tinycolor2\"),f=t(\"../../lib/svg_text_utils\");function h(t,e,r,i){var a=t.map(F.bind(0,e,r)),o=i.selectAll(\"g.parcatslayer\").data([null]);o.enter().append(\"g\").attr(\"class\",\"parcatslayer\").style(\"pointer-events\",\"all\");var u=o.selectAll(\"g.trace.parcats\").data(a,p),h=u.enter().append(\"g\").attr(\"class\",\"trace parcats\");u.attr(\"transform\",(function(t){return l(t.x,t.y)})),h.append(\"g\").attr(\"class\",\"paths\");var y=u.select(\"g.paths\").selectAll(\"path.path\").data((function(t){return t.paths}),p);y.attr(\"fill\",(function(t){return t.model.color}));var x=y.enter().append(\"path\").attr(\"class\",\"path\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",0);_(x),y.attr(\"d\",(function(t){return t.svgD})),x.empty()||y.sort(g),y.exit().remove(),y.on(\"mouseover\",m).on(\"mouseout\",v).on(\"click\",b),h.append(\"g\").attr(\"class\",\"dimensions\");var w=u.select(\"g.dimensions\").selectAll(\"g.dimension\").data((function(t){return t.dimensions}),p);w.enter().append(\"g\").attr(\"class\",\"dimension\"),w.attr(\"transform\",(function(t){return l(t.x,0)})),w.exit().remove();var A=w.selectAll(\"g.category\").data((function(t){return t.categories}),p),M=A.enter().append(\"g\").attr(\"class\",\"category\");A.attr(\"transform\",(function(t){return l(0,t.y)})),M.append(\"rect\").attr(\"class\",\"catrect\").attr(\"pointer-events\",\"none\"),A.select(\"rect.catrect\").attr(\"fill\",\"none\").attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})),T(M);var S=A.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p);S.each((function(){s.raiseToTop(this)})),S.attr(\"fill\",(function(t){return t.color}));var E=S.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);S.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(E),S.exit().remove(),M.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;A.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){c.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),M.append(\"text\").attr(\"class\",\"dimlabel\"),A.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){c.font(n.select(this),t.parcatsViewModel.labelfont)})),A.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),A.exit().remove(),w.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",I).on(\"dragend\",O)),u.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),u.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function g(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function 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b=t.parcatsViewModel.x+i,_=t.parcatsViewModel.y+a,T=u.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),L=n.mouse(f)[0];o.loneHover({trace:h,x:b-d.left+g.left,y:_-d.top+g.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:L<b?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:h._input,fullData:h,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:f})}}}function v(t){if(!t.parcatsViewModel.dragDimension&&(_(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(g),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function y(t){for(var e=[],r=z(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function b(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function _(t){t.attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return u.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter((function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color}))}function M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,y(t))}))}));var c={};c[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:c})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,y(t))}));var c={};c[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(c.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:c})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),c=l.node().getBoundingClientRect(),u=l.datum(),f=u.parcatsViewModel,h=f.model.dimensions[u.model.dimensionInd],p=f.trace,d=c.top+c.height/2;f.dimensions.length>1&&h.displayInd===f.dimensions.length-1?(i=c.left,a=\"left\"):(i=c.left+c.width,a=\"right\");var g=u.model.count,m=u.model.categoryLabel,v=g/u.parcatsViewModel.model.count,y={countLabel:g,categoryLabel:m,probabilityLabel:v.toFixed(3)},x=[];-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",y.countLabel].join(\" \")),-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+y.categoryLabel+\"):\",y.probabilityLabel].join(\" \"));var b=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:b,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", 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e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(this),M(this,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\"))\"category\"===l?e=E(r,a,this):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),c=n.select(r).datum(),f=c.categoryViewModel,h=f.parcatsViewModel,p=h.model.dimensions[f.model.dimensionInd],d=h.trace,g=l.y+l.height/2;h.dimensions.length>1&&p.displayInd===h.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var m=f.model.categoryLabel,v=c.parcatsViewModel.model.count,y=0;c.categoryViewModel.bands.forEach((function(t){t.color===c.color&&(y+=t.count)}));var x=f.model.count,b=0;h.pathSelection.each((function(t){t.model.color===c.color&&(b+=t.model.count)}));var _=y/v,w=y/b,T=y/x,k={countLabel:v,categoryLabel:m,probabilityLabel:_.toFixed(3)},A=[];-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color \\u2229 \"+m+\"): \"+k.probabilityLabel),A.push(\"P(\"+m+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+m+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=u.mostReadable(c.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(g-e.top),text:M,color:c.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:m,count:v,probability:_,categorycount:x,colorcount:b,bandcolorcount:y}]}}(r,a,this):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,this)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r})}}function C(t){var e=t.parcatsViewModel;if(!e.dragDimension&&(_(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(g),-1===e.hoverinfoItems.indexOf(\"skip\"))){\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event)}}function P(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each((function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map((function(t){return t.displayInd})),e.model.dragY=e.y,s.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each((function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)})))})),t.parcatsViewModel.dragDimension=t,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function I(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],f=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==f&&s+o.height>f.y+f.height/2&&(o.model.displayInd=f.model.displayInd,f.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var h=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==h&&a.model.dragX<h.x+h.width&&(a.model.displayInd=h.model.displayInd,h.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),D(t.parcatsViewModel)}}function O(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=z(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.forEach((function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r}));var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map((function(t){return t.displayInd}));if(s=t.initialDragCategoryDisplayInds.some((function(t,e){return t!==l[e]}))){var c=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),u=c.map((function(t){return t.categoryValue})),f=c.map((function(t){return t.categoryLabel}));e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[u],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[f],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?S(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):M(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent)),t.model.dragX=null,null!==t.dragCategoryDisplayInd)t.parcatsViewModel.dimensions[t.dragDimensionDisplayInd].categories[t.dragCategoryDisplayInd].model.dragY=null,t.dragCategoryDisplayInd=null;t.dragDimensionDisplayInd=null,t.parcatsViewModel.dragDimension=null,t.dragHasMoved=null,t.potentialClickBand=null,j(t.parcatsViewModel),N(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each((function(){R(t.parcatsViewModel,!0),D(t.parcatsViewModel,!0)})).each(\"end\",(function(){(o||s)&&a.restyle(t.parcatsViewModel.graphDiv,e,[r])}))}}function z(t){for(var e,r=t.graphDiv._fullData,n=0;n<r.length;n++)if(t.key===r[n].uid){e=n;break}return e}function D(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data((function(t){return t.paths}),p),(r=t.pathSelection,e?r.transition():r).attr(\"d\",(function(t){return t.svgD}))}function R(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data((function(t){return t.dimensions}),p);var i=t.dimensionSelection.selectAll(\"g.category\").data((function(t){return t.categories}),p);r(t.dimensionSelection).attr(\"transform\",(function(t){return l(t.x,0)})),r(i).attr(\"transform\",(function(t){return l(0,t.y)})),i.select(\".dimlabel\").text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})),i.select(\".catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"x\",(function(t){return d(t)?t.width+5:-5})).each((function(t){var e,r;d(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)}));var a=i.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p),o=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);a.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),f=Math.floor(c*(s.y[1]-s.y[0])),h=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var g={trace:o,key:o.uid,model:i,x:h,y:p,width:u,height:f,hoveron:o.hoveron,hoverinfoItems:n,arrangement:o.arrangement,bundlecolors:o.bundlecolors,sortpaths:o.sortpaths,labelfont:o.labelfont,categorylabelfont:o.tickfont,pathShape:d,dragDimension:null,margin:a,paths:[],dimensions:[],graphDiv:t,traceSelection:null,pathSelection:null,dimensionSelection:null};return i.dimensions&&(j(g),N(g)),g}function B(t,e,r,n,a){var o,s,l=[],c=[];for(s=0;s<r.length-1;s++)o=i(r[s]+t[s],t[s+1]),l.push(o(a)),c.push(o(1-a));var u=\"M \"+t[0]+\",\"+e[0];for(u+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)u+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+c[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],u+=\"l\"+r[s]+\",0 \";for(u+=\"l0,\"+n+\" \",u+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)u+=\"C\"+c[s]+\",\"+(e[s+1]+n)+\" \"+l[s]+\",\"+(e[s]+n)+\" \"+(t[s]+r[s])+\",\"+(e[s]+n),u+=\"l-\"+r[s]+\",0 \";return u+=\"Z\"}function N(t){var e=t.dimensions,r=t.model,n=e.map((function(t){return t.categories.map((function(t){return t.y}))})),i=t.model.dimensions.map((function(t){return t.categories.map((function(t){return t.displayInd}))})),a=t.model.dimensions.map((function(t){return t.displayInd})),o=t.dimensions.map((function(t){return t.model.dimensionInd})),s=e.map((function(t){return t.x})),l=e.map((function(t){return t.width})),c=[];for(var u in r.paths)r.paths.hasOwnProperty(u)&&c.push(r.paths[u]);function f(t){var e=t.categoryInds.map((function(t,e){return i[e][t]}));return o.map((function(t){return e[t]}))}c.sort((function(e,r){var n=f(e),i=f(r);return\"backward\"===t.sortpaths&&(n.reverse(),i.reverse()),n.push(e.valueInds[0]),i.push(r.valueInds[0]),t.bundlecolors&&(n.unshift(e.rawColor),i.unshift(r.rawColor)),n<i?-1:n>i?1:0}));for(var h=new Array(c.length),p=e[0].model.count,d=e[0].categories.map((function(t){return t.height})).reduce((function(t,e){return t+e})),g=0;g<c.length;g++){var m,v=c[g];m=p>0?d*(v.count/p):0;for(var y,x=new Array(n.length),b=0;b<v.categoryInds.length;b++){var 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n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/layout_attributes\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../plots/domain\").attributes,s=t(\"../../lib/extend\").extendFlat,l=t(\"../../plot_api/plot_template\").templatedArray;e.exports={domain:o({name:\"parcoords\",trace:!0,editType:\"plot\"}),labelangle:{valType:\"angle\",dflt:0,editType:\"plot\"},labelside:{valType:\"enumerated\",values:[\"top\",\"bottom\"],dflt:\"top\",editType:\"plot\"},labelfont:a({editType:\"plot\"}),tickfont:a({editType:\"plot\"}),rangefont:a({editType:\"plot\"}),dimensions:l(\"dimension\",{label:{valType:\"string\",editType:\"plot\"},tickvals:s({},i.tickvals,{editType:\"plot\"}),ticktext:s({},i.ticktext,{editType:\"plot\"}),tickformat:s({},i.tickformat,{editType:\"plot\"}),visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},range:{valType:\"info_array\",items:[{valType:\"number\",editType:\"plot\"},{valType:\"number\",editType:\"plot\"}],editType:\"plot\"},constraintrange:{valType:\"info_array\",freeLength:!0,dimensions:\"1-2\",items:[{valType:\"any\",editType:\"plot\"},{valType:\"any\",editType:\"plot\"}],editType:\"plot\"},multiselect:{valType:\"boolean\",dflt:!0,editType:\"plot\"},values:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"}),line:s({editType:\"calc\"},n(\"line\",{colorscaleDflt:\"Viridis\",autoColorDflt:!1,editTypeOverride:\"calc\"}))}},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/layout_attributes\":569,\"../../plots/domain\":584,\"../../plots/font_attributes\":585}],889:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"@plotly/d3\"),a=t(\"../../lib/gup\").keyFun,o=t(\"../../lib/gup\").repeat,s=t(\"../../lib\").sorterAsc,l=t(\"../../lib\").strTranslate,c=n.bar.snapRatio;function u(t,e){return t*(1-c)+e*c}var f=n.bar.snapClose;function h(t,e){return t*(1-f)+e*f}function p(t,e,r,n){if(function(t,e){for(var r=0;r<e.length;r++)if(t>=e[r][0]&&t<=e[r][1])return!0;return!1}(r,n))return r;var i=t?-1:1,a=0,o=e.length-1;if(i<0){var s=a;a=o,o=s}for(var l=e[a],c=l,f=a;i*f<i*o;f+=i){var p=f+i,d=e[p];if(i*r<i*h(l,d))return u(l,c);if(i*r<i*d||p===o)return u(d,l);c=l,l=d}}function d(t){t.attr(\"x\",-n.bar.captureWidth/2).attr(\"width\",n.bar.captureWidth)}function g(t){t.attr(\"visibility\",\"visible\").style(\"visibility\",\"visible\").attr(\"fill\",\"yellow\").attr(\"opacity\",0)}function m(t){if(!t.brush.filterSpecified)return\"0,\"+t.height;for(var 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k(t){t.on(\"mousemove\",(function(t){i.event.preventDefault(),t.parent.inBrushDrag||T(this,t)})).on(\"mouseleave\",(function(t){t.parent.inBrushDrag||y()})).call(i.behavior.drag().on(\"dragstart\",(function(t){!function(t,e){i.event.sourceEvent.stopPropagation();var r=e.height-i.mouse(t)[1]-2*n.verticalPadding,a=e.unitToPaddedPx.invert(r),o=e.brush,s=_(e,r),l=s.interval,c=o.svgBrush;if(c.wasDragged=!1,c.grabbingBar=\"ns\"===s.region,c.grabbingBar){var u=l.map(e.unitToPaddedPx);c.grabPoint=r-u[0]-n.verticalPadding,c.barLength=u[1]-u[0]}c.clickableOrdinalRange=s.clickableOrdinalRange,c.stayingIntervals=e.multiselect&&o.filterSpecified?o.filter.getConsolidated():[],l&&(c.stayingIntervals=c.stayingIntervals.filter((function(t){return t[0]!==l[0]&&t[1]!==l[1]}))),c.startExtent=s.region?l[\"s\"===s.region?1:0]:a,e.parent.inBrushDrag=!0,c.brushStartCallback()}(this,t)})).on(\"drag\",(function(t){w(this,t)})).on(\"dragend\",(function(t){!function(t,e){var r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,y(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),b(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var c=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(c?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),c?b(t.parentNode,s):(s(),b(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}e.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e).slice();e.filter.set(r),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e){var r=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);r.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e){var r=t.selectAll(\".background\").data(o);r.enter().append(\"rect\").classed(\"background\",!0).call(d).call(g).style(\"pointer-events\",\"auto\").attr(\"transform\",l(0,n.verticalPadding)),r.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var i=t.selectAll(\".highlight-shadow\").data(o);i.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),i.attr(\"y1\",(function(t){return t.height})).call(x);var a=t.selectAll(\".highlight\").data(o);a.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),a.attr(\"y1\",(function(t){return t.height})).call(x)}(r,e)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},{\"../../lib\":503,\"../../lib/gup\":500,\"./constants\":892,\"@plotly/d3\":58}],890:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/get_data\").getModuleCalcData,a=t(\"./plot\"),o=t(\"../../constants/xmlns_namespaces\");r.name=\"parcoords\",r.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},r.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},r.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":t,preserveAspectRatio:\"none\",x:0,y:0,width:this.style.width,height:this.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},{\"../../constants/xmlns_namespaces\":480,\"../../plots/get_data\":593,\"./plot\":899,\"@plotly/d3\":58}],891:[function(t,e,r){\"use strict\";var n=t(\"../../lib\").isArrayOrTypedArray,i=t(\"../../components/colorscale\"),a=t(\"../../lib/gup\").wrap;e.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},{\"../../components/colorscale\":378,\"../../lib\":503,\"../../lib/gup\":500}],892:[function(t,e,r){\"use strict\";e.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,deselectedLineColor:\"#777\",bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},{}],893:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"../../plots/cartesian/axes\"),c=t(\"./attributes\"),u=t(\"./axisbrush\"),f=t(\"./constants\").maxDimensionCount,h=t(\"./merge_length\");function p(t,e,r,i){function a(r,i){return n.coerce(t,e,c.dimensions,r,i)}var o=a(\"values\"),s=a(\"visible\");if(o&&o.length||(s=e.visible=!1),s){a(\"label\"),a(\"tickvals\"),a(\"ticktext\"),a(\"tickformat\");var f=a(\"range\");e._ax={_id:\"y\",type:\"linear\",showexponent:\"all\",exponentformat:\"B\",range:f},l.setConvert(e._ax,i.layout),a(\"multiselect\");var h=a(\"constraintrange\");h&&(e.constraintrange=u.cleanRanges(h,e))}}e.exports=function(t,e,r,l){function u(r,i){return n.coerce(t,e,c,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>f&&(n.log(\"parcoords traces support up to \"+f+\" dimensions at the 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n=t(\"../../lib\").isTypedArray;r.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},r.isOrdinal=function(t){return!!t.tickvals},r.isVisible=function(t){return t.visible||!(\"visible\"in t)}},{\"../../lib\":503}],895:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:t(\"./base_plot\"),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},{\"./attributes\":888,\"./base_plot\":890,\"./calc\":891,\"./defaults\":893,\"./plot\":899}],896:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 contextColor;\\nuniform sampler2D maskTexture, palette;\\n\\nbool isPick    = (drwLayer > 1.5);\\nbool isContext = (drwLayer < 0.5);\\n\\nconst vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\\nconst vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * UNITS, UNITS);\\n}\\n\\nfloat axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\\n    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\\n    return y1 * (1.0 - ratio) + y2 * ratio;\\n}\\n\\nint iMod(int a, int b) {\\n    return a - b * (a / b);\\n}\\n\\nbool fOutside(float p, float lo, float hi) {\\n    return (lo < hi) && (lo > p || p > hi);\\n}\\n\\nbool vOutside(vec4 p, vec4 lo, vec4 hi) {\\n    return (\\n        fOutside(p[0], lo[0], hi[0]) ||\\n        fOutside(p[1], lo[1], hi[1]) ||\\n        fOutside(p[2], lo[2], hi[2]) ||\\n        fOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\n    for(int i = 0; i < 4; ++i) {\\n        for(int j = 0; j < 4; ++j) {\\n            for(int k = 0; k < 4; ++k) {\\n                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\\n                        ))[3]\\n                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\\n                    2\\n                )) return true;\\n            }\\n        }\\n    }\\n    return false;\\n}\\n\\nvec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float x = 0.5 * sign(v) + 0.5;\\n    float y = axisY(x, A, B, C, D);\\n    float z = 1.0 - abs(v);\\n\\n    z += isContext ? 0.0 : 2.0 * float(\\n        outsideBoundingBox(A, B, C, D) ||\\n        outsideRasterMask(A, B, C, D)\\n    );\\n\\n    return vec4(\\n        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\\n        z,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\\n    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\\n    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\\n    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\\n\\n    float v = colors[3];\\n\\n    gl_Position = position(isContext, v, A, B, C, D);\\n\\n    fragColor =\\n        isContext ? vec4(contextColor) :\\n        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\\n}\\n\"]),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n    gl_FragColor = fragColor;\\n}\\n\"]),o=t(\"./constants\").maxDimensionCount,s=t(\"../../lib\"),l=new Uint8Array(4),c=new Uint8Array(4),u={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function f(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function h(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(!function(t){t.read({x:0,y:0,width:1,height:1,data:l})}(t),r.drawCompleted=!0),function s(l){var c=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],f(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*c,a.offset=2*l*n,e(a),l*n+c<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function p(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function d(t,e){return(t>>>8*e)%256/255}function g(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var s=0;s<4;s++){var l=4*t+s,c=r[64*a+l];63===l&&0===o&&(c*=-1),n[i++]=c}return n}function m(t){var e=\"0\"+t;return e.substr(e.length-2)}function v(t){return t<o?\"p\"+m(t+1)+\"_\"+m(t+4):\"colors\"}function y(t,e,r,n,i,a,o,l,c,u,f,h,p,d){for(var g=[[],[]],m=0;m<64;m++)g[0][m]=m===i?1:0,g[1][m]=m===a?1:0;o*=d,l*=d,c*=d,u*=d;var v=t.lines.canvasOverdrag*d,y=t.domain,x=t.canvasWidth*d,b=t.canvasHeight*d,_=t.pad.l*d,w=t.pad.b*d,T=t.layoutHeight*d,k=t.layoutWidth*d,A=t.deselectedLines.color;return s.extendFlat({key:f,resolution:[x,b],viewBoxPos:[o+v,l],viewBoxSize:[c,u],i0:i,i1:a,dim0A:g[0].slice(0,16),dim0B:g[0].slice(16,32),dim0C:g[0].slice(32,48),dim0D:g[0].slice(48,64),dim1A:g[1].slice(0,16),dim1B:g[1].slice(16,32),dim1C:g[1].slice(32,48),dim1D:g[1].slice(48,64),drwLayer:h,contextColor:[A[0]/255,A[1]/255,A[2]/255,A[3]<1?A[3]:Math.max(1/255,Math.pow(1/t.lines.color.length,1/3))],scissorX:(n===e?0:o+v)+(_-v)+k*y.x[0],scissorWidth:(n===r?x-o+v:c+.5)+(n===e?o+v:0),scissorY:l+w+T*y.y[0],scissorHeight:u,viewportX:_-v+k*y.x[0],viewportY:w+T*y.y[0],viewportWidth:x,viewportHeight:b},p)}function x(t){var e=Math.max(0,Math.floor(2047*t[0]),0),r=Math.min(2047,Math.ceil(2047*t[1]),2047);return[Math.min(e,r),Math.max(e,r)]}e.exports=function(t,e){var r,n,l,m,b,_=e.context,w=e.pick,T=e.regl,k=T._gl,A=k.getParameter(k.ALIASED_LINE_WIDTH_RANGE),M=Math.max(A[0],Math.min(A[1],e.viewModel.plotGlPixelRatio)),S={currentRafs:{},drawCompleted:!0,clearOnly:!1},E=function(t){for(var e={},r=0;r<=o;r+=4)e[v(r)]=t.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array(0)});return e}(T),L=T.texture(u),C=[];I(e);var P=T({profile:!1,blend:{enable:_,func:{srcRGB:\"src alpha\",dstRGB:\"one minus src 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n=t(\"../../plots/attributes\"),i=t(\"../../plots/domain\").attributes,a=t(\"../../plots/font_attributes\"),o=t(\"../../components/color/attributes\"),s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../lib/extend\").extendFlat,u=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});e.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:c({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:c({},u,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:c({},u,{}),outsidetextfont:c({},u,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:c({},u,{}),position:{valType:\"enumerated\",values:[\"top left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"plot\"},editType:\"plot\"},domain:i({name:\"pie\",trace:!0,editType:\"calc\"}),hole:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},sort:{valType:\"boolean\",dflt:!0,editType:\"calc\"},direction:{valType:\"enumerated\",values:[\"clockwise\",\"counterclockwise\"],dflt:\"counterclockwise\",editType:\"calc\"},rotation:{valType:\"number\",min:-360,max:360,dflt:0,editType:\"calc\"},pull:{valType:\"number\",min:0,max:1,dflt:0,arrayOk:!0,editType:\"calc\"},_deprecated:{title:{valType:\"string\",dflt:\"\",editType:\"calc\"},titlefont:c({},u,{}),titleposition:{valType:\"enumerated\",values:[\"top left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"calc\"}}}},{\"../../components/color/attributes\":365,\"../../lib/extend\":493,\"../../plots/attributes\":550,\"../../plots/domain\":584,\"../../plots/font_attributes\":585,\"../../plots/template_attributes\":633}],901:[function(t,e,r){\"use strict\";var n=t(\"../../plots/plots\");r.name=\"pie\",r.plot=function(t,e,i,a){n.plotBasePlot(r.name,t,e,i,a)},r.clean=function(t,e,i,a){n.cleanBasePlot(r.name,t,e,i,a)}},{\"../../plots/plots\":619}],902:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"tinycolor2\"),a=t(\"../../components/color\"),o={};function s(t){return function(e,r){return!!e&&(!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e))}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}e.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],c=e.labels,u=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(c=new Array(h),r=0;r<h;r++)c[r]=String(e.label0+r*e.dlabel);var d={},g=s(o[\"_\"+e.type+\"colormap\"]),m=0,v=!1;for(r=0;r<h;r++){var y,x,b;if(p){if(y=f[r],!n(y))continue;y=+y}else y=1;void 0!==(x=c[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 0===_?(d[x]=a.length,(b=-1!==l.indexOf(x))||(m+=y),a.push({v:y,label:x,color:g(u[r],x),i:r,pts:[r],hidden:b})):(v=!0,(i=a[_]).v+=y,i.pts.push(r),i.hidden||(m+=y),!1===i.color&&u[r]&&(i.color=g(u[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?v:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=m),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var c=0,u=0;u<i.length;u++){var f=i[u];if(f[0].trace.type===r)for(var h=0;h<f.length;h++){var p=f[h];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[c%a.length],c++))}}},makePullColorFn:s,generateExtendedColors:l}},{\"../../components/color\":366,\"fast-isnumeric\":190,tinycolor2:312}],903:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"./attributes\"),o=t(\"../../plots/domain\").defaults,s=t(\"../bar/defaults\").handleText;function l(t,e){var r=Array.isArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var c=e[l];if(n(c)&&c>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}e.exports={handleLabelsAndValues:l,supplyDefaults:function(t,e,r,n){function c(r,n){return i.coerce(t,e,a,r,n)}var u=l(c(\"labels\"),c(\"values\")),f=u.len;if(e._hasLabels=u.hasLabels,e._hasValues=u.hasValues,!e._hasLabels&&e._hasValues&&(c(\"label0\"),c(\"dlabel\")),f){e._length=f,c(\"marker.line.width\")&&c(\"marker.line.color\"),c(\"marker.colors\"),c(\"scalegroup\");var h,p=c(\"text\"),d=c(\"texttemplate\");if(d||(h=c(\"textinfo\",Array.isArray(p)?\"text+percent\":\"percent\")),c(\"hovertext\"),c(\"hovertemplate\"),d||h&&\"none\"!==h){var g=c(\"textposition\");s(t,e,n,c,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&c(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&c(\"insidetextorientation\")}o(e,n,c);var m=c(\"hole\");if(c(\"title.text\")){var v=c(\"title.position\",m?\"middle center\":\"top center\");m||\"middle center\"!==v||(e.title.position=\"top center\"),i.coerceFont(c,\"title.font\",n.font)}c(\"sort\"),c(\"direction\"),c(\"rotation\"),c(\"pull\")}else e.visible=!1}}},{\"../../lib\":503,\"../../plots/domain\":584,\"../bar/defaults\":652,\"./attributes\":900,\"fast-isnumeric\":190}],904:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/helpers\").appendArrayMultiPointValues;e.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},{\"../../components/fx/helpers\":402}],905:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}r.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},r.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},r.getFirstFilled=function(t,e){if(Array.isArray(t))for(var r=0;r<e.length;r++){var n=t[e[r]];if(n||0===n||\"\"===n)return n}},r.castOption=function(t,e){return Array.isArray(t)?r.getFirstFilled(t,e):t||void 0},r.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},{\"../../lib\":503}],906:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\").supplyDefaults,supplyLayoutDefaults:t(\"./layout_defaults\"),layoutAttributes:t(\"./layout_attributes\"),calc:t(\"./calc\").calc,crossTraceCalc:t(\"./calc\").crossTraceCalc,plot:t(\"./plot\").plot,style:t(\"./style\"),styleOne:t(\"./style_one\"),moduleType:\"trace\",name:\"pie\",basePlotModule:t(\"./base_plot\"),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},{\"./attributes\":900,\"./base_plot\":901,\"./calc\":902,\"./defaults\":903,\"./layout_attributes\":907,\"./layout_defaults\":908,\"./plot\":909,\"./style\":910,\"./style_one\":911}],907:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{}],908:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},{\"../../lib\":503,\"./layout_attributes\":907}],909:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/plots\"),a=t(\"../../components/fx\"),o=t(\"../../components/color\"),s=t(\"../../components/drawing\"),l=t(\"../../lib\"),c=l.strScale,u=l.strTranslate,f=t(\"../../lib/svg_text_utils\"),h=t(\"../bar/uniform_text\"),p=h.recordMinTextSize,d=h.clearMinTextSize,g=t(\"../bar/constants\").TEXTPAD,m=t(\"./helpers\"),v=t(\"./event_data\"),y=t(\"../../lib\").isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,c=i.trace,u=\"funnelarea\"===c.type;\"_hasHoverLabel\"in c||(c._hasHoverLabel=!1),\"_hasHoverEvent\"in c||(c._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[c.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[m.castOption(h,t.pts)],_module:c._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),g=s+t.pxmid[1]*(1-p),y=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=m.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=m.formatPieValue(t.v,y),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=m.formatPiePercent(t.percent,y),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:c,x0:d-p*i.r,x1:d+p*i.r,y:g,_x0:u?o+t.TL[0]:d-p*i.r,_x1:u?o+t.TR[0]:d+p*i.r,_y0:u?s+t.TL[1]:g-p*i.r,_y1:u?s+t.BL[1]:g+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:m.castOption(_.bgcolor,t.pts)||t.color,borderColor:m.castOption(_.bordercolor,t.pts),fontFamily:m.castOption(w.family,t.pts),fontSize:m.castOption(w.size,t.pts),fontColor:m.castOption(w.color,t.pts),nameLength:m.castOption(_.namelength,t.pts),textAlign:m.castOption(_.align,t.pts),hovertemplate:m.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[v(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],c._hasHoverLabel=!0}c._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[v(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[c.index],o=n.select(this).datum();c._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[v(o,i)],event:n.event}),c._hasHoverEvent=!1),c._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),c._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[c.index];e._dragging||!1===r.hovermode||(e._hoverdata=[v(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=m.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=m.castOption(t._input.textfont.color,e.pts));var i=m.castOption(t.insidetextfont.family,e.pts)||m.castOption(t.textfont.family,e.pts)||r.family,a=m.castOption(t.insidetextfont.size,e.pts)||m.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),c=s.bBox(o.node(),!0);r.titleBox={width:c.width,height:c.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,c=e.midangle,u=r.trace.insidetextorientation,f=\"horizontal\"===u,h=\"tangential\"===u,p=\"radial\"===u,d=\"auto\"===u,g=[];if(!d){var m,v=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),c=s<l?s:l;(a=\"tan\"===i?k(t,n,o,c,0):T(t,n,o,c,Math.PI/2)).textPosAngle=r,g.push(a)}};if(f||h){for(m=4;m>=-4;m-=2)v(Math.PI*m,\"tan\");for(m=4;m>=-4;m-=2)v(Math.PI*(m+1),\"tan\")}if(f||p){for(m=4;m>=-4;m-=2)v(Math.PI*(m+1.5),\"rad\");for(m=4;m>=-4;m-=2)v(Math.PI*(m+.5),\"rad\")}}if(s||d||f){var y=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/y,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;g.push(a)}(d||p)&&((a=T(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,g.push(a)),(d||h)&&((a=k(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,g.push(a));for(var x=0,b=0,_=0;_<g.length;_++){var w=g[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return g[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*g);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*g);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=I(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,c,u=(l=t.r,c=t.trace.aspectratio,l/(void 0===c?1:c)),f=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(f+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?f*=2:-1!==a.title.position.indexOf(\"right\")&&(f+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=f/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function I(t){var e,r=t.pull;if(!r)return 0;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function O(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var c=s/2,u=l/2;\"funnelarea\"!==a.type||a.scalegroup||(u/=a.aspectratio),i.r=Math.min(c,u)/(1+I(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var c,u;i.aspectratio>1?(c=r.r,u=c/i.aspectratio):(u=r.r,c=u*i.aspectratio),c*=(1+i.baseratio)/2,l=c*u}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function z(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,c=o.split(\"+\"),u=function(t){return-1!==c.indexOf(t)},f=u(\"label\"),h=u(\"text\"),p=u(\"value\"),d=u(\"percent\"),g=n.separators;if(s=f?[e.label]:[],h){var v=m.getFirstFilled(i.text,e.pts);y(v)&&s.push(v)}p&&s.push(m.formatPieValue(e.v,g)),d&&s.push(m.formatPiePercent(e.v/r.vTotal,g)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:m.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:m.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=m.getFirstFilled(i.text,e.pts);(y(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}e.exports={plot:function(t,e){var r=t._fullLayout,a=r._size;d(\"pie\",r),_(e,t),O(e,a);var h=l.makeTraceGroups(r._pielayer,e,\"trace\").each((function(e){var h=n.select(this),d=e[0],g=d.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=m.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,c=\"px0\",u=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,c=\"px1\",u=\"px0\"}for(n=z(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[c]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=z(a,s),r.midangle=s,s+=l*r.v/2,n=z(a,s),r.stopangle=s,r[u]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),h.attr(\"stroke-linejoin\",\"round\"),h.each((function(){var v=n.select(this).selectAll(\"g.slice\").data(e);v.enter().append(\"g\").classed(\"slice\",!0),v.exit().remove();var y=[[[],[]],[[],[]]],_=!1;v.each((function(i,a){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=g.index,y[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var o=d.cx,c=d.cy,u=n.select(this),h=u.selectAll(\"path.surface\").data([i]);if(h.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),u.call(x,t,e),g.pull){var v=+m.castOption(g.pull,i.pts)||0;v>0&&(o+=v*i.pxmid[0],c+=v*i.pxmid[1])}i.cxFinal=o,i.cyFinal=c;var T=g.hole;if(i.v===d.vTotal){var k=\"M\"+(o+i.px0[0])+\",\"+(c+i.px0[1])+C(i.px0,i.pxmid,!0,1)+C(i.pxmid,i.px0,!0,1)+\"Z\";T?h.attr(\"d\",\"M\"+(o+T*i.px0[0])+\",\"+(c+T*i.px0[1])+C(i.px0,i.pxmid,!1,T)+C(i.pxmid,i.px0,!1,T)+\"Z\"+k):h.attr(\"d\",k)}else{var A=C(i.px0,i.px1,!0,1);if(T){var M=1-T;h.attr(\"d\",\"M\"+(o+T*i.px1[0])+\",\"+(c+T*i.px1[1])+C(i.px1,i.px0,!1,T)+\"l\"+M*i.px0[0]+\",\"+M*i.px0[1]+A+\"Z\")}else h.attr(\"d\",\"M\"+o+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+A+\"Z\")}D(t,i,d);var S=m.castOption(g.textposition,i.pts),E=u.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==S?[0]:[]);E.enter().append(\"g\").classed(\"slicetext\",!0),E.exit().remove(),E.each((function(){var u=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===S?function(t,e,r){var n=m.castOption(t.outsidetextfont.color,e.pts)||m.castOption(t.textfont.color,e.pts)||r.color,i=m.castOption(t.outsidetextfont.family,e.pts)||m.castOption(t.textfont.family,e.pts)||r.family,a=m.castOption(t.outsidetextfont.size,e.pts)||m.castOption(t.textfont.size,e.pts)||r.size;return{color:n,family:i,size:a}}(g,i,r.font):b(g,i,r.font));u.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var v,y=s.bBox(u.node());if(\"outside\"===S)v=L(y,i);else if(v=w(y,i,d),\"auto\"===S&&v.scale<1){var x=l.ensureUniformFontSize(t,g.outsidetextfont);u.call(s.font,x),v=L(y=s.bBox(u.node()),i)}var T=v.textPosAngle,k=void 0===T?i.pxmid:z(d.r,T);if(v.targetX=o+k[0]*v.rCenter+(v.x||0),v.targetY=c+k[1]*v.rCenter+(v.y||0),R(v,y),v.outside){var A=v.targetY;i.yLabelMin=A-y.height/2,i.yLabelMid=A,i.yLabelMax=A+y.height/2,i.labelExtraX=0,i.labelExtraY=0,_=!0}v.fontSize=h.size,p(g.type,v,r),e[a].transform=v,u.attr(\"transform\",l.getTextTransform(v))}))}function C(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*d.r+\",\"+n*d.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var T=n.select(this).selectAll(\"g.titletext\").data(g.title.text?[0]:[]);if(T.enter().append(\"g\").classed(\"titletext\",!0),T.exit().remove(),T.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=g.title.text;g._meta&&(i=l.templateString(i,g._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,g.title.font).call(f.convertToTspans,t),e=\"middle center\"===g.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(d):C(d,a),r.attr(\"transform\",u(e.x,e.y)+c(Math.min(1,e.scale))+u(e.tx,e.ty))})),_&&function(t,e){var r,n,i,a,o,s,l,c,u,f,h,p,d;function g(t,e){return t.pxmid[1]-e.pxmid[1]}function v(t,e){return e.pxmid[1]-t.pxmid[1]}function y(t,r){r||(r={});var i,c,u,h,p=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),d=n?t.yLabelMin:t.yLabelMax,g=n?t.yLabelMax:t.yLabelMin,v=t.cyFinal+o(t.px0[1],t.px1[1]),y=p-d;if(y*l>0&&(t.labelExtraY=y),Array.isArray(e.pull))for(c=0;c<f.length;c++)(u=f[c])===t||(m.castOption(e.pull,t.pts)||0)>=(m.castOption(e.pull,u.pts)||0)||((t.pxmid[1]-u.pxmid[1])*l>0?(y=u.cyFinal+o(u.px0[1],u.px1[1])-d-t.labelExtraY)*l>0&&(t.labelExtraY+=y):(g+t.labelExtraY-v)*l>0&&(i=3*s*Math.abs(c-f.indexOf(t)),(h=u.cxFinal+a(u.px0[0],u.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=h)))}for(n=0;n<2;n++)for(i=n?g:v,o=n?Math.max:Math.min,l=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(c=t[n][r]).sort(i),u=t[1-n][r],f=u.concat(c),p=[],h=0;h<c.length;h++)void 0!==c[h].yLabelMid&&p.push(c[h]);for(d=!1,h=0;n&&h<u.length;h++)if(void 0!==u[h].yLabelMid){d=u[h];break}for(h=0;h<p.length;h++){var x=h&&p[h-1];d&&!h&&(x=d),y(p[h],x)}}}(y,g),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,i.attr(\"transform\",l.getTextTransform(t.transform));var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),c=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var u=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(u)>Math.abs(f)?s+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(a+t.labelExtraX+c):s+=\"l\"+t.labelExtraX+\",\"+u+\"v\"+(f-u)+\"h\"+c}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+c;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(v,g),_&&g.automargin){var k=s.bBox(h.node()),A=g.domain,M=a.w*(A.x[1]-A.x[0]),S=a.h*(A.y[1]-A.y[0]),E=(.5*M-d.r)/a.w,P=(.5*S-d.r)/a.h;i.autoMargin(t,\"pie.\"+g.uid+\".automargin\",{xl:A.x[0]-E,xr:A.x[1]+E,yb:A.y[0]-P,yt:A.y[1]+P,l:Math.max(d.cx-d.r-k.left,0),r:Math.max(k.right-(d.cx+d.r),0),b:Math.max(k.bottom-(d.cy+d.r),0),t:Math.max(d.cy-d.r-k.top,0),pad:5})}}))}));setTimeout((function(){h.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:D,transformInsideText:w,determineInsideTextFont:b,positionTitleOutside:C,prerenderTitles:_,layoutAreas:O,attachFxHandlers:x,computeTransform:R}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../components/fx\":406,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/plots\":619,\"../bar/constants\":650,\"../bar/uniform_text\":664,\"./event_data\":904,\"./helpers\":905,\"@plotly/d3\":58}],910:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"./style_one\"),a=t(\"../bar/uniform_text\").resizeText;e.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(t){var e=t[0].trace,r=n.select(this);r.style({opacity:e.opacity}),r.selectAll(\"path.surface\").each((function(t){n.select(this).call(i,t,e)}))}))}},{\"../bar/uniform_text\":664,\"./style_one\":911,\"@plotly/d3\":58}],911:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"./helpers\").castOption;e.exports=function(t,e,r){var a=r.marker.line,o=i(a.color,e.pts)||n.defaultLine,s=i(a.width,e.pts)||0;t.style(\"stroke-width\",s).call(n.fill,e.color).call(n.stroke,o)}},{\"../../components/color\":366,\"./helpers\":905}],912:[function(t,e,r){\"use strict\";var n=t(\"../scatter/attributes\");e.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},{\"../scatter/attributes\":926}],913:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_pointcloud2d,i=t(\"../../lib/str2rgbarray\"),a=t(\"../../plots/cartesian/autorange\").findExtremes,o=t(\"../scatter/get_trace_color\");function s(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var l=s.prototype;l.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:Array.isArray(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},l.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=o(t,{})},l.updateFast=function(t){var e,r,n,o,s,l,c=this.xData=this.pickXData=t.x,u=this.yData=this.pickYData=t.y,f=this.pickXYData=t.xy,h=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(f){if(n=f,e=f.length>>>1,h)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)o=n[2*l],s=n[2*l+1],o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=c.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)o=c[l],s=u[l],r[l]=l,n[2*l]=o,n[2*l+1]=s,o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var g=i(t.marker.color),m=i(t.marker.border.color),v=t.opacity*t.marker.opacity;g[3]*=v,this.pointcloudOptions.color=g;var y=t.marker.blend;if(null===y){y=c.length<100||u.length<100}this.pointcloudOptions.blend=y,m[3]*=v,this.pointcloudOptions.borderColor=m;var x=t.marker.sizemin,b=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=b,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var _=this.scene.xaxis,w=this.scene.yaxis,T=b/2||.5;t._extremes[_._id]=a(_,[d[0],d[2]],{ppad:T}),t._extremes[w._id]=a(w,[d[1],d[3]],{ppad:T})},l.dispose=function(){this.pointcloud.dispose()},e.exports=function(t,e){var r=new s(t,e.uid);return r.update(e),r}},{\"../../../stackgl_modules\":1120,\"../../lib/str2rgbarray\":528,\"../../plots/cartesian/autorange\":553,\"../scatter/get_trace_color\":936}],914:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./attributes\");e.exports=function(t,e,r){function a(r,a){return n.coerce(t,e,i,r,a)}a(\"x\"),a(\"y\"),a(\"xbounds\"),a(\"ybounds\"),t.xy&&t.xy instanceof Float32Array&&(e.xy=t.xy),t.indices&&t.indices instanceof Int32Array&&(e.indices=t.indices),a(\"text\"),a(\"marker.color\",r),a(\"marker.opacity\"),a(\"marker.blend\"),a(\"marker.sizemin\"),a(\"marker.sizemax\"),a(\"marker.border.color\",r),a(\"marker.border.arearatio\"),e._length=null}},{\"../../lib\":503,\"./attributes\":912}],915:[function(t,e,r){\"use strict\";[\"*pointcloud* trace is deprecated!\",\"Please consider switching to the *scattergl* trace type.\"].join(\" 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n=t(\"../../plots/font_attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../components/color/attributes\"),o=t(\"../../components/fx/attributes\"),s=t(\"../../plots/domain\").attributes,l=t(\"../../plots/template_attributes\").hovertemplateAttrs,c=t(\"../../components/colorscale/attributes\"),u=t(\"../../plot_api/plot_template\").templatedArray,f=t(\"../../plots/cartesian/axis_format_attributes\").descriptionOnlyNumbers,h=t(\"../../lib/extend\").extendFlat,p=t(\"../../plot_api/edit_types\").overrideAll;(e.exports=p({hoverinfo:h({},i.hoverinfo,{flags:[],arrayOk:!1}),hoverlabel:o.hoverlabel,domain:s({name:\"sankey\",trace:!0}),orientation:{valType:\"enumerated\",values:[\"v\",\"h\"],dflt:\"h\"},valueformat:{valType:\"string\",dflt:\".3s\",description:f(\"value\")},valuesuffix:{valType:\"string\",dflt:\"\"},arrangement:{valType:\"enumerated\",values:[\"snap\",\"perpendicular\",\"freeform\",\"fixed\"],dflt:\"snap\"},textfont:n({}),customdata:void 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n,i=y(e),a=i.trace,u=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,g=t.width*(u.x[1]-u.x[0]),m=t.height*(u.y[1]-u.y[0]),v=i._nodes,x=i._links,b=i.circular;(n=b?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[g,m]:[m,g]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodes(v).links(x);var _,w,T,k=n();for(var A in n.nodePadding()<p&&h.warn(\"node.pad was reduced to \",n.nodePadding(),\" to fit within the figure.\"),i._groupLookup){var M,S=parseInt(i._groupLookup[A]);for(_=0;_<k.nodes.length;_++)if(k.nodes[_].pointNumber===S){M=k.nodes[_];break}if(M){var E={pointNumber:parseInt(A),x0:M.x0,x1:M.x1,y0:M.y0,y1:M.y1,partOfGroup:!0,sourceLinks:[],targetLinks:[]};k.nodes.unshift(E),M.childrenNodes.unshift(E)}}if(function(){for(_=0;_<k.nodes.length;_++){var t,e,r=k.nodes[_],n={};for(w=0;w<r.targetLinks.length;w++)t=(e=r.targetLinks[w]).source.pointNumber+\":\"+e.target.pointNumber,n.hasOwnProperty(t)||(n[t]=[]),n[t].push(e);var i=Object.keys(n);for(w=0;w<i.length;w++){var a=n[t=i[w]],o=0,s={};for(T=0;T<a.length;T++)s[(e=a[T]).label]||(s[e.label]=0),s[e.label]+=e.value,o+=e.value;for(T=0;T<a.length;T++)(e=a[T]).flow={value:o,labelConcentration:s[e.label]/o,concentration:e.value/o,links:a},e.concentrationscale&&(e.color=c(e.concentrationscale(e.flow.labelConcentration)))}var l=0;for(w=0;w<r.sourceLinks.length;w++)l+=r.sourceLinks[w].value;for(w=0;w<r.sourceLinks.length;w++)(e=r.sourceLinks[w]).concentrationOut=e.value/l;var u=0;for(w=0;w<r.targetLinks.length;w++)u+=r.targetLinks[w].value;for(w=0;w<r.targetLinks.length;w++)(e=r.targetLinks[w]).concenrationIn=e.value/u}}(),a.node.x.length&&a.node.y.length){for(_=0;_<Math.min(a.node.x.length,a.node.y.length,k.nodes.length);_++)if(a.node.x[_]&&a.node.y[_]){var L=[a.node.x[_]*g,a.node.y[_]*m];k.nodes[_].x0=L[0]-d/2,k.nodes[_].x1=L[0]+d/2;var C=k.nodes[_].y1-k.nodes[_].y0;k.nodes[_].y0=L[1]-C/2,k.nodes[_].y1=L[1]+C/2}if(\"snap\"===a.arrangement)!function(t){t.forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return t.y0-e.y0})),n=0;n<a;++n)(e=t[n]).y0>=i||(r=i-e.y0)>1e-6&&(e.y0+=r,e.y1+=r),i=e.y1+p}))}(function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(_=0;_<n.length;_++){var s=t[n[_].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(v=k.nodes));n.update(k)}return{circular:b,key:r,trace:a,guid:h.randstr(),horizontal:f,width:g,height:m,nodePad:a.node.pad,nodeLineColor:a.node.line.color,nodeLineWidth:a.node.line.width,linkLineColor:a.link.line.color,linkLineWidth:a.link.line.width,valueFormat:a.valueformat,valueSuffix:a.valuesuffix,textFont:a.textfont,translateX:u.x[0]*t.width+t.margin.l,translateY:t.height-u.y[1]*t.height+t.margin.t,dragParallel:f?m:g,dragPerpendicular:f?g:m,arrangement:a.arrangement,sankey:n,graph:k,forceLayouts:{},interactionState:{dragInProgress:!1,hovered:!1}}}function A(t,e,r){var n=c(e.color),i=e.source.label+\"|\"+e.target.label+\"__\"+r;return e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:i,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:u.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){if(t.link.circular)return e=t.link,r=e.width/2,n=e.circularPathData,\"top\"===e.circularLinkType?\"M \"+n.targetX+\" \"+(n.targetY+r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"L\"+n.targetX+\" \"+(n.targetY-r)+\"Z\":\"M \"+n.targetX+\" \"+(n.targetY-r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 0 \"+(n.rightFullExtent-r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 0 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"L\"+n.targetX+\" \"+(n.targetY+r)+\"Z\";var e,r,n,a=t.link.source.x1,o=t.link.target.x0,s=i(a,o),l=s(.5),c=s(.5),u=t.link.y0-t.link.width/2,f=t.link.y0+t.link.width/2,h=t.link.y1-t.link.width/2,p=t.link.y1+t.link.width/2;return\"M\"+a+\",\"+u+\"C\"+l+\",\"+u+\" \"+c+\",\"+h+\" \"+o+\",\"+h+\"L\"+o+\",\"+p+\"C\"+c+\",\"+p+\" \"+l+\",\"+f+\" \"+a+\",\"+f+\"Z\"}}function S(t,e){var r=c(e.color),n=l.nodePadAcross,i=t.nodePad/2;e.dx=e.x1-e.x0,e.dy=e.y1-e.y0;var a=e.dx,o=Math.max(.5,e.dy),s=\"node_\"+e.pointNumber;return e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:u.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function C(t,e){t.call(L),e.attr(\"d\",M())}function P(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function I(t){return t.link.width>1||t.linkLineWidth>0}function O(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function z(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function D(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(h.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),h.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),C(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var s=r.node.originalX;r.node.x0=s-r.visibleWidth/2,r.node.x1=s+r.visibleWidth/2,R(r,i)}}))}(t,e,a,o,i)}})).on(\"drag\",(function(r){if(\"fixed\"!==r.arrangement){var n=a.event.x,i=a.event.y;\"snap\"===r.arrangement?(r.node.x0=n-r.visibleWidth/2,r.node.x1=n+r.visibleWidth/2,r.node.y0=i-r.visibleHeight/2,r.node.y1=i+r.visibleHeight/2):(\"freeform\"===r.arrangement&&(r.node.x0=n-r.visibleWidth/2,r.node.x1=n+r.visibleWidth/2),i=Math.max(0,Math.min(r.size-r.visibleHeight/2,i)),r.node.y0=i-r.visibleHeight/2,r.node.y1=i+r.visibleHeight/2),F(r.node),\"snap\"!==r.arrangement&&(r.sankey.update(r.graph),C(t.filter(B(r)),e))}})).on(\"dragend\",(function(t){if(\"fixed\"!==t.arrangement){t.interactionState.dragInProgress=!1;for(var e=0;e<t.node.childrenNodes.length;e++)t.node.childrenNodes[e].x=t.node.x,t.node.childrenNodes[e].y=t.node.y;\"snap\"!==t.arrangement&&R(t,i)}}));t.on(\".drag\",null).call(o)}function R(t,e){for(var r=[],n=[],i=0;i<t.graph.nodes.length;i++){var a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}b.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}e.exports=function(t,e,r,n,i){var o=!1;h.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){o=!0}));var s=t._fullLayout._dragCover,g=r.filter((function(t){return y(t).trace.visible})).map(k.bind(null,n)),b=e.selectAll(\".\"+l.cn.sankey).data(g,m);b.exit().remove(),b.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",\"auto\").attr(\"transform\",O),b.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),b.transition().ease(l.ease).duration(l.duration).attr(\"transform\",O);var _=b.selectAll(\".\"+l.cn.sankeyLinks).data(v,m);_.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var L=_.selectAll(\".\"+l.cn.sankeyLink).data((function(t){return t.graph.links.filter((function(t){return t.value})).map(A.bind(null,t))}),m);L.enter().append(\"path\").classed(l.cn.sankeyLink,!0).call(z,b,i.linkEvents),L.style(\"stroke\",(function(t){return I(t)?u.tinyRGB(c(t.linkLineColor)):t.tinyColorHue})).style(\"stroke-opacity\",(function(t){return I(t)?u.opacity(t.linkLineColor):t.tinyColorAlpha})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})).style(\"stroke-width\",(function(t){return I(t)?t.linkLineWidth:1})).attr(\"d\",M()),L.style(\"opacity\",(function(){return t._context.staticPlot||o||s?1:0})).transition().ease(l.ease).duration(l.duration).style(\"opacity\",1),L.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var C=b.selectAll(\".\"+l.cn.sankeyNodeSet).data(v,m);C.enter().append(\"g\").classed(l.cn.sankeyNodeSet,!0),C.style(\"cursor\",(function(t){switch(t.arrangement){case\"fixed\":return\"default\";case\"perpendicular\":return\"ns-resize\";default:return\"move\"}}));var R=C.selectAll(\".\"+l.cn.sankeyNode).data((function(t){var e=t.graph.nodes;return function(t){var e,r=[];for(e=0;e<t.length;e++)t[e].originalX=(t[e].x0+t[e].x1)/2,t[e].originalY=(t[e].y0+t[e].y1)/2,-1===r.indexOf(t[e].originalX)&&r.push(t[e].originalX);for(r.sort((function(t,e){return t-e})),e=0;e<t.length;e++)t[e].originalLayerIndex=r.indexOf(t[e].originalX),t[e].originalLayer=t[e].originalLayerIndex/(r.length-1)}(e),e.map(S.bind(null,t))}),m);R.enter().append(\"g\").classed(l.cn.sankeyNode,!0).call(E).style(\"opacity\",(function(e){return!t._context.staticPlot&&!o||e.partOfGroup?0:1})),R.call(z,b,i.nodeEvents).call(D,L,i,t),R.transition().ease(l.ease).duration(l.duration).call(E).style(\"opacity\",(function(t){return t.partOfGroup?0:1})),R.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var F=R.selectAll(\".\"+l.cn.nodeRect).data(v);F.enter().append(\"rect\").classed(l.cn.nodeRect,!0).call(P),F.style(\"stroke-width\",(function(t){return t.nodeLineWidth})).style(\"stroke\",(function(t){return u.tinyRGB(c(t.nodeLineColor))})).style(\"stroke-opacity\",(function(t){return u.opacity(t.nodeLineColor)})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),F.transition().ease(l.ease).duration(l.duration).call(P);var B=R.selectAll(\".\"+l.cn.nodeLabel).data(v);B.enter().append(\"text\").classed(l.cn.nodeLabel,!0).style(\"cursor\",\"default\"),B.attr(\"data-notex\",1).text((function(t){return t.node.label})).each((function(e){var r=a.select(this);f.font(r,e.textFont),x.convertToTspans(r,t)})).style(\"text-shadow\",x.makeTextShadow(t._fullLayout.paper_bgcolor)).attr(\"text-anchor\",(function(t){return t.horizontal&&t.left?\"end\":\"start\"})).attr(\"transform\",(function(t){var e=a.select(this),r=x.lineCount(e),n=t.textFont.size*((r-1)*T-w),i=t.nodeLineWidth/2+3,o=((t.horizontal?t.visibleHeight:t.visibleWidth)-n)/2;t.horizontal&&(t.left?i=-i:i+=t.visibleWidth);var s=t.horizontal?\"\":\"scale(-1,1)\"+d(90);return p(t.horizontal?i:o,t.horizontal?o:i)+s})),B.transition().ease(l.ease).duration(l.duration)}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/gup\":500,\"../../lib/svg_text_utils\":529,\"../../registry\":638,\"./constants\":919,\"@plotly/d3\":58,\"@plotly/d3-sankey\":57,\"@plotly/d3-sankey-circular\":56,\"d3-force\":111,\"d3-interpolate\":116,tinycolor2:312}],924:[function(t,e,r){\"use strict\";e.exports=function(t,e){for(var r=[],n=t.cd[0].trace,i=n._sankey.graph.nodes,a=0;a<i.length;a++){var o=i[a];if(!o.partOfGroup){var 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n=t(\"../../lib\"),i=t(\"../scatter/constants\"),a=t(\"../scatter/subtypes\"),o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/line_shape_defaults\"),c=t(\"../scatter/text_defaults\"),u=t(\"../scatter/fillcolor_defaults\"),f=t(\"./attributes\");e.exports=function(t,e,r,h){function p(r,i){return n.coerce(t,e,f,r,i)}p(\"carpet\"),e.xaxis=\"x\",e.yaxis=\"y\";var d=p(\"a\"),g=p(\"b\"),m=Math.min(d.length,g.length);if(m){e._length=m,p(\"text\"),p(\"texttemplate\"),p(\"hovertext\"),p(\"mode\",m<i.PTS_LINESONLY?\"lines+markers\":\"lines\"),a.hasLines(e)&&(s(t,e,r,h,p),l(t,e,p),p(\"connectgaps\")),a.hasMarkers(e)&&o(t,e,r,h,p,{gradient:!0}),a.hasText(e)&&c(t,e,h,p);var 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n=t(\"../scatter/hover\"),i=t(\"../../lib\").fillText;e.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var l=1-s.y0/t.ya._length,c=t.xa._length,u=c*l/2,f=c-u;return s.x0=Math.max(Math.min(s.x0,f),u),s.x1=Math.max(Math.min(s.x1,f),u),o}var h=s.cd[s.index];s.a=h.a,s.b=h.b,s.xLabelVal=void 0,s.yLabelVal=void 0;var p=s.trace,d=p._carpet,g=p._module.formatLabels(h,p);s.yLabel=g.yLabel,delete s.text;var m=[];if(!p.hovertemplate){var v=(h.hi||p.hoverinfo).split(\"+\");-1!==v.indexOf(\"all\")&&(v=[\"a\",\"b\",\"text\"]),-1!==v.indexOf(\"a\")&&y(d.aaxis,h.a),-1!==v.indexOf(\"b\")&&y(d.baxis,h.b),m.push(\"y: \"+s.yLabel),-1!==v.indexOf(\"text\")&&i(h,p,m),s.extraText=m.join(\"<br>\")}return o}function y(t,e){var r;r=t.labelprefix&&t.labelprefix.length>0?t.labelprefix.replace(/ = $/,\"\"):t._hovertitle,m.push(r+\": \"+e.toFixed(3)+t.labelsuffix)}}},{\"../../lib\":503,\"../scatter/hover\":937}],966:[function(t,e,r){\"use 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s,l,c,u=r[0][0].carpet,f={xaxis:i.getFromId(t,u.xaxis||\"x\"),yaxis:i.getFromId(t,u.yaxis||\"y\"),plot:e.plot};for(n(t,f,r,o),s=0;s<r.length;s++)l=r[s][0].trace,c=o.selectAll(\"g.trace\"+l.uid+\" .js-line\"),a.setClipUrl(c,r[s][0].carpet._clipPathId,t)}},{\"../../components/drawing\":388,\"../../plots/cartesian/axes\":554,\"../scatter/plot\":947}],968:[function(t,e,r){\"use strict\";var n=t(\"../../plots/template_attributes\").hovertemplateAttrs,i=t(\"../../plots/template_attributes\").texttemplateAttrs,a=t(\"../scatter/attributes\"),o=t(\"../../plots/attributes\"),s=t(\"../../components/colorscale/attributes\"),l=t(\"../../components/drawing/attributes\").dash,c=t(\"../../lib/extend\").extendFlat,u=t(\"../../plot_api/edit_types\").overrideAll,f=a.marker,h=a.line,p=f.line;e.exports=u({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/text_defaults\"),l=t(\"../scatter/fillcolor_defaults\"),c=t(\"./attributes\");e.exports=function(t,e,r,u){function f(r,i){return n.coerce(t,e,c,r,i)}var h,p=f(\"locations\");if(p&&p.length){var d,g=f(\"geojson\");(\"string\"==typeof g&&\"\"!==g||n.isPlainObject(g))&&(d=\"geojson-id\"),\"geojson-id\"===f(\"locationmode\",d)&&f(\"featureidkey\"),h=p.length}else{var m=f(\"lon\")||[],v=f(\"lat\")||[];h=Math.min(m.length,v.length)}h?(e._length=h,f(\"text\"),f(\"hovertext\"),f(\"hovertemplate\"),f(\"mode\"),i.hasLines(e)&&(o(t,e,r,u,f),f(\"connectgaps\")),i.hasMarkers(e)&&a(t,e,r,u,f,{gradient:!0}),i.hasText(e)&&(f(\"texttemplate\"),s(t,e,u,f)),f(\"fill\"),\"none\"!==e.fill&&l(t,e,r,f),n.coerceSelectionMarkerOpacity(e,f)):e.visible=!1}},{\"../../lib\":503,\"../scatter/fillcolor_defaults\":934,\"../scatter/line_defaults\":939,\"../scatter/marker_defaults\":945,\"../scatter/subtypes\":951,\"../scatter/text_defaults\":952,\"./attributes\":968}],971:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n,i){t.lon=e.lon,t.lat=e.lat,t.location=e.loc?e.loc:null;var a=n[i];return a.fIn&&a.fIn.properties&&(t.properties=a.fIn.properties),t}},{}],972:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axes\");e.exports=function(t,e,r){var i={},a=r[e.geo]._subplot.mockAxis,o=t.lonlat;return i.lonLabel=n.tickText(a,a.c2l(o[0]),!0).text,i.latLabel=n.tickText(a,a.c2l(o[1]),!0).text,i}},{\"../../plots/cartesian/axes\":554}],973:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx\"),i=t(\"../../constants/numerical\").BADNUM,a=t(\"../scatter/get_trace_color\"),o=t(\"../../lib\").fillText,s=t(\"./attributes\");e.exports=function(t,e,r){var l=t.cd,c=l[0].trace,u=t.xa,f=t.ya,h=t.subplot,p=h.projection.isLonLatOverEdges,d=h.project;if(n.getClosest(l,(function(t){var n=t.lonlat;if(n[0]===i)return 1/0;if(p(n))return 1/0;var a=d(n),o=d([e,r]),s=Math.abs(a[0]-o[0]),l=Math.abs(a[1]-o[1]),c=Math.max(3,t.mrc||0);return Math.max(Math.sqrt(s*s+l*l)-c,1-3/c)}),t),!1!==t.index){var g=l[t.index],m=g.lonlat,v=[u.c2p(m),f.c2p(m)],y=g.mrc||1;t.x0=v[0]-y,t.x1=v[0]+y,t.y0=v[1]-y,t.y1=v[1]+y,t.loc=g.loc,t.lon=m[0],t.lat=m[1];var x={};x[c.geo]={_subplot:h};var b=c._module.formatLabels(g,c,x);return 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n;if(f.hasText(e)&&(n.text=y(t,e),n.textSel=_(t,e,e.selected),n.textUnsel=_(t,e,e.unselected)),f.hasMarkers(e)&&(n.marker=x(e),n.markerSel=b(e,e.selected),n.markerUnsel=b(e,e.unselected),!e.unselected&&s.isArrayOrTypedArray(e.marker.opacity))){var a=e.marker.opacity;for(n.markerUnsel.opacity=new Array(a.length),r=0;r<a.length;r++)n.markerUnsel.opacity[r]=g*a[r]}if(f.hasLines(e)){n.line={overlay:!0,thickness:e.line.width*i,color:e.line.color,opacity:e.opacity};var o=(d.DASHES[e.line.dash]||[1]).slice();for(r=0;r<o.length;++r)o[r]*=e.line.width*i;n.line.dashes=o}return e.error_x&&e.error_x.visible&&(n.errorX=w(e,e.error_x,i)),e.error_y&&e.error_y.visible&&(n.errorY=w(e,e.error_y,i)),e.fill&&\"none\"!==e.fill&&(n.fill={closed:!0,fill:e.fillcolor,thickness:0}),n},markerStyle:x,markerSelection:b,linePositions:function(t,e,r){var 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if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var c=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){c=!0;break}var u=c||n.length>d.TOO_MANY_POINTS||f.hasMarkers(e)?\"rect\":\"round\";if(c&&e.connectgaps){var h=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=h,n[i+1]=p):(h=n[i],p=n[i+1])}return{join:u,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=c.getFromId(t,e.xaxis),u=c.getFromId(t,e.yaxis),f=r.length/2,h={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),c={x:0,y:1}[a],u={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*f),d=1/0,g=-1/0,m=0,v=0;m<f;m++,v+=4){var y=t[m];if(n(y)){var x=r[2*m+c],b=l(y,m),_=b[0],w=b[1];if(n(_)&&n(w)){var T=y-_,k=y+w;p[v+u[0]]=x-i.c2l(T),p[v+u[1]]=i.c2l(k)-x,p[v+u[2]]=0,p[v+u[3]]=0,d=Math.min(d,y-_),g=Math.max(g,y+w)}}}h[a]={positions:r,errors:p,_bnds:[d,g]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,l=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var u=n.sizes?n.sizes[i]:n.size,h=Array.isArray(s)?s[i].size:s.size,p=Array.isArray(l)?l.length>1?l[i]:l[0]:l,d=Array.isArray(c)?c.length>1?c[i]:c[0]:c,g=m[p],v=m[d],y=u?u/.8+1:0,x=-v*y-.5*v;o.offset[i]=[g*y/h,x/h]}}return o}}},{\"../../components/drawing\":388,\"../../components/fx/helpers\":402,\"../../constants/interactions\":478,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../scatter/make_bubble_size_func\":943,\"../scatter/subtypes\":951,\"./constants\":980,\"./helpers\":985,\"color-normalize\":89,\"fast-isnumeric\":190,\"svg-path-sdf\":310}],982:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../registry\"),a=t(\"./helpers\"),o=t(\"./attributes\"),s=t(\"../scatter/constants\"),l=t(\"../scatter/subtypes\"),c=t(\"../scatter/xy_defaults\"),u=t(\"../scatter/period_defaults\"),f=t(\"../scatter/marker_defaults\"),h=t(\"../scatter/line_defaults\"),p=t(\"../scatter/fillcolor_defaults\"),d=t(\"../scatter/text_defaults\");e.exports=function(t,e,r,g){function m(r,i){return n.coerce(t,e,o,r,i)}var v=!!t.marker&&a.isOpenSymbol(t.marker.symbol),y=l.isBubble(t),x=c(t,e,g,m);if(x){u(t,e,g,m),m(\"xhoverformat\"),m(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";m(\"text\"),m(\"hovertext\"),m(\"hovertemplate\"),m(\"mode\",b),l.hasLines(e)&&(m(\"connectgaps\"),h(t,e,r,g,m),m(\"line.shape\")),l.hasMarkers(e)&&(f(t,e,r,g,m),m(\"marker.line.width\",v||y?1:0)),l.hasText(e)&&(m(\"texttemplate\"),d(t,e,g,m));var _=(e.line||{}).color,w=(e.marker||{}).color;m(\"fill\"),\"none\"!==e.fill&&p(t,e,r,m);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,m)}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/constants\":930,\"../scatter/fillcolor_defaults\":934,\"../scatter/line_defaults\":939,\"../scatter/marker_defaults\":945,\"../scatter/period_defaults\":946,\"../scatter/subtypes\":951,\"../scatter/text_defaults\":952,\"../scatter/xy_defaults\":953,\"./attributes\":978,\"./helpers\":985}],983:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\"),a=t(\"../../constants/interactions\").DESELECTDIM;e.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,c=l._scene,u=l.index,f=c.selectBatch[u],h=c.unselectBatch[u],p=c.textOptions[u],d=c.textSelectedOptions[u]||{},g=c.textUnselectedOptions[u]||{},m=n.extendFlat({},p);if(f.length||h.length){var v=d.color,y=g.color,x=p.color,b=Array.isArray(x);for(m.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],m.color[r]=v||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;m.color[r]=y||(v?_:i.addOpacity(_,a))}}c.glText[u].update(m)}}},{\"../../components/color\":366,\"../../constants/interactions\":478,\"../../lib\":503}],984:[function(t,e,r){\"use strict\";var n=t(\"../scatter/format_labels\");e.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},{\"../scatter/format_labels\":935}],985:[function(t,e,r){\"use strict\";var n=t(\"./constants\");r.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},r.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},{\"./constants\":980}],986:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../scatter/get_trace_color\");function o(t,e,r,o){var s=t.xa,l=t.ya,c=t.distance,u=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=Array.isArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var g=d&&d.line;g&&(h.mlc=Array.isArray(g.color)?g.color[f]:g.color,h.mlw=i.isArrayOrTypedArray(g.width)?g.width[f]:g.width);var m=d&&d.gradient;m&&\"none\"!==m.type&&(h.mgt=Array.isArray(m.type)?m.type[f]:m.type,h.mgc=Array.isArray(m.color)?m.color[f]:m.color);var v=s.c2p(h.x,!0),y=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:v-x,x1:v+x,xLabelVal:k?k[f]:h.x,y0:y-x,y1:y+x,yLabelVal:A?A[f]:h.y,cd:T,distance:c,spikeDistance:u,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}e.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,c,u,f,h,p,d,g=t.cd,m=g[0].t,v=g[0].trace,y=t.xa,x=t.ya,b=m.x,_=m.y,w=y.c2p(e),T=x.c2p(r),k=t.distance;if(m.tree){var A=y.p2c(w-k),M=y.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?m.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):m.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=m.ids;var L=k;if(\"x\"===n){var C=!!v.xperiodalignment,P=!!v.yperiodalignment;for(u=0;u<i.length;u++){if(l=b[a=i[u]],f=Math.abs(y.c2p(l)-w),C){var I=y.c2p(v._xStarts[a]),O=y.c2p(v._xEnds[a]);f=w>=Math.min(I,O)&&w<=Math.max(I,O)?0:1/0}if(f<L){if(L=f,c=_[a],h=x.c2p(c)-T,P){var z=x.c2p(v._yStarts[a]),D=x.c2p(v._yEnds[a]);h=T>=Math.min(z,D)&&T<=Math.max(z,D)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[u]}}}else for(u=i.length-1;u>-1;u--)l=b[a=i[u]],c=_[a],f=y.c2p(l)-w,h=x.c2p(c)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 0===s?[t]:[o(t,b,_,v)]},calcHover:o}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/get_trace_color\":936}],987:[function(t,e,r){\"use strict\";var n=t(\"./hover\");e.exports={moduleType:\"trace\",name:\"scattergl\",basePlotModule:t(\"../../plots/cartesian\"),categories:[\"gl\",\"regl\",\"cartesian\",\"symbols\",\"errorBarsOK\",\"showLegend\",\"scatter-like\"],attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),crossTraceDefaults:t(\"../scatter/cross_trace_defaults\"),colorbar:t(\"../scatter/marker_colorbar\"),formatLabels:t(\"./format_labels\"),calc:t(\"./calc\"),plot:t(\"./plot\"),hoverPoints:n.hoverPoints,selectPoints:t(\"./select\"),meta:{}}},{\"../../plots/cartesian\":568,\"../scatter/cross_trace_defaults\":932,\"../scatter/marker_colorbar\":944,\"./attributes\":978,\"./calc\":979,\"./defaults\":982,\"./format_labels\":984,\"./hover\":986,\"./plot\":988,\"./select\":990}],988:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"regl-line2d\"),a=t(\"regl-error2d\"),o=t(\"gl-text\"),s=t(\"../../lib\"),l=t(\"../../components/dragelement/helpers\").selectMode,c=t(\"../../lib/prepare_regl\"),u=t(\"../scatter/subtypes\"),f=t(\"../scatter/link_traces\"),h=t(\"./edit_style\").styleTextSelection;function p(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,c=i.r*n,u=i.t*n,f=i.w*n,h=i.h*n;return[s+e.domain[0]*f,l+r.domain[0]*h,a-c-(1-e.domain[1])*f,o-u-(1-r.domain[1])*h]}e.exports=function(t,e,r){if(r.length){var d,g,m=t._fullLayout,v=e._scene,y=e.xaxis,x=e.yaxis;if(v)if(c(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"])){var b=v.count,_=m._glcanvas.data()[0].regl;if(f(t,e,r),v.dirty){if(!0===v.error2d&&(v.error2d=a(_)),!0===v.line2d&&(v.line2d=i(_)),!0===v.scatter2d&&(v.scatter2d=n(_)),!0===v.fill2d&&(v.fill2d=i(_)),!0===v.glText)for(v.glText=new Array(b),d=0;d<b;d++)v.glText[d]=new o(_);if(v.glText){if(b>v.glText.length){var w=b-v.glText.length;for(d=0;d<w;d++)v.glText.push(new o(_))}else if(b<v.glText.length){var T=v.glText.length-b;v.glText.splice(b,T).forEach((function(t){t.destroy()}))}for(d=0;d<b;d++)v.glText[d].update(v.textOptions[d])}if(v.line2d&&(v.line2d.update(v.lineOptions),v.lineOptions=v.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),v.line2d.update(v.lineOptions)),v.error2d){var k=(v.errorXOptions||[]).concat(v.errorYOptions||[]);v.error2d.update(k)}v.scatter2d&&v.scatter2d.update(v.markerOptions),v.fillOrder=s.repeat(null,b),v.fill2d&&(v.fillOptions=v.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=v.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(v.fillOrder[e]=u);var f,h,p=[],d=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var g=s._nexttrace;if(g){var m=v.lineOptions[e+1];if(m){var y=m.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||p.push(x,b)}t.fill=g.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=v.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(_),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),v.fill2d.update(v.fillOptions))}var A=m.dragmode,M=l(A),S=m.clickmode.indexOf(\"select\")>-1;for(d=0;d<b;d++){var E=r[d][0],L=E.trace,C=E.t,P=C.index,I=L._length,O=C.x,z=C.y;if(L.selectedpoints||M||S){if(M||(M=!0),L.selectedpoints){var D=v.selectBatch[P]=s.selIndices2selPoints(L),R={};for(g=0;g<D.length;g++)R[D[g]]=1;var F=[];for(g=0;g<I;g++)R[g]||F.push(g);v.unselectBatch[P]=F}var B=C.xpx=new Array(I),N=C.ypx=new Array(I);for(g=0;g<I;g++)B[g]=y.c2p(O[g]),N[g]=x.c2p(z[g])}else C.xpx=C.ypx=null}if(M){if(v.select2d||(v.select2d=n(m._glcanvas.data()[1].regl)),v.scatter2d){var j=new Array(b);for(d=0;d<b;d++)j[d]=v.selectBatch[d].length||v.unselectBatch[d].length?v.markerUnselectedOptions[d]:{};v.scatter2d.update(j)}v.select2d&&(v.select2d.update(v.markerOptions),v.select2d.update(v.markerSelectedOptions)),v.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};u.hasText(e)&&h(t)}))}else v.scatter2d&&v.scatter2d.update(v.markerOptions);var U={viewport:p(m,y,x,t._context.plotGlPixelRatio),range:[(y._rl||y.range)[0],(x._rl||x.range)[0],(y._rl||y.range)[1],(x._rl||x.range)[1]]},V=s.repeat(U,v.count);v.fill2d&&v.fill2d.update(V),v.line2d&&v.line2d.update(V),v.error2d&&v.error2d.update(V.concat(V)),v.scatter2d&&v.scatter2d.update(V),v.select2d&&v.select2d.update(V),v.glText&&v.glText.forEach((function(t){t.update(U)}))}else v.init()}}},{\"../../components/dragelement/helpers\":384,\"../../lib\":503,\"../../lib/prepare_regl\":516,\"../scatter/link_traces\":942,\"../scatter/subtypes\":951,\"./edit_style\":983,\"gl-text\":225,\"regl-error2d\":279,\"regl-line2d\":280,\"regl-scatter2d\":281}],989:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");e.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var 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_.remove();var D=null,R={};v&&_.each((function(t){R[b.getPtId(t)]={rpx0:t.rpx0,rpx1:t.rpx1,x0:t.x0,x1:t.x1,transform:t.transform},!D&&b.isEntry(t)&&(D=t)}));var F=function(t){return i.partition().size([2*Math.PI,t.height+1])(t)}(M).descendants(),B=M.height+1,N=0,j=S;T.hasMultipleRoots&&b.isHierarchyRoot(M)&&(F=F.slice(1),B-=1,N=1,j+=1),F=F.filter((function(t){return t.y1<=j}));var U=p(k.rotation);U&&F.forEach((function(t){t.x0+=U,t.x1+=U}));var V=Math.min(B,S),H=function(t){return(t-N)/V*I},q=function(t,e){return[t*Math.cos(e),-t*Math.sin(e)]},G=function(t){return s.pathAnnulus(t.rpx0,t.rpx1,t.x0,t.x1,O,z)},Y=function(t){return O+w(t)[0]*(t.transform.rCenter||0)+(t.transform.x||0)},W=function(t){return z+w(t)[1]*(t.transform.rCenter||0)+(t.transform.y||0)};(_=_.data(F,b.getPtId)).enter().append(\"g\").classed(\"slice\",!0),v?_.exit().transition().each((function(){var t=n.select(this);t.select(\"path.surface\").transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=b.getPtId(t),n=R[r],i=R[b.getPtId(M)];if(i){var o=(t.x1>i.x1?2*Math.PI:0)+U;e=t.rpx1<i.rpx1?{x0:t.x0,x1:t.x1,rpx0:0,rpx1:0}:{x0:o,x1:o,rpx0:t.rpx0,rpx1:t.rpx1}}else{var s,l=b.getPtId(t.parent);_.each((function(t){if(b.getPtId(t)===l)return s=t}));var c,u=s.children;u.forEach((function(t,e){if(b.getPtId(t)===r)return c=e}));var f=u.length,h=a(s.x0,s.x1);e={rpx0:I,rpx1:I,x0:h(c/f),x1:h((c+1)/f)}}return a(n,e)}(t);return function(t){return G(e(t))}})),t.select(\"g.slicetext\").attr(\"opacity\",0)})).remove():_.exit().remove(),_.order();var X=null;if(v&&D){var Z=b.getPtId(D);_.each((function(t){null===X&&b.getPtId(t)===Z&&(X=t.x1)}))}var J=_;function K(t){var e=t.parent,r=R[b.getPtId(e)],n={};if(r){var i=e.children,o=i.indexOf(t),s=i.length,l=a(r.x0,r.x1);n.x0=l(o/s),n.x1=l(o/s)}else n.x0=n.x1=0;return n}v&&(J=J.transition().each(\"end\",(function(){var e=n.select(this);b.setSliceCursor(e,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:!1})}))),J.each((function(i){var c=n.select(this),f=s.ensureSingle(c,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",\"all\")}));i.rpx0=H(i.y0),i.rpx1=H(i.y1),i.xmid=(i.x0+i.x1)/2,i.pxmid=q(i.rpx1,i.xmid),i.midangle=-(i.xmid-Math.PI/2),i.startangle=-(i.x0-Math.PI/2),i.stopangle=-(i.x1-Math.PI/2),i.halfangle=.5*Math.min(s.angleDelta(i.x0,i.x1)||Math.PI,Math.PI),i.ring=1-i.rpx0/i.rpx1,i.rInscribed=function(t){return 0===t.rpx0&&s.isFullCircle([t.x0,t.x1])?1:Math.max(0,Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2))}(i),v?f.transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=R[b.getPtId(t)],n={x0:t.x0,x1:t.x1,rpx0:t.rpx0,rpx1:t.rpx1};if(r)e=r;else if(D)if(t.parent)if(X){var i=(t.x1>X?2*Math.PI:0)+U;e={x0:i,x1:i}}else e={rpx0:I,rpx1:I},s.extendFlat(e,K(t));else e={rpx0:0,rpx1:0};else e={x0:U,x1:U};return a(e,n)}(t);return function(t){return G(e(t))}})):f.attr(\"d\",G),c.call(y,M,t,e,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(b.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),f.call(m,i,k);var p=s.ensureSingle(c,\"g\",\"slicetext\"),_=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),w=s.ensureUniformFontSize(t,b.determineTextFont(k,i,h.font));_.text(r.formatSliceLabel(i,M,k,e,h)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,w).call(l.convertToTspans,t);var A=o.bBox(_.node());i.transform=g(A,i,T),i.transform.targetX=Y(i),i.transform.targetY=W(i);var S=function(t,e){var r=t.transform;return d(r,e),r.fontSize=w.size,u(k.type,r,h),s.getTextTransform(r)};v?_.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=R[b.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},D)if(t.parent)if(X){var i=t.x1>X?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,K(t));else e.x0=e.x1=U;else e.x0=e.x1=U;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),c=a(e.x0,t.x0),f=a(e.x1,t.x1),p=a(e.transform.scale,n.scale),d=a(e.transform.rotate,n.rotate),g=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,m=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=c(t),i=f(t),a=function(t){return m(Math.pow(t,g))}(t),s={pxmid:q(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return u(k.type,n,h),{transform:{targetX:Y(s),targetY:W(s),scale:p(t),rotate:d(t),rCenter:a}}}}(t);return function(t){return S(e(t),A)}})):_.attr(\"transform\",S(i,A))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}r.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,c=!r,u=!s.uniformtext.mode&&b.hasTransition(r);(f(\"sunburst\",s),(a=l.selectAll(\"g.trace.sunburst\").data(e,(function(t){return t[0].trace.uid}))).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),u)?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){o&&o()})).each(\"interrupt\",(function(){o&&o()})).each((function(){l.selectAll(\"g.trace\").each((function(e){_(t,e,this,r)}))}))):(a.each((function(e){_(t,e,this,r)})),s.uniformtext.mode&&v(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\"));c&&a.exit().remove()},r.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,c=n[0],u=t.data.data,f=c.hierarchy,h=b.isHierarchyRoot(t),p=b.getParent(f,t),d=b.getValue(t);if(!a){var g,m=o.split(\"+\"),v=function(t){return-1!==m.indexOf(t)},y=[];if(v(\"label\")&&u.label&&y.push(u.label),u.hasOwnProperty(\"v\")&&v(\"value\")&&y.push(b.formatValue(u.v,l)),!h){v(\"current path\")&&y.push(b.getPath(t.data));var x=0;v(\"percent parent\")&&x++,v(\"percent entry\")&&x++,v(\"percent root\")&&x++;var _=x>1;if(x){var w,T=function(t){g=b.formatPercent(w,l),_&&(g+=\" of \"+t),y.push(g)};v(\"percent parent\")&&!h&&(w=d/b.getValue(p),T(\"parent\")),v(\"percent entry\")&&(w=d/b.getValue(e),T(\"entry\")),v(\"percent root\")&&(w=d/b.getValue(f),T(\"root\"))}}return v(\"text\")&&(g=s.castOption(r,u.i,\"text\"),s.isValidTextValue(g)&&y.push(g)),y.join(\"<br>\")}var k=s.castOption(r,u.i,\"texttemplate\");if(!k)return\"\";var A={};u.label&&(A.label=u.label),u.hasOwnProperty(\"v\")&&(A.value=u.v,A.valueLabel=b.formatValue(u.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),u.hasOwnProperty(\"color\")&&(A.color=u.color);var M=s.castOption(r,u.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,u.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},{\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../bar/style\":662,\"../bar/uniform_text\":664,\"../pie/helpers\":905,\"../pie/plot\":909,\"./constants\":1048,\"./fx\":1050,\"./helpers\":1051,\"./style\":1056,\"@plotly/d3\":58,\"d3-hierarchy\":115,\"d3-interpolate\":116}],1056:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/color\"),a=t(\"../../lib\"),o=t(\"../bar/uniform_text\").resizeText;function s(t,e,r){var n=e.data.data,o=!e.children,s=n.i,l=a.castOption(r,s,\"marker.line.color\")||i.defaultLine,c=a.castOption(r,s,\"marker.line.width\")||0;t.style(\"stroke-width\",c).call(i.fill,n.color).call(i.stroke,l).style(\"opacity\",o?r.leaf.opacity:null)}e.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(t){var e=n.select(this),r=t[0].trace;e.style(\"opacity\",r.opacity),e.selectAll(\"path.surface\").each((function(t){n.select(this).call(s,t,r)}))}))},styleOne:s}},{\"../../components/color\":366,\"../../lib\":503,\"../bar/uniform_text\":664,\"@plotly/d3\":58}],1057:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../components/colorscale/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../plots/template_attributes\").hovertemplateAttrs,s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;function u(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=e.exports=c(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:u(),y:u(),z:u()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},{\"../../components/color\":366,\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/cartesian/axis_format_attributes\":557,\"../../plots/template_attributes\":633}],1058:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],1059:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_surface3d,i=t(\"../../../stackgl_modules\").ndarray,a=t(\"../../../stackgl_modules\").ndarray_linear_interpolate.d2,o=t(\"../heatmap/interp2d\"),s=t(\"../heatmap/find_empties\"),l=t(\"../../lib\").isArrayOrTypedArray,c=t(\"../../lib/gl_format_color\").parseColorScale,u=t(\"../../lib/str2rgbarray\"),f=t(\"../../components/colorscale\").extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){var o=t.dataCoordinate[a];null!=o&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var s=this.data.hovertext||this.data.text;return Array.isArray(s)&&s[i]&&void 0!==s[i][n]?t.textLabel=s[i][n]:t.textLabel=s||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var 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x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<m;r++)x[e][r]=[];for(r=0;r<m;r++)for(n=0;n<v;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<m;r++)for(t._interpolatedZ[r]=[],n=0;n<v;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=g[e];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(m*v),[m,v]),i(new Float32Array(m*v),[m,v]),i(new 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A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=y[e],p.highlightColor[e]=w.contourColor[e]=u(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=u(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in 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i=n(\"opacityscale\");\"max\"===i?e.opacityscale=[[0,.1],[1,1]]:\"min\"===i?e.opacityscale=[[0,1],[1,.1]]:\"extremes\"===i?e.opacityscale=function(t,e){for(var r=[],n=0;n<32;n++){var i=n/31,a=e+(1-e)*(1-Math.pow(Math.sin(t*i*Math.PI),2));r.push([i,Math.max(0,Math.min(1,a))])}return r}(1,.1):function(t){var e=0;if(!Array.isArray(t)||t.length<2)return!1;if(!t[0]||!t[t.length-1])return!1;if(0!=+t[0][0]||1!=+t[t.length-1][0])return!1;for(var r=0;r<t.length;r++){var n=t[r];if(2!==n.length||+n[0]<e)return!1;e=+n[0]}return!0}(i)||(e.opacityscale=void 0)}function l(t,e,r){e in t&&!(r in t)&&(t[r]=t[e])}e.exports={supplyDefaults:function(t,e,r,c){var u,f;function h(r,n){return i.coerce(t,e,o,r,n)}var 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\",cn:{table:\"table\",tableControlView:\"table-control-view\",scrollBackground:\"scroll-background\",yColumn:\"y-column\",columnBlock:\"column-block\",scrollAreaClip:\"scroll-area-clip\",scrollAreaClipRect:\"scroll-area-clip-rect\",columnBoundary:\"column-boundary\",columnBoundaryClippath:\"column-boundary-clippath\",columnBoundaryRect:\"column-boundary-rect\",columnCells:\"column-cells\",columnCell:\"column-cell\",cellRect:\"cell-rect\",cellText:\"cell-text\",cellTextHolder:\"cell-text-holder\",scrollbarKit:\"scrollbar-kit\",scrollbar:\"scrollbar\",scrollbarSlider:\"scrollbar-slider\",scrollbarGlyph:\"scrollbar-glyph\",scrollbarCaptureZone:\"scrollbar-capture-zone\"}}},{}],1066:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"../../lib/extend\").extendFlat,a=t(\"fast-isnumeric\");function o(t){if(Array.isArray(t)){for(var e=0,r=0;r<t.length;r++)e=Math.max(e,o(t[r]));return e}return t}function s(t,e){return t+e}function l(t){var e,r=t.slice(),n=1/0,i=0;for(e=0;e<r.length;e++)Array.isArray(r[e])||(r[e]=[r[e]]),n=Math.min(n,r[e].length),i=Math.max(i,r[e].length);if(n!==i)for(e=0;e<r.length;e++){var a=i-r[e].length;a&&(r[e]=r[e].concat(c(a)))}return r}function c(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=\"\";return e}function u(t){return t.calcdata.columns.reduce((function(e,r){return r.xIndex<t.xIndex?e+r.columnWidth:e}),0)}function f(t,e){return Object.keys(t).map((function(r){return i({},t[r],{auxiliaryBlocks:e})}))}function h(t,e){for(var r,n={},i=0,a=0,o={firstRowIndex:null,lastRowIndex:null,rows:[]},s=0,l=0,c=0;c<t.length;c++)r=t[c],o.rows.push({rowIndex:c,rowHeight:r}),((a+=r)>=e||c===t.length-1)&&(n[i]=o,o.key=l++,o.firstRowIndex=s,o.lastRowIndex=c,o={firstRowIndex:null,lastRowIndex:null,rows:[]},i+=a,s=c+1,a=0);return n}e.exports=function(t,e){var r=l(e.cells.values),p=function(t){return t.slice(e.header.values.length,t.length)},d=l(e.header.values);d.length&&!d[0].length&&(d[0]=[\"\"],d=l(d));var g=d.concat(p(r).map((function(){return c((d[0]||[\"\"]).length)}))),m=e.domain,v=Math.floor(t._fullLayout._size.w*(m.x[1]-m.x[0])),y=Math.floor(t._fullLayout._size.h*(m.y[1]-m.y[0])),x=e.header.values.length?g[0].map((function(){return e.header.height})):[n.emptyHeaderHeight],b=r.length?r[0].map((function(){return e.cells.height})):[],_=x.reduce(s,0),w=h(b,y-_+n.uplift),T=f(h(x,_),[]),k=f(w,T),A={},M=e._fullInput.columnorder.concat(p(r.map((function(t,e){return e})))),S=g.map((function(t,r){var n=Array.isArray(e.columnwidth)?e.columnwidth[Math.min(r,e.columnwidth.length-1)]:e.columnwidth;return a(n)?Number(n):1})),E=S.reduce(s,0);S=S.map((function(t){return t/E*v}));var L=Math.max(o(e.header.line.width),o(e.cells.line.width)),C={key:e.uid+t._context.staticPlot,translateX:m.x[0]*t._fullLayout._size.w,translateY:t._fullLayout._size.h*(1-m.y[1]),size:t._fullLayout._size,width:v,maxLineWidth:L,height:y,columnOrder:M,groupHeight:y,rowBlocks:k,headerRowBlocks:T,scrollY:0,cells:i({},e.cells,{values:r}),headerCells:i({},e.header,{values:g}),gdColumns:g.map((function(t){return t[0]})),gdColumnsOriginalOrder:g.map((function(t){return t[0]})),prevPages:[0,0],scrollbarState:{scrollbarScrollInProgress:!1},columns:g.map((function(t,e){var r=A[t];return A[t]=(r||0)+1,{key:t+\"__\"+A[t],label:t,specIndex:e,xIndex:M[e],xScale:u,x:void 0,calcdata:void 0,columnWidth:S[e]}}))};return C.columns.forEach((function(t){t.calcdata=C,t.x=u(t)})),C}},{\"../../lib/extend\":493,\"./constants\":1065,\"fast-isnumeric\":190}],1067:[function(t,e,r){\"use strict\";var n=t(\"../../lib/extend\").extendFlat;r.splitToPanels=function(t){var e=[0,0],r=n({},t,{key:\"header\",type:\"header\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!0,values:t.calcdata.headerCells.values[t.specIndex],rowBlocks:t.calcdata.headerRowBlocks,calcdata:n({},t.calcdata,{cells:t.calcdata.headerCells})});return[n({},t,{key:\"cells1\",type:\"cells\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),n({},t,{key:\"cells2\",type:\"cells\",page:1,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),r]},r.splitToCells=function(t){var e=function(t){var e=t.rowBlocks[t.page],r=e?e.rows[0].rowIndex:0,n=e?r+e.rows.length:0;return[r,n]}(t);return(t.values||[]).slice(e[0],e[1]).map((function(r,n){return{keyWithinBlock:n+(\"string\"==typeof r&&r.match(/[<$&> 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a.indexOf(t)})),s=o.length;s<n;s++)o.push(s);e(\"columnorder\",o)}(e,s),s(\"cells.values\"),s(\"cells.format\"),s(\"cells.align\"),s(\"cells.prefix\"),s(\"cells.suffix\"),s(\"cells.height\"),s(\"cells.line.width\"),s(\"cells.line.color\"),s(\"cells.fill.color\"),n.coerceFont(s,\"cells.font\",n.extendFlat({},o.font)),e._length=null}},{\"../../lib\":503,\"../../plots/domain\":584,\"./attributes\":1062}],1069:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),moduleType:\"trace\",name:\"table\",basePlotModule:t(\"./base_plot\"),categories:[\"noOpacity\"],meta:{}}},{\"./attributes\":1062,\"./base_plot\":1063,\"./calc\":1064,\"./defaults\":1068,\"./plot\":1070}],1070:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"@plotly/d3\"),a=t(\"../../lib\").numberFormat,o=t(\"../../lib/gup\"),s=t(\"../../components/drawing\"),l=t(\"../../lib/svg_text_utils\"),c=t(\"../../lib\").raiseToTop,u=t(\"../../lib\").strTranslate,f=t(\"../../lib\").cancelTransition,h=t(\"./data_preparation_helper\"),p=t(\"./data_split_helpers\"),d=t(\"../../components/color\");function g(t){return Math.ceil(t.calcdata.maxLineWidth/2)}function m(t,e){return\"clip\"+t._fullLayout._uid+\"_scrollAreaBottomClip_\"+e.key}function v(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function y(t){return[].concat.apply([],t.map((function(t){return t}))).map((function(t){return t.__data__}))}function x(t,e,r){var a=t.selectAll(\".\"+n.cn.scrollbarKit).data(o.repeat,o.keyFun);a.enter().append(\"g\").classed(n.cn.scrollbarKit,!0).style(\"shape-rendering\",\"geometricPrecision\"),a.each((function(t){var e=t.scrollbarState;e.totalHeight=function(t){var e=t.rowBlocks;return D(e,e.length-1)+(e.length?R(e[e.length-1],1/0):1)}(t),e.scrollableAreaHeight=t.groupHeight-S(t),e.currentlyVisibleHeight=Math.min(e.totalHeight,e.scrollableAreaHeight),e.ratio=e.currentlyVisibleHeight/e.totalHeight,e.barLength=Math.max(e.ratio*e.currentlyVisibleHeight,n.goldenRatio*n.scrollbarWidth),e.barWiggleRoom=e.currentlyVisibleHeight-e.barLength,e.wiggleRoom=Math.max(0,e.totalHeight-e.scrollableAreaHeight),e.topY=0===e.barWiggleRoom?0:t.scrollY/e.wiggleRoom*e.barWiggleRoom,e.bottomY=e.topY+e.barLength,e.dragMultiplier=e.wiggleRoom/e.barWiggleRoom})).attr(\"transform\",(function(t){var e=t.width+n.scrollbarWidth/2+n.scrollbarOffset;return u(e,S(t))}));var s=a.selectAll(\".\"+n.cn.scrollbar).data(o.repeat,o.keyFun);s.enter().append(\"g\").classed(n.cn.scrollbar,!0);var l=s.selectAll(\".\"+n.cn.scrollbarSlider).data(o.repeat,o.keyFun);l.enter().append(\"g\").classed(n.cn.scrollbarSlider,!0),l.attr(\"transform\",(function(t){return u(0,t.scrollbarState.topY||0)}));var c=l.selectAll(\".\"+n.cn.scrollbarGlyph).data(o.repeat,o.keyFun);c.enter().append(\"line\").classed(n.cn.scrollbarGlyph,!0).attr(\"stroke\",\"black\").attr(\"stroke-width\",n.scrollbarWidth).attr(\"stroke-linecap\",\"round\").attr(\"y1\",n.scrollbarWidth/2),c.attr(\"y2\",(function(t){return t.scrollbarState.barLength-n.scrollbarWidth/2})).attr(\"stroke-opacity\",(function(t){return t.columnDragInProgress||!t.scrollbarState.barWiggleRoom||r?0:.4})),c.transition().delay(0).duration(0),c.transition().delay(n.scrollbarHideDelay).duration(n.scrollbarHideDuration).attr(\"stroke-opacity\",0);var f=s.selectAll(\".\"+n.cn.scrollbarCaptureZone).data(o.repeat,o.keyFun);f.enter().append(\"line\").classed(n.cn.scrollbarCaptureZone,!0).attr(\"stroke\",\"white\").attr(\"stroke-opacity\",.01).attr(\"stroke-width\",n.scrollbarCaptureWidth).attr(\"stroke-linecap\",\"butt\").attr(\"y1\",0).on(\"mousedown\",(function(r){var n=i.event.y,a=this.getBoundingClientRect(),o=r.scrollbarState,s=n-a.top,l=i.scale.linear().domain([0,o.scrollableAreaHeight]).range([0,o.totalHeight]).clamp(!0);o.topY<=s&&s<=o.bottomY||L(e,t,null,l(s-o.barLength/2))(r)})).call(i.behavior.drag().origin((function(t){return i.event.stopPropagation(),t.scrollbarState.scrollbarScrollInProgress=!0,t})).on(\"drag\",L(e,t)).on(\"dragend\",(function(){}))),f.attr(\"y2\",(function(t){return t.scrollbarState.scrollableAreaHeight})),e._context.staticPlot&&(c.remove(),f.remove())}function b(t,e,r,a){var l=function(t){var e=t.selectAll(\".\"+n.cn.columnCell).data(p.splitToCells,(function(t){return t.keyWithinBlock}));return e.enter().append(\"g\").classed(n.cn.columnCell,!0),e.exit().remove(),e}(function(t){var e=t.selectAll(\".\"+n.cn.columnCells).data(o.repeat,o.keyFun);return e.enter().append(\"g\").classed(n.cn.columnCells,!0),e.exit().remove(),e}(r));!function(t){t.each((function(t,e){var 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n=t[Math.min(e,t.length-1)];return Array.isArray(n)?n[Math.min(r,n.length-1)]:n}return t}function k(t,e,r){t.transition().ease(n.releaseTransitionEase).duration(n.releaseTransitionDuration).attr(\"transform\",u(e.x,r))}function A(t){return\"cells\"===t.type}function M(t){return\"header\"===t.type}function S(t){return(t.rowBlocks.length?t.rowBlocks[0].auxiliaryBlocks:[]).reduce((function(t,e){return t+R(e,1/0)}),0)}function E(t,e,r){var n=y(e)[0];if(void 0!==n){var i=n.rowBlocks,a=n.calcdata,o=D(i,i.length),s=n.calcdata.groupHeight-S(n),l=a.scrollY=Math.max(0,Math.min(o-s,a.scrollY)),c=function(t,e,r){for(var n=[],i=0,a=0;a<t.length;a++){for(var o=t[a],s=o.rows,l=0,c=0;c<s.length;c++)l+=s[c].rowHeight;o.allRowsHeight=l;e<i+l&&e+r>i&&n.push(a),i+=l}return n}(i,l,s);1===c.length&&(c[0]===i.length-1?c.unshift(c[0]-1):c.push(c[0]+1)),c[0]%2&&c.reverse(),e.each((function(t,e){t.page=c[e],t.scrollY=l})),e.attr(\"transform\",(function(t){var e=D(t.rowBlocks,t.page)-t.scrollY;return 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this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return 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0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],f=8191&u,h=u>>>13,p=0|o[1],d=8191&p,g=p>>>13,m=0|o[2],v=8191&m,y=m>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],I=8191&P,O=P>>>13,z=0|o[8],D=8191&z,R=z>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,H=0|s[1],q=8191&H,G=H>>>13,Y=0|s[2],W=8191&Y,X=Y>>>13,Z=0|s[3],J=8191&Z,K=Z>>>13,Q=0|s[4],$=8191&Q,tt=Q>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ft=8191&ut,ht=ut>>>13,pt=0|s[9],dt=8191&pt,gt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var mt=(c+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;c=((a=Math.imul(h,V))+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(g,U)|0,a=Math.imul(g,V);var vt=(c+(n=n+Math.imul(f,q)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,q)|0))<<13)|0;c=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(v,U),i=(i=Math.imul(v,V))+Math.imul(y,U)|0,a=Math.imul(y,V),n=n+Math.imul(d,q)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(g,q)|0,a=a+Math.imul(g,G)|0;var yt=(c+(n=n+Math.imul(f,W)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,W)|0))<<13)|0;c=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(v,q)|0,i=(i=i+Math.imul(v,G)|0)+Math.imul(y,q)|0,a=a+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(g,W)|0,a=a+Math.imul(g,X)|0;var xt=(c+(n=n+Math.imul(f,J)|0)|0)+((8191&(i=(i=i+Math.imul(f,K)|0)+Math.imul(h,J)|0))<<13)|0;c=((a=a+Math.imul(h,K)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,q)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(v,W)|0,i=(i=i+Math.imul(v,X)|0)+Math.imul(y,W)|0,a=a+Math.imul(y,X)|0,n=n+Math.imul(d,J)|0,i=(i=i+Math.imul(d,K)|0)+Math.imul(g,J)|0,a=a+Math.imul(g,K)|0;var bt=(c+(n=n+Math.imul(f,$)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,$)|0))<<13)|0;c=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,q)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,W)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,W)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(v,J)|0,i=(i=i+Math.imul(v,K)|0)+Math.imul(y,J)|0,a=a+Math.imul(y,K)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(g,$)|0,a=a+Math.imul(g,tt)|0;var _t=(c+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;c=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,q)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,W)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,J)|0,i=(i=i+Math.imul(b,K)|0)+Math.imul(_,J)|0,a=a+Math.imul(_,K)|0,n=n+Math.imul(v,$)|0,i=(i=i+Math.imul(v,tt)|0)+Math.imul(y,$)|0,a=a+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(g,rt)|0,a=a+Math.imul(g,nt)|0;var wt=(c+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;c=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(I,U),i=(i=Math.imul(I,V))+Math.imul(O,U)|0,a=Math.imul(O,V),n=n+Math.imul(L,q)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,q)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,J)|0,i=(i=i+Math.imul(T,K)|0)+Math.imul(k,J)|0,a=a+Math.imul(k,K)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,$)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(v,rt)|0,i=(i=i+Math.imul(v,nt)|0)+Math.imul(y,rt)|0,a=a+Math.imul(y,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(g,at)|0,a=a+Math.imul(g,ot)|0;var Tt=(c+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ct)|0)+Math.imul(h,lt)|0))<<13)|0;c=((a=a+Math.imul(h,ct)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(I,q)|0,i=(i=i+Math.imul(I,G)|0)+Math.imul(O,q)|0,a=a+Math.imul(O,G)|0,n=n+Math.imul(L,W)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,W)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,J)|0,i=(i=i+Math.imul(M,K)|0)+Math.imul(S,J)|0,a=a+Math.imul(S,K)|0,n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,$)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(v,at)|0,i=(i=i+Math.imul(v,ot)|0)+Math.imul(y,at)|0,a=a+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(g,lt)|0,a=a+Math.imul(g,ct)|0;var kt=(c+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;c=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(D,q)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,q)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(I,W)|0,i=(i=i+Math.imul(I,X)|0)+Math.imul(O,W)|0,a=a+Math.imul(O,X)|0,n=n+Math.imul(L,J)|0,i=(i=i+Math.imul(L,K)|0)+Math.imul(C,J)|0,a=a+Math.imul(C,K)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(v,lt)|0,i=(i=i+Math.imul(v,ct)|0)+Math.imul(y,lt)|0,a=a+Math.imul(y,ct)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(g,ft)|0,a=a+Math.imul(g,ht)|0;var At=(c+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,gt)|0)+Math.imul(h,dt)|0))<<13)|0;c=((a=a+Math.imul(h,gt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,q),i=(i=Math.imul(B,G))+Math.imul(N,q)|0,a=Math.imul(N,G),n=n+Math.imul(D,W)|0,i=(i=i+Math.imul(D,X)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(I,J)|0,i=(i=i+Math.imul(I,K)|0)+Math.imul(O,J)|0,a=a+Math.imul(O,K)|0,n=n+Math.imul(L,$)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,$)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ct)|0,n=n+Math.imul(v,ft)|0,i=(i=i+Math.imul(v,ht)|0)+Math.imul(y,ft)|0,a=a+Math.imul(y,ht)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,gt)|0)+Math.imul(g,dt)|0))<<13)|0;c=((a=a+Math.imul(g,gt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,X))+Math.imul(N,W)|0,a=Math.imul(N,X),n=n+Math.imul(D,J)|0,i=(i=i+Math.imul(D,K)|0)+Math.imul(R,J)|0,a=a+Math.imul(R,K)|0,n=n+Math.imul(I,$)|0,i=(i=i+Math.imul(I,tt)|0)+Math.imul(O,$)|0,a=a+Math.imul(O,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ct)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(c+(n=n+Math.imul(v,dt)|0)|0)+((8191&(i=(i=i+Math.imul(v,gt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((a=a+Math.imul(y,gt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),i=(i=Math.imul(B,K))+Math.imul(N,J)|0,a=Math.imul(N,K),n=n+Math.imul(D,$)|0,i=(i=i+Math.imul(D,tt)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(I,rt)|0,i=(i=i+Math.imul(I,nt)|0)+Math.imul(O,rt)|0,a=a+Math.imul(O,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,gt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((a=a+Math.imul(_,gt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,tt))+Math.imul(N,$)|0,a=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,i=(i=i+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(I,at)|0,i=(i=i+Math.imul(I,ot)|0)+Math.imul(O,at)|0,a=a+Math.imul(O,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ct)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ct)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,gt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((a=a+Math.imul(k,gt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(D,at)|0,i=(i=i+Math.imul(D,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(I,lt)|0,i=(i=i+Math.imul(I,ct)|0)+Math.imul(O,lt)|0,a=a+Math.imul(O,ct)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,gt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,gt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,i=(i=i+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(I,ft)|0,i=(i=i+Math.imul(I,ht)|0)+Math.imul(O,ft)|0,a=a+Math.imul(O,ht)|0;var Pt=(c+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,gt)|0)+Math.imul(C,dt)|0))<<13)|0;c=((a=a+Math.imul(C,gt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(D,ft)|0,i=(i=i+Math.imul(D,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var It=(c+(n=n+Math.imul(I,dt)|0)|0)+((8191&(i=(i=i+Math.imul(I,gt)|0)+Math.imul(O,dt)|0))<<13)|0;c=((a=a+Math.imul(O,gt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var Ot=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,gt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,gt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863;var zt=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,gt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,gt))+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863,l[0]=mt,l[1]=vt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=It,l[17]=Ot,l[18]=zt,0!==c&&(l[19]=c,r.length++),r};function g(t,e,r){return(new m).mulp(t,e,r)}function m(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?d(this,t,e):r<63?p(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,f=(0|t.words[u])*(0|e.words[c]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):g(this,t,e)},m.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},m.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},m.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},m.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var f=l,h=c,p=0;p<o;p++){var d=r[u+p],g=n[u+p],m=r[u+p+o],v=n[u+p+o],y=f*m-h*v;v=f*v+h*m,m=y,r[u+p]=d+m,n[u+p]=g+v,r[u+p+o]=d-m,n[u+p+o]=g-v,p!==s&&(y=l*f-c*h,h=l*h+c*f,f=y)}},m.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},m.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},m.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},m.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},m.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},m.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,f,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),g(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var f=0|this.words[c];this.words[c]=u<<26-a|f>>>a,u=f&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r)&&!!(this.words[r]&i)},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!==(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,g=1;0==(r.words[0]&g)&&d<26;++d,g<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number 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fffffffe fffffc2f\")}function b(){y.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){y.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){y.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}y.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},y.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},y.prototype.split=function(t,e){t.iushrn(this.n,0,e)},y.prototype.imulK=function(t){return t.imul(this.k)},i(x,y),x.prototype.split=function(t,e){for(var r=Math.min(t.length,9),n=0;n<r;n++)e.words[n]=t.words[n];if(e.length=r,t.length<=9)return t.words[0]=0,void(t.length=1);var i=t.words[9];for(e.words[e.length++]=4194303&i,n=10;n<t.length;n++){var a=0|t.words[n];t.words[n-10]=(4194303&a)<<4|i>>>22,i=a}i>>>=22,t.words[n-10]=i,0===i&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,y),i(_,y),i(w,y),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(v[t])return v[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return v[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),c=this.m.subn(1).iushrn(1),u=this.m.bitLength();for(u=new a(2*u*u).toRed(this);0!==this.pow(u,c).cmp(l);)u.redIAdd(l);for(var f=this.pow(u,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var g=p,m=0;0!==g.cmp(s);m++)g=g.redSqr();n(m<d);var v=this.pow(f,new a(1).iushln(d-m-1));h=h.redMul(v),f=v.redSqr(),p=p.redMul(f),d=m}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var c=e.words[n],u=l-1;u>=0;u--){var f=c>>u&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4===++s||0===n&&0===u)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var r=t.mul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},k.prototype.invm=function(t){return this.imod(t._invmp(this.m).mul(this.r2))._forceRed(this)}}(void 0===e||e,this)},{buffer:2}],34:[function(t,e,r){\"use strict\";e.exports=function(t){var e,r,n,i=t.length,a=0;for(e=0;e<i;++e)a+=t[e].length;var o=new Array(a),s=0;for(e=0;e<i;++e){var l=t[e],c=l.length;for(r=0;r<c;++r){var u=o[s++]=new Array(c-1),f=0;for(n=0;n<c;++n)n!==r&&(u[f++]=l[n]);if(1&r){var h=u[1];u[1]=u[0],u[0]=h}}}return o}},{}],35:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){switch(arguments.length){case 1:return f(t);case 2:return\"function\"==typeof e?c(t,t,e,!0):h(t,e);case 3:return c(t,e,r,!1);default:throw new Error(\"box-intersect: Invalid arguments\")}};var n,i=t(\"typedarray-pool\"),a=t(\"./lib/sweep\"),o=t(\"./lib/intersect\");function s(t,e){for(var r=0;r<t;++r)if(!(e[r]<=e[r+t]))return!0;return!1}function l(t,e,r,n){for(var i=0,a=0,o=0,l=t.length;o<l;++o){var c=t[o];if(!s(e,c)){for(var u=0;u<2*e;++u)r[i++]=c[u];n[a++]=o}}return a}function c(t,e,r,n){var s=t.length,c=e.length;if(!(s<=0||c<=0)){var u=t[0].length>>>1;if(!(u<=0)){var f,h=i.mallocDouble(2*u*s),p=i.mallocInt32(s);if((s=l(t,u,h,p))>0){if(1===u&&n)a.init(s),f=a.sweepComplete(u,r,0,s,h,p,0,s,h,p);else{var d=i.mallocDouble(2*u*c),g=i.mallocInt32(c);(c=l(e,u,d,g))>0&&(a.init(s+c),f=1===u?a.sweepBipartite(u,r,0,s,h,p,0,c,d,g):o(u,r,n,s,h,p,c,d,g),i.free(d),i.free(g))}i.free(h),i.free(p)}return f}}}function u(t,e){n.push([t,e])}function f(t){return n=[],c(t,t,u,!0),n}function h(t,e){return n=[],c(t,e,u,!1),n}},{\"./lib/intersect\":37,\"./lib/sweep\":41,\"typedarray-pool\":308}],36:[function(t,e,r){\"use strict\";function n(t){return t?function(t,e,r,n,i,a,o,s,l,c,u){return i-n>l-s?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var 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e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new h(this,n);r=i<=0?r.left:r.right}return new h(this,[])},l.remove=function(t){var e=this.find(t);return e?e.remove():this},l.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var p=h.prototype;function d(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function g(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(p,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(p,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),p.clone=function(){return new h(this.tree,this._stack.slice())},p.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var e=new Array(t.length),r=t[t.length-1];e[e.length-1]=new n(r._color,r.key,r.value,r.left,r.right,r._count);for(var l=t.length-2;l>=0;--l){(r=t[l]).left===t[l+1]?e[l]=new n(r._color,r.key,r.value,e[l+1],r.right,r._count):e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count)}if((r=e[e.length-1]).left&&r.right){var c=e.length;for(r=r.left;r.right;)e.push(r),r=r.right;var u=e[c-1];e.push(new n(r._color,u.key,u.value,r.left,r.right,r._count)),e[c-1].key=r.key,e[c-1].value=r.value;for(l=e.length-2;l>=c;--l)r=e[l],e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count);e[c-1].left=e[c]}if(0===(r=e[e.length-1])._color){var f=e[e.length-2];f.left===r?f.left=null:f.right===r&&(f.right=null),e.pop();for(l=0;l<e.length;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(r.left||r.right){r.left?d(r,r.left):r.right&&d(r,r.right),r._color=1;for(l=0;l<e.length-1;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(1===e.length)return new s(this.tree._compare,null);for(l=0;l<e.length;++l)e[l]._count--;var h=e[e.length-2];return function(t){for(var e,r,n,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((r=t[l-1]).left===e){if((n=r.right).right&&0===n.right._color){if(s=(n=r.right=i(n)).right=i(n.right),r.right=n.left,n.left=r,n.right=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).left===r?c.left=n:c.right=n;return void(t[l-1]=n)}if(n.left&&0===n.left._color){if(s=(n=r.right=i(n)).left=i(n.left),r.right=s.left,n.left=s.right,s.left=r,s.right=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).left===r?c.left=s:c.right=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.right=a(0,n));r.right=a(0,n);continue}n=i(n),r.right=n.left,n.left=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).left===r?c.left=n:c.right=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((n=r.left).left&&0===n.left._color){if(s=(n=r.left=i(n)).left=i(n.left),r.left=n.right,n.right=r,n.left=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).right===r?c.right=n:c.left=n;return void(t[l-1]=n)}if(n.right&&0===n.right._color){if(s=(n=r.left=i(n)).right=i(n.right),r.left=s.right,n.right=s.left,s.right=r,s.left=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).right===r?c.right=s:c.left=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.left=a(0,n));r.left=a(0,n);continue}var c;n=i(n),r.left=n.right,n.right=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).right===r?c.right=n:c.left=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(e),h.left===r?h.left=null:h.right=null,new s(this.tree._compare,e[0])},Object.defineProperty(p,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(p,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(p,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),p.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),p.update=function(t){var e=this._stack;if(0===e.length)throw new Error(\"Can't update empty node!\");var r=new Array(e.length),i=e[e.length-1];r[r.length-1]=new n(i._color,i.key,t,i.left,i.right,i._count);for(var a=e.length-2;a>=0;--a)(i=e[a]).left===e[a+1]?r[a]=new n(i._color,i.key,i.value,r[a+1],i.right,i._count):r[a]=new n(i._color,i.key,i.value,i.left,r[a+1],i._count);return new s(this.tree._compare,r[0])},p.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},{}],70:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=new u(t);return r.update(e),r};var n=t(\"./lib/text.js\"),i=t(\"./lib/lines.js\"),a=t(\"./lib/background.js\"),o=t(\"./lib/cube.js\"),s=t(\"./lib/ticks.js\"),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function c(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function u(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=u.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),u=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t){r=t.ticks,u=!0,this.autoTicks=!1;for(p=0;p<3;++p)this.tickSpacing[p]=0}else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,u=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var g=l(\"labels\");l(\"labelFont\")&&(g=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\"),this._text?this._text&&(g||u)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var f=a,h=s,p=o,d=l;c&1<<u&&(f=s,h=a,p=l,d=o),f[u]=r[0][u],h[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var g=[0,0,0],m={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var v=[0,0,0],y=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||m;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,u=o(r,n,i,a,s),f=u.cubeEdges,h=u.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E=g;for(A=0;A<3;++A)this.backgroundEnable[A]?E[A]=h[A]:E[A]=0;this._background.draw(r,n,i,a,E,this.backgroundColor),this._lines.bind(r,n,i,this);for(A=0;A<3;++A){var L=[0,0,0];h[A]>0?L[A]=a[1][A]:L[A]=a[0][A];for(var C=0;C<2;++C){var P=(A+1+C)%3,I=(A+1+(1^C))%3;this.gridEnable[P]&&this._lines.drawGrid(P,I,this.bounds,L,this.gridColor[P],this.gridWidth[P]*this.pixelRatio)}for(C=0;C<2;++C){P=(A+1+C)%3,I=(A+1+(1^C))%3;this.zeroEnable[I]&&Math.min(a[0][I],a[1][I])<=0&&Math.max(a[0][I],a[1][I])>=0&&this._lines.drawZero(P,I,this.bounds,L,this.zeroLineColor[I],this.zeroLineWidth[I]*this.pixelRatio)}}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var O=c(v,M[A].primalMinor),z=c(y,M[A].mirrorMinor),D=this.lineTickLength;for(C=0;C<3;++C){var R=k/r[5*C];O[C]*=D[C]*R,z[C]*=D[C]*R}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,O,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio);var F,B;function N(t){(B=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,H=c(x,M[A].primalOffset);for(C=0;C<3;++C)this.lineTickEnable[A]&&(H[C]+=k*U[C]*Math.max(this.lineTickLength[C],0)/r[5*C]);var q=[0,0,0];if(q[A]=1,this.tickEnable[A]){-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,F=1,\"auto\"===(S=[this.tickAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),B=[0,0,0],j(A,U,V);for(C=0;C<3;++C)H[C]+=k*U[C]*this.tickPad[C]/r[5*C];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],H,this.tickColor[A],q,B,S)}if(this.labelEnable[A]){F=0,B=[0,0,0],this.labels[A].length>4&&(N(A),F=1),\"auto\"===(S=[this.labelAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]);for(C=0;C<3;++C)H[C]+=k*U[C]*this.labelPad[C]/r[5*C];H[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],H,this.labelColor[A],[0,0,0],B,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},{\"./lib/background.js\":71,\"./lib/cube.js\":72,\"./lib/lines.js\":73,\"./lib/text.js\":75,\"./lib/ticks.js\":76}],71:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[c]=d;for(var g=-1;g<=1;g+=2)f[u]=g,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var m=c;c=u,u=m}var v=n(t,new Float32Array(e)),y=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:v,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:v,type:t.FLOAT,size:3,offset:12,stride:24}],y),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,v,x,b)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],72:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var y=0,x=0;x<2;++x){u[2]=a[x][2];for(var b=0;b<2;++b){u[1]=a[b][1];for(var _=0;_<2;++_)u[0]=a[_][0],h(l[y],u,s),y+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)c[x][k]=l[x][k]/T;p&&(c[x][2]*=-1),T<0&&(w<0||c[x][2]<c[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);o(c[O],c[P],c[I],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);var O,z=d([l[O],l[P],l[I],l[O+(1<<M)+(1<<S)]]);C?E=z:L=z}L>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(R<0||c[R][1]>c[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x){if((N=R^1<<x)!==w&&N!==D)F<0&&(F=N),(S=c[N])[0]<c[F][0]&&(F=N)}var B=-1;for(x=0;x<3;++x){var N;if((N=R^1<<x)!==w&&N!==D&&N!==F)B<0&&(B=N),(S=c[N])[0]>c[B][0]&&(B=N)}var j=g;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=m,H=w;for(A=0;A<3;++A)V[A]=H&1<<A?-1:1;return v};var n=t(\"bit-twiddle\"),i=t(\"gl-mat4/multiply\"),a=t(\"split-polygon\"),o=t(\"robust-orientation\"),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(c*h-u*f)}return o}var g=[1,1,1],m=[0,0,0],v={cubeEdges:g,axis:m}},{\"bit-twiddle\":32,\"gl-mat4/multiply\":100,\"robust-orientation\":284,\"split-polygon\":300}],73:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var g=+r[f][d].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}var m=o.length/3|0;s[f]=h,l[f]=m-h;h=o.length/3|0;for(var v=0;v<r[f].length;++v){g=+r[f][v].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}m=o.length/3|0;c[f]=h,u[f]=m-h}var y=n(t,new Float32Array(o)),x=i(t,[{buffer:y,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,y,x,b,l,s,u,c)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").line,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=h(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=f(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=h(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var g=f(l);g[t]=1,this.shader.uniforms.screenAxis=g,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=h(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],74:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.line=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.text=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);r.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},{\"gl-shader\":132,glslify:231}],75:[function(t,e,r){(function(r){(function(){\"use strict\";e.exports=function(t,e,r,a,s,l){var u=n(t),f=i(t,[{buffer:u,size:3}]),h=o(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,a,s,l),p};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"vectorize-text\"),o=t(\"./shaders\").text,s=window||r.global||{},l=s.__TEXT_CACHE||{};s.__TEXT_CACHE={};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}var u=c.prototype,f=[0,0];u.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,f[0]=this.gl.drawingBufferWidth,f[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=f},u.unbind=function(){this.vao.unbind()},u.update=function(t,e,r,n,i){var o=[];function s(t,e,r,n,i,s){var c=l[r];c||(c=l[r]={});var u=c[e];u||(u=c[e]=function(t,e){try{return a(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=u.positions,p=u.cells,d=0,g=p.length;d<g;++d)for(var m=p[d],v=2;v>=0;--v){var y=h[m[v]];o.push(f*y[0],-f*y[1],t)}}for(var c=[0,0,0],u=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=o.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(o.length/3|0)-f[d],c[d]=o.length/3|0;for(var g=0;g<n[d].length;++g)n[d][g].text&&s(n[d][g].x,n[d][g].text,n[d][g].font||i,n[d][g].fontSize||12,1.25,p);u[d]=(o.length/3|0)-c[d]}this.buffer.update(o),this.tickOffset=c,this.tickCount=u,this.labelOffset=f,this.labelCount=h},u.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},u.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},u.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}}).call(this)}).call(this,t(\"_process\"))},{\"./shaders\":74,_process:5,\"gl-buffer\":78,\"gl-vao\":150,\"vectorize-text\":311}],76:[function(t,e,r){\"use strict\";function n(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var f=\"\"+c;f.length<i;)f=\"0\"+f;return u+\".\"+f}return u}r.create=function(t,e){for(var r=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:n(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:n(e[i],o)});r.push(a)}return r},r.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},{}],77:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,l,f){var h=e.model||c,p=e.view||c,v=e.projection||c,y=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,v,x,y)).axis;o(u,p,h),o(u,v,u);for(var _=g,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(u,u));s(u,u);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=m;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=y?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var I=d(m,u,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(I[C])))}}}}return _};var n=t(\"extract-frustum-planes\"),i=t(\"split-polygon\"),a=t(\"./lib/cube.js\"),o=t(\"gl-mat4/multiply\"),s=t(\"gl-mat4/transpose\"),l=t(\"gl-vec4/transformMat4\"),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+f*f)}return t}var g=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],m=[0,0,0]},{\"./lib/cube.js\":72,\"extract-frustum-planes\":67,\"gl-mat4/multiply\":100,\"gl-mat4/transpose\":109,\"gl-vec4/transformMat4\":221,\"split-polygon\":300}],78:[function(t,e,r){\"use strict\";var n=t(\"typedarray-pool\"),i=t(\"ndarray-ops\"),a=t(\"ndarray\"),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER)r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\";if(r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},e.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},{ndarray:259,\"ndarray-ops\":254,\"typedarray-pool\":308}],79:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\");e.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,c=1/0,u=-1/0,f=1/0,h=-1/0,p=null,d=null,g=[],m=1/0,v=!1,y=0;y<r.length;y++){var x=r[y];s=Math.min(x[0],s),l=Math.max(x[0],l),c=Math.min(x[1],c),u=Math.max(x[1],u),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[y];if(n.length(b)>o&&(o=n.length(b)),y){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(m=Math.min(m,_),v=!1):v=!0}v||(p=x,d=b),g.push(b)}var w=[s,c,f],T=[l,u,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(m)||(m=1),a.vectorScale=m;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A;y=0;for(var M=0;y<r.length;y++)for(var S=(x=r[y])[0],E=x[1],L=x[2],C=g[y],P=n.length(C)*k,I=0;I<8;I++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var O=a.positions.length;a.cells.push([O-6,O-5,O-4],[O-3,O-2,O-1])}return a};var i=t(\"./lib/shaders\");e.exports.createMesh=t(\"./create_mesh\"),e.exports.createConeMesh=function(t,r){return e.exports.createMesh(t,r,{shaders:i,traceType:\"cone\"})}},{\"./create_mesh\":80,\"./lib/shaders\":81,\"gl-vec3\":169}],80:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"gl-mat4/multiply\"),l=t(\"gl-mat4/invert\"),c=t(\"ndarray\"),u=t(\"colormap\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,c,u){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=c,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=u,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;function d(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}function g(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=u({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return c(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,g=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],g=+t.vertexIntensityBounds[1];else for(var m=0;m<p.length;++m){var v=p[m];d=Math.min(d,v),g=Math.max(g,v)}else for(m=0;m<n.length;++m){v=n[m][2];d=Math.min(d,v),g=Math.max(g,v)}this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(m=0;m<n.length;++m)for(var y=n[m],x=0;x<3;++x)!isNaN(y[x])&&isFinite(y[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],y[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],y[x]));var b=0;t:for(m=0;m<r.length;++m){var _=r[m];switch(_.length){case 3:for(x=0;x<3;++x){y=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(y[w])||!isFinite(y[w]))continue t}for(x=0;x<3;++x){var T;y=n[T=_[2-x]];a.push(y[0],y[1],y[2],y[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(g-d),0]:[(y[2]-d)/(g-d),0],l.push(A[0],A[1]),f.push(m)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var c={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};c.inverseModel=l(c.inverseModel,c.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);s(u,c.view,c.model),s(u,c.projection,u),l(u,u);for(o=0;o<3;++o)c.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];c.lightPosition[o]=p/h}if(this.triangleCount>0){var g=this.triShader;g.bind(),g.uniforms=c,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},e.exports=function(t,e,r){var n=r.shaders;1===arguments.length&&(t=(e=t).gl);var s=d(t,n),l=g(t,n),u=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));u.generateMipmap(),u.minFilter=t.LINEAR_MIPMAP_LINEAR,u.magFilter=t.LINEAR;var f=i(t),p=i(t),m=i(t),v=i(t),y=i(t),x=a(t,[{buffer:f,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:v,type:t.FLOAT,size:2},{buffer:p,type:t.FLOAT,size:4}]),b=new h(t,u,s,l,f,p,y,m,v,x,r.traceType||\"cone\");return b.update(e),b}},{colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],81:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},{glslify:231}],82:[function(t,e,r){e.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORM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t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var g=this,m=[0|e,0|r];Object.defineProperties(m,{0:{get:function(){return g._shape[0]},set:function(t){return g.width=t}},1:{get:function(){return g._shape[1]},set:function(t){return g.height=t}}}),this._shapeVector=m,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,g=t._useDepth,m=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var v=0;v<o;++v)t.color[v]=h(r,i,a,m,r.RGBA,r.COLOR_ATTACHMENT0+v);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var y=r.getExtension(\"WEBGL_depth_texture\");y?d?t.depth=h(r,i,a,y.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):g&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null);for(v=0;v<t.color.length;++v)t.color[v].dispose(),t.color[v]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),f(x)}u(r,e)}(this)}var g=d.prototype;function m(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),f(s)),u(n,a)}}Object.defineProperties(g,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return m(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return m(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,m(this,this._shape[0],t),t},enumerable:!1}}),g.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},g.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},{\"gl-texture2d\":146}],87:[function(t,e,r){var n=t(\"sprintf-js\").sprintf,i=t(\"gl-constants/lookup\"),a=t(\"glsl-shader-name\"),o=t(\"add-line-numbers\");e.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var g=parseInt(d.split(\":\")[2]);if(isNaN(g))throw new Error(n(\"Could not parse error: %s\",d));h[g]=d}}var m=o(e).split(\"\\n\");for(p=0;p<m.length;p++)if(h[p+3]||h[p+2]||h[p+1]){var v=m[p];if(c+=v+\"\\n\",h[p+1]){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}}return{long:c.trim(),short:u.trim()}}},{\"add-line-numbers\":9,\"gl-constants/lookup\":83,\"glsl-shader-name\":223,\"sprintf-js\":301}],88:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=t.gl,n=o(r,l.vertex,l.fragment),i=o(r,l.pickVertex,l.pickFragment),a=s(r),u=s(r),f=s(r),h=s(r),p=new c(t,n,i,a,u,f,h);return p.update(e),t.addObject(p),p};var n=t(\"binary-search-bounds\"),i=t(\"iota-array\"),a=t(\"typedarray-pool\"),o=t(\"gl-shader\"),s=t(\"gl-buffer\"),l=t(\"./lib/shaders\");function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,f=c.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var f=e.uniforms;f.viewTransform=u,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*c/f,t[4]=2*u/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var g=i.attributes;return this.positionBuffer.bind(),g.position.pointer(),this.weightBuffer.bind(),g.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),g.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var c,u,f,p,d=t.colorLevels||[0],g=t.colorValues||[0,0,0,1],m=d.length,v=this.bounds;l?(c=v[0]=r[0],u=v[1]=o[0],f=v[2]=r[r.length-1],p=v[3]=o[o.length-1]):(c=v[0]=r[0]+(r[1]-r[0])/2,u=v[1]=o[0]+(o[1]-o[0])/2,f=v[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=v[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var y=1/(f-c),x=1/(p-u),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,I;l?(P=x*(o[C]-u),I=x*(o[C+1]-u)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-u):x*(o[C]-(o[C]-o[C-1])/2-u),I=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-u):x*(o[C]+(o[C]-o[C-1])/2-u));for(var O=0;O<E;++O){var z,D;l?(z=y*(r[O]-c),D=y*(r[O+1]-c)):(z=O<b-1?y*(r[O]-(r[O+1]-r[O])/2-c):y*(r[O]-(r[O]-r[O-1])/2-c),D=O<b-1?y*(r[O]+(r[O+1]-r[O])/2-c):y*(r[O]+(r[O]-r[O-1])/2-c));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],H=s[l?(C+V)*b+(O+U):C*b+O],q=n.le(d,H);if(q<0)F=g[0],B=g[1],N=g[2],j=g[3];else if(q===m-1)F=g[4*m-4],B=g[4*m-3],N=g[4*m-2],j=g[4*m-1];else{var G=(H-d[q])/(d[q+1]-d[q]),Y=1-G,W=4*q,X=4*(q+1);F=Y*g[W]+G*g[X],B=Y*g[W+1]+G*g[X+1],N=Y*g[W+2]+G*g[X+2],j=Y*g[W+3]+G*g[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*z+.5*D,k[2*S+1]=.5*P+.5*I,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+O,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},{\"./lib/shaders\":89,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"iota-array\":235,\"typedarray-pool\":308}],89:[function(t,e,r){\"use strict\";var n=t(\"glslify\");e.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},{glslify:231}],90:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];r.createShader=function(t){return i(t,a,o,null,l)},r.createPickShader=function(t){return i(t,a,s,null,l)}},{\"gl-shader\":132,glslify:231}],91:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),u=c(new Array(1024),[256,1,4]),p=0;p<1024;++p)u.data[p]=255;var d=a(e,u);d.wrap=e.REPEAT;var g=new v(e,r,o,s,l,d);return g.update(t),g};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"gl-texture2d\"),o=new Uint8Array(4),s=new Float32Array(o.buffer);var l=t(\"binary-search-bounds\"),c=t(\"ndarray\"),u=t(\"./lib/shaders\"),f=u.createShader,h=u.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function g(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function m(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function v(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var y=v.prototype;y.isTransparent=function(){return this.hasAlpha},y.isOpaque=function(){return!this.hasAlpha},y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.drawTransparent=y.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:g(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:g(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var i=[],a=[],o=[],s=0,u=0,f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],h=t.position||t.positions;if(h){var p=t.color||t.colors||[0,0,0,1],g=t.lineWidth||1,m=!1;t:for(e=1;e<h.length;++e){var v,y,x,b=h[e-1],_=h[e];for(a.push(s),o.push(b.slice()),r=0;r<3;++r){if(isNaN(b[r])||isNaN(_[r])||!isFinite(b[r])||!isFinite(_[r])){if(!n&&i.length>0){for(var w=0;w<24;++w)i.push(i[i.length-12]);u+=2,m=!0}continue t}f[0][r]=Math.min(f[0][r],b[r],_[r]),f[1][r]=Math.max(f[1][r],b[r],_[r])}Array.isArray(p[0])?(v=p.length>e-1?p[e-1]:p.length>0?p[p.length-1]:[0,0,0,1],y=p.length>e?p[e]:p.length>0?p[p.length-1]:[0,0,0,1]):v=y=p,3===v.length&&(v=[v[0],v[1],v[2],1]),3===y.length&&(y=[y[0],y[1],y[2],1]),!this.hasAlpha&&v[3]<1&&(this.hasAlpha=!0),x=Array.isArray(g)?g.length>e-1?g[e-1]:g.length>0?g[g.length-1]:[0,0,0,1]:g;var T=s;if(s+=d(b,_),m){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3]);u+=2,m=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3],b[0],b[1],b[2],_[0],_[1],_[2],T,-x,v[0],v[1],v[2],v[3],_[0],_[1],_[2],b[0],b[1],b[2],s,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],s,x,y[0],y[1],y[2],y[3]),u+=4}}if(this.buffer.update(i),a.push(s),o.push(h[h.length-1].slice()),this.bounds=f,this.vertexCount=u,this.points=o,this.arcLength=a,\"dashes\"in t){var k=t.dashes.slice();for(k.unshift(0),e=1;e<k.length;++e)k[e]=k[e-1]+k[e];var A=c(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)A.set(e,0,r,0);1&l.le(k,k[k.length-1]*e/255)?A.set(e,0,0,0):A.set(e,0,0,255)}this.texture.setPixels(A)}},y.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=function(t,e,r,n){return o[0]=n,o[1]=r,o[2]=e,o[3]=t,s[0]}(t.value[0],t.value[1],t.value[2],0),r=l.le(this.arcLength,e);if(r<0)return null;if(r===this.arcLength.length-1)return new m(this.arcLength[this.arcLength.length-1],this.points[this.points.length-1].slice(),r);for(var n=this.points[r],i=this.points[Math.min(r+1,this.points.length-1)],a=(e-this.arcLength[r])/(this.arcLength[r+1]-this.arcLength[r]),c=1-a,u=[0,0,0],f=0;f<3;++f)u[f]=c*n[f]+a*i[f];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new m(e,u,h,this.points[h])}},{\"./lib/shaders\":90,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],92:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e}},{}],93:[function(t,e,r){e.exports=function(){var t=new Float32Array(16);return 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t[0]=1-(p+g),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+g),t[6]=d+m,t[7]=0,t[8]=h+v,t[9]=d-m,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],97:[function(t,e,r){e.exports=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],98:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],f=e[9],h=e[10],p=e[11],d=e[12],g=e[13],m=e[14],v=e[15],y=r*s-n*o,x=r*l-i*o,b=r*c-a*o,_=n*l-i*s,w=n*c-a*s,T=i*c-a*l,k=u*g-f*d,A=u*m-h*d,M=u*v-p*d,S=f*m-h*g,E=f*v-p*g,L=h*v-p*m,C=y*L-x*E+b*S+_*M-w*A+T*k;if(!C)return null;return C=1/C,t[0]=(s*L-l*E+c*S)*C,t[1]=(i*E-n*L-a*S)*C,t[2]=(g*T-m*w+v*_)*C,t[3]=(h*w-f*T-p*_)*C,t[4]=(l*M-o*L-c*A)*C,t[5]=(r*L-i*M+a*A)*C,t[6]=(m*b-d*T-v*x)*C,t[7]=(u*T-h*b+p*x)*C,t[8]=(o*E-s*M+c*k)*C,t[9]=(n*M-r*E-a*k)*C,t[10]=(d*w-g*b+v*y)*C,t[11]=(f*b-u*w-p*y)*C,t[12]=(s*A-o*S-l*k)*C,t[13]=(r*S-n*A+i*k)*C,t[14]=(g*x-d*_-m*y)*C,t[15]=(u*_-f*x+h*y)*C,t}},{}],99:[function(t,e,r){var n=t(\"./identity\");e.exports=function(t,e,r,i){var a,o,s,l,c,u,f,h,p,d,g=e[0],m=e[1],v=e[2],y=i[0],x=i[1],b=i[2],_=r[0],w=r[1],T=r[2];if(Math.abs(g-_)<1e-6&&Math.abs(m-w)<1e-6&&Math.abs(v-T)<1e-6)return n(t);f=g-_,h=m-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*g+o*m+s*v),t[13]=-(l*g+c*m+u*v),t[14]=-(f*g+h*m+p*v),t[15]=1,t}},{\"./identity\":97}],100:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],g=e[12],m=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*g,t[1]=x*i+b*l+_*h+w*m,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*g,t[5]=x*i+b*l+_*h+w*m,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*g,t[9]=x*i+b*l+_*h+w*m,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*g,t[13]=x*i+b*l+_*h+w*m,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],101:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],102:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],103:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],g=e[8],m=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+g*_,t[1]=l*x+h*b+m*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+g*k,t[5]=l*w+h*T+m*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+g*S,t[9]=l*A+h*M+m*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],104:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],105:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],106:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],107:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],108:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,g=r[0],m=r[1],v=r[2];e===t?(t[12]=e[0]*g+e[4]*m+e[8]*v+e[12],t[13]=e[1]*g+e[5]*m+e[9]*v+e[13],t[14]=e[2]*g+e[6]*m+e[10]*v+e[14],t[15]=e[3]*g+e[7]*m+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*g+s*m+f*v+e[12],t[13]=i*g+l*m+h*v+e[13],t[14]=a*g+c*m+p*v+e[14],t[15]=o*g+u*m+d*v+e[15]);return t}},{}],109:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],110:[function(t,e,r){\"use strict\";var n=t(\"barycentric\"),i=t(\"polytope-closest-point/lib/closest_point_2d.js\");function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}e.exports=function(t,e,r,a,l,c){if(1===t.length)return[0,t[0].slice()];for(var u=new Array(t.length),f=0;f<t.length;++f)u[f]=o(t[f],r,a,l,c);var h=0,p=1/0;for(f=0;f<u.length;++f){for(var d=0,g=0;g<2;++g)d+=Math.pow(u[f][g]-e[g],2);d<p&&(p=d,h=f)}var m=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return r=Math.sqrt(r),a=Math.sqrt(a),r+a<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(u,e),v=0;for(f=0;f<3;++f){if(m[f]<-.001||m[f]>1.0001)return null;v+=m[f]}if(Math.abs(v-1)>.001)return null;return[h,s(t,m),m]}},{barycentric:14,\"polytope-closest-point/lib/closest_point_2d.js\":270}],111:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},r.pickShader={vertex:u,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},r.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},r.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},{glslify:231}],112:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),f=t(\"colormap\"),h=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./lib/shaders\"),g=t(\"./lib/closest-point\"),m=d.meshShader,v=d.wireShader,y=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=m,this.edgeUVs=v,this.edgeIds=g,this.edgeVAO=y,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,m.vertex,m.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}function S(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}function E(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function C(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function P(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var f=c[0];2===c.length&&(f=c[u]);for(var d=n[f][0],g=n[f][1],m=i[f],v=1-m,y=this.positions[d],x=this.positions[g],b=0;b<3;++b)o[s++]=m*y[b]+v*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],h=[],p=[],d=[],g=[],m=[],v=[],y=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,I=t.cellUVs,O=t.cellIntensity,z=1/0,D=-1/0;if(!C&&!I)if(P)if(t.vertexIntensityBounds)z=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];z=Math.min(z,F),D=Math.max(D,F)}else if(O)if(t.cellIntensityBounds)z=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<O.length;++R){F=O[R];z=Math.min(z,F),D=Math.max(D,F)}else for(R=0;R<n.length;++R){F=n[R][2];z=Math.min(z,F),D=Math.max(D,F)}this.intensity=P||(O||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n)),this.pickVertex=!(O||E);var B=t.pointSizes,N=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,H=0,q=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;v.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?y.push(X[0],X[1],X[2],this.opacity):(y.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],x.push(Z[0],Z[1]),B?b.push(B[W]):b.push(N),_.push(R),q+=1;break;case 2:for(U=0;U<2;++U){j=n[W=G[U]];for(var Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t}for(U=0;U<2;++U){j=n[W=G[U]];p.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],g.push(Z[0],Z[1]),m.push(R)}H+=1;break;case 3:for(U=0;U<3;++U)for(j=n[W=G[U]],Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t;for(U=0;U<3;++U){var W,X,Z,J;j=n[W=G[2-U]];i.push(j[0],j[1],j[2]),(X=S?S[W]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],c.push(Z[0],Z[1]),J=w?w[W]:T[R],l.push(J[0],J[1],J[2]),h.push(R)}V+=1}}this.pointCount=q,this.edgeCount=H,this.triangleCount=V,this.pointPositions.update(v),this.pointColors.update(y),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(g),this.edgeIds.update(new Uint32Array(m)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var f,h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind());this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind());this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind());this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};((s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0)&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],c=this.positions[r[1]],u=this.positions[r[2]],f=[(l[0]+c[0]+u[0])/3,(l[1]+c[1]+u[1])/3,(l[2]+c[2]+u[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=g(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\");if(!r)throw new Error(\"derivatives not supported\");var n=M(t),s=S(t),l=E(t),c=L(t),f=C(t),h=P(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),g=i(t),m=i(t),v=i(t),y=i(t),x=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:g,type:t.FLOAT,size:4},{buffer:m,type:t.FLOAT,size:2},{buffer:v,type:t.FLOAT,size:3}]),b=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:b,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),I=i(t),O=i(t),z=i(t),D=i(t),R=i(t),F=a(t,[{buffer:I,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:O,type:t.FLOAT,size:4},{buffer:z,type:t.FLOAT,size:2},{buffer:D,type:t.FLOAT,size:1}]),B=i(t),N=a(t,[{buffer:B,type:t.FLOAT,size:3}]),j=new T(t,p,n,s,l,c,f,h,d,y,g,m,v,x,b,k,_,w,A,I,R,O,z,D,F,B,N);return j.update(e),j}},{\"./lib/closest-point\":110,\"./lib/shaders\":111,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,normals:261,\"simplicial-complex-contour\":291,\"typedarray-pool\":308}],113:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[0,0,0,1,1,0,1,1]),s=i(e,a.boxVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],114:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,o.gridVert,o.gridFrag),l=i(e,o.tickVert,o.gridFrag);return new s(t,r,a,l)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"binary-search-bounds\"),o=t(\"./shaders\");function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,f,h,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,g=0;g<2;++g){var m=a[g],v=a[g+2]-m,y=.5*(o[g+2]+o[g]),x=o[g+2]-o[g];u[g]=2*v/x,c[g]=2*(m-y)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var b=0;for(g=0;g<2;++g){f[0]=f[1]=0,f[g]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[g]/(s[g+2]-s[g])*d,r.uniforms.color=h[g];var _=6*n[g].length;p[g]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,g=s.viewBox,m=s.pixelRatio,v=s.screenBox,y=v[2]-v[0],x=v[3]-v[1],b=g[2]-g[0],_=g[3]-g[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/y,t[0]*=b/y,e[1]*=_/x,t[1]*=_/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,I=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),O=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),z=0+6*I,D=6*Math.max(0,O-I),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(g[0]-E[1])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[1]*m/y,o[1]=L[1]*m/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[1]-E[0])/x-1,o[0]=L[0]*m/y,o[1]=E[0]*m/x,D&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D)),i[0]=2*(g[2]+E[3])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[3]*m/y,o[1]=L[3]*m/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[3]+E[2])/x-1,o[0]=L[2]*m/y,o[1]=E[2]*m/x,D&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-c)/(u-c);s.push(d);for(var g=0;g<6;++g)n[i++]=d,n[i++]=h[g],n[i++]=p[g]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132}],115:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[-1,-1,-1,1,1,-1,1,1]),s=i(e,a.lineVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],116:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);e.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},{glslify:231}],117:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,s.textVert,s.textFrag);return new l(t,r,a)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"text-cache\"),o=t(\"binary-search-bounds\"),s=t(\"./shaders\");function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,f,h,p,d,g=l.prototype;g.drawTicks=(c=[0,0],u=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,g=e.tickPad,m=e.tickColor,v=e.tickAngle,y=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*g[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=m[t],r.uniforms.angle=v[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t]&&T&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*g[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=m[t+2],r.uniforms.angle=v[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t+2]&&T&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),g.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),g.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],f=a[o],g=a[o+2]-f,m=i[o],v=i[o+2]-m;p[o]=2*l/u*g/v,h[o]=2*(s-c)/u*g/v}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),g.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,g=p.text,m=p.font||\"sans-serif\";i=p.fontSize||12;for(var v=1/(c[o+2]-c[o]),y=c[o],x=g.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(m,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-y)*v);u.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=u,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},g.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"text-cache\":303}],118:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[e.drawingBufferWidth,e.drawingBufferHeight]),c=new l(e,r);return c.grid=i(c),c.text=a(c),c.line=o(c),c.box=s(c),c.update(t),c};var n=t(\"gl-select-static\"),i=t(\"./lib/grid\"),a=t(\"./lib/text\"),o=t(\"./lib/line\"),s=t(\"./lib/box\");function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var g=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(g,e[1],g,e[3],p[d],h[d]):o.drawLine(e[0],g,e[2],g,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var m=this.borderLineEnable,v=this.borderLineWidth,y=this.borderLineColor;for(m[1]&&o.drawLine(r[0],r[1]-.5*v[1]*i,r[0],r[3]+.5*v[3]*i,v[1],y[1]),m[0]&&o.drawLine(r[0]-.5*v[0]*i,r[1],r[2]+.5*v[2]*i,r[1],v[0],y[0]),m[3]&&o.drawLine(r[2],r[1]-.5*v[1]*i,r[2],r[3]+.5*v[3]*i,v[3],y[3]),m[2]&&o.drawLine(r[0]-.5*v[0]*i,r[3],r[2]+.5*v[2]*i,r[3],v[2],y[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var f=c[u].pick(a,o,l);if(f)return f}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]);this.screenBox;this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();this.objects.length=0;for(t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},{\"./lib/box\":113,\"./lib/grid\":114,\"./lib/line\":115,\"./lib/text\":117,\"gl-select-static\":131}],119:[function(t,e,r){\"use strict\";e.exports=function(t,e){t=t||document.body,e=e||{};var r=[.01,1/0];\"distanceLimits\"in e&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]);\"zoomMin\"in e&&(r[0]=e.zoomMin);\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,h=!!a.control,p=!!a.alt,g=!!a.shift,m=!!(1&e),v=!!(2&e),y=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&m&&!h&&!p&&!g||m&&!h&&!p&&g)&&c.rotate(A,w*k*b,-T*k*_,0),(l&&m&&!h&&!p&&!g||v||m&&h&&!p&&!g)&&c.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),u&&m&&!h&&!p&&!g||y||m&&!h&&p&&!g)){var M=-d.zoomSpeed*_/window.innerHeight*(A-c.lastT())*100;c.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=t(\"right-now\"),i=t(\"3d-view\"),a=t(\"mouse-change\"),o=t(\"mouse-wheel\"),s=t(\"mouse-event-offset\"),l=t(\"has-passive-events\")},{\"3d-view\":7,\"has-passive-events\":232,\"mouse-change\":247,\"mouse-event-offset\":248,\"mouse-wheel\":250,\"right-now\":278}],120:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},{\"gl-shader\":132,glslify:231}],121:[function(t,e,r){\"use strict\";var n=t(\"./camera.js\"),i=t(\"gl-axes3d\"),a=t(\"gl-axes3d/properties\"),o=t(\"gl-spikes3d\"),s=t(\"gl-select-static\"),l=t(\"gl-fbo\"),c=t(\"a-big-triangle\"),u=t(\"mouse-change\"),f=t(\"gl-mat4/perspective\"),h=t(\"gl-mat4/ortho\"),p=t(\"./lib/shader\"),d=t(\"is-mobile\")({tablet:!0,featureDetect:!0});function g(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function m(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}if(e>0){r=Math.round(Math.pow(10,e));return Math.ceil(t/r)*r}return Math.ceil(t)}function v(t){return\"boolean\"!=typeof t||t}e.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;if(!e){if(e=document.createElement(\"canvas\"),t.container)t.container.appendChild(e);else document.body.appendChild(e)}var r=t.gl;r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d}));if(!r)throw new Error(\"webgl not supported\");var y=t.bounds||[[-10,-10,-10],[10,10,10]],x=new g,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],I=!0,O=!0,z=new Array(16),D=new Array(16),R={view:null,projection:z,model:D,_ortho:!1},F=(O=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),B=t.cameraObject||n(e,T),N={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:B,axes:A,axesPixels:null,spikes:S,bounds:y,objects:E,shape:F,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:v(t.autoResize),autoBounds:v(t.autoBounds),autoScale:!!t.autoScale,autoCenter:v(t.autoCenter),clipToBounds:v(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:R,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,O=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},j=[r.drawingBufferWidth/N.pixelRatio|0,r.drawingBufferHeight/N.pixelRatio|0];function U(){if(!N._stopped&&N.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*N.pixelRatio),a=0|Math.ceil(n*N.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",I=!0}}}N.autoResize&&U();function V(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,F);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function H(){if(N.contextLost)return!0;r.isContextLost()&&(N.contextLost=!0,N.mouseListener.enabled=!1,N.selection.object=null,N.oncontextloss&&N.oncontextloss())}window.addEventListener(\"resize\",U),N.update=function(t){N._stopped||(t=t||{},I=!0,O=!0)},N.add=function(t){N._stopped||(t.axes=A,E.push(t),L.push(-1),I=!0,O=!0,V())},N.remove=function(t){if(!N._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),I=!0,O=!0,V())}},N.dispose=function(){if(!N._stopped&&(N._stopped=!0,window.removeEventListener(\"resize\",U),e.removeEventListener(\"webglcontextlost\",H),N.mouseListener.enabled=!1,!N.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();b.dispose();for(t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},N._mouseRotating=!1,N._prevButtons=0,N.enableMouseListeners=function(){N.mouseListener=u(e,(function(t,e,r){if(!N._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&N._prevButtons)N._mouseRotating=!0;else{N._mouseRotating&&(O=!0),N._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,j[1]-r-1,N.pickRadius);if(l){if(l.distance>x.distance)continue;for(var c=0;c<i;++c){var u=E[c];if(L[c]===s){var f=u.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=u,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),I=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),I=!0),(o=o||x.object!==a)&&N.onselect&&N.onselect(x),1&t&&!(1&N._prevButtons)&&N.onclick&&N.onclick(x),N._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",H);var q=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],G=[q[0].slice(),q[1].slice()];function Y(){if(!H()){U();var t=N.camera.tick();R.view=N.camera.matrix,I=I||t,O=O||t,A.pixelRatio=N.pixelRatio,S.pixelRatio=N.pixelRatio;var e=E.length,n=q[0],i=q[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=N.pixelRatio,C.axes=N.axes,I=I||!!C.dirty,O=O||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],u=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],u[p])}var d=N.bounds;if(N.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var g=.05*(i[p]-n[p]);n[p]=n[p]-g,i[p]=i[p]+g}d[0][p]=n[p],d[1][p]=i[p]}var v=!1;for(p=0;p<3;++p)v=v||G[0][p]!==d[0][p]||G[1][p]!==d[1][p],G[0][p]=d[0][p],G[1][p]=d[1][p];if(O=O||v,I=I||v){if(v){var y=[0,0,0];for(o=0;o<3;++o)y[o]=m((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:y}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;F[0]=T,F[1]=k,j[0]=0|Math.max(T/N.pixelRatio,1),j[1]=0|Math.max(k/N.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,c=t.zFar,u=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,c),n._ortho=!0):(f(i,u,p,l,c),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var g=0;for(d=0;d<3;++d)g=Math.max(g,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/g,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(N,w);for(o=0;o<e;++o){(C=E[o]).axesBounds=d,N.clipToBounds&&(C.clipBounds=d)}x.object&&(N.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),O&&(O=!1,function(){if(!H()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=j,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(R))}i.end()}}}()),N.axesPixels=a(N.axes,R,T,k),N.onrender&&N.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),N.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;A.enable&&(M=M||A.isTransparent(),A.draw(R)),S.axes=A,x.object&&S.draw(R),r.disable(r.CULL_FACE);for(o=0;o<e;++o){(C=E[o]).axes=A,C.pixelRatio=N.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(R),C.isTransparent&&C.isTransparent()&&(M=!0)}if(M){b.shape=F,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(R)}r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(R)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,c(r),r.disable(r.BLEND)}I=!1;for(o=0;o<e;++o)E[o].dirty=!1}}}return N.enableMouseListeners(),function t(){if(N._stopped||N.contextLost)return;Y(),requestAnimationFrame(t)}(),N.redraw=function(){N._stopped||(I=!0,Y())},N},createCamera:n}},{\"./camera.js\":119,\"./lib/shader\":120,\"a-big-triangle\":8,\"gl-axes3d\":70,\"gl-axes3d/properties\":77,\"gl-fbo\":86,\"gl-mat4/ortho\":101,\"gl-mat4/perspective\":102,\"gl-select-static\":131,\"gl-spikes3d\":141,\"is-mobile\":238,\"mouse-change\":247}],122:[function(t,e,r){var n=t(\"glslify\");r.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),r.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),r.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),r.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},{glslify:231}],123:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"typedarray-pool\"),o=t(\"./lib/shader\");function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}e.exports=function(t,e){var r=t.gl,a=i(r),l=i(r),c=n(r,o.pointVertex,o.pointFragment),u=n(r,o.pickVertex,o.pickFragment),f=new s(t,a,l,c,u);return f.update(e),t.addObject(f),f};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},{\"./lib/shader\":122,\"gl-buffer\":78,\"gl-shader\":132,\"typedarray-pool\":308}],124:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],f=e[2],h=e[3],p=r[0],d=r[1],g=r[2],m=r[3];(a=c*p+u*d+f*g+h*m)<0&&(a=-a,p=-p,d=-d,g=-g,m=-m);1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n);return t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*f+l*g,t[3]=s*h+l*m,t}},{}],125:[function(t,e,r){\"use strict\";e.exports=function(t){return t||0===t?t.toString():\"\"}},{}],126:[function(t,e,r){\"use strict\";var n=t(\"vectorize-text\");e.exports=function(t,e,r){var a=i[e];a||(a=i[e]={});if(t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,c,u=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(c=0;c<s.positions[l].length;++c)s.positions[l][c]/=r;for(l=0;l<u.positions.length;++l)for(c=0;c<u.positions[l].length;++c)u.positions[l][c]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=u.positions.length;for(l=0;l<h;++l){var p=u.positions[l];for(c=0;c<2;++c)f[0][c]=Math.min(f[0][c],p[c]),f[1][c]=Math.max(f[1][c],p[c])}return a[t]=[s,u,f]};var i={}},{\"vectorize-text\":311}],127:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:u},h={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},g={vertex:o,fragment:c,attributes:u},m={vertex:s,fragment:c,attributes:u};function v(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}r.createPerspective=function(t){return v(t,f)},r.createOrtho=function(t){return v(t,h)},r.createProject=function(t){return v(t,p)},r.createPickPerspective=function(t){return v(t,d)},r.createPickOrtho=function(t){return v(t,g)},r.createPickProject=function(t){return v(t,m)}},{\"gl-shader\":132,glslify:231}],128:[function(t,e,r){\"use strict\";var n=t(\"is-string-blank\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"typedarray-pool\"),s=t(\"gl-mat4/multiply\"),l=t(\"./lib/shaders\"),c=t(\"./lib/glyphs\"),u=t(\"./lib/get-simple-string\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function g(t){return!0===t||t>1?1:t}function m(t,e,r,n,i,a,o,s,l,c,u,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}e.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),g=a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),v=new m(e,r,n,o,f,h,p,d,g,s,c,u);return v.update(t),v};var v=m.prototype;v.pickSlots=1,v.setPickBase=function(t){this.pickId=t},v.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},v.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var y=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}function L(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||f,u=r.view||f,h=r.projection||f,d=e.axesBounds,g=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],y[0]=2/o.drawingBufferWidth,y[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=h,l.screenSize=y,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=g,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var m=0;m<3;++m)if(a[m]){l.scale=e.projectScale[m],l.opacity=e.projectOpacity[m];for(var v=T,L=0;L<16;++L)v[L]=0;for(L=0;L<4;++L)v[5*L]=1;v[5*m]=0,i[m]<0?v[12+m]=d[0][m]:v[12+m]=d[1][m],s(v,c,v),l.model=v;var C=(m+1)%3,P=(m+2)%3,I=M(x),O=M(b);I[C]=1,O[P]=1;var z=p(0,0,0,S(_,I)),D=p(0,0,0,S(w,O));if(Math.abs(z[1])>Math.abs(D[1])){var R=z;z=D,D=R,R=I,I=O,O=R;var F=C;C=P,P=F}z[0]<0&&(I[C]=-1),D[1]>0&&(O[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(c[4*C+L],2),N+=Math.pow(c[4*P+L],2);I[C]/=Math.sqrt(B),O[P]/=Math.sqrt(N),l.axes[0]=I,l.axes[1]=O,l.fragClipBounds[0]=E(k,g[0],m,-1e8),l.fragClipBounds[1]=E(k,g[1],m,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}var C=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function P(t,e,r,n,i,a,o){var s=r.gl;if((a===r.projectHasAlpha||o)&&L(e,r,n,i),a===r.hasAlpha||o){t.bind();var l=t.uniforms;l.model=n.model||f,l.view=n.view||f,l.projection=n.projection||f,y[0]=2/s.drawingBufferWidth,y[1]=2/s.drawingBufferHeight,l.screenSize=y,l.highlightId=r.highlightId,l.highlightScale=r.highlightScale,l.fragClipBounds=C,l.clipBounds=r.axes.bounds,l.opacity=r.opacity,l.pickGroup=r.pickId/255,l.pixelRatio=i,r.vao.bind(),r.vao.draw(s.TRIANGLES,r.vertexCount),r.lineWidth>0&&(s.lineWidth(r.lineWidth*i),r.vao.draw(s.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function I(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=u(a);var o=!0;n(a)&&(a=\"\\u25bc\",o=!1);var s=c(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}v.draw=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},v.drawTransparent=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},v.drawPick=function(t){P(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},v.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},v.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},v.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){if(Array.isArray(t.projectOpacity))this.projectOpacity=t.projectOpacity.slice();else{r=+t.projectOpacity;this.projectOpacity=[r,r,r]}for(var n=0;n<3;++n)this.projectOpacity[n]=g(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=g(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",c=t.alignment||[0,0];if(2===c.length)i=c[0],a=c[1];else{i=[],a=[];for(n=0;n<c.length;++n)i[n]=c[n][0],a[n]=c[n][1]}var u=[1/0,1/0,1/0],f=[-1/0,-1/0,-1/0],h=t.glyph,p=t.color,d=t.size,m=t.angle,v=t.lineColor,y=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],T=0;T<3;++T)if(isNaN(w[T])||!isFinite(w[T]))continue t;var k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;x+=3*k.cells.length,b+=2*A.edges.length}}var S=x+b,E=o.mallocFloat(3*S),L=o.mallocFloat(4*S),C=o.mallocFloat(2*S),P=o.mallocUint32(S);if(S>0){var O=0,z=x,D=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(v)&&Array.isArray(v[0]);t:for(n=0;n<_;++n){y+=1;for(w=s[n],T=0;T<3;++T){if(isNaN(w[T])||!isFinite(w[T]))continue t;f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T])}k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(U=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(T=0;T<3;++T)D[T]=U[T];D[3]=1}else if(4===U.length){for(T=0;T<4;++T)D[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else D[0]=D[1]=D[2]=0,D[3]=1;else D=[1,1,1,0];if(j)if(Array.isArray(v)){var U;if(3===(U=B?n<v.length?v[n]:[0,0,0,0]:v).length){for(T=0;T<3;++T)R[T]=U[T];R[T]=1}else if(4===U.length){for(T=0;T<4;++T)R[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var V=.5;j?Array.isArray(d)?V=n<d.length?+d[n]:12:d?V=+d:this.useOrtho&&(V=12):V=0;var H=0;Array.isArray(m)?H=n<m.length?+m[n]:0:m&&(H=+m);var q=Math.cos(H),G=Math.sin(H);for(w=s[n],T=0;T<3;++T)f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T]);var Y=i,W=a;Y=0;Array.isArray(i)?Y=n<i.length?i[n]:0:i&&(Y=i);W=0;Array.isArray(a)?W=n<a.length?a[n]:0:a&&(W=a);var X=[Y*=Y>0?1-M[0][0]:Y<0?1+M[1][0]:1,W*=W>0?1-M[0][1]:W<0?1+M[1][1]:1],Z=k.cells||[],J=k.positions||[];for(T=0;T<Z.length;++T)for(var K=Z[T],Q=0;Q<3;++Q){for(var $=0;$<3;++$)E[3*O+$]=w[$];for($=0;$<4;++$)L[4*O+$]=D[$];P[O]=y;var tt=J[K[Q]];C[2*O]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*O+1]=V*(G*tt[0]+q*tt[1]+X[1]),O+=1}for(Z=A.edges,J=A.positions,T=0;T<Z.length;++T)for(K=Z[T],Q=0;Q<2;++Q){for($=0;$<3;++$)E[3*z+$]=w[$];for($=0;$<4;++$)L[4*z+$]=R[$];P[z]=y;tt=J[K[Q]];C[2*z]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*z+1]=V*(G*tt[0]+q*tt[1]+X[1]),z+=1}}}this.bounds=[u,f],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(L),this.glyphBuffer.update(C),this.idBuffer.update(P),o.free(E),o.free(L),o.free(C),o.free(P)},v.dispose=function(){this.shader.dispose(),this.orthoShader.dispose(),this.pickPerspectiveShader.dispose(),this.pickOrthoShader.dispose(),this.vao.dispose(),this.pointBuffer.dispose(),this.colorBuffer.dispose(),this.glyphBuffer.dispose(),this.idBuffer.dispose()}},{\"./lib/get-simple-string\":125,\"./lib/glyphs\":126,\"./lib/shaders\":127,\"gl-buffer\":78,\"gl-mat4/multiply\":100,\"gl-vao\":150,\"is-string-blank\":239,\"typedarray-pool\":308}],129:[function(t,e,r){\"use strict\";var n=t(\"glslify\");r.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid main() {\\n  gl_Position = vec4(mix(cornerA, cornerB, vertex), 0, 1);\\n}\\n\"]),r.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},{glslify:231}],130:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"./lib/shaders\");function o(t,e,r){this.plot=t,this.boxBuffer=e,this.boxShader=r,this.enabled=!0,this.selectBox=[1/0,1/0,-1/0,-1/0],this.borderColor=[0,0,0,1],this.innerFill=!1,this.innerColor=[0,0,0,.25],this.outerFill=!0,this.outerColor=[0,0,0,.5],this.borderWidth=10}e.exports=function(t,e){var r=t.gl,s=i(r,[0,0,0,1,1,0,1,1]),l=n(r,a.boxVertex,a.boxFragment),c=new o(t,s,l);return c.update(e),t.addOverlay(c),c};var s=o.prototype;s.draw=function(){if(this.enabled){var t=this.plot,e=this.selectBox,r=this.borderWidth,n=(this.innerFill,this.innerColor),i=(this.outerFill,this.outerColor),a=this.borderColor,o=t.box,s=t.screenBox,l=t.dataBox,c=t.viewBox,u=t.pixelRatio,f=(e[0]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],h=(e[1]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1],p=(e[2]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],d=(e[3]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1];if(f=Math.max(f,c[0]),h=Math.max(h,c[1]),p=Math.min(p,c[2]),d=Math.min(d,c[3]),!(p<f||d<h)){o.bind();var g=s[2]-s[0],m=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,g,h,i),o.drawBox(0,h,f,d,i),o.drawBox(0,d,g,m,i),o.drawBox(p,h,g,d,i)),this.innerFill&&o.drawBox(f,h,p,d,n),r>0){var v=r*u;o.drawBox(f-v,h-v,p+v,h+v,a),o.drawBox(f-v,d-v,p+v,d+v,a),o.drawBox(f-v,h-v,f+v,d+v,a),o.drawBox(p-v,h-v,p+v,d+v,a)}}}},s.update=function(t){t=t||{},this.innerFill=!!t.innerFill,this.outerFill=!!t.outerFill,this.innerColor=(t.innerColor||[0,0,0,.5]).slice(),this.outerColor=(t.outerColor||[0,0,0,.5]).slice(),this.borderColor=(t.borderColor||[0,0,0,1]).slice(),this.borderWidth=t.borderWidth||0,this.selectBox=(t.selectBox||this.selectBox).slice()},s.dispose=function(){this.boxBuffer.dispose(),this.boxShader.dispose(),this.plot.removeOverlay(this)}},{\"./lib/shaders\":129,\"gl-buffer\":78,\"gl-shader\":132}],131:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=e[0],a=e[1],o=n(t,r,a,{}),s=i.mallocUint8(r*a*4);return new l(t,o,s)};var n=t(\"gl-fbo\"),i=t(\"typedarray-pool\"),a=t(\"ndarray\"),o=t(\"bit-twiddle\").nextPow2;function s(t,e,r,n,i){this.coord=[t,e],this.id=r,this.value=n,this.distance=i}function l(t,e,r){this.gl=t,this.fbo=e,this.buffer=r,this._readTimeout=null;var n=this;this._readCallback=function(){n.gl&&(e.bind(),t.readPixels(0,0,e.shape[0],e.shape[1],t.RGBA,t.UNSIGNED_BYTE,n.buffer),n._readTimeout=null)}}var c=l.prototype;Object.defineProperty(c,\"shape\",{get:function(){return this.gl?this.fbo.shape.slice():[0,0]},set:function(t){if(this.gl){this.fbo.shape=t;var e=this.fbo.shape[0],r=this.fbo.shape[1];if(r*e*4>this.buffer.length){i.free(this.buffer);for(var n=this.buffer=i.mallocUint8(o(r*e*4)),a=0;a<r*e*4;++a)n[a]=255}return t}}}),c.begin=function(){var t=this.gl;this.shape;t&&(this.fbo.bind(),t.clearColor(1,1,1,1),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT))},c.end=function(){var t=this.gl;t&&(t.bindFramebuffer(t.FRAMEBUFFER,null),this._readTimeout||clearTimeout(this._readTimeout),this._readTimeout=setTimeout(this._readCallback,1))},c.query=function(t,e,r){if(!this.gl)return null;var n=this.fbo.shape.slice();t|=0,e|=0,\"number\"!=typeof r&&(r=1);var i=0|Math.min(Math.max(t-r,0),n[0]),o=0|Math.min(Math.max(t+r,0),n[0]),l=0|Math.min(Math.max(e-r,0),n[1]),c=0|Math.min(Math.max(e+r,0),n[1]);if(o<=i||c<=l)return null;var u=[o-i,c-l],f=a(this.buffer,[u[0],u[1],4],[4,4*n[0],1],4*(i+n[0]*l)),h=function(t,e,r){for(var n=1e8,i=-1,a=-1,o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++){var u=t.get(l,c,0),f=t.get(l,c,1),h=t.get(l,c,2),p=t.get(l,c,3);if(u<255||f<255||h<255||p<255){var d=e-l,g=r-c,m=d*d+g*g;m<n&&(n=m,i=l,a=c)}}return[i,a,n]}(f.hi(u[0],u[1],1),r,r),p=h[0],d=h[1];return p<0||Math.pow(this.radius,2)<h[2]?null:new s(p+i|0,d+l|0,f.get(p,d,0),[f.get(p,d,1),f.get(p,d,2),f.get(p,d,3)],Math.sqrt(h[2]))},c.dispose=function(){this.gl&&(this.fbo.dispose(),i.free(this.buffer),this.gl=null,this._readTimeout&&clearTimeout(this._readTimeout))}},{\"bit-twiddle\":32,\"gl-fbo\":86,ndarray:259,\"typedarray-pool\":308}],132:[function(t,e,r){\"use strict\";var n=t(\"./lib/create-uniforms\"),i=t(\"./lib/create-attributes\"),a=t(\"./lib/reflect\"),o=t(\"./lib/shader-cache\"),s=t(\"./lib/runtime-reflect\"),l=t(\"./lib/GLError\");function c(t){this.gl=t,this.gl.lastAttribCount=0,this._vref=this._fref=this._relink=this.vertShader=this.fragShader=this.program=this.attributes=this.uniforms=this.types=null}var u=c.prototype;function f(t,e){return t.name<e.name?-1:1}u.bind=function(){var t;this.program||this._relink();var e=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_ATTRIBUTES),r=this.gl.lastAttribCount;if(e>r)for(t=r;t<e;t++)this.gl.enableVertexAttribArray(t);else if(r>e)for(t=e;t<r;t++)this.gl.disableVertexAttribArray(t);this.gl.lastAttribCount=e,this.gl.useProgram(this.program)},u.dispose=function(){for(var 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w=c[y];if(w.type.indexOf(\"mat\")>=0){for(var T=0|w.type.charAt(w.type.length-1),k=new Array(T),A=0;A<T;++A)k[A]=_.length,b.push(w.name+\"[\"+A+\"]\"),\"number\"==typeof w.location?_.push(w.location+A):Array.isArray(w.location)&&w.location.length===T&&\"number\"==typeof w.location[A]?_.push(0|w.location[A]):_.push(-1);x.push({name:w.name,type:w.type,locations:k})}else x.push({name:w.name,type:w.type,locations:[_.length]}),b.push(w.name),\"number\"==typeof w.location?_.push(0|w.location):_.push(-1)}var M=0;for(y=0;y<_.length;++y)if(_[y]<0){for(;_.indexOf(M)>=0;)M+=1;_[y]=M}var S=new Array(r.length);function E(){h.program=o.program(p,h._vref,h._fref,b,_);for(var t=0;t<r.length;++t)S[t]=p.getUniformLocation(h.program,r[t].name)}E(),h._relink=E,h.types={uniforms:a(r),attributes:a(c)},h.attributes=i(p,h,x,_),Object.defineProperty(h,\"uniforms\",n(p,h,r,S))},e.exports=function(t,e,r,n,i){var a=new c(t);return 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h=c,p=u,d=0;d<3;++d)i&&i[d]<0?(h[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(h[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);f[0]=e.drawingBufferWidth,f[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,h,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=f;for(d=0;d<3;++d)n.uniforms.lineWidth=this.lineWidth[d]*this.pixelRatio,this.enabled[d]&&(r.draw(e.TRIANGLES,6,6*d),this.drawSides[d]&&r.draw(e.TRIANGLES,12,18+12*d));r.unbind()},l.update=function(t){t&&(\"bounds\"in t&&(this.bounds=t.bounds),\"position\"in t&&(this.position=t.position),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"colors\"in t&&(this.colors=t.colors),\"enabled\"in t&&(this.enabled=t.enabled),\"drawSides\"in t&&(this.drawSides=t.drawSides))},l.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders/index\":140,\"gl-buffer\":78,\"gl-vao\":150}],142:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},{glslify:231}],143:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=t(\"gl-vec4\"),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++)o=Math.max(o,n.length(l[c]));var u=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,c=[],u=[],f=[],h=[],p=[],d=[],g=0,m=0,v=i.create(),y=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),m=n.length(_)/a,v=i.create(),n.copy(v,_),v[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;c.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(y,v,v,v,y,y),d.push(g,m,m,m,g,g);var A=c.length;u.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=y;y=v,v=S;var E=g;g=m,m=E}return{positions:c,cells:u,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<u.length;s++){var g=u[s],m=f.length;f=f.concat(g.positions),p=p.concat(g.vectors),d=d.concat(g.vertexIntensity);for(c=0;c<g.cells.length;c++){var v=g.cells[c],y=[];h.push(y);for(var x=0;x<v.length;x++)y.push(v[x]+m)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}},s=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},l=function(t,e,r){return t<e?e:t>r?r:t},c=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};e.exports=function(t,e){var r=t.startingPositions,i=t.maxLength||1e3,u=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,o=t[0],c=t[1],u=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=s(a[0],o),g=s(a[1],c),m=s(a[2],u),v=d+1,y=g+1,x=m+1;if(d=l(d,0,f-1),v=l(v,0,f-1),g=l(g,0,h-1),y=l(y,0,h-1),m=l(m,0,p-1),x=l(x,0,p-1),d<0||g<0||m<0||v>f-1||y>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][v],E=a[1][g],L=a[1][y],C=a[2][m],P=(o-M)/(S-M),I=(c-E)/(L-E),O=(u-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(I)||(I=.5),isFinite(O)||(O=.5),r.reversedX&&(d=f-1-d,v=f-1-v),r.reversedY&&(g=h-1-g,y=h-1-y),r.reversedZ&&(m=p-1-m,x=p-1-x),r.filled){case 5:k=m,A=x,w=g*p,T=y*p,b=d*p*h,_=v*p*h;break;case 4:k=m,A=x,b=d*p,_=v*p,w=g*p*f,T=y*p*f;break;case 3:w=g,T=y,k=m*h,A=x*h,b=d*h*p,_=v*h*p;break;case 2:w=g,T=y,b=d*h,_=v*h,k=m*h*f,A=x*h*f;break;case 1:b=d,_=v,k=m*f,A=x*f,w=g*f*p,T=y*f*p;break;default:b=d,_=v,w=g*f,T=y*f,k=m*f*h,A=x*f*h}var z=i[b+w+k],D=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),H=n.create(),q=n.create(),G=n.create();n.lerp(V,z,B,P),n.lerp(H,D,N,P),n.lerp(q,R,j,P),n.lerp(G,F,U,P);var Y=n.create(),W=n.create();n.lerp(Y,V,q,I),n.lerp(W,H,G,I);var X=n.create();return n.lerp(X,Y,W,O),X}(e,t,p)},g=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},m=[],v=e[0][0],y=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<v||e>b||r<y||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/i,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,l=0;l<s;l++){var u=t[l],f=u[0],h=u[1],p=u[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=c(e),g=c(r),m=c(n),v=Math.min(d,g,m);return isFinite(v)?v:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],I=[],O=d(C),z=C;I.push(O);var D=[],R=g(C,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),m.push({points:P,velocities:I,divergences:D});for(var B=0;B<100*i&&P.length<i&&T(C);){B++;var N=n.clone(O),j=n.squaredLength(N);if(0===j)break;if(j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),O=d(N),n.squaredDistance(z,N)-A>-1e-4*A){P.push(N),z=N,I.push(O);R=g(N,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F)}C=N}}var U=o(m,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*u*M/S),U};var u=t(\"./lib/shaders\"),f=t(\"gl-cone3d\").createMesh;e.exports.createTubeMesh=function(t,e){return f(t,e,{shaders:u,traceType:\"streamtube\"})}},{\"./lib/shaders\":142,\"gl-cone3d\":79,\"gl-vec3\":169,\"gl-vec4\":205}],144:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color \\u2014 in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);r.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},r.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},{\"gl-shader\":132,glslify:231}],145:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=y(e),n=b(e),s=x(e),l=_(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:40,offset:0},{buffer:c,size:3,stride:40,offset:16},{buffer:c,size:3,stride:40,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),g=o(e,1,256,e.RGBA,e.UNSIGNED_BYTE);g.minFilter=e.LINEAR,g.magFilter=e.LINEAR;var m=new M(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,g,s,l,f,h,p,d,[0,0,0]),v={levels:[[],[],[]]};for(var w in t)v[w]=t[w];return v.colormap=v.colormap||\"jet\",m.update(v),m};var n=t(\"bit-twiddle\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"typedarray-pool\"),l=t(\"colormap\"),c=t(\"ndarray-ops\"),u=t(\"ndarray-pack\"),f=t(\"ndarray\"),h=t(\"surface-nets\"),p=t(\"gl-mat4/multiply\"),d=t(\"gl-mat4/invert\"),g=t(\"binary-search-bounds\"),m=t(\"ndarray-gradient\"),v=t(\"./lib/shaders\"),y=v.createShader,x=v.createContourShader,b=v.createPickShader,_=v.createPickContourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],T=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],k=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function A(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=k[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();function M(t,e,r,n,i,a,o,l,c,u,h,p,d,g,m){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=m,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new A([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=g,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var S=M.prototype;S.genColormap=function(t,e){var r=!1,n=u([l({colormap:t,nshades:256,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return c.divseq(n,255),this.hasAlphaScale=r,n},S.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},S.isOpaque=function(){return!this.isTransparent()},S.pickSlots=1,S.setPickBase=function(t){this.pickId=t};var E=[0,0,0],L={showSurface:!1,showContour:!1,projections:[w.slice(),w.slice(),w.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function C(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||E,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=L.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=L.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return L.showSurface=o,L.showContour=s,L}var P={model:w,view:w,projection:w,inverseModel:w.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},I=w.slice(),O=[1,0,0,0,1,0,0,0,1];function z(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=P;n.model=t.model||w,n.view=t.view||w,n.projection=t.projection||w,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=O,n.vertexColor=this.vertexColor;var s=I;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=C(n,this);if(u.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=k[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=u.projections[i],f.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=k[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var g=0;g<this.contourLevels[o].length;++g)g===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==g&&g-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][g]&&(f.uniforms.height=this.contourLevels[o][g],h.draw(r.LINES,this._contourCounts[o][g],this._contourOffsets[o][g]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=k[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=u.projections[o],f.uniforms.clipBounds=u.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}S.draw=function(t){return z.call(this,t,!1)},S.drawTransparent=function(t){return z.call(this,t,!0)};var D={model:w,view:w,projection:w,inverseModel:w,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function R(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function F(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function B(t){if(Array.isArray(t)){if(Array.isArray(t))return[F(t[0]),F(t[1]),F(t[2])];var e=F(t);return[e.slice(),e.slice(),e.slice()]}}S.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=D;r.model=t.model||w,r.view=t.view||w,r.projection=t.projection||w,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=O;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=C(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=k[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=k[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},S.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var f=u?a:1-a,h=0;h<2;++h)for(var p=i+u,d=s+h,m=f*(h?l:1-l),v=0;v<3;++v)c[v]+=this._field[v].get(p,d)*m;for(var y=this._pickResult.level,x=0;x<3;++x)if(y[x]=g.le(this.contourLevels[x],c[x]),y[x]<0)this.contourLevels[x].length>0&&(y[x]=0);else if(y[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][y[x]],_=this.contourLevels[x][y[x]+1];Math.abs(b-c[x])>Math.abs(_-c[x])&&(y[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],v=0;v<3;++v)r.dataCoordinate[v]=this._field[v].get(r.index[0],r.index[1]);return r},S.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},S.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=R(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=R(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=R(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=B(t.contourColor)),\"contourProject\"in t&&(this.contourProject=R(t.contourProject,(function(t){return R(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=B(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=R(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=R(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var c=l[o];for(v=0;v<2;++v)if(c.shape[v]!==a[v])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],c)}}else if(t.ticks){var u=t.ticks;if(!Array.isArray(u)||2!==u.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=u[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var g=[0,0];g[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],g,0)}this._field[0].set(0,0,0);for(var v=0;v<a[0];++v)this._field[0].set(v+1,0,v);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),v=0;v<a[1];++v)this._field[1].set(0,v+1,v);this._field[1].set(0,a[1]+1,a[1]-1)}var y=this._field,x=f(s.mallocFloat(3*y[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)m(x.pick(o),y[o],\"mirror\");var b=f(s.mallocFloat(3*y[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(v=0;v<a[1]+2;++v){var _=x.get(0,o,v,0),w=x.get(0,o,v,1),k=x.get(1,o,v,0),A=x.get(1,o,v,1),M=x.get(2,o,v,0),S=x.get(2,o,v,1),E=k*S-A*M,L=M*w-S*_,C=_*A-w*k,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,v,0,E*P),b.set(o,v,1,L*P),b.set(o,v,2,C*P)}s.free(x.data);var I=[1/0,1/0,1/0],O=[-1/0,-1/0,-1/0],z=1/0,D=-1/0,F=(a[0]-1)*(a[1]-1)*6,N=s.mallocFloat(n.nextPow2(10*F)),j=0,U=0;for(o=0;o<a[0]-1;++o)t:for(v=0;v<a[1]-1;++v){for(var V=0;V<2;++V)for(var H=0;H<2;++H)for(var q=0;q<3;++q){var G=this._field[q].get(1+o+V,1+v+H);if(isNaN(G)||!isFinite(G))continue t}for(q=0;q<6;++q){var Y=o+T[q][0],W=v+T[q][1],X=this._field[0].get(Y+1,W+1),Z=this._field[1].get(Y+1,W+1);G=this._field[2].get(Y+1,W+1),E=b.get(Y+1,W+1,0),L=b.get(Y+1,W+1,1),C=b.get(Y+1,W+1,2),t.intensity&&(J=t.intensity.get(Y,W));var J=t.intensity?t.intensity.get(Y,W):G+this.objectOffset[2];N[j++]=Y,N[j++]=W,N[j++]=X,N[j++]=Z,N[j++]=G,N[j++]=0,N[j++]=J,N[j++]=E,N[j++]=L,N[j++]=C,I[0]=Math.min(I[0],X+this.objectOffset[0]),I[1]=Math.min(I[1],Z+this.objectOffset[1]),I[2]=Math.min(I[2],G+this.objectOffset[2]),z=Math.min(z,J),O[0]=Math.max(O[0],X+this.objectOffset[0]),O[1]=Math.max(O[1],Z+this.objectOffset[1]),O[2]=Math.max(O[2],G+this.objectOffset[2]),D=Math.max(D,J),U+=1}}for(t.intensityBounds&&(z=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<j;o+=10)N[o]=(N[o]-z)/(D-z);this._vertexCount=U,this._coordinateBuffer.update(N.subarray(0,j)),s.freeFloat(N),s.free(b.data),this.bounds=[I,O],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===z&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[z,D]}if(\"levels\"in t){var K=t.levels;for(K=Array.isArray(K[0])?K.slice():[[],[],K],o=0;o<3;++o)K[o]=K[o].slice(),K[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(v=0;v<K[o].length;++v)K[o][v]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(K[o].length!==this.contourLevels[o].length){r=!0;break}for(v=0;v<K[o].length;++v)if(K[o][v]!==this.contourLevels[o][v]){r=!0;break t}}this.contourLevels=K}if(r){y=this._field,a=this.shape;for(var Q=[],$=0;$<3;++$){var tt=this.contourLevels[$],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[$],tt[o]);et.push(Q.length/5|0),U=0;t:for(v=0;v<it.cells.length;++v){var at=it.cells[v];for(q=0;q<2;++q){var ot=it.positions[at[q]],st=ot[0],lt=0|Math.floor(st),ct=st-lt,ut=ot[1],ft=0|Math.floor(ut),ht=ut-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var gt=($+dt+1)%3;for(V=0;V<2;++V){var mt=V?ct:1-ct;for(Y=0|Math.min(Math.max(lt+V,0),a[0]),H=0;H<2;++H){var vt=H?ht:1-ht;if(W=0|Math.min(Math.max(ft+H,0),a[1]),G=dt<2?this._field[gt].get(Y,W):(this.intensity.get(Y,W)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var yt=mt*vt;nt[dt]+=yt*G}}}if(pt){if(q>0){for(var xt=0;xt<5;++xt)Q.pop();U-=1}continue t}Q.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[$]=et,this._contourCounts[$]=rt}var bt=s.mallocFloat(Q.length);for(o=0;o<Q.length;++o)bt[o]=Q[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},S.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},S.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],f=this._field[l],p=this._field[c],d=h(u,r[o]),g=d.cells,m=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<g.length;++e)for(var v=g[e],y=0;y<2;++y){var x=m[v[y]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,I=T*L,O=T*E,z=C*f.get(_,M)+P*f.get(_,S)+I*f.get(w,M)+O*f.get(w,S),D=C*p.get(_,M)+P*p.get(_,S)+I*p.get(w,M)+O*p.get(w,S);if(isNaN(z)||isNaN(D)){y&&(n-=1);break}a[2*n+0]=z,a[2*n+1]=D,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},{\"./lib/shaders\":144,\"binary-search-bounds\":31,\"bit-twiddle\":32,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,\"ndarray-gradient\":252,\"ndarray-ops\":254,\"ndarray-pack\":255,\"surface-nets\":302,\"typedarray-pool\":308}],146:[function(t,e,r){\"use strict\";var n=t(\"ndarray\"),i=t(\"ndarray-ops\"),a=t(\"typedarray-pool\");e.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");o||c(t);if(\"number\"==typeof arguments[1])return v(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return v(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return y(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return x(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var f=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function p(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var d=p.prototype;function g(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function m(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function v(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new p(t,o,e,r,n,i)}function y(t,e,r,n,i,a){var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new p(t,o,r,n,i,a)}function x(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=g(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var u,h,d=0;if(2===o.length)d=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])d=t.ALPHA;else if(2===o[2])d=t.LUMINANCE_ALPHA;else if(3===o[2])d=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");d=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var v=e.size;if(l)u=0===e.offset&&e.data.length===v?e.data:e.data.subarray(e.offset,e.offset+v);else{var y=[o[2],o[2]*o[0],1];h=a.malloc(v,r);var x=n(h,o,y,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):f(x,e),u=h.subarray(0,v)}var b=m(t);return t.texImage2D(t.TEXTURE_2D,0,d,o[0],o[1],0,d,c,u),l||a.free(h),new p(t,b,o[0],o[1],d,c)}Object.defineProperties(d,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var 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+       "/*!\n",
+       " * Determine if an object is a Buffer\n",
+       " *\n",
+       " * @author   Feross Aboukhadijeh <https://feross.org>\n",
+       " * @license  MIT\n",
+       " */\n",
+       "e.exports=function(t){return null!=t&&(n(t)||function(t){return\"function\"==typeof t.readFloatLE&&\"function\"==typeof t.slice&&n(t.slice(0,0))}(t)||!!t._isBuffer)}},{}],238:[function(t,e,r){\"use strict\";e.exports=a,e.exports.isMobile=a,e.exports.default=a;var n=/(android|bb\\d+|meego).+mobile|avantgo|bada\\/|blackberry|blazer|compal|elaine|fennec|hiptop|iemobile|ip(hone|od)|iris|kindle|lge |maemo|midp|mmp|mobile.+firefox|netfront|opera m(ob|in)i|palm( os)?|phone|p(ixi|re)\\/|plucker|pocket|psp|series[46]0|symbian|treo|up\\.(browser|link)|vodafone|wap|windows (ce|phone)|xda|xiino/i,i=/(android|bb\\d+|meego).+mobile|avantgo|bada\\/|blackberry|blazer|compal|elaine|fennec|hiptop|iemobile|ip(hone|od)|iris|kindle|lge |maemo|midp|mmp|mobile.+firefox|netfront|opera m(ob|in)i|palm( os)?|phone|p(ixi|re)\\/|plucker|pocket|psp|series[46]0|symbian|treo|up\\.(browser|link)|vodafone|wap|windows (ce|phone)|xda|xiino|android|ipad|playbook|silk/i;function a(t){t||(t={});var 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l=0;l<3;++l){for(var c=0,f=0;f<3;++f)c+=r[l+4*f]*i[f];r[12+l]=-c}},h.getMatrix=function(t,e){this.recalcMatrix(t);var r=this.computedMatrix;if(e){for(var n=0;n<16;++n)e[n]=r[n];return e}return r},h.idle=function(t){this.center.idle(t),this.radius.idle(t),this.rotation.idle(t)},h.flush=function(t){this.center.flush(t),this.radius.flush(t),this.rotation.flush(t)},h.pan=function(t,e,r,n){e=e||0,r=r||0,n=n||0,this.recalcMatrix(t);var i=this.computedMatrix,a=i[1],o=i[5],s=i[9],c=l(a,o,s);a/=c,o/=c,s/=c;var u=i[0],f=i[4],h=i[8],p=u*a+f*o+h*s,d=l(u-=a*p,f-=o*p,h-=s*p);u/=d,f/=d,h/=d;var g=i[2],m=i[6],v=i[10],y=g*a+m*o+v*s,x=g*u+m*f+v*h,b=l(g-=y*a+x*u,m-=y*o+x*f,v-=y*s+x*h);g/=b,m/=b,v/=b;var _=u*e+a*r,w=f*e+o*r,T=h*e+s*r;this.center.move(t,_,w,T);var k=Math.exp(this.computedRadius[0]);k=Math.max(1e-4,k+n),this.radius.set(t,Math.log(k))},h.rotate=function(t,e,r,n){this.recalcMatrix(t),e=e||0,r=r||0;var i=this.computedMatrix,a=i[0],o=i[4],s=i[8],u=i[1],f=i[5],h=i[9],p=i[2],d=i[6],g=i[10],m=e*a+r*u,v=e*o+r*f,y=e*s+r*h,x=-(d*y-g*v),b=-(g*m-p*y),_=-(p*v-d*m),w=Math.sqrt(Math.max(0,1-Math.pow(x,2)-Math.pow(b,2)-Math.pow(_,2))),T=c(x,b,_,w);T>1e-6?(x/=T,b/=T,_/=T,w/=T):(x=b=_=0,w=1);var k=this.computedRotation,A=k[0],M=k[1],S=k[2],E=k[3],L=A*w+E*x+M*_-S*b,C=M*w+E*b+S*x-A*_,P=S*w+E*_+A*b-M*x,I=E*w-A*x-M*b-S*_;if(n){x=p,b=d,_=g;var O=Math.sin(n)/l(x,b,_);x*=O,b*=O,_*=O,I=I*(w=Math.cos(e))-(L=L*w+I*x+C*_-P*b)*x-(C=C*w+I*b+P*x-L*_)*b-(P=P*w+I*_+L*b-C*x)*_}var z=c(L,C,P,I);z>1e-6?(L/=z,C/=z,P/=z,I/=z):(L=C=P=0,I=1),this.rotation.set(t,L,C,P,I)},h.lookAt=function(t,e,r,n){this.recalcMatrix(t),r=r||this.computedCenter,e=e||this.computedEye,n=n||this.computedUp;var a=this.computedMatrix;i(a,e,r,n);var o=this.computedRotation;s(o,a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10]),u(o,o),this.rotation.set(t,o[0],o[1],o[2],o[3]);for(var l=0,c=0;c<3;++c)l+=Math.pow(r[c]-e[c],2);this.radius.set(t,.5*Math.log(Math.max(l,1e-6))),this.center.set(t,r[0],r[1],r[2])},h.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},h.setMatrix=function(t,e){var r=this.computedRotation;s(r,e[0],e[1],e[2],e[4],e[5],e[6],e[8],e[9],e[10]),u(r,r),this.rotation.set(t,r[0],r[1],r[2],r[3]);var n=this.computedMatrix;o(n,e);var i=n[15];if(Math.abs(i)>1e-6){var a=n[12]/i,l=n[13]/i,c=n[14]/i;this.recalcMatrix(t);var f=Math.exp(this.computedRadius[0]);this.center.set(t,a-n[2]*f,l-n[6]*f,c-n[10]*f),this.radius.idle(t)}else this.center.idle(t),this.radius.idle(t)},h.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},h.setDistanceLimits=function(t,e){t=t>0?Math.log(t):-1/0,e=e>0?Math.log(e):1/0,e=Math.max(e,t),this.radius.bounds[0][0]=t,this.radius.bounds[1][0]=e},h.getDistanceLimits=function(t){var e=this.radius.bounds;return t?(t[0]=Math.exp(e[0][0]),t[1]=Math.exp(e[1][0]),t):[Math.exp(e[0][0]),Math.exp(e[1][0])]},h.toJSON=function(){return this.recalcMatrix(this.lastT()),{center:this.computedCenter.slice(),rotation:this.computedRotation.slice(),distance:Math.log(this.computedRadius[0]),zoomMin:this.radius.bounds[0][0],zoomMax:this.radius.bounds[1][0]}},h.fromJSON=function(t){var e=this.lastT(),r=t.center;r&&this.center.set(e,r[0],r[1],r[2]);var n=t.rotation;n&&this.rotation.set(e,n[0],n[1],n[2],n[3]);var i=t.distance;i&&i>0&&this.radius.set(e,Math.log(i)),this.setDistanceLimits(t.zoomMin,t.zoomMax)}},{\"./lib/quatFromFrame\":262,\"filtered-vector\":68,\"gl-mat4/fromQuat\":95,\"gl-mat4/invert\":98,\"gl-mat4/lookAt\":99}],264:[function(t,e,r){\n",
+       "/*!\n",
+       " * pad-left <https://github.com/jonschlinkert/pad-left>\n",
+       " *\n",
+       " * Copyright (c) 2014-2015, Jon Schlinkert.\n",
+       " * Licensed under the MIT license.\n",
+       " */\n",
+       "\"use strict\";var n=t(\"repeat-string\");e.exports=function(t,e,r){return n(r=void 0!==r?r+\"\":\" \",e)+t}},{\"repeat-string\":277}],265:[function(t,e,r){e.exports=function(t,e){e||(e=[0,\"\"]),t=String(t);var r=parseFloat(t,10);return e[0]=r,e[1]=t.match(/[\\d.\\-\\+]*\\s*(.*)/)[1]||\"\",e}},{}],266:[function(t,e,r){\"use strict\";e.exports=function(t,e){for(var r=0|e.length,i=t.length,a=[new Array(r),new Array(r)],o=0;o<r;++o)a[0][o]=[],a[1][o]=[];for(o=0;o<i;++o){var s=t[o];a[0][s[0]].push(s),a[1][s[1]].push(s)}var l=[];for(o=0;o<r;++o)a[0][o].length+a[1][o].length===0&&l.push([o]);function c(t,e){var r=a[e][t[e]];r.splice(r.indexOf(t),1)}function u(t,r,i){for(var o,s,l,u=0;u<2;++u)if(a[u][r].length>0){o=a[u][r][0],l=u;break}s=o[1^l];for(var f=0;f<2;++f)for(var h=a[f][r],p=0;p<h.length;++p){var d=h[p],g=d[1^f];n(e[t],e[r],e[s],e[g])>0&&(o=d,s=g,l=f)}return i||o&&c(o,l),s}function f(t,r){var i=a[r][t][0],o=[t];c(i,r);for(var 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+       "/*!\n",
+       " * repeat-string <https://github.com/jonschlinkert/repeat-string>\n",
+       " *\n",
+       " * Copyright (c) 2014-2015, Jon Schlinkert.\n",
+       " * Licensed under the MIT License.\n",
+       " */\n",
+       "\"use strict\";var n,i=\"\";e.exports=function(t,e){if(\"string\"!=typeof t)throw new TypeError(\"expected a string\");if(1===e)return t;if(2===e)return t+t;var r=t.length*e;if(n!==t||void 0===n)n=t,i=\"\";else if(i.length>=r)return i.substr(0,r);for(;r>i.length&&e>1;)1&e&&(i+=t),e>>=1,t+=t;return i=(i+=t).substr(0,r)}},{}],278:[function(t,e,r){(function(t){(function(){e.exports=t.performance&&t.performance.now?function(){return performance.now()}:Date.now||function(){return+new Date}}).call(this)}).call(this,void 0!==n?n:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{}],279:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.length,r=t[t.length-1],n=e,i=e-2;i>=0;--i){var a=r,o=t[i];(l=o-((r=a+o)-a))&&(t[--n]=r,r=l)}var s=0;for(i=n;i<e;++i){var l;a=t[i];(l=(o=r)-((r=a+o)-a))&&(t[s++]=l)}return t[s++]=r,t.length=s,t}},{}],280:[function(t,e,r){\"use strict\";var 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o=(a+2)%3;e||(this.recalcMatrix(t),e=this.computedMatrix);var s=e[a],l=e[a+4],f=e[a+8];if(n){var h=Math.abs(s),p=Math.abs(l),d=Math.abs(f),g=Math.max(h,p,d);h===g?(s=s<0?-1:1,l=f=0):d===g?(f=f<0?-1:1,s=l=0):(l=l<0?-1:1,s=f=0)}else{var m=c(s,l,f);s/=m,l/=m,f/=m}var v,y,x=e[o],b=e[o+4],_=e[o+8],w=x*s+b*l+_*f,T=c(x-=s*w,b-=l*w,_-=f*w),k=l*(_/=T)-f*(b/=T),A=f*(x/=T)-s*_,M=s*b-l*x,S=c(k,A,M);if(k/=S,A/=S,M/=S,this.center.jump(t,q,G,Y),this.radius.idle(t),this.up.jump(t,s,l,f),this.right.jump(t,x,b,_),2===a){var E=e[1],L=e[5],C=e[9],P=E*x+L*b+C*_,I=E*k+L*A+C*M;v=R<0?-Math.PI/2:Math.PI/2,y=Math.atan2(I,P)}else{var O=e[2],z=e[6],D=e[10],R=O*s+z*l+D*f,F=O*x+z*b+D*_,B=O*k+z*A+D*M;v=Math.asin(u(R)),y=Math.atan2(B,F)}this.angle.jump(t,y,v),this.recalcMatrix(t);var N=e[2],j=e[6],U=e[10],V=this.computedMatrix;i(V,e);var H=V[15],q=V[12]/H,G=V[13]/H,Y=V[14]/H,W=Math.exp(this.computedRadius[0]);this.center.jump(t,q-N*W,G-j*W,Y-U*W)},p.lastT=function(){return Math.max(this.center.lastT(),this.up.lastT(),this.right.lastT(),this.radius.lastT(),this.angle.lastT())},p.idle=function(t){this.center.idle(t),this.up.idle(t),this.right.idle(t),this.radius.idle(t),this.angle.idle(t)},p.flush=function(t){this.center.flush(t),this.up.flush(t),this.right.flush(t),this.radius.flush(t),this.angle.flush(t)},p.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},p.lookAt=function(t,e,r,n){this.recalcMatrix(t),e=e||this.computedEye,r=r||this.computedCenter;var i=(n=n||this.computedUp)[0],a=n[1],o=n[2],s=c(i,a,o);if(!(s<1e-6)){i/=s,a/=s,o/=s;var l=e[0]-r[0],f=e[1]-r[1],h=e[2]-r[2],p=c(l,f,h);if(!(p<1e-6)){l/=p,f/=p,h/=p;var d=this.computedRight,g=d[0],m=d[1],v=d[2],y=i*g+a*m+o*v,x=c(g-=y*i,m-=y*a,v-=y*o);if(!(x<.01&&(x=c(g=a*h-o*f,m=o*l-i*h,v=i*f-a*l))<1e-6)){g/=x,m/=x,v/=x,this.up.set(t,i,a,o),this.right.set(t,g,m,v),this.center.set(t,r[0],r[1],r[2]),this.radius.set(t,Math.log(p));var b=a*v-o*m,_=o*g-i*v,w=i*m-a*g,T=c(b,_,w),k=i*l+a*f+o*h,A=g*l+m*f+v*h,M=(b/=T)*l+(_/=T)*f+(w/=T)*h,S=Math.asin(u(k)),E=Math.atan2(M,A),L=this.angle._state,C=L[L.length-1],P=L[L.length-2];C%=2*Math.PI;var I=Math.abs(C+2*Math.PI-E),O=Math.abs(C-E),z=Math.abs(C-2*Math.PI-E);I<O&&(C+=2*Math.PI),z<O&&(C-=2*Math.PI),this.angle.jump(this.angle.lastT(),C,P),this.angle.set(t,E,S)}}}}},{\"filtered-vector\":68,\"gl-mat4/invert\":98,\"gl-mat4/rotate\":103,\"gl-vec3/cross\":157,\"gl-vec3/dot\":162,\"gl-vec3/normalize\":179}],306:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var i=t*e,a=n*t,o=a-(a-t),s=t-o,l=n*e,c=l-(l-e),u=e-c,f=s*u-(i-o*c-s*c-o*u);if(r)return r[0]=f,r[1]=i,r;return[f,i]};var n=+(Math.pow(2,27)+1)},{}],307:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var n=t+e,i=n-t,a=e-i,o=t-(n-i);if(r)return r[0]=o+a,r[1]=n,r;return[o+a,n]}},{}],308:[function(t,e,r){(function(e){(function(){\"use strict\";var 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null},r.mallocArrayBuffer=p,r.mallocUint8=d,r.mallocUint16=g,r.mallocUint32=m,r.mallocInt8=v,r.mallocInt16=y,r.mallocInt32=x,r.mallocFloat32=r.mallocFloat=b,r.mallocFloat64=r.mallocDouble=_,r.mallocUint8Clamped=w,r.mallocBigUint64=T,r.mallocBigInt64=k,r.mallocDataView=A,r.mallocBuffer=M,r.clearCache=function(){for(var t=0;t<32;++t)c.UINT8[t].length=0,c.UINT16[t].length=0,c.UINT32[t].length=0,c.INT8[t].length=0,c.INT16[t].length=0,c.INT32[t].length=0,c.FLOAT[t].length=0,c.DOUBLE[t].length=0,c.BIGUINT64[t].length=0,c.BIGINT64[t].length=0,c.UINT8C[t].length=0,u[t].length=0,f[t].length=0}}).call(this)}).call(this,void 0!==n?n:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"bit-twiddle\":32,buffer:3,dup:65}],309:[function(t,e,r){\"use strict\";function n(t){this.roots=new Array(t),this.ranks=new Array(t);for(var e=0;e<t;++e)this.roots[e]=e,this.ranks[e]=0}e.exports=n;var i=n.prototype;Object.defineProperty(i,\"length\",{get:function(){return this.roots.length}}),i.makeSet=function(){var t=this.roots.length;return this.roots.push(t),this.ranks.push(0),t},i.find=function(t){for(var e=t,r=this.roots;r[t]!==t;)t=r[t];for(;r[e]!==t;){var n=r[e];r[e]=t,e=n}return t},i.link=function(t,e){var r=this.find(t),n=this.find(e);if(r!==n){var i=this.ranks,a=this.roots,o=i[r],s=i[n];o<s?a[r]=n:s<o?a[n]=r:(a[n]=r,++i[r])}}},{}],310:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){return 0===t.length?t:e?(r||t.sort(e),function(t,e){for(var r=1,n=t.length,i=t[0],a=t[0],o=1;o<n;++o)if(a=i,e(i=t[o],a)){if(o===r){r++;continue}t[r++]=i}return t.length=r,t}(t,e)):(r||t.sort(),function(t){for(var e=1,r=t.length,n=t[0],i=t[0],a=1;a<r;++a,i=n)if(i=n,(n=t[a])!==i){if(a===e){e++;continue}t[e++]=n}return t.length=e,t}(t))}},{}],311:[function(t,e,r){\"use strict\";e.exports=function(t,e){\"object\"==typeof e&&null!==e||(e={});return n(t,e.canvas||i,e.context||a,e)};var n=t(\"./lib/vtext\"),i=null,a=null;\"undefined\"!=typeof 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n=t(\"surface-nets\"),i=t(\"ndarray\"),a=t(\"simplify-planar-graph\"),o=t(\"clean-pslg\"),s=t(\"cdt2d\"),l=t(\"planar-graph-to-polyline\");function c(t,e,r,n){for(var i=\"<\"+t+\">\",a=\"</\"+t+\">\",o=i.length,s=a.length,l=\"+\"===e[0]||\"-\"===e[0],c=0,u=-s;c>-1&&-1!==(c=r.indexOf(i,c))&&-1!==(u=r.indexOf(a,c+o))&&!(u<=c);){for(var f=c;f<u+s;++f)if(f<c+o||f>=u)n[f]=null,r=r.substr(0,f)+\" \"+r.substr(f+1);else if(null!==n[f]){var h=n[f].indexOf(e[0]);-1===h?n[f]+=e:l&&(n[f]=n[f].substr(0,h+1)+(1+parseInt(n[f][h+1]))+n[f].substr(h+2))}var p=c+o,d=r.substr(p,u-p).indexOf(i);c=-1!==d?d:u+s}return n}function u(t,e){var r=n(t,128);return e?a(r.cells,r.positions,.25):{edges:r.cells,positions:r.positions}}function f(t,e,r,n){var i=u(t,n),a=function(t,e,r){for(var n=e.textAlign||\"start\",i=e.textBaseline||\"alphabetic\",a=[1<<30,1<<30],o=[0,0],s=t.length,l=0;l<s;++l)for(var c=t[l],u=0;u<2;++u)a[u]=0|Math.min(a[u],c[u]),o[u]=0|Math.max(o[u],c[u]);var 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+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig = px.scatter_mapbox(g, lat=\"lats\", lon=\"lngs\",     color=\"size\", size=\"size\",\n",
+    "                        size_max=10, zoom=5, mapbox_style=\"carto-positron\", height=720)\n",
+    "fig.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "id": "e31119ac-ae14-44ba-bbb8-b40cbf90bf16",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "g.to_csv(\"cities_coords.csv\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "b6bca8a9-61c8-4b3e-95a9-64b5660618cb",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/pycampana/pycampana_report_2022.ipynb b/pycampana/pycampana_report_2022.ipynb
new file mode 100644
index 0000000..7022542
--- /dev/null
+++ b/pycampana/pycampana_report_2022.ipynb
@@ -0,0 +1,294 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "eafb1160-3ab0-4215-9874-48eebc91898b",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "from wordcloud import WordCloud, STOPWORDS\n",
+    "import matplotlib.pyplot as plt\n",
+    "from collections import Counter"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "633b12ee-bc6e-480e-9d26-f4b3e52f0fd0",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "fname = \"/Users/cdelatorre/Downloads/PyCampAna 2022 (Responses) - Form Responses 1.csv\"\n",
+    "df = pd.read_csv(fname)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "977fcb91-ae0a-464f-96a0-8c52bba9c932",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "def word_c(col_name, replacements={}, exclude=[], show_counter=False):\n",
+    "    col = df[col_name].fillna(\"\").str.strip().str.lower()\n",
+    "    if replacements:\n",
+    "        for k,v in replacements.items():\n",
+    "            col = col.str.replace(k,v)\n",
+    "    show_counter and print(col.value_counts())\n",
+    "    words_count = Counter(map(str.strip, (col.str.cat(sep=\",\").split(\",\"))))\n",
+    "    all_words = col.str.cat(sep=\" \")\n",
+    "    stopwords = STOPWORDS.union([\"de\", \"el\", \"del\", \"la\"])\n",
+    "    wordcloud = WordCloud(width = 800, height = 800,\n",
+    "                background_color ='white',\n",
+    "                stopwords = stopwords.union(exclude),\n",
+    "                min_font_size = 10).generate(all_words)\n",
+    "\n",
+    "    # plot the WordCloud image                      \n",
+    "    plt.figure(figsize = (8, 8), facecolor = None)\n",
+    "    plt.imshow(wordcloud)\n",
+    "    plt.axis(\"off\")\n",
+    "    plt.tight_layout(pad = 0)\n",
+    "\n",
+    "    plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "49decfab-e7fb-4c8b-8f81-ebb38f145a96",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Promedios"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "17fef9cc-915c-477c-8567-a5a4b34b5116",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "# df.mean().T\n",
+    "¿Cuántos kilómetros hiciste para llegar?              332.857143\n",
+    "¿Cuántas veces te bañaste?                              3.000000\n",
+    "¿A cuántos PyCamp fuiste? (contando el actual)?         3.194444\n",
+    "¿En cuántos proyectos participaste en este PyCamp?      2.694444\n",
+    "¿Qué nota le pondrías a la comida?                      7.611111\n",
+    "¿Qué nota le pondrías a los dormitorios?                7.305556\n",
+    "¿Qué nota le pondrías a Internet?                       5.638889\n",
+    "¿Qué nota le pondrías al lugar?                         8.342857\n",
+    "Tu edad                                                32.694444"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f80c4041-6217-4094-b66c-69f3ea652cfd",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Dónde debería ser el próximo PyCamp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "5d47a5d9-3eb5-43be-8516-faa136867383",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Dónde te gustaría que se haga un PyCamp?', \n",
+    "   replacements={'cordoba': \"córdoba\", 'jesús mario': \"jesus maria\"}\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a48df15a-54fc-492a-9467-55f3803e2552",
+   "metadata": {},
+   "source": [
+    "# Nivel de manejo de Python de los PyCampistas"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "6324a4f0-7cf4-4344-8dd2-b4aa09abdc73",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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pm9FIaYLRBnodprYFtD1IvQVkEFBBSUU4KsG5DMV9KThmgph6aVZKHYwmZPxpZOJVpNEMUgM1B+FajeK5AZzzQUySYiGHMPrvBr0ZlHSU1K8jPFczVba/lDpm6D+R0YcAE+G7GyXwlRM3QsoYGM1IbT8yuRmpHwKzE2QchAeUHISjGuG+ClzLEErexB5TRhNG//vB7EfxfxKR8jGkOYRMvI6MP4vUD4LZB8IBSgHCvRrhugJcSxCTnYNRU9bAaLHmmtyG1A9YY8o4CDco2Qi1HOFaAs7F4FyAmOSzGvmMEhuQiVeQRgOYg9axq4UI1yUI9yXD45zeytP54JwKJ1VRyPR66Y/FiCaT9EQipzVepteL1+EgpmkYpklnKETZcOL3RJhS0j5cau9QVbKnSPw+EzhVdcR0MZpMTilIJIz4PU2XqbS7YZr0R8f23TqRnON8qhqH89FsbM4VPoeTt5XX8EpbPQ3BAda3NXBX1fxpRWlPBiEEOXlp3PPJq/nuvz9KW3MfmzccZvumOlLTfCM5T6+/fIDd2+oZ6I8QDb/RkSA3P417PnE1OXZ+04TIxHOYkd+Cvh/kONczYwhptEDiZYzYX1H8n0B4bpz0Zi+lgUysxwz/H+j7GHXl0weR+hGM+PMI33sQjhkTT054Ea61SP03YPYgk1uQ7ksRYgpzXKMNmdwFxAAXwn3l2DmSxAz/EJl4CYxGrMf64zeIgNmH1A8i488iXKtQAv8EjuoJ7kUSSAAJpF6PMFoxwz9Bxp8E4qM3M/uR+n5k7HGUlI8hfO+xBNUkSBlHRv+MGfvr2HM6Mt9+pH4YmXgO4b4aJe3bE4pcKU1k7DHM6G9BPwQcFyiQIet8a7uRsYcRvrtQfB9EKBfX7+icCiePw0FNTg51/f2Ek0n2d3VxQ3X1KSf1eh0O5uXlsb6xkYRhsLerixXFxZMKoWP98Y69f05Ozint+2RIcbkoSUtjZ0cHMV2naWAA3TBwTLAUJqXkcG/vpGOqijLq/ZEpokmaYXBkikR4gAX5+ShCYErJgZ4euiMR8vz+Kd9nY3MmEEKwKr+UTy+8hG9tf5kf79lIQUoqK/OKcauOM/6QM2dhCV/6xp388Zcvs3dHE7Fokv6+NwwtB/sjDPa/8YDncjkoLs/mY5+/gbmLSlFsM9VJUEHbBxgg0q2ohaMC1FyQJhiNSO0AyCEwjmKG/hdVLUA6l0/cCkvbjRn8KphdgACRiXDOAUcpyARS229FTiI/A9dqrFvceNF7F8J1CTL2KMh+ZHIzGF2glsAk/VClthsMy64F50KEo2qczYUVVTMarAiL8CPUAnBUggiAGULqtWA0g4whk69ihjSUjF8Ak0dfpH4AM/RtZOJ5ED5wzEI4qgAP0mgC/SCYvWB2YUZ+Cmoewn3dJM3f49Z4sT+DjA6f0wCIVIRaCIrPmq/ZCWYESCBcq6x9jzuehow9iBn6ruXcLrygFCGcs0DJBBlCagetYze7kOFfYpohFP9nESIw4bm/0DinwsnrcLC8qIjn6+pIGAbPHz3KLTU1zMvLO6ULohCC66uqeL25Gc0wWN/YyK01NeROcKOXUvLskSP0DUdeCgIBFuSf/VYJKU4ns3NyePrwYTTT5OXGRu5esGAkSf1EBuJxtrS2Tjqm1+EgcFy1X213N9dXVU2Y63O4r4/aYcE4GUuLisjy+egKh+mLRvlLbS0fXLLErlizOWe4VJV3z1yAS1H54e7X+Mwrj3Fn5VyW5hZRkBLAozqndb3I8njJ801e4KAoCjPnFvHl/3onm9YfZOvrdbQ199HXHSSR0DENE7fbiT/NS3FpFvMWl3HljfNJzzj7keqLHeG+DOG9DdR8FNdacM5j9C1HQnILRuh/QN8LZidm7FEU5xLGuzVJcwgZ/v6waALhXGJFapwLeCNdN4GMPYUZ+REy8cLEcxMCnHPBORuSr4F+yFqeUksmXqyTMWRygxWBwYFwrwUli7HLe04U7zsw0RHO5Qj3alAKR28nI8j4o5ih/7H+rO1GJjYgPNdOOGdgeJ6HwTEHxf8ZhPsKRqUqa7swgv8+fD57kLEnEK6VlnA98XCkhow+eJxoUhHuaxDetyNcK0AcZworw9aSoLbf+lzHS4+WJjK5CTP8M0s0KYUo/o8hPLefILQSyNgjlrAz2pCxPyMdNeB9O+IiMUY750t1q0pKqMrKYn93N81DQ3z39df5xtVXU5iaOqbp7rEmtqaUGKaJS1VHu1djmWjOzslhb1cXOzs6+EttLfcsWTJq22P5Cgd6erh3zx4MKRHAHXPmjLTlONvHvbyoiFy/n7ZgkD2dnTx5+DB/s3DhqGOWUpI0DP68dy89UyyrOVWV8vT0kX52zx45wvsWLSL3uKXHY8fdF4vxi61bx/hLjUem18sts2bx/7ZvJ2EY/Gn3bopTU7mhunok+f7E8U0pR5zg7XYmNqdDfzzKr/ZvpScepTsaJmHoDCXj/PbAdh6s20umx4dLUadVsHFn5Tz+bv7KKbcTQuD1ubji+vmsuqyG/r4QwYEoyaSOaUqcLpWUFDfZuWmkBDwoysVxcT//uFAC/4QQPhDjRdcFuFagpLwXM/g1kFGkto0xS1tg5Q0ltyC12uG3+lECX0S4Fp+woQe8t6DIKGboG4xaJjpx70oWwrXCijahW8tm7muACYpi5CAy8Zr1ZyUH4VyGGGcZTAiBdM5DcXzNyt8Z77sq/OB9ByK5GRl/ajhathumEk4ASgFK4HMI12WIE86rdC5ESbln+HwGrciW2QdK+gnHIsFotZbnpHWvEZ6brM9LHd3RwnoxgHAtB9eyY/8wZhMpY8jYX8FsB5GCkvJBhPeucZZePeC9A2H2I8M/AhnDjN6L6r2Fi6UlzjkPI8zIzOTvVqzgqy+8wGA8zquNjbzvoYe4dfZs1pSU4He7UYRANwyCiQT7urvZ0NTE4oICPrt69aiIihCC0vR0/m75cr6+bh3dkQg/2LiRtlCI22pqyPB6UYUgruvs6ezk/23bRv3AAKoQXDVjBnfOmXPOjntBfj63zJrFL7ZtQzdNvvvaa/RGo1wzYwYBtxspJQPxOI8eOMCjBw6Q7vHQH4tNWAknhOCaykr+tGcPneEwDQMD/MPTT/PhZctG+rEldJ36gQF+v3MnOzs6yPb56ItGJ82HUoXgPQsXcqCnh40tLbSHQvzTc8/xUn09N1RXUxAI4FRVpJRENY2mwUG2t7fTFQ7zz5ddRlVW1rjjSsA0TfTh/6KaRvy4JPmYrjMUj+NQlJH/znRei82Fz0Aixs/2bcYcfmg6hgTCWpKwNv2ChZ7YyeVQHhNQRb4sikrG/x7bTB/LWX0KSxOhWDdk4bVu4EYn44kdSRKZ3Ggt6wHCc50VMRp3v07w3gHRX4HRMum+Fc8NGNHfgjmATKy3ErjVCVp8JV45LtpVg3AtnHho4Zo8OR2wlgvXWsIJA8xuS9BM+lAgEO5LEK5Lx4gma7+KFdlTy6yok9EOZgjrF3RcUAKJTG4bzmkCHDUoKR8FZSprjUnmZrRaS4gAaiXCc/OE+WpCuFE8N2NEf2cJO/0waEfANX+K/V8YnHPhpAwvr3WGQvxy2za6IxGah4b40aZN/GLrVlLdbhyKQkzXCSUSI8JhZlbWuDd8RQiurqykLxbju6+9xmA8zp927+axAwfI9/txORwMxmJ0hsOYw5GmS8rK+NyaNaflWn6yqIrCB5Ys4VBvLy83NBBMJPjRpk08sGcPOSkpGFLSEQoRTCQoT0/nQ8uW8b3XXps0SXxmdjbvXrCAH2/ahGaabGxpYVdnJ0WBAG6Hg1AiQVsohGGaLCsq4rqqKr7/+utEJ8mHEkJQmpbGF9au5Vvr17OptZW4rvPYwYM8cfAgAY8Hr8NheXIlEiP2EjU5OeM9JwLWMuJzdXXEdZ2YphHXdaLDLvJg/aRfOHqU1mAQr8OBx+HA43TidTi4prKSubm59rLIWwRVKGR6xl/CPlmmMq61uUAQKYwsN0ndqpA7sdLKHAK9EetqoSCcS4FJPl/hQjgXW8nnk6FWIJyLkIl1w8tnLyJS3j92O6lhxp8e/ouCcF+PEGcgOqIcJyxlEks0TnZbVhHuS8eNdI0gUhFK6vD9UgPiJ+omwLCEEyYgEM4l4JhxWtdZqe0YKQIQjiqEOkWNu1pk5YAdm49+EGELp4lRhOBvFi5kTm4uv9mxgy2trSSGLQp6h5eohBAjZfypbjflGRkTal2nqnLXvHkUpabyy23b2NfVRXzYFVxiRVFcqkq6x8PNNTV8YPFi8v3+c34zzvb5+LerrqJ4+3aeOHSIcCJBbzRKbzSKMnysa8vK+MyqVWT6fNwfCExZXfeBxYtxKQp/3L2bvmiUhK5T19+PwBJrfqeTteXlfGbVKgbjcTK93kmFE1jnfn5eHt+6/nru27OHJw8dojcWQzMMgvE4Q1i/QUUI3A4HblWlMjNzVM7V8ezr6uJHmzZNGuk62t8/xsVdYLVSmZObe5GsfNucLoUpqTxww3vOyFhprosj7P9mRkrTupmavUhtL1I/akVtzCGkjFqvySiYx1fwjnOlkBGkOZyjKfxW0vNE5fsAKAhH+ZTVxiAQ3tutaBIaMvkq0nv7mCovqdWCfmR46Kzh3KLJsTylwqA3I/Xa4WMfsJbQZNwq9Td7phxn7HHNmuKQVEblPcnxkuNNK2cJALcVQZuqonAKpLbvjT8n1qH33jz1m4xjebcSafad1v7PJedFOInhG+7K4mKWFRVxpK+P3R0dNA4OMhSPY0hJitNJdkoK1VlZLMrPt2wDJhnTqShcXl7OqpISdrS3s7Ojg65wGM0wSPN4mJmVxcqSEgoCgTG5VCfObXZODrfPng0wraq73JSUke3L0tMnzL8QQlCcmsq/Xnkl75g7l40tLbQFgyQNg2yfj6WFhawoLsYzHC26edYsqrOymJ+XN+6ylRAC/3Aj3ptratjQ1ER9fz9DiQRuVSXP72dNaSlzcnNxKgpd4TC3zZ5NWzBoJeRPckxCCIpSU/nC2rXcs2QJ29rbOdzbS180SlTTcKkqGV4vpWlpzM3LoyY7e8LjLk1P57bh83OyTCaYZ2RkcEtNDbppsqSw0F7aexPgUlVmpE3dOulCwDIMtFZW7IjoWKSMI+MvIuOPIhObgInyNo85x002mDaclI2VaDyl948Ym9cz0ZaOheCYBfoBpHYAqe1HuFdxLEQjpYGZfMXyIQKE+wZQJjE9lRJptiNjT2PGH7GWoSaMx5/sNUtY1WmnjbSWyGDY/2mcvKaT5XgRKAdAP0k7GxmfepsLhPNaKiWEwDEsVGafpi3AsQuXx+FgTWkpa0pLT2kch6Jw06xZ3DRrClV/HDOzs/nOjTdOe54CmJeXx7y8ib+sqR4PH12+fFrjgdVT713zJw9z5gcCfP6SS6Y1z+PHzk5J4Ybqam6orp72e49nVUkJq0pKTum9k3FpeTmXlpef8XFtbKbDEw9tZd+uZi6/di5rrji1B4M3JxJpxjCjv0dG/p9VYQUg0hDOeeCosqI2ItUqd5dRzNB3LI+fCTGPi5woTJjAPYqpIyhCCKSajXCtHDaS7AFtF9K17A2DR7MXkjsBzbIWcK9l4lunRJqdmENfRSY3AUlAWNV6zoWW+aPIsJbohNuqpov+cRrHcjxnaAl6RKgo0zIenXq841ZHHJUI9WSu+YplVXGRYNeY29jY2JwkUkp2bWlgw0u1lFfm2sLpOKSUyMTzb4gm4UPx3oVIuQdExrAho7WcJBBIswvCP5pcOAnVcrAGQJ9g+enEiUzdKQFA4LY8neKPW8aU8RcQvneByLQqh/WjVsUbgHM+wjl7El+kBGbou8jkq4AEtdSyDXBdaolE1OH/xMjeJScpnM5UdFPxgTGIJUpPznB5XMQxGyCB4r4GkfKJk3nzlEadFxIXz0xtbGxsLhB03SCZnN6N+S2HjCLjzw1HmgTCcxPC//cIZQIjXZlg6t4HrjduzDLyxrLdxJNAyqkNfwEQwrI1UMuGHb33g34UXJmAiZl8zTK0xGH5Mk22rKUdRCa3DB+PAyXwRasFzHgzlPI8Lk8poORYVXdSA6Pj9IdUj3kiSqTRjaKkTLr5xYydFGJjY2NzkiQTOpo2/cawbylk3EqEBmtpy7UaISa+icpjN+/JUAKW+zYM2xa0TdGY1wS9YdpTFkoaivsKrEiQjhl/1rIGIImMvzS8Uaq1zbieVMeO5VgvPkAtRTiXTbitJTCapj3HM4uCcByz40ki9QNWf73TQDgXjfxZ6keRxsWT7H2y2MLJxsbmgsaQJt3RMIcGetjd08GO7jZaQoPntbt6MqGj28JpAiRWLzcAp2U3MMnSlkyuHzFhnBCROlxNpgISM/HS5MtL5tBw5Ge6CIT35pGolky8gpQDwy1cGocPZe6w+/kkyATHfKiEEphUZCGHkImXT2KOZxIV4VqDZTgpkYlNyOSO0/pNCdfSN3ygjEZk4kWrsvBNiL1UZ2MzjJSSTQea2XO0nTXzyplfUXC+p/SW5VjXgPqhfv5ydB97+zrpjUWI6FZD7zsr5/H5xWtHvWcoEacrGkJi2Rr4nWfPxymZtCNOEyIcVisSo81aUjPakdI8wT5AWp9xcisy/gzj95M7bkjhANdKiN0/nKy91RIdnrdZ2UKjuhnoyNhDJ1/qr+QiXKuRiecsQ8zkbtB2cEwIKZ5bmNQAEoar7dxAFGm0Wf3dRPoo4WjNMYEZvfekomJnEiEEuBaAcz5oW8Fsw4z8BFUtQqplb2zzxqSPW0w1AHVsnpeSjfC8DRn9LcggZvT3qI5q5HAkytpcjB1PhiwPKyXroqlOtYWTjc0wSc3gsdf3s2FvA9npKbZwOo8kTYOH6/bx072baI+EMOTocu7BxNhoQ3skyD0vPEjSMHhfzRKWD2Ty9F+2n5X5JeIazQ0n68HzFkF4Ec6lw74+CczY/SiOanDOwrrlGFYeVGIDZviHw0nhLqwKtElwLUO4r7REEQnM0H+jmIPgvmzYnkCCHMKMPYKMPmDZFsgIU+dPjewA4bnB8nSSIWTyZashLSaoZVb/tqkO3TEL1DyrFN/sxQz/AMX/aVBSAWXYVqEXM/J7ZPwJywBSxpisNcxZQylASfkgZrDREpnJLRgDH0F4347ivgyppAICpGn5aOmHLXd1NRsl5TOc2OhX4EbxvQdTP2hVFOqHMAY/jeK7G+G+HHlMQA57e0mjCZnciEy+juK9G+F7H1MK0wsEWzjZ2AzT3hekuWsAwzQ5j6tAb3n0YdH09S0vkjDeiEQoQkzYggigLJBOjtfP3r5Onmk+TEZ/Bds21p2LKdscx0g7jeQGyzRSP4w5+AmEc4EVkTGjSKMejFarp5nvQ0h9n+XePem4ThT/JzH0RtC2WU2BQ1+HSAFCzUNKzWqxIodALbNu4uGfvmGHMOW8h9uVOGaCvhcZf3FkCVG4Lwd16oiIcJSgeO/CDH0LKz/qEQxtO8JRDbjA7Efqh6w5qWUovg9gRn8L5yHXSQgF4blmWOD92Go3YzQgw9/GCP/A8osSzmGjzkGORQWF52bGFaNCIBwVKIF/xgx901oqNTsxw9+zqiaVDKsNjUwMj3dcXpuMjz/mBYotnGxssMLn7X1DtPcFz/dU3tJIKdnb28mvareSMHQcQmFtYTk3ls8i15vCx9c9QtwYf1nHqaisyCtmb18nfbEIhwd6R15TVHFGO69LJKZx8Vzozy0CnHNRAl/BDP47GM0gw8jka2+8jgJKJkrKJxHe2yD24JTCCQClEDX13zAjPxlO2k6C2Y4024fHdYBzCYr/swglG5QHh0vup4lajHAttCrrzM7h6aYjXCsQ02pAKxDetyPMAWT0XkvEGc1Io/m4Y3eCcxmK/1NWa5LEuvOYJC4Q3negqEXI6L3DTYw1QB/py3dsO1CtCJlaOHnulmM2Sup/YMYeQkYfss4ButWL78TxcIJzpuXvdRGlXNvCycYGMEyT2qYuhiJxPC77Z3G+SBgGTzYdon6oH5/Dycfnr+KDc5bhdTgxpIlDUSZc1XAoCnOzLEf8qK5RN2RV9eTkpXLT25eRlnHmyqODAxGe/usOujoGz9iYbyasnKRLULPuQybWI5Pbh2+cEpQchHOu1bZEyQcUhGuN5XUknEx2WxJCQTpmoaR9B7zbkckNw5VsGqg5w+OssZK8zX6E50rQCoYTy6e+MQvhRPHcjGl0vWEV4CizeuNNN/9GpKD4PwXemzHjL4B+EMyw5UOlFloizL0G8AHacPsWiXDUMO5SlfAiXKusZr3CxdTmn07Lb+rYX5WMKY8Z16UI12rQDyGT25B6HZj9QNJaklNyLZHnWg5qKZN/RgKplqP4Pw++91nLcdp+MLqAOOC2WuY4Zljn1VEBOC+SRToL+w7xFubx1/dzqLWHlTWlrJlbTjAa59W9DTR2DpAR8HL5wkpKctIQQhBPamw71Mru+nZUoVBdnM2l8ytwOSf/CsWTGodbezja3kfPYIRIPImqCPxeN0XZadSU5lKSO3GbmvGQUtI7FGFfYyct3YMMReLohonLqZKe4qUgK0BNSS55mYEJ27AYpslAKEZT1wAtPYM0dQ7wyp56ADTd5Plth2nsGN8HpjQvg7dfNn/KFi9SSoaicWobuzjS2kMwmgAg3e9lRkEmCyoLCXin1x9qz9F21u06isupcsOKGiryrbYLSd1g55E2Drf20B+MIpGk+jyU5WUwpyyPvIwAinLxXJJCWpwd3W1IYG5mHu+euYCU4STvqQI8QgiyPD68DidJw6A7FsYNZGYHuO6WxWTnpk4+wEnQ0zXElg1HbOE0CUIIEFkI7x3gvWPyjZ2zUTN/M/1xcYJ71XBrlAlQs1ADX5r+hK3REa5lqK7JbASmMz8HOKpQ/VVTbO2ymgqP11j42HhqAWr6D6e/f8WPGvj8tLeH486pc95w9Of0sMZTQc2f3ud/kWELp7cwG/Y28PyOI4RjCcryM/m/v25g4/5GYkkNp6ryxMZavva31zGjMItfPbWFB1/ZQziWQAjwuV3cuLKGz955KV73WLv+nsEwj762n3W76+jqDxNLaCR1A8M0EcJqQOx2OkjxuLhqcRXvv24ZeRmTN16WUjIQivH4plr+sn4Pg5E48aSObphIKVGEwKEOj+t1UVWUzUduWsn8GWOTvLcfbuV7D62neyBMXNNJJPWR/BnDNNl6qIWth8bvrL6ippQ71s5DnUQ3xRIaz28/zP3rdtHRFySaSKIb0lpMUBW8bieluencffUSLl8wA4/LMemx17X38cDLu3CqKrNKcinLTedQSw+/fHIzu462E40n0XQrFKOqCl6Xk7nleXztb68nN2MC48ELkJiu0xgcQEGwKKeQbM/JRYlcigOvw0lM14hoJm7A5XLg9Z3ZCju324nTNZ22HzY2Nm82bOFkQ3P3IPe/tJPX9jWQk+4nGIkzFIlT19bL757bxoqaEv74wg58bifFOWl09IcIxRI8vfkgiyoLuX75rDE3/Ude28/PH984IkacDpXsNB8+jwspJf2hGMFInEg8yQMv76Ktd4h/ee81ZKelTCgggtE4//PAOl7cWYdhmKiKIDPgI+CzojbRhMZAKEooliAUS9AXjPL+a5eOO5bH6aAwK5XU4fcapqSho5+BcAxFCEpy08lNH/+mPaskZ1KR0xeM8rtnt3L/ul3ohiUUswIpBHxuTCkZCEUJRuLsbejk8O+e433XLuGDN67A45q6X1Q0oRGOJdhd38E3//gC9R39KELgczsJ+NzEkhqxuEYoliAn3U+K9+yV5J8NdNMkpFniPN83uZAel+M2PxZoc3uceM7weXC5HTimiLba2Ni8ObF/+TYcbu2hqz/Mp26/hEVVRTR09PGzxzfS1htk68EWdtW1M7s0lw+/bSXpfi/Pbj3E/et2Eool2FXXzhWLKsfc9K9bNpP7XtpJut/LpfMrWFRVSGbAh8flRErJYDjG89sP8+zWQ0QTGhtrm3h1bwN3rJ04TPz6vkZeGhZNhVmpvPfaJcwqySXFbd0U45rOQCjKwZYeNuxtwOt2UFWUPe5Ys0py+dLdV2GalrBLJDW+89B6NuxtwOlQuWX1HG5aOX7/MbdTRZ1g+SupG/zl1T08vH4PumFSkpvOOy6bz7zyghHROBiJsWl/Ew+8vIuEpnPfS7sozErlljVzp1z+M0yTxs5+/rphL83dgyybVcxNK2ooyErF6VBJaAZtPUNsOdTMkuqicaOBFzKKEDgVlYShY5gTdZQfHyklMV0jqiVxKAr5mQEyS3wUlWWhThYePAWcLgdO54URcTretPBi8cGxsbmYsYWTDdG4xuULKnnXlYtQFYWZxdkcbu3l3hd2MBCO4XY6+N+P3cy8CqsXkVNV2HSgiSOtvTR1DxCKJsYIp5KcNH7++XeQl+HH53aiKsqoi7qUkoWVhfg8Lu5/aSe6YfLCjiPcdslc1Aku/i/vrkc3TBQh+Pita7hhxSwUIcaMe8m8Ct537RJ0w8TvGT+HyO1ykOt6YwkrltDwDEcQhIDUFA/5mYGTPpe1jZ389tltxJI61UXZfO1vr2NmSc6oeUopWVJdTEFWKj/4y6tE4kn+/Moe5s8oZEZB5pQ3v/te2oXLofLJ2y7hjrXz8HvdI3lMUoKskdy6Zg6KopxU7tiFgEtRyfX6aQoNcGSoD8M0pxSTxzCkZHdPBzFDJ+B088F3Xc51n69GdZz5ah1FEWTlBsjM9uM9D1G9ZFxjoCdIeDBCIpZES+ioThW3x0VKmpf07FS8frctpGxszgK2cLIBYOXs0pEblENVqSrKxuNyEE1olOamU1WUPXIRzkpNITNgmZ8NheMktLHl4YqiUD1BtAesJ2Ov28m1S6r564Z9RONJ6tv7JvVPisbfMMgL+Nzj3lCFEDhUgUM99zcz0zR5+NW9xBKWP8m7r1rE7LKxDUGFELgcKpctmMHz2w+z40gbR1p7qW3qpKIgc8rqkoSmc/2ymbzryoVjBKsQw+MrF+dP2+9yMTcrj8bQAHv7OmkI9lOVPvH36HjaIkEea6gFINXtZlF+4RnPbTqGEIJb3rGC1ZfXUFyadVb2MR66ZnB4RwOvP72LA1vraW/oJjQQQdcMVFXBl+olvzSbirnFrLlpEQsumYUvMJ0yehsbm+lycV5dbc44ZXmjS1YzA16cDhUSGhUFmaOWpjwux0h0JqHpGKfhZ5OfGcAxPHY0oaEbBo4JllUqi7J5bX8jppQ88PIuSnLSKcpJw6kqF8STdWd/iH31lvdLqs/D2nkVk26fnZZCeX4mO460YZgme+s7uWF5DYpj8iUgl0PlXVcumlZO1MWG3+nmssIKXm6rp26wj5/t28wXFl9Gjnf8fDMpJZpp0hIe5L+3vUJjcACAK4sqKU5JO6tzrajOo6J6rDA+G0gpSUSTPPLLl3j8V+sY6A5iGqOXMg3DJDQQITQQ4cjuJjY9s5tlV8/lnq/eSXZB+gXxG7GxeTNgCycbADIC3lF/dzrUURGm4y+6iqKgDEd7dNOc1M0ZLHHVOxRhIBQjmkiSSOpoholumAxFYmj68A1ASgxz4rHetmo2z207RGd/iI37m/hE+8Ncv3wWa+dVUFmYRbrfe15vDkfb+xiKWt4vPo+T9XvqpxQ3XQOhkT939AenPJcAFQWZ5GedudL6CwkBXFtaxavtDTzZeJCH6vZxZLCPOyrnUuJPQx/Oe+qNR9nS1cpQMs6unnaeaDhAc3gIgMq0LD44Z9m0l/guBkIDEf74P4/z1O/WjzQX9vo9ZOal4gt4cThVTMMkGo4z0BUkHIwS7A/z0oOb6W0f4HPfez8FFZMXNdjY2EwPWzjZIAS4HCd+Fd64wLqd6ijvN8FxXnBSMp5VvpSScCzBq3sbeH1/I609QwyGY0QTGglNR9ct4aSbxrTbm5TnZ/C5t1/Kzx/fRGNnP10DYf7w3Hae2XKIysIs1s6v4IqFleRlBEaWrM4lfcHoyLJlZ3+Ib9774km9PxpPTqs7eXZaimUE+SZECEGmx8fnFq2lJTTE7r4Odvd2sK+vk1SXZ6QFy4aORnb3djCUjBPR3ljCLfAF+PyitZQG0s/TEZx5DN3klUe28cL9G9E1g5RUL5fcvIRV1y8gqzDdEk6ON4RTf9cQ+zbV8dyfXmOoN0TtlqP89ecv8oGv3I4v4LHFk43NaWILJxscijKpKa4VXZr+xdYwTWobu/jW/es42t5HUtNRVQW/143P48TvdaEqykhE4Gh776SRpmM4VZWrl1SzsLKQB9bt4uXdR+nsD9E9GKZ7MMy2w6387tltXL2kmndevoDC7DRrufEcEU0kMYaXT5zDx3sydrgpHjfTeYPH5bzokr5Plsq0TP7vilv5yZ5NvNhaR28swsBxjX1DyQShZGLk7z6Hk+r0bP5l+VUszil8UwnLwZ4gD/7wGaLhOLnFmXz8v97Nkivm4PI4xxVBUkqWXDGH1Tcs5Of/8mcO7Wxg3UObufTWJcxfM/M8HIGNzZsLWzjZTL+VwDSQUnKguZtv/PEF6tqsXmEzi3O4ekkVNSW5FGankprixed24nY66BkK8+5v/JFQNDHFyBaqopCXEeBTt6/ljrXz2XigiU37m9hd385AKEb3YJj7XtrJloPNfPDG5VyzZOY5E09CiJFTWVGQxUdvXoX7JLx+Aj43zulWgL25dRNCCEoD6Xxt5TW8rXwWL7fVc2Swj5bwIGEtiW6aeB1OMt1eqjOyWZ5bzDUlVeR4J/YBmw5aUqe3O8hAX5hEQkdKidvtJJDmJbcgHY/n3OeV7Xillp52K3frzo9fw+obF026vRACp8vBnBWVvO9Lt/Af9/yc8FCUzc/tZd7qajviZGNzmtjCyeaMktB0ntlykPp2q0/Y/Ip8/unuq5hZnDOul45hylNqiq0olkllcU4a1y6ppq03yDNbD/LM1kMMhKIcbe/juw+upzg7fVzn8LOB3+vGoVpeSooQrKgpsaJONqeMx+FgbWE5K/JLGErECSYTaKaBISVORcGjOsjwePE73acUhZNSYpqS3q4gLz+7l+2b6hjojxCPJTF0E4nl9O5yO0jLSGHOghKuunEBpRU5qI5zU5Swf1Md0pSkZQemFE0nsmDtLAorcqjf30rtljqkycXUS/WiJK7raIaBxHq+8TgcONULw/PL5sxgCyebM0oommD74VZMKfG4HNyxdj41pbkT3mAGQtFpJURPhBCCjICPdL+X2WW53Lp6Lv/7wMtsP9JKXzDKfS/tPGfCqSg7Fa/bSSSepKm7n1A0YQunM4AQArfqINfnJ9d3ZtvHRCMJnv7Ldh55YDO9XUOT5tu1NvVRu7uZJx/exs3vWM4tdy0nJz/trIunnjYr2lRYkYP3hCKOqXA6HZTVFFK/v5Xe9gFO6SnFZtrENY1/eu45nj5yBCkl+X4/373pJpYVFZ3vqSGlJKpp7O7sJGkYzMrOpiBw8l51Nvazh80ZRjNMhiJWZZnf6yZ3kv5zUkoONHWT1Cdod38SCCEs886SHN5/3dKR6MORtt4Rd/CpON5E0jTltBK1j6eywKrsA4gldF7b33jSY9icO5IJnQd//xq/+9lL9HSOFk0ut4O0dB9p6T7cbsfI0qiUltj6y70b+fl3nyEcjJ/1eRrmsR6E6imt0CrDkV79DPzObCZGSsmOjg62tLaimyaGlNxSU8PC/PzzPbURnjlyhM888QSffPxxfrRpEzFNO99TuiixI042ZxRFiJG8Hk03iCU0pJRjxJOUkrbeIZ7ffnikOe1kGKaJYZijbBImwnNcmxHXCRWBE85bEQR8npF59w5FME2Jqk7/VpWa4uHGFbP40SO9SAkPrNvFghkFVBVmj4iy8ZBSoukGDof6pk/6vlAwTcmGl2p54qGtJBM6DqdK2YxcLr1mDguWlJFbkD5iuWGaJkMDEfbtbOb1lw9waH878ViSja8corRiI+/92BVnvKXL8aRnW9YTfZ2DaMmxZrOTYZomnc1WrmFG9pvTwuJCQEpJOJnkkQMH6I5EUITgqhkz+ODSpRfUMt2ujg4G4pbYr+3pYSgex+t88/nBnW3siJPNGcXrdlKeb5lpBqNxNuxtIBRLjIq8SCmp7+jnR4+8xq66tmmNOxCK8bvntrFu11GauwfH7WNmmCb1HX3c/9LOkeW/hTMKp7WU4lAVZhRkogiBKSUb9jVwsKX7pCJGQghuWT2XuWXWE2Z9Rx//fd9LrNtVRyiaGBXRkFISjMY50NzFY6/v55HX9hGJTS9B/q2IZhq0R4Ls6e1kS2cLmzqb2dXTztHBPqLH2RFMl+BglPXP7yM0FMPtcXL9bYv5zx+9l7s/eBlzF5WRk5dGVk6ArJwAOXlpVNUUcvvdq/j69/6GD3z8KlL8HgzDZP0L+2lt6j0LR/wG1QvLEELQ2dTLwe31J/Xehto2Gg9Yv7GZS8rtxPCzyMaWFp49cgSAZYWF/MMll5DpPbml1bPN8uJisnw+UpxOVhYXk3GBze9iwY442ZxR/F4Xq+eUs+VgC7GExnPbDxOMJbh0fgUZfi/BaJyDzd1sP9zG0fZe5s8ooHcoSmvP4KTjxpMaf92wj3hCIzfDT0FWKqW5GWQGfLicKtF4ksbOAQ62dNPUZeWE5KSlcNslc6c1b0UI5pXnU5yTTnP3AIdbevj6759j9Zwy8jICmFISiiYYCMcozUnnvdcuHXeczICPj9+2hv99YB2NnQPsqmunuXuQirxM8jMDpKZ40HSDwXCMnqGI9f+DYZZUF3H1ErtU/BhSSiTQF4/wfHMdL7bU0R2LENas5HBTMpwc7iTL62VRTiE3l89mZno26gn9C8djoD9M/ZEuAGrmFfPuey4jLWN8d/Lj8fpc3HjnUlpb+njiwa0M9IWpP9xJ2YzcM3HY43LMeiARS/LA95+mpDqfosq84SrOiZfBe9oGeOAHTxMNxXG6Hay4dj5iksinzakTTib52ZYthJNJqjIz+coVV1CVlXXBCdVrKyspTUtDMwyqsrJwj/Hvs5kO9lmzOaMoQuHGlTU0dvbz6Gv7iSU01u2sY/3uowghrComKXGqVq+2T9x2CQ+t38MD63ZNOq5TVQl43XT2hxiMxDnc2muZXCKs/BPJSJRJVQTzK/L58E0rqZqkX97xCCGYU57HB65fxk8ff52ewQh1bX0cbe974+I3HDG6Zmn1xMevCFbOLuW/P/w2vv/wevY2dNIfjNIfjA7vZ3io46JPbqdKdpp/wlYzb0UShsFjDbX8fN9mGoMDGJNF/gZhU0cLv6vdzt/ULOZ9s5ZQ7E+d9KYVjyUZ6AvjcCgsWlFBTt7k2x+P2+Nk2eoqXn1+P+FQnIG+yEke3clRVJnLdXev4cnfrefQzka+8YGfcdtHrmLOiirSsvx4fC7UYQPMeCxJqD9C44E2Hv7J8xze1YgA1ty0mLkrq87qPN/KHOrtJSclhVtravi75cuZmZ19wYkmIQRep5NFBeemWObNjC2cbM4oQkDA6+bjt66hNC+DDXsbONTSzVDYWlfPCPioyM/kknnlXL98FrnpfuZX5PPAusnHzUz18ek717LlQDNHWntp67OcyONJHdOUuJ0OstJ8lOdnsriqiCsWVlKWlzFpbtGJqIrCzavnkO738MKOOvY3dtI1EELTDTwuJ6kpbgqz0lhSXTzpOIoQVBdn8+/33MDr+xvZdqiF2qYueociROJJFEUh4HVRmJVGRUEm8yvyWTarBL/33DcmvhBJGgb3H97Nt3euJ3zCMpxLUfE6LAPQmK4RH3YSN5FEdI1f799G/VA//7n6+skr8KQlXhVVISs7cFI3OSEE/oAXj89FKBQ/6wUATpeDmz90BfW1rezfXEfzoQ5+/KX7KK7KI684C3+6D4fLgaEbRIZidLf101rXiZawzk35nCLe/olrSc2cuFDD5vRYVlR0QVTO2ZwbxBQ/ersk6E1Mz2CYaEJDCCjMShsV8YgnNXqGE6TTUjykpbzRqsGUkr6hCNGEhkNVyE33jzGZPOaPE4olRpr3AjhUFa/LScDnHmkcHE/qdA+GUYSgKDttQrEjpSQ5nHAeT+rohokpTZAgFIFLVfG4naR4XKjK1Ms1E2FKSSyhEY4lSOoG0pQoirD8fJwOUtwu3K7pPXOYpiSW1IjEk2i6gWGaCASqYiXRe9xOvG7ncBubiecbiiUYCEWREnxuJ1mpKSclCi8WpJS83FbPlzc+S0ckhCoERf403lZew8q8EkoD6TiHk7YNKRlIxNjR3cazzUfY19dJVNdQhOADs5fylWVXTtiv7ujhTr762T8SHIzykc9dz23vWnlS89yx6Sjf/tpfiUYSfPJLb+Pamxed7qFPimmatBzu5GdfeYB9m46MiKLJcLodVC8s4+P/9W4q55e+Kb8vEzEQixHVNPwuF6luN4aUBBMJErqOKgSpHg9u1So0MYcTuyNJS6R7HQ5SPZ4JCzWklPTHYsT18T8DRQjy/dMTqaaUDMbjxDQNt6qS4fWiKop1DdI0opqGbppIKVEVBbfDgd/lmpYzvm6a9EejaOPkg4LlL5Xl8005jmYY9EajSCnJSbHaPcV0nVAigSklXqeTgMs18ltLGgZD8TiaYeBQVVJdLtwOx5TnQ0pJ0jCIaBpJw8A0TRQhcKoqPqcTzzTGOMNMuDM74vQWJid94idyj8tJSU76uK8pQkz6Xhi2B1AF6X7vSIn+RHjdTsryMqacrxiu2DsZN+5TQRGCFI+LFM/pR4AU5cyMFfC6CbwFPKEiWpLHGw7QEQnhUlSuL5vJF5deTnHKGxVhxy6eUkrKAuksyi7g7pmL+MvRfXx7x3oGk3GebDjIO6rmMydz/NyjzCw/lTPz2fpaHQ1HutA0Hec0v1emYdLS2MPQYJS8gnQqZ539cnNFUSidVcCXf/VRnvvTa2x7YT8NB1oZ6gsjj7PbEEKQmumndFY+q25YyJVvX0lG7vSXId8s/Ncrr/CX2lruXrCAL6xdy7r6en6/axeHenvJ8Hq5edYsPrpsGRleLzva2/n51q1saW0FYHZODh9aupSrKyvHFU+mlPzL88/z3NGj4+472+fjtY9+FMc0znk4meQ/1q3j0YMHWVZUxHdvvJEMr5f1jY28UFfHtvb2EfGT7vFQmZnJ1ZWVXFtZSVHq5J9rZyjExx97jNqennFfv6aykp/fdtuUc2wcGODuP/+ZuGFw3113kenz8dMtW3j2yBFimsaiggI+uHQpl5WVEU4mebi2lj/u3k1nKES2z8dNM2fyt4sXUxCYOLKbNAy2tLayvrGRrW1ttAwOEtY0fA4HBYEASwsLubaqiqWFhfhc5z8ybwsnGxubC4aglmBXTwcAVelZ/P2itRSnjH+DOP7ffE4n76yeT3N4kF/s2zI8TvuEwik13ceqy2rYt7OZfTubqDvYQc284mk9Fff3hlj3zF4M3WTZ6ipKyqaXR3e6CCEIpKdwx8eu4bLbltHZ1EtP2wCDvUHikQQur4v07AC5xVnklmSSW5z1looyjUdbMMjm1lb+e/16K2oCdIRC/HbnTvwuF7fW1PCNdevY1919LFWSrW1t9EWj5AcCzMsd37zX53LhUlUr9264kOF0jHzBipL1RiL8cdcuHtq/n/5YbFTIozsSoTsSYUd7O+sbG/mPa66hcBIxoigKKS4XzuEIFsNzPNVZGqbJ3u5uDvb08OC+fRim5ay/saWFznCYkltv5bWmJn64ceNI9K49FOL3u3ZhSMk/rl07JhldSkkkmeQ3O3bwwL59dIZCI47rAEHDYCiR4GBvLy/U13PLrFl8evVqUpzj92k8V9jCycbG5oIhaRh0RkMIBKvyS6lIzZj2BdKpqFxVXMkjR/fTG4/SEQ1NuK2qKlzztoU01Xfz3GM7+f5/PMb7/+4qKmfm40/14vU6R4wjTVOSiGuEgjFaG3u5/9frqTvYwYKl5bznw5fhnOay7ZlCURVyijLJLrSitPKYWasQKELYlXPHUdffzw83bqQ8I4N3zZ9Pw+Ag6+rriWoajx86xNa2NjrCYW6fPZuy9HTW1dezr7ubxsFBnjx0iNk5OWMiR4oQfPPaa/nXK69kKJFgIBpld2cn33r11QmX76ZDbyTCDzdtYnNLCy5VZVlhIYsKCkj3ehmKxdjZ2UltdzdRTePVxkb+e/16vnPjjbgm8InK9/v59Z13Etd1BmMxBuNxnjp8mN/s2HFK8zNMkwf37iWsadw5Zw5ZPh8v1ddzqLeXhoEBfrx5M9vb2ihJS+PKigoGYjGeOnKEoXicB/ft454lSyhKfSNyfMz76juvvcaf9+4lYRikut3MzM5mYX4+GV4vg/E4B3t6ONDTQ1c4zG927KAvFuOrV1xBmsdzSsdxJrCFk42NzQWDRGJIiSKgcIJI00QIIQg43aS6PPTGouzb1czvNr00djusnDiHQyU1zUtGlp/Gum6+9S8PU1GdR2FxJumZKbhclmN4MqETCsZob+mnsa6LSDhBVk6AK66fh1DEuAav54Jj+xQnYdL6VqMtGMSfnc13bryRotRUBmMx/hV48tAh6vv7qe/v53OrV/OR5ctxKgori4v5wjPP0B4KcbS/n8FYjOyU0TYVQgg8Dgceh4M0j4fSNKvtznTyjiZjKJHg5YYGclNS+Mzq1bxt1iwCLtdINfJALMYfdu3iR5s3Y0rJxuZmaru7J6ySU4TA53TiczrJ9HqRUnK0r++U52dIyeG+Pj61ahUfWroUl6pyaXk59/zlLyR0nacPH6Y6K4v/uvZa5uXlWblZwP179xJJJtnX3T1KOAG8cPQoD+3fT8IwyEtJ4e9WrOD2OXNGjhsgpmm83NDA/27YQNPgIM8eOUJNdjbvX7x4QtF4trGFk42NzQWDU1HJ8vjojIaI6yffDkIzTZKmgVNV6DnYx5+ePTxmm2G5gVAEyrDwAUjENQ7ubeXg3tYp9zM0EOH3P1vHI/dt4p1/u5ZrznJyuM2pc01lJYXDPdnSPB5WFRfz0tGjxHSdTK+Xt8+dO3IDLs/IoDwjg/ZQiJ5IhFAyOUY4nU0UIfjI8uW8Y+7cUY7jQggyfT4+sGQJL9TXU9vdTUTT2NHefk7tBYpSU7m0rGzkfC3Mz6cyM5PabssseG1ZGbOHlzedqsqlZWXcv3cvEmjo7x81VkTT+NX27cQ0DVUIPrBkCe+ePx/XCct5XqeT66qqSBgG31i3jsF4nIdra7lyxgxmZEw/In0msYWTjY3NBUOqy82inAKeagxS299N0tBxqdNM2paS5tAAXdEwqS4Pi7Lz2SrHPmHL4f+VhsQ8xfZtum4y0BdmoC9MT3fw1AY5Nh8pSca1s25rIITA5Tm/uSHng/l5eSN/FkJQlJqK1+kkpuvU5OQQcL9RdJHicpE2/Pdj1V3nkrL0dO6cM2fCNi0pLheXlJZS292NZhi0DA2d04hnts9Hvv+NwiBVCGZkZFDb3Y3b4bCWNo+LvBWmpo7kjg3EYqPGWt/YSPPgIAAFgQB3L1gwRjQdQxGCKysqeOrwYV48epTDvb1sbGlhRsbURUVnA1s42djYXDCkOF1cU1LFa+1N7OnrZGdPByvyppe0HdYSPHx0HwlDZ0VeFbfNmEuZOPv92WbPm9zXaypMw+R7n/s9ydjJt445Gdw+F1/48QdPqv/im4HcEyJGHqdzpHQ+LyVllGWFQ1FwDIsW3TDGbe10NllWVIRnEjdvRYiR45FAXNcxpUQ9R8LJ63TiP05oCiHwD1e5ORVlzLk+vg9e4jgRKqVkf1fXSE7Y8uLiSXvmCSFIdbuZm5vLKw0N6KbJlpYW7p4//5wd+/HYwsnGxuaCQRUKN5bN4tBAL388tJN/3fQcn198KQuyCwi4XHhU58iF0sTyfQlrSZpDg/xy/xY2djQzNzOPf1xyKSUp6SxaWH7W56ycpuO7lJLNz+4hNmwSe7ZISfWe9ajWhcjxESWwGrQeu9X63e5RlWviuNck597IsCozc8SnbCKOj0aZw50YzlWmj1tVcZ8QDTv2UKMIQcoJVgHHH8nx7v8xXac1GBz5t1nZ2VM2OBdCUJ2VhUNR0E2T/d3d581o0hZONjY255RDAz282FI3zisCRYBjOM+pOCWVQ4O9fGb9Y8zLzKciLYNcrx+vw4FAkDB0BpNxGoID7OvrYjARI9Pt5e1V8/A73SiqgvomamOjOlUM7eSXjnwBD9kFGSP97d5KqMcqDSc4bqeiTNzv72xObAJS3e4pBcT5xDHJ+TqZBPmErhPT3shhzJhmhVz6ccakQ/H4aVtAnCq2cLKxsTmn1PZ387871o/7msC60R1/80gYBtt72tje0zbl2EEtwS/2beEvdfu4e9ZC/mbW4jM277OFoir8w/99AEMfXxQpqoI3xc2uVw/y2C/XYRgmadkBFq6dSWl1Aek5qXhSXEhTEhyI0NnYw96NdTQfbkdP6lz77jXc+P5LSc30v+V8nS5kETIeE+U2XSicqfNpSjkqAqUqysQ23cehCjGynS7leYug2sLJxsbmnCKZ2IRPYi09nOrjvm6adEZDdEZD1A8NnPIczyVCCC65eWKBZ5qSVx/dxot/3oQnxcUdf3cNN77PEkIIwah7mbTOoa4ZbHpmN3/6zpO88OeN5JVmc/M9l7/lIk4255bpfrvcw3YOxwgnk6OMLycikkyORJlSjstVO9fYwsnGxuacUpmaxd/WLDnr+1med/JJ26f6BHs6gmSq9wb7Qtz33acY6A7yrs/ewNs/eR0u9wSJtMKK2rncCmtvXoKiKPzvJ37NI794gXmrqqheVGaLJ5uzxnR/PR6Hg0yvd6Tiri0YHDFxnXBsKekMh0ciVQWBwLSF2pnGFk42NjbnlHlZeczKyDnr+1GnsSwlpcTQTUKhGLFIEk3T0TWDk9FPWTkBMrIm7914Omx5fi8thzvwp/m44X2XTiyaTkBRFVZev4CCihwaa9tY/+g2qhaW2sLJ5rzjUBTm5ObidjiI6zo72tvRTHPSCJJumuzt6kIbrs5bWlh43r7LtnCysbE5p6iKct5C7CcyNBDlmUe2s21jHfWHu4hG4iclmgA+8MmrufuDl52dCQK7NxzCNCXFVXmkpE7eMPtEHA6V8poiGmvb2LX+oNUQ+MI49TZvcS4pLSXT66U9FGJfVxd7OjtZUTx+lFgOu5bv7OhAYvlZrS0rO28RJ/snZGNj85YkEo7zy+8/yx9/8TJ7dzQRCZ+caFIUgcOpnvXKvf6uQQAcTvWUnrAdTnV4nKEzOS0bm9OiOC2NG6qrEVgFID/dsoXmwUGrEfFxP8RjPe1+t3MnDQNW3uLK4mJm5+TYEScbGxubc4Vpmrzw5G42vFiLphmoqkJBcQapaT4ADuxtAaB6diEOh4quGwQHo/T1hNA0g+zcVK65eSFLV1VROSv/rM7V5bG8cbpb+0nEkgQypt8CxDBM2uq7AHBOc4nPZnIkgJRopolmGGimyWA8PnKzN6WkLxrF43DgVFWcijJpGf/ZnKeU0prj8DxDyTdMVpO6Tl80OjJHp6paVWunk693ktt+eNkyDvT0sLm1lVcbG/nMk0/ygSVLqMrMxO1woBkGbcEg9+/Zw/qmJkwpqcjI4KPLlpHl853yPE8XWzjZ2Ni85QgNxdi1pZ54XMPldnD1TQu56c5l5BWkkUzofPDO/0PXdP7+X28jKztAMqnT3THEnh2NPHr/ZrSkTkqKhzkLS3A4zm4JedGMHBDQ09bPluf2ctMHpr8suH/TEZoOtgNQOCNn0uRbm6npj8V44uBBmgYHiev6yH+90eiIC3YomeQrL7ww0gjY43DgUVVmZGZy++zZ+E4wiTwbtA4N8eD+/QTj8ZE5JnSdpuEWJwD7e3r48vPPj1S4uVUVr9PJyuJiLisvPyVrhJNZ5RZCkJOSwhcvvZT/fOUVtra1sberiy8++ywFfj8pLhcxXac7HB45twWBAP9wySUsLSo6r7l6tnCysbG54JDDjshhLUnM0NAMg6RpnNSVOc3tIds7fnRmaDBKc0MvAPMWl/Hej15BVk4AIQSRcBy3x0EyoeF2O0kbjvDk5KUxc24RVbMK+Na/PMx9v15PQXEGa6+ec1Yv4iuuW8ATv3kFLaFz73eewOlxsPLaBaSkeVHHEW2mYRKPJqjdcpTf/MdfiYbjKKpg1XULLjpfowuNwViMh2tr2dfVNeE2mmGwrr5+zL8vKSzkuurqcyKc2kMhfrtjB+HkxG18+qJRXjh6dMy/Jw2DNaWl58RTShGCeXl5fO/GG/nl9u08e+QIQ/E4HaEQppQow82Cs7xeVpaU8MGlS1mQl3fev8e2cLKxsbngCGtJHqmv5YXmI+zt62QgEZ/E/Wl8PjRnOV9dcdW4r8WiSfp7Q6gOhXmLSkdEEww3w3VZl8ZoJDHqfU6nysLlFdz09mU8+LsNPPTH15m7qIzM7LNXVTdneSWrb1zEq49up69jkB98/o/MWT6DJVfOJb8kC1+qF4dLxTQk8Uic3o5BarccZctze4lHrfnXLJvBqhsXntxaykXMypISXA4HqhBjWq7kpKRw++zZhBIJFhcWjroJK0KwprSUFKeTDK+XDO/oZPyA2811VVXMz8096TmVpKeP6UPnUhRWl5biG+7TVjFF01oBVGdlcff8+YAlxsYTETkpKbx97lySw5Gak2FpYeEoB/BUj4c7584lqmksOK5h8rH5LC8qAinxuVxjzleqx8O7FyyAY9uNgyIE+YEAX7n8ct6/aBFb29poGhwkkkziczrJDwRYVFDAnJyc8y6YjiGm8C156zU2srGxOa9ENY0f7N7A7w/uJKZrU7/hBASW+PnQnOV8ZfmV425Tu7uZL3z0N6iqwqe+dDPX3/aGAWU0kuBT7/05bc19/NdP3s+SlZWj3iulZOtrR/juvz8KwD/82+0sv6T6pOc5XaSUNB5o46f/fD97Nx6xKuMABLi9Lrw+N6pDxTRNEnGNWDj+xjZAYUUOn/72e1mwdtabqgWNjc1ZZkKVZkecbGxsLhhMKXm+5Qj3H95DTNdQhSDPFyDD7UURgtr+LgwpqUrLwq06MKRJMJmgNxYhaRpkur3cUjGby4sqWJRTOOF+jn8iNE1z1GuKIgikWU/O3R1jK9GEEGTnpZKW7qOtpY/OtrPrUC6EoHx2EV/62Ye5//tPsfnZPfR1DmHoBolokkR07HKMEIL0nAA1y2bw/n+6jbKaApQLxALCxuZixxZONjY2FwxRXePV9gaGknGcisr1pdW8r2YJlWmZKEJw1V9/STAR5xurrqM6PYukYdAaGWJzZwv3Hd5FVNPI8vhYU1CGxzFxFZnTqeL1uYhFkwz0hUe9JhRBVnYAgKOHOsZ9v8Nh2RDomkF0HOFyphFCkFWQzke/8U4uv2M5+zfXcXRvC92t/USGoiQTGg6nY7ihbzolMwuYv2Ymc5bPwBfwntdE2mPl5ZM127WxuZiwhZONjc0FQ0RLUNvXDUBNRg5fWHIZZYF0hBBopoFXdTJIHI/DQZbHhxCCQn8qi7ILWZJTyKdeeYyf79tMkT+NOyvnTnij9qW4yc5JpfFoN61NvWiajtNpXQ5VVaG0IofX1h1gz45GgkPREZsCsJbOgkMxopEEQghU9dyJAafLwbxV1cxeXkksFCceTaBrBqZhIoZ9pdxeF16/55R9n04HwzQJagl29bSzqbOZ/f1dDCbiGNLE73RTlJLKivwSVueVUpCSils993O0sTldbOFkY2NzwRA3dNoiQQSCZblFI6IJrISDY8m1EW10lMelqqzML+Ujc1fwnZ3r+eneTawtLCPPFxh3P6npPkoqsmk82k1zQw8drQOUVlhtYFRVYeacQjxeJx0t/Txy3ybu/Js1pPjdCCGIRZNsfPkA3V1DuD1vVN2dS1RVwZ/uw59+/rxsjkcOV0C+0FLH7w5uZ3dvx7gJsluBRxpqyXR7eVt5DR+YvZSK1MwLJunXxmY62MLJxsbmgsEwJVE9iSKgyJ92QjRC4HNYpdxDifiY96pCsDyvmFyvn+5YmB3d7dxYPmvc/fgDHqpqCtj4yiFam/porOumpDwbMbycVDojl7LKXA7ta+OxB7bQ3NDDnAWlKIrg0P42Nm84jKGbpOenUDbj7Pfdu9DRTJP/2/M6D9btZSARG/XasU/weCHVn4jxx0O7ODLYxxeXXsbi7PPXd8zG5mSxhZONjc0FxbEbrDlOxW+G2wNAeyQ45jUhBNleH3k+P/v6uzga7J9wH4qisHxNNc8/sRskxGIJTFOOLLsVlmRw7dsW0VzfQygY49UXatn4yiEEoOtWE2BFFay6bBaVMwtO+5gvZhKGzs/3bea3B7aTNA28DiflgXRmZ+YyJzPPSuxHENIStIaH2NnTTn2wn/54lM1dzXx103P85IrbKQtMXopvY3OhYAsnGxubCwaHohBwuhlKxOmOnZC0DSNLb7X93eO/X6g4FRXdNAklx0aljqeiOo97PnE15VW5FJZkjqo6UxSF625dRGf7AE/9ZTvRiJVLdAy328Gqy2t41z2XojreutVqUkq2dbdy3+HdJE2DwpQAH5qznNsq5ozkoJ24fdzQ2dzVwq9rt7G+vYH9/d385sB2/nX51faSnc1FgS2cbGxsLhjcqkphSoCBRIz6oT6ShoFr2MFYCMHMjGwAtnW3MpiIk+F5w3BPSklESxBMJhCAIiYXNIqisPbqORO+7nI7ec+HL2f+knI2vnKQ5voepJQUlmax6tJZLFhWTto5zDGSUmJoBtpwMriW0DGlOfUbhxFCkJ4dOKNLYnFD54WWOrqiYdJdHj69YA3vqJqPQ4zfm00Igdfh5PLCCsoDGXzilUeo7e/mpZaj/G3NUipS7aiTzYWPLZxsbGwuGFKcbmZn5rK/v5um0CB1Q73MybTcigWwMLsAn8NJZzTEz/dv5uPzVpHqspK2k6bBy231NAT7cakqOd7TEzVCCHwpblZeOpMVa6s5tnIoBKNcxs8Fhm7QeKCNFx7YxM5XDtDZ3IsW107Kodif5uVPtd8+o731gsk4m7taMJEszC7g1oo5OJWpxxdCUBpI54Ozl/HPG5+hLx5lR0+bLZxsLgps4fQWJhnX+NP/Ps5gb2jc1yvmFHHrR68+7ZvDUF+Yp377CqGBCGtvWcLsFZV2IugFhK4bbH56N3tfP0xZTSFX3rUSj8899RvPAj6Hk4XZBTzecID2SIg9vZ3UZOSOeACVBtKZn53P5s4W/nRoF62hIZbnFeNUVA4O9PBk40GSpkGWx8fczLypdzgF51ogjYc0Jfs31/GzLz9AQ20bU3R7mBBDn350arrEDZ32cBAFwZzMPFKc0+/DpghBeWoG2Z4UemIROsbJW7OxuRCxhdNbGF03ePXR7bQdHb9h5fJr5nPrR68+7f08d+8G7v3WYxiGyZGdjXz1D58gNfPs9fayOTmO7mnm9//5CM2HOnB5nBTOyGXB2lnnRSwoQrAir4TKtCwGE3HCWgLdNHCp1qUq3+fnzhnzONDfTTCZ4MnGgzzfUocAkqaBKSUCWF1QyuKc8XtjXWxEw3F+8x9/pX5/KwAenxt/ug+HUyU0ECESjOELeAhkpCClRE8aREKxEUfxBWtmsuL6BcxeNuOMt1wxTMuGQAjIPoUIn8/hJMXpojMaIqydfSNRG5szgS2c3sI4XQ5u/tAVdLf0EQ3FiYXjtBzppKG29Yx2KRzqC40k1kZDMbTEyfcfszl7xMIJoqE4UkoS8STR8ORJ1Web6vRsPrNwDaWBDGZlZKMel6ukCIXbZsymLTLEb2q3E9ISJIw3Gpm6FJU1BWV8ccnlI7lRFzsHtzdwaHsDAHmlWdz16RtYuHYmaVkB/vCtx3ji169wyc1LuOdfbkfXTAZ7Qxze0cCLf97EoZ2NpGb7ueRtiykoP/O2CaoQ+JxOwlqSYDIx9RtOIG7oxHQNRSh41Ymd3m1sLiRs4fQWxulycMfHr8U0rUTTZELjmd+/ym/+/S+YxpkL66+9ZSnbX9xPaCDC9e9dS3pO6hkb2+b0mTG3mOXXzuf1J3cyd1UVMxeVn9f5KEJwQ9n4/ksAHoeTj85bydysfF5oPsKhwV4M06DYn8aVxZVcVlRB/gTGl8c4cbnrQl463rfxsDVfAXd//m1ce/eakciR1U7FMsRMz05FURVyizOpWlDKvNXV/OKrD7L5mT0E0lP44FfvxJ8+ttLtdHCpKrleP8FkHwcGukkYOm51ercVKSVt4SA9sQhuVSUvxY5C21wc2MLJBkVRcHtduL0ufAHPGR9/1tIKfvjiV5ASHE4Vxe7QfkERyEzhE//zHv7uv96NogpUx4XfBiPF4eS6kiquLq4c9nuSVvuT4WquqWYfGoqxb2cTqkNl9oLiUS1VpkN/b4jWpj5cbgfllbl4vNPP7TlZmg93ICXklWSx4tr5o5bbXG4nQhFoSR1dM3ANv6YogrKaQu756p185a7v8eIDm1h29TzW3LTojM4t1eVhSU4hdUN97Opp54WWOq4vnYljGg2FO6Mhfn9wB0nTIMebwtKc4jM6Nxubs4V9B7M56wghcLqduDxOWzRdgAhh9ThzeZw4nI4LXjQBIw7fDkXBpaq4VAdORbWSyKfx/uaGHr7+hfv57688RHNDz0nvf++OJr7xxQf4ztcfOaX3nwzhIcuJO6coA6dr9LOuy+tEURQS0STJE5bAhRBUziumcn4pyYTGxqd3Ic0zuAYPeB1OLi2sIN3toTsW4Qe7X+OZpsNohjHhe0wpOdDfzbe2v8K2bitv69LCcruizuaiwY442djY2JwkHq8TIQQDvWE62weZOefsJaLLY8vm4wjalIAXxaEQDkaJRxL4T4icCUVQvaCUna8c4MiuplOuyJsIRQiuKJrBNcVV/KV+P4cHe/nKpmf5w+EdrMkvY05GLhmeN5zDW8JDbOpsZmt3K72xCAAz07P52LyV04pS2dhcCNjCyeaMEo8m2P7i/gktDrILM1h5/YLT3EeSjoZuulv7iAzFSMY1hCLwprhJzfKTXZhBXmn2mKfz8ZBSEg3Faa3rpKu5j3gkbvn3BLzklmRROqsA9xTLMMG+MK8/tRNDN1lwyUyKq/MBCA9FaTrQTl/nIPFwHMWhkprpp7gqj7zSbBzOk0tellIy1Buio7GH3vZB4pEEuq7jdDrwBTxk5KaRX5ZNWnZg0sje4R0N1O1pZrx7qKIKLrt9OSmp3rEvToGu6XS39tPZ1EuwN0w8lkAIgcvjJCM3lYLyHLKLMs94Zdf5wON14XY7GOiPMDQQOav78g83ER7qDWGckHuYluXH4VTp6xxiqC9MduHYqI03YH2Wgz3BM1nz8cb8nC7+edmVDCXjvNLWwFAyzubOFjZ3tkz6vmO+XP+89Eq73YrNRYUtnGzOKNFgjAe+9xSHdzaO+/riy2efknA6Vma969UDvPjAJhr2tzLYPUQskkBL6gghcHtdpKR6Sc8JULmgjLd/8jpKZ03cR8w0THa+UsvTv3uVhtpWBrqGSMSSCCHw+Nxk5KUxa2kFb/vgFcxcXD7hDb+nvZ+ffuk+ErEk9/zrndz1mRuo3XKUP3//KZoOdhDsD5GIaSiKICXVR25JJsuvmc9dn70BT4p70qWxYxGCYH+Y9X/dxquPbKO3fYDBvhDJWBJDN1GdKh6fi0BGClkFGSy+fDbv/NyNEwrHTc/s5r5vPzlu9MHhVFmwdtZJCSctqbPjpf28+th2mg620985SHgoihbXQAicbgeB9BSyCtJZdvU8bv/4NfjTzlyS8rHjOJdLjA6HiqoqGLpBPH52q0QLK3IQArpa+oiFYqRnv5H4nl+Wjdvjoqu5l9ajncyYW4xQjjsPEvq7hwAr+nQ2zpAQgky3l6+vvJb7D+/mj4d2MpCIIyeQaQJrie/q4io+uWA11WlZdqsVm4sKWzjZnFGcbiezl1fidDtJJjT0pE6wP0xfx+ApjymlZLAnyAPfe5qnfvsKWkIbiZY43Q48PrfVAyuSIBaO09s+gKqqk0Z0IsEoT/y/l7n/e08Ri8QRWBVKqVkBpGkSCydoOdxB65FOtj6/lw9//R1ceddKHM7JfzL1+1p58c+b+O03/kJf5yAutxOv34PH5yYWSTDUF2KoL0T9vlba6rv5+LfuHnUjHI/aLUf5zdcf5uC2+hFbh2ORHJfHiZY0CA9GCQ9G6WjoYdaS8klFRHF1PgvWziIeTaAndWKRBD1t/WgJfcL3TMZz927g119/mGgwNtL81pviwZdtFRrEowl62wfobR+gbncz9fta+MT/vIfswoxx55k0DGK6RsDlnvSGqpsm3bEwnZEQummS4nRR6E8l3eU56yIqmdTRNMOSBmcjjHMcc1ZU8pefCJJxjZ3rD1JQkTvyWnFVPpl5afR3DfHoL15i1uIK8kqzEEJgmpKu5l62Pr8XgOyCsxfVEUJQ4AvwmYVreFf1Qp5sOsj27jY6IkGSptUU2akopLk9LM0t4triaqrTs3GrF34hgo3NiZyUcErGNR785ctoSesCG0jzcelNC8gdJzz8ZsbQTWp3NHJguCpn+eWzKKnMtS8AQCAjhY9/624M3SAWtoTM+ke28cuv/vmUxwwNRLj3fx7nmd+/OiIcZswvYeHaWRRU5OLzezAMk/7OIVqOdFC3u4k5q6rIK80adzwtqfPMHzbw5x88TSwcJ6swnbW3LGXW0gpSM/wYukFvxwA7Xz7A60/uZKg3xK++/jCpWX5WXLtg9BP9Cex97RAHt9Uz2B1k9Q2LWHL1XHIKM1AdKv2dQ2x6Zhebn92DoRtsfnY38y+ZyY1/e9mE0aymg+383+f/QGNtG2CZH85dXcXs5ZVkFaTjdDmIRxL0tA1Qv6+FjoZullw1d9LGs1fdtYor377S8mwKxWk+2M6P/vFeWo90TvcjGcXiK+bg++5TOF1OZi+bwaxlFeSWZOFPT0EAA91Btr+0n03P7CIRTbLthX2s/+tWbv+7a1DHaf9xYKCbPx3axezMXK4urqTYnzbmt6WbBk83HeaPh3ayu6eDpGGQ6fFxaWE598xZyrys/LMWxTB0k4a6LoYGo7icKin+s+uyXrN0BqmZfgZ7Q7z+5E6ue8+aEQHv9rpYfeNC6vY0U7v1KD/8hz+y8voFZOSmMtAd5PWndtHd0gfA/DUzJ/3uni5CCBxCpcifykfnrsCcIwklE0T0JKaU+BwuAi7XtFqy2NhcyJyUcNKSOg//6hViEcvhNb8kkzlLy99ywql2RyM//vojtNZ3I4Tgtef28rWf3UNqxrlr+HmhozpU/Ok+/Ok+MvPTTnkc0zR5/aldPH/f61a5tcfJDe+7lDs+cS1Z+ek43VYVmJQSKSWxcILQQASPzzXuTRmg6UAbD/7gaSLBGAUVuXz8v9/NwktrcHmcIzdoKSWX3LKU7KIMHvvFSwz2BHnsly8xY17JhJESgP6uIZxuB3d84lre/qnrSM9JHTXm0qvn4va5eeXhzcQjCTY9s5vLbl82rpN6cCDC/d95kqYD7QBk5KXxsW++i0WX1RDI9I+ILSklhm4QHooRC8XIyBsrNE5EKNZypMfnJh5J4HKfevC5oCyHz3z3fWQVpJNdkIE/3Tcqx0pKycobFpCZm8rjv1qHltTZ9MxubvzA5fj8oz8jQ5ps6Wzh4bp9eB1OUhwu3lE1+vsjpeT1jmb+bdPz9CdiI//eG4/waEMtR4Z6+ckVt1E6nDej6waxaHJUZCgaSYyMFY0kCA3FmAqJxDQkO7fU89d7N6IldbJyAhQUZZ70OTsZAuk+Vt24kJce3DwctQyTlZ8+8vpVd63ixQc3017fzY6Xa9m36QgutxMtqZGIWcuIWflpXHbb0nP6cKcIQZrbQ5r7zFuc2NicT+ylupNESsmRfa00H+kcWS5qruumbn8rS9bOPL+TexMSCyd49OcvkogmUVSFa969mvd/+XZS0ryjbgLHytNTUr2TelGZpsljv3yJwZ4QQhHc8YlrWX7t/DE3FCEEaVl+bvrby9n3+hHqdjex59VD1O1uHjcB93gWXlrDHZ+4dpRoOjZmVkE6V79rFXtePUh/1xBHdzcRC8fHCCcpJfs3HmHHulqklKSk+fj4f72bS29bNiZqYNkJOEjPDpCWde5NBIUiWHbNvJG5jHldCFIz/Vz1rtVseHwHPW391O9tQU+OXRqMaEl293agS5MMj5fKtLGipDce4Xs7Xx0RTbPSsyn0p9ISGqJuqI99fV38dO9mvrn6OhShcPRgB9//5uPEY2+09EgOL0vGYxrf/4/HcU9DOEpTEg7HCQfjI3lVVTWFzJp3dlu7OFwObvvwVcxbWc3qmxaN+X7nlWTxka+/g9984680H+4gGddIHpd3lVucyXv+8WaqFpad1Xna2LxVsIXTKSM49ghrL9CdPRoPtNJyuAMAf5qPG953Gf70ySN7kz1VD3QF2fv6YQB8fg+XvG3xhNsLIcgrzaK4Ko+63U1oSZ2D2+tZcf0CVHX89zhdDpZdPY/MCaI+QggKynNIyw7Q32VVQmkJHSnlqO11zaB2cx3B/jAAC9fOYuFlNVMutZyv5eIpI1xCkFOUMVKhGIsk0LWxwimmazQEBwCrL11lWtaosaWUvNhSz+FBa/lpYXYB/77qWsoC6TQEB/jn15/h4EAPG9obaQ0HKQ2kAxAaitLbHRxTSSilpK/71JrL5uan8a4PrMWXcnaX6oQQVMwtpmLu+AaRiqqw7Op5pOek8tJDmzm0vYHQYIRAegqV80u47PZlzF1ZNa0q0/E40xYGk2GnO9hcDNjC6SQRQjBzfjFlM/NoOdqNIgSl1XlUzbNdb88G+14/gqlbeU0lM/OpWlh6WuMd3dtMeDAKWEtfXS29DAxXHU3E8V3l2452WSaCE6RpuDxO5qysmvQG4PN7cbqtvlymYZKIjW1umoxrHNhWD1gJ8PPWzLwoGiObhkk0FCceTZBMaBiagWmYmKYkPBQdEUvSlOj62LY+CcOgPRJEAJVpWaS6RouSvniU51sOE9GTpLs9fGL+KhZk5SOEYGG2h/fXLOGrm55jMBFnT28HpYF0qmoK+OHvP8qh/W1s31jHodp2utsHGRyIIAQEUr3TtoZQVAWv10XNvGJuv3sVM2bmn/Y5OxM4XQ5qllZQOb8ELaFjmiaKouB0OUaWs0+V7liEQ4Nn1+QToCglbdwIo43NhYYtnE6B2UvK+eS/3UHtzkacDpVll9cQSDt53xubqelo7Bl54q2YW3Laya3dLf0jyxitRzr5/PX/fVLvjwxGJ30CVx0qeSXjJ6UfQyijvQzNccYzdIPu5l4AvH4PBeU5F/TTuJbUObitntrNddTvb6WnpY9gf5hoKE4yoaEldLSkProH4jinUTdNwpplCVFyQlK4lJKGYD/bu6xE+SU5RSzLKx7ZRhGCyrQsMj0+BhNxWsOWIFYdKpnZAVZfXsPqy2uIRZOse3YP//efT+B0OXjvR6+gvCpvymMUQuByO8jKCZCdm3rBfR7W/Jy43Ge2We5rHY18fsOTZ3TM8fjQnOV8dflVZ30/Njaniy2cTgFVVZi3vIJ5yyvO91Te9IQHoyPLK2nZpx9xiYZjIyaCQgjUkzShnHKpTBF4/aefDCtNSSRo5fA4nCq+UzCkPBdYVhEh/vBfj7D1+b30dwUxDMPyOXIoCMXqHac6VJxuB9FQfMoG0qY0LXsIx2jjUQm80tbAYDKOS1G5rKiCTPfo85LidJLqctMbixBMJsYd3+N1MnN2EWkZPhJxncqaAuYtsvN/zhfKcI9Bp+0cbnORYAsnmwua0dGd03/Cl8MNYQHKZhdx60euPCnxlJmXNqnztQCUSawAposEzOP6il1YsQ0LKSU9bf38+At/YuvzezBNSUZuKgvWzmLuqmrKZheRlZ9GSqoPr99NeDDKl277Nm11XROOqQiBz+EkomtE9dFLmKFknMcaDgCQ5fFxQ9nMMVEfRSgoQkFiRa/GQwiBP+AhvzCDpvqzvwR1sZPr9bO2oHzC1x2KJXoO9PfQGrGifKkuN7leP2kuDy5VRRUC3TSJGTp98Shd0RCaaZLu8nBd6UwW5xSwPNdOd7C5OLCFk80FTUqqdyQPPzScKH06+PxeVFVFx8AX8HD1u1ZP2VLlfKAoAl+ql1g4jqEZRENTl8ufa0xTsvmZPex4eT+mKcktyeL9X76NS29bNu45jQanPgaXqpLtTSEcHKAhOIApJcqw3cS61no6I1Yrn0sKy8jzjo1A6qZB0jAQMGnvsxS/m5y8tItOOB3/INHfNURHYw+hgQjJuIbT5SAlzUd+WTbZhRkow9HR011SXJFXwoLsiXO5VKHwSls9tf3rcKsqN5XVcH3pTIr9qWR6fHhUB6pQ0EyDqK7RGQ2xt6+TB47soTMaIt3t4baKOficF97v0MZmPE5LOFkl4GdqKjY2YymsyEURAlNKju5twTQkquPUv3R5pVm4PE4SsSStdZ0k49oFKZxUh0p+aRZ97QNEwwnaG3qQpjyrBoYni57U2fzMLrSEjqIqXH7Hci6/c8WE1VvRYRE4GSkOFzUZuTQEB9jV086unnZmZeTQGh7i3kM7SZoGfqeLd1aPbdsjpSSYTDCYiOFQFPyuiavdfH4PKy6didfnIi095eQO/DwhTUlv5yDbXtzHyw9voflwx0jemDStqkxFVXC4HOQUZ3L1XStZfvU88stzTqs/oEtVcanjR2WllOzsaed7uzYwmIjz2YWX8N5Ziwk4J24lVBpIZ0lOEVcUzeDjLz/Cbw5sJ8/n557Zy+zWKzYXBaclnBRFII57qksmdBoPddDR0k9wIIKhW4aF2flplFblkVuQPmnz0ekQiyboahmgq32A4ECEeDSJYZi4XA48PhfpWX7ySzLJK8qY0ADxQkVKyVB/hJb6bnraB4mEYhi6icvtJDXDR1FFDkXl2Wc8+fNCZu6qKhRVwTQNWo900rC/5bT8aCoXlOJP8xEaiBAeiLD71YOsvXXpGZzxmcHldjBraQX7N9WhJTRqN9dxzbtXX1CVdaZh0t3aD1gO1uWziyYteW853DFl5MzvcrG2sJxX2uqpG+rjKxufZUF2Afv7u6jt70YA15RUMyt9bLK8BFrDQwSTcXwOF7neiQWRqipce/Mirr150XQP97yiawa7NxziT99+gv2b66bcfrAnyJGdjTw1cz3v/NyNXH77slO2I5iMuKHzSEMtdUN9rMwv5V3VC0l1TZ3j51AUKlIzuGf2Ur666Xl+d2AH15RUUzZsH2FjcyFzesJJVUYaXR7a08Ljf3idw/taGeoPE48kMU0Th1PFn+olMzeNFVfWcMt715Ce5Z9W+PhYWNrQTTpa+njt2X3s29pAT8cAwYEosWgCPWlgmhLVYZXe+vxu0jL9VM0p5Lq7llOzsBRFVaYdru5o6edH//rwuJ3jJ8LpcnDTu1ey8qo503/TcccoJQz1hXnhr9vZ+MJ++rqDhAajJOMapmmiOlS8PhcZOQHKZxVww10rmL9ihpV8+yZ/Qpsxv5SSmQU07G8lNBjhqd+u555/u3PKJrETNX7NyE1lyVVzefLXL2Oakid/8wqzV1RO6Lt0/HjHvJbOxTl3uBzMXzOTF+7bSLA/zM6Xa9m1/iBrb1ky5cPHuWx6e6y1i5QSXTfG+FEdey0airP1hX0jVhATjicUri6u5JmmQ2xob+TAQA8HBt5YTivxp/Gu6vljbAoANNNge3cbEvA6HJSnvjlK26Up2f3qQX7yz/fTdtTKDxOKlXDvcKqkBLzDPQs1IsEYetLAMExMw6T5cAe/+tpDGJrB1e9cNW3bhekylIyzpasFgWB+Vv6YZP3JUIRCdXo22d4U+uJRtna12MLJ5qLgtISTw6laTsx/eJ37fvIioXEuilrSYKA3zEBvmIZD7ezYcIR7vnAD81dUjqzBT0ZP+yC/+p+n2L7hELFwYlTC7PHomoGuGcQiCfq6gjQcbOfVZ/byjg9fzq3vuwT/NO0C4pEEO147clKNO10eJyuuqJn+G46ft26w8fn93PfjF2k+2oVpjN2xrhmEhmKEhmI013Wz+cVabnjnCm6/51LyiiZu//FmwOt3c8fHr+Gn/3Q/sXCc5+97DQTc+pGrKCjPGd0mxZTEInEGuoOEBiMUV+XjTxttlqkoCrf/3TVsf3EfnU297NlwiJ//8/2849PXUza7aEzblUQ0yWBfiM7GHqKhOIuvmI035ey3kBBCMG91Ncuumce6hzYTCcb48T/eSyKWZNFlNWTmp49afjF0g9BAhN6OQVRVoWx24Vn/XqgOlbKaIhr2t5GIJtm94SCrb1pEICNl1DkM9od5+rfrefH+jRP+fo8nz+fnm6uv5xtbXmJvXychLYFbUSkJpPHZRWtZmV867rENJuK83GZ5XxX5U5mTkXNmD/g8MdQX4tff+AttR7sQiqCoIpdVNyxkzU2LKJmZj9vrHqke0OIabfXd7Hilllf+uo2Wwx0MdAe577tPUjG3iOqFZWf0exHXdVrDQwgBed7pPRAfj9fhxO900RMLj9hH2Nhc6JyWcFJVhdef28cT924kEooDVmd0f6oXn99DNBwnPBQbuViahuTQ7mZ++u+P8qXvvYeKWQVT7iMWTbJ/RyORYHzMa26Pk0CaD4dLtXo49UdGXpPScif+y6/X4/W5uPm9a6YVqlYdCqnpKSRiSRIJ7ax2Pjd0g5cf28mv//dpBvtGJz47nCqp6T6cbifhoSjRcGIkkpCIazx53yY6Wvr51NfvIKcg/ZT2L6XE1E3isYTVkDdidbE/Fm6LhmM0H+qwepqlWP+5pjDTk1JiGibxaJJYJE48mqS7tW/k9VgkTtOBNms8vweP1zVKrJyIoiisunERB7c38NwfN6AldJ767Ssc3FrPzCXl5JVk4w14MDSDwd4gvW0DtNV3oagKf//Dvx0jnAAKynP4my/dyq++9hCD3UHWP7qNhtpW5q6qJq8kC2/Ai6HplhBpH6SzqYemg+3Mv2Qmc1dVM8kK0BklkOHnnZ+9kbo9zTQfbGeoN8RPvngvs5ZUMGN+KZl5aTicKvFogoHuIF1NvTQdbGfZNfP46DffheIaPzIlpSQRSxKPJohHErQd7RrpaSal5W8lGO5l53fj9rrGzZFxuFSWXTOPjU9bzXs3Pb0bp8vB6psWkZYVIBFL0nKkkz0bDrH5md1k5adjSklXU++kx33Mw+l/197Ivr4uemMRUpwuajJyxm34e4yIluTm8hoksCKv+E2TbLx7wyHq97cCUDW/hE9+6z1ULyobNxXB5XYyc3E5VQvLWH3DIn73n4+w8ZnddDb1svnZPVQtGF90nioSiWYYSCCsjW//MBlJwyBu6JhSkjQnz3+zsblQOC3h1Hy0m7bGXuLRBKkZKVx20wIuv3kR2flWybZhmLQ19PDEvRvZ8dqREePBpiNd/OH7z/H5b70T/yT+NEII8oszWHv9fJ6493W8KW5yC9JZsnYmC1ZVkl+SidvtRCgCQzdpb+7lhb9Yy13xqFXKHAnF+evvNrD6unnkF08dui8oy+IHf/k0pmFijAiABNFwgljUEhjRSIKn7t9ER1PflONNhGmYbHqxlj/84LkR0SQUQWFZFle8bRGrr5uHP9WLogg0zaC9sZcX/rqdrS8fIBpOoGsG2145yM+/+Rif+8+7Jj2P41G7pY7f/ccj9LT1W87Ow8cbi7wR1Tu8o5Ev3/FdFFVBUa3EU6fLwSW3LOX9X75tzAW4YX8rP/7ivfR3DWHq5ohjdCzyxgW1bk8LX77ze8NjWuM6XQ6uePsK3v6p68dN1A5kpPCBr96Jx+fm2T++SjQUp35fC/X7WlCdKqqqWEtFmmG5egNVC8sQYnzh4HCqXH7ncvxpPn7xlQfoaeun5XAnLYc73xjPtBrnHjsXqqrg8bmnFSU9k5TNLuQLP/kgv/raQxzcWk8snGDX+oPsfvUQDqeKUASmYaLrhiXyJ5leJBjlvm8/yeZndw8vcVufuZ60RCJYYv67n/otTpdj5DNSVYXM/DS+9MuPkF3wRp8+IQQrrlvAle9YyUsPbCIajPH8va/x2uM7cDgdmKZJIppES2gUVubxwX97O4e2N/DA956a8riFEKS7vawtLJ/2uSoNpPOlpZcD4FBObknKMEyi4QSDA2Ga6ntob+knGk5gSklKipvs3FRmzMonM8tPit9zTpfJd7xcixxOR7jnX+5g1tKKKfetKILSWQV88N/ezv7NRxnqC7H9pf285x/eBmfQLsmhqKR7vHRFw2zvaSOYTIy7jDoeppQcGuyhMxrCqaikTyM3ysbmQuC0hNMxIVRYlsXH/uVWlq6dOSafKK8og9mLy3jktxv48y/WjTzZ7t5Ux6tP7eG6u5ZPWvHh8ji54pZFeLxOFq+ppmZx2ahO7scvCeQVZ7BwZSUP/b/13PeTF0b21dM+yNaXD3LLe9dMeUxOp2NEYE3mEL1jw+FTFk5SSrrbB7n/py/S0/FGeHrxJdV8/F9upagiZ8yxFZRksmBlJRue2cNvv/MMPR2DmKZk68sHefJPG7njg5fhOonkz/BQlKaD7Qz2TNynS0vq9HUOjvn3ygU9SDna/RogFo7TVNtOaDAy5j3H0CcYs7O5b0JjRCEEgXQfH/y3O1lyxRw2PL6do3ua6WnrJxqKoyV1VFXBn+YjPSdAfmkOy6+dT2Ze2oTzcLmdrLpxIaWzCnjpzxvZt7GOtvouwoNRkrEkQlXwpXpJz0kltziTqoVlXHrbUnyBc2tEKYSgelEZX/71x9jw2A42P7ubjvpu+ruHiEeTmEnDKh7I9JNVkE7prEJW3bBw3N+UoZt0NPTQcrhz0n0O9YbG/ltfeFTj2GNzC2Sk8JFvvJO8kmw2P7ub9oZuwkNRpCnx+j3kl+dQvaiM2z92DZULSnB7nTzw/amF06ngUJRJLQjGQ0pJf2+YTesP8fKzezmwtxVtnObDYEWjK6ryuOTK2Vx+/TwKijLPiZDubrMS8Isr85kxf/oRIyEEhRW5zFxcxtYX9tHTPnDG5+Z3upibmUdXNMyung5+f3A798xehs8xcRQZLNG0q7edX+7fgm6aZLq9zM2c2r3dxuZC4LTLLISAt3/4CpZeOmvci7UQAp/fw63vv4TDe1vY/JJlYBcNJ9j8Ui1rrptHasbEib5CCKrnFVM9r9iq4ptkO7AS1q97+zL2b2tg6ysHR17fv61hWsJpvDHPBhue2cPR2o6RvxfPyOWef7iRooqx1ULH/u5yO7j0pgVEw3F++u+PYpqSZEJn3WM7WXnVHMqq86Y95+qFZfzDT+5BS4x/k5iMnMKMcW0oiqvz+ceffwh9ipLz8cgtsWwCJkIIgcPpYNk185i3ppqe1n4Ge0LEY1aBgKJaS0v+NB+Z+Wmk50zdEkMIQVFlHnd/4RYGuoboaR8gFo6jJTSEInB7XPgzUsjITSUjJ3XCpOz8smz++dcfwzRMnC4H6hQ375Q0Hx/6+jtGEqULyifPxRFCkJYV4KYPXMYlNy+mr2OQ4ECEZDxpRSKcKt4UD2lZfrILM/CkjF8K7vV7eOfnbuDqd6+edH/j4XCqZOaOFaJCCHwBD+/87A1cdscy+joGiYbjICVur4v0nFTySrPw+j0IIahZVsm//uGTAKRlnd8KQSklXR2D/PhbT7FneyPxcXoGHo+hm9Qd7KDhSBc7Nh/l/R+7knlLys+6eFKHrQBSs/wjyfjTRQDpOakAZ2WeAaebK4tmsKmzmZCW4Jf7t1I/1M9dVQuYn5WHx+EcmYdlPStpDQ/xTNNhHqmv5eiQJQprMnJZmFN4xudnY3M2OG3hVFadz6U3zJ/SJ8Sf6uWuj/x/9t46Po77zv9/zszyrpiZJUtmZjtkh7mQFFK89pr2Cne99n699nt87bV35fba3vVSSpo0aRhsx4khZpRMsiWLGXdXy7sDvz9WliULLNmSIzvz7CNptDvzmc/MDrznDa/3zRzbUzv0RnfiUD2dLf3EJkzc7X4qGiSCIBCf7GDphlIq958f2lZ7U++YFT/vBr6BAFv+dGjIo2UyG7j70ZUUlGVcdn5Go4FbHljKnq2nqNofLUtuOt/Fge1nyC1KRZAmt38JqXEsv23+1e3IJcQmOlixebS+znRjsZnJKc0gp/TyOXKTwWCUSMlOJGUSodyxsMfaWHXHwkkvbzIbWbC2bMrbEQSB+JTYoQfhVDGaDJQtLbyidSfiQuuarKI0soom9hrYY62suXvxtM/hSujpcvO9//cCpyub0LSoRykpOYa4BBuxcTZs9mjStd8XxusJ4Hb66e/1EA7JnDzWxHf/3/P8w389Skn5zD7wMwpSovPwBMYsHrkc7sFUgIz8lNFu4qtEEkXuLSjnRG8nz9efxh0O8kL9aV5rOofNYCTHEUec2YpBEIbEL3sCPsKKgqxFPcw5jji+tmQD9hskJ03nxueqDaeFq4uw2CZ3wmcXplBQlk7NyWiiY8AXovp4E6ULpldqXxAEUjMTsDnMuPujhlPAH0ZV1Fmh7XT6WCPOYeGQ1MwE5i0vnPTbpMViZP0d8zl5qC56I9Vg77aTPPzpDVetk6Wj814gEpZ585VKzp1uRdMgPsHOnQ8uZdmaYnIKkokdJnehaRoBf4iWxj5OHW/ijReO0tLYS0/XAM88sYe/+cf7sdoml9dzJazYNJ/XnthFW303rp6BKXnq3P1eGgYTy5ffOm/aXxwFIN5s5WtLNyAIAq83ncUbCRNSZEKKjDM0vm6XACxOyeSLC9YyPyl9VrYVei/T6u9kX99xwmpk1HeSILI4voI5sdP/InY9cNXK4QVlGRgmaYxYbCZKF+QMGU4AdWfarmYK42JzmEdolqiKhiK/+4aTpmnUVLUQGpYvkpoVT25x6qTHEESB/LIMElNi6e2M5ki11HfT0+EiMy952ueso3Oj4ezzcuxgHZGwQnyinb/40mY2bJo3In/yAoIgYLNbKJubRXFZBnMX5fLdbz1PW3Mf5063Uneuk3mLZ65JcMWKIpbdOpfD20/x4q/e4jP/8gEsNtNlq1uD/hCv/t9OnD0DFM7LYeXtC2es00Oyxc43l9/C7bklPFN7gsPdrYQVGVlTUTUNDRAREAUBkySRaY/lnvw5PFQ0jzSr47LhbZ1rT2ewl1fa38Yrj5YZMolGYo0O3XC6Eqx2M/HJMZPuQGo0SWTkJl0MeAMN5zouWw10JYji6KqXGVQWmDThkEx7cx+KHHVTC4JAdkHqlFR9BUEgPslBUlrckOEkRxQaznbohpOOziRwu/w01/ciCLB8bQnrb5uL0XT5lyrJIFJSnsl9H1jB//xoGy6nj6b6nhk1nGwOC5/85kNEwjI7njtEOBTh5odWkFuWQWyCI1qJKlyUmRjo99HR0M3OFw6z64UjpGYl8tGv30v2FHIgp4ogCMSazNySXcRNWYV0BbzUuHpp9brwhsPImordYCLBYqU0PpmC2EQskmFoXZ3ZR6oliZtSVuKKDBBUwgTVEE2+Njzy+MU/U0HTNM566vErQcpiCnAYJk7ZmU1cleFksRmxTKDBcykXqqMMBmkogdjd75uU3TS8wi0SUehq6ae9qQ9nrwffQACfN0Q4GCESjhAOyfR0uMYU5Hy3CfhC+IY1OxVESMmYWLV6LGwOMzHDRD01DbrbXdM1TR2dG5pIWMbvC2IwSBSVpmOeoDDhUiRJjIbz4m24+rz4fVPXL5oKXc19dLf2k1uSwekD53n7Twc4tuMMmYWpxCY4sNhMiJKILCuE/GEGnD66m3vp7XABUDQ/h5P7azm8/dSoyshLWbiujE2PTq2IZjiCICAJApn2WDLtV5aLpzM7yLVl8MmCh1E0lZAaxif7+WX90xxznpmW8WVN4df1z+FV/Hy17JMUO2bu5WO6uSrDyWg0YJiip8RkMmA0XjScImGZSFie8MalqhoDTh9nK5s4+HY1x/fV4nVH+7ipalQrSFOjLTE0gME2JrORcChCMHDx5iUgYI+Zun6J0WQY2bNO0xiYhYaijs5sRDJImCxG5IiCzTH16+/CfUyUxDHDe9PJj//mD5w5VIciK0PFLs7uAZzd40uJDOfMoTrOHKpDU9XL3hfNVuNVGU46NxaCIGAQJAyiFaNowCxOXwJ/o6+V7lAfkiChztYH9jhcXY7TBPIA4yEZxBEJzJoWNSbGM5zkiMKxPTW89scDHH3n3FCIa8J5CQKSQZjUstcabdDIG0LgippvSpI4IplcA5TI1KUFdHTei9jsZlJSY2lr7sd5iWr/ZPB6ggR8IWyD4pgzSVSB/8q9WuPpo43Fdfb80rmOOedpIKiEsF9HIboLXJXhpA56eaaCIkfVii8gCIz0nFwy/q5XK3niP9+gb9jblcEgYYsxk1ucRmF5JqlZ8cTF23HEWTFbTJitRmpPtvLUT7fPOi+MMKiWPYQG4XEE9yZCUVQU+aJekgDT3sBTR+dGJSklhvL5OTQ39FJb3Y7PG8Q2jv7VpUTCMudOt+HxBCkqTad0huUI7v/Mray/f+mMbuMCBRXTW+Gso3MpGhphJUK9t4WIdn2+7F+V4XQhzDZZNC0q2DhcINFoMozrcTlX1cyvv/v6UOm+IAjkFKZwxwdXsvHuhcQlORCEaLjr0iSpoC88Kw0Js9mAZVhbEQ1tzD58lyMSlgkNF68UBGLir1ETNR2d6xyrzcTdDy/jzMkWKg/Xs+3l49z54NIR1+ZYhEMyh/fV8sbzRzGbDTz84TUkp82sx2njA8uuXWXLNOVpq5o25fCLKIA4TpsknckRUsL0hPoZkL345SCKpiAKIhbRTIzRTpo5Cavh2re2UTUVr+xnIOJlIOKlJdBBjbcRgIga4ZS7hr6wa8x1s63pZFsvX9igaCrusIfuUB9+JYCsKhhFAw6DjTRLMjEG+7QVIlyV4RT0hwn6w5MWltQGc5WGG07xSY4xr9VwMML2F47i6r/oRs/KT+bxf3wgqnl0Gb0iRVVnZdzU6rAQE3/RNamp0NPhmrI4p98bwuselmQuRJPMdXR0JkdJeSaf/MJt/PL7W3jqf3fR3NDDsjUlFJakkZQSM/RCFwpFcPX5aDjfReWhevbuqCYcjvDAI6tYe0s5MHF7pgtc6U1bEEa/GM42NE1jIBxif2cTJ/o66Q8GkDVlSgbfhqwC7iuomLlJ3qBomoZX9nPEeYoTrnO0+Dvoj7jxyX4iqoxBkLBKFuJNMeTbs7k5ZSXz4kqQBOmaVTQedZ5ie9d+ekNOnOEB3BEPKtHIk08J8Puml8Zd94M5d/GBnDujDpIx0DQNj+zj7e4DVLnO0urvxCv7CKsyZslEnNFBvi2L1cmLWZm4EJM4+YK28bgqwyngC9HfPTBm37KxiIRlOlpG9nfLL8sY86bQ1e6k9mTrUD6QKAlsft9y5i8vnJTIo98bbcUx2zAaJbIKUjAMJshrmkZrQw/h0MQJ8sPRNA1Xn5f+7ot97gwGifzS9Jmato7ODcWAO8D+XWdpPN+NwSAx4A7wxovH2Ln1FCazAYNBQjKIqKo21AA7HJIJBsKoqkZMrJUTxxo58uk6Ar7QiPSDsfj+rz9FUkrMNdq7a4uqaZzo7eCbB9+kYaCfoBxBuYKX1jizVTecrgAVjZ+d/wOVrrOE1GjbIBERs2jEKFlQiRpWA7KXZn8Hla5qPpx7L7elrRnXGJluuoJ91PtaUNToM9lhsOFTAiiagoCAw2DDIIwdIbJK44vLqppKW6CLX9Q9Ta2nkYgmIyJgEk1YJTOyptAV7KMz2Eul6ywnks/xWP4DV+19uupykPOn25Aj8rh5SsMJBsKcq2oZ8VnJ3Kwxl/UOBHA7L+pFSJLIwlVFkzKaVEWlq7WfwFUkVM4UgiBQsSQPi9WENxL1GHW3O2k+30XJvMnlF2iqRuO5Dvq6LuZ9ZeQmkZqVMMFaNyahiMzrlecYCARJibFz1+I5k17X6Quw60w9JoPEhvJC7GbTjAkE6swuWhp6+ME/j3zL1VQNvy80KXkBz0CAM5fcyybicobV9Uytq5e/P7CN0/1dU17XJEpkOWLJj01gcfL0tFB6ryEisDC+nCPO06RbUih25JJlTSPNnIRFMhPWZFr87RztP02Tv52BiJenml9lXlwpmdbJCy9fDWuTl1AeWzT0d3ewj6eaX6U10InDYOMTBQ+Raxs7VzDBFDemgadpGu2Bbv677o9UD9QBkG1NY3niArKtaVgkCx7ZR7OvjYP9J+gLu9jRfRCAj+bfT5zxyl9krtpwqjpwnoAvNCnDqaW+h6bai53ZbQ4zZQtzxlxWkdVLmsVGm4leDm2wLP/M0cZZWVUHULYgh9SseLyDek497S5OHW6gcE7GpJTNQ8EIe7aeRB1Wnbfy1op3XRX93SAYkfn1jsM09jhZkJs+JcPppSNn+Pm2/YiiwL990MAtc4uY9TERnWkh2jT62lwvAlfXIk7TNJSIgmiIivrOJsHIiKqwveU851w9AMSYzNyRW8rilExMosS3DmwjpCp8ccEa0mwO/HKEc84e9nQ00uHzkGK186WFa1mTkUeC2XqZremMx4rEBdgkCzm2DNIsSdgk64jzRFYV1iQt4T/P/ZqOYA+eiI+jzlNkWm+5JvNLMMWRYLqYSmIWTUPSBpIgkWVNp8iRO6UxZU3mtY6d1HgaACiPLeIjefdR5ihAEi9e22E1wuKECn7b+CKtgU729h6j0JHD7enrkMbxcl2OqzacOpr7ePP5ozzwsXUT3oh8ngDP/c8uIsPCZ/NXFJGekzTm8maLEeuwHniaptHV2k92wcSd5DVVY//2UxzdUzPFPbl2mK0m7vvoWn7y/55HkaMhgNf/eID5Kwopqsic8MYoRxR2vFLJiYP1Q5+l5ySydvO8Ge/SfqPR2NNPIBxBA1r63JddXufGIb84lf/4749ds+3FJ1x54Ubr+S5+868vsGBdGQvWls6qyreBcIi9HU3IqkqKxc4/rryNTTklGEQRWVX5j2O7CAR83JpTzNzEaANoVdPo8nv48Yl9/LnuFP935gjzk9JJtU6+B5/ORQRBINEUx4aU5UN/X4pBlCiwZ7M5fR2/bXwBFZUaT+M1nun00hboZkf3QRRNJd4Yw4dz76U8pmjU/ptEI0sT5uFTAvyq7k/4lQCvte9iddKiEcbcVLhqw0nT4KXf7iE1M57Vm+ZiNI4e0u8L8cof9lG5v3boM5vDzMpbynHEWcf8oeMS7SSlxtLW2AtEPVB7tpxk7rKCcStfwiGZg2+f4cmfbL/EWzX7WHFzOfOXF1K5/zwArQ09/OY/3+Cz37yP7MKUMY9JJCyz783T/OkXbw9psxiMEhvuXEBOUeqsehO9HlhVksvbp+uxGCUW5Or5Ye8l7A7LjLZJmU6O7TzDvtcr2fvacd73V7fz6X+YPYZTUI7Q5HEC0Ya9t2QXYZKiL9CiAObBtipBWR70vEX71WU54vjako20ed3s6Wjiv08d4Dur78Agvve85tPBZO/9w8NhPtmPqqnXbSXjwf4qwoM5XUWOXObEFo57HARBYGn8XNItydT7WugIdlPjaWRl0sIr2vZVGU4mswFBEOjtdPPTf3iByn3nue2hpaRmJiBJIqqq0t7cxyu/38fhXWcJDVPMXrCyiPV3Lhi3Oi4pNZbyJfmcPhYNuWmaxu7Xq7DFWLj70VXExNkQRQFV05AjCl2tTl59ch+Hd57F4/aTkBJDwBsiGAhfzS7OCIIgEJfo4JHHb6Wve4CWum4Aju2r5V8+/ztuvncRazbPwxFnQxQEFEWho7mf7S8cZd+bpy5W0wlQsTSf+z++/rJl1DqjuWVuMfNz0hFFgZQYB3qYTmc2UlvZNFS1t3jD5EPR14KIquIMBRAFgblJaVgNw1M2BKyDhtNAeLTkSqLZyofLFnOsp5132ho51dfFopSZ1cS60dE0DUVTiWgRIqqMqqmoXOiqoeFXLlZiK4MNmK/HQIWqqZwdqB8q2pwfV3bZsJvdYKM4Jo96XwsaGifdNdfecBIEWHv7fIoqsnjyJ2/icfl545mDbH32EI44K45YK35viAGXf5RybV5JGo995fYJW42Iksjt71/OkXfOUXe6DYhWyj3/691sf/4oeSVpWB1mQv4wvV1uOpv7hxIwM3KT+Itv3Mu25w5zYPvpK93FGUUUBRasLORTX7+bX/zLS3S29KOpGi113fzuh9t46mdvEZdox2wx4nEF8HoCIxTHRVFgzuI8Pv+PD5KQrLu4rwSTQSIrUZdw0Jnd9LT3A2CPtZI3Z3YZFqqmElKi3qRY4+jqp1hz9B7fGxy7MWxBbAI5jniaPE5O9HXqhtNV4I34Oe9totbbRKu/k85QL17ZT0AOEFYjRDSFiHppr8LZJ9kzGbyyH3fEM/R3ju3yEQNBEMixXlyu2d9xxdu/YsPJaDIwf0UhN9+7GEVWePZXO/EOBAb7yvkZcI5W7BZEgeK5WXziq3eSd5lO3YIgkJ6TyCe/eic//6cXaWvqHfqNB5w+Th6qH2MdyMhL5rN/fy9L1pXS1drPwbfOTFnd/FohCALLN5Qh/eODPPnT7dScaBkyMuWIMqJqbjgGo8T6Oxfwgc/eTHbB2GG9G4ULv5061H8w2hJaFIRJJ9yqqoaqqRPeIkThwpgTD3qhH6I2OB8NbdBPFZ2POLj+WONog6KA0bc8YWhZbXCOF29iF/dvMvOBi8dHu8yNcKL9vLBPUf2zqc/leubCcYzu+sWjKAjCu547eOGeEJvomHUFIIIgYJIkQoqCTx7p3ReAeFPUcGrxjM4hFAQBu8FEjMlMWFXoCUy99Y1O9Nyt97Xw59ZtnBuopz8SPdbC4P/gQnFCtO/c9arWPZyQEkZWL6bj2KXJtW0Z3t7FrwSuOFQ5JcNJlETKF+cTCoSx2s0sXlOC2WrkoU9uoGJJPi/9bg+1p9rwuHwEAxFUVY22R3FYSEiOYeUt5dz32FoSkmMmfTNatKaEf/jFx3n5D3up3Hsed7+PgD802G5EwGg2YLWZSUh2sGRdCXd9aDUZOUmIosCyDWXs23YKVVFJzoh/12+AYyFKIkvWlVK6IIe3XzzGrleP09s1gMcdIBKKoKoaBqOE2WIkNsFObnEqmx5ezvKNZRhNhhv6YQbgC4U5UNvMlqoaTrd24Q9FSIqxsX5OAZvmF5OZEItRmvhh8kbVOb73yi4CE6jcP7JmIV++c+2432uaxkAgREufm0PnWzje2EZ9dz/uQBBJEEmKsVGWkcxNFUWsKM4h3mYZ87f5xtNb2HmmgUfXLORzm1fR1jfAtpM17K5upNPlQVFV0uIcLCvK5r4l5RSmJWGa4GHpDYU5fL6Ft07XcaK5E6fXT2SC0vdH1izgC7evGXXMghGZM61d7K5u4OD5FjrdHtAgIyGG5YXZ3Dq/mDmZKZgMM9vQ9t1A0zQ8AwGa6rqpPtFCc0MvbpcfWVa4+Y75bL538YjlwyGZUCj65m61mTDMsDGTkBr1ioaCkZF9LmcBJlEi2WKn1eum3t0/9FIA0Yd1UVwSb7XWcbCrBVlTMV4STlEGQ0uqphFSZnde6mxE0zRqvI3817n/oyfUj4BAuiWZEkcec+NKybCkEGeMwWGwYRKNnB6o5T/O/s+7Pe2rR+AKMyuGXT9X4VCZ0l3Qajfzb098evQgRol5ywsoXZhD/Zl22hp7cfd7kWUFs8VISkY8BWUZpGUlTEqH6QLC4JtuTlEqn/vW/TSf76alrhtnr4dgIIIogM1hITE1ltziVDJyk0Y8rLILUvjuk385lV18VxBFgdh4G/d/bC0337eIxpouOpr7oh48RcVsNRKXYCe7MJWcotRJC2Ve77h8AZ7YdZSn9lYSCF90Mfd5/dR09LL9ZC2fvGkZMdbxBdIA4qwWClOTcPuDhCIyQVkmGI4QjMgEBxsjhy7TIDkYkXlmfxVP7qmkzzvam3phTluqarl/WQV/edtK0uNH64QEIzK+UJjazl6O1rXxwzf2UN3eM8Ir2uf1c6atm11n6vnKXeu4eW4Rkjj6unH6/PzfziP8cW8VwYiMzWwk2WEnEInQM3AxNGIySKTFOUiLc5CXHD/0YLvAQCDEswdO8Ic9x0esB9Dj8XGiuZPXK8/xsY1LeWDZXByWGyefTlU1zp1u5eU/HeLArnOjNJzKxtCZazjfxZ//sA9BELjjgSUsXlE4o3MsW5LPOy8dZaDfw4DTR2La7AkvWw1G8mISaPG6afI46Q/6SbZGKwgFBCoSozpBZ509HOtuZ2X6RfkZTdPo8A3Q5h1AEgRshvfGfW068SkBXmrbTk8oGs6dE1PIJwoepsCePSrRXtM0jOKN8eJjEc0jBDN9yuR60nrlizleNoP1ihPjp/UomkwG5izKZc6iqekxTAZRFMkvTZ8V6tgzFfq7kDS+cJWDhauKLr/CDUxYVnju4Eme2nOcoCyTnRjL/csqqMhOJ6IoHDrfwpsna/nhG3vHNCqGs6wwi9KMZGRVRVU1FFVF0TQae5z87R9eIyRf/k3XZJCwmozIqkpecgLLi7KYn5NOapwDRdGobGrn9cpzdDgHeOnIGXKT4nlswxIM47wonGzp5N9f2kGny8Mtcwu5eW4RyQ47PR4v207UcvB8C029Lr7/+h4W5mWSEjuynD2iKLx0pJo/7q1C1TTuW1rOh9YuIs5mQVZUDp5v4X/ePkSX20tOUhxfu+8mStOTcFjMF0OEmkZIlnlyzzGe2HmUYESmICWBOxaVMTc7DTSN023dbDtRQ0O3k59u2UdYVvjIusUTesGuFzRN40xVM//5Dy/Q2eGatDcnNs5G1ZEGXP0+VEVlwdL8y7aAuhrW3r2YZ3+yDVfPAHtfOUZuaTriZc75a4XDaGZBUjp7Oxpp9Q1wpr+b9Zn5Qy+wpfEpZNvjaPO5+d7xXXx9yU2UxicjCAJ9QT+/PH2QnoAXu9FEXsx7T8D3amnxd1DvawXALBp5JPduih2540YifMMMh+sZu8FKvPFij8i2QBdLEuZOuE5UMPOiSGuGdWJpo4m4MczPa4yqaiPEJwUBDGPIMOhcGZqm0dzr5Mm9lQQiMiXpSfzz+zczNydtyDt7S0URm+YX880/baOtf+xcsAtYTEYsptFvs6o6+f6AoiCweUEppenJLMjLwHLJ772xooAN5QV87ak36HR5eKPqHB9YPR/HOO0C+r0BZEXly3et4/0r548wRG5fUMq/vbiDl46coaXXxc4z9bx/1fwR6zu9AV45Wk0wIrOyOIe/uXsDiY6otIemaeQkxROSZX6yZR8tfW76vX6SY0bfUI83tPObXccIhCOsLcvnGw/cTE7SRY/GxopCHlhWwb+88DZ7zjbyy+0HWZiXztKC2VMSf6W0tfTzs+++TkdbtJw+OzeJnIJkLFYTO7eeHNeTHxtvZe6iXPa+XU1jXTcdrf1k5yXP2DxTshL5yNfu4bf/9hJv/P4d5q0uYd6q4lmR72QURZalZZN83k5PwEdVbwerM3IxDvZBy4uJ55acQp48V8mR7jY+8ubTlMQlY5Qk6t39uAer7TLtsSO8UTqTYyDixSdHvS1plhTSLROfh7NFu0ngYo7qYNbolNYXBZG5cSVUuqrR0DjhOsdd6RtHCF9eil8JUOttGvp7fmzZlUw9uv0rXvM9jNcdIDRM5kCSRByxuurtdLK3pomeAR+SIHDv0grm5qQNJTVfSNhdWpjN5gWl12Q+giCQFudgZUkuVpNxaB7D/1mYlxH11ABNvU7ky7TZWF6Yzf1LKzAbDSPGsZlNPLpmYdQIIuqdGo6maXiCIeq7+xEHt5sUYxsyigRBwCCJLMrLJNZmISwr1Hf1I6uj5/PcwZP4QmFMBgN/edtKcpPjR+1XVmIcn9+0GpvZiC8U5pl9J1DGGOt6Qo4o7Np6ipaGHgRBYM3N5Xz1nx7ka//yMJ//+t0TenTMFiMFxdHf2TMQoL21f0bnKhkkbn54JY/89V0EfEF+8Y2n2f6nA4T8ITR1sNR8Cv9MJ4IgsDglk+Vp2Xx8zlI2ZhUgDks+sRtNPFKyiMLYRABCisKp/i6O97QPGU0mUeKT5cvIsN2YvfxmngtFJuP/tpqm0Rd2UemqvlaTmhCDKGEQBjW+lBBhNTLlc3N54nwsgy+m573N1Hqbxh1D0zSqXGfpCkZ1IZNM8cyJvfIQu+4mmSKaqnG2qpnudtfQZ0aTgcz8sRXQda6MveeibwZGg8Tm+SWj8nJg0As0v4Tf7DpyNXl+04YkimQPyhsEwvKEIUCDKLJpQQkOy9geqcyEWOJtFpy+AN3u0dVGbn+QiKIgiQIpMWOrUsfZLENihAOBYNRLOuyFrGfAx/HGdgDm56ZTkT1+36rCtESWFWazu7qBUy1dNPe6KEhNHHf52Y6zz0vl4XoiEYU587P5xOdvJSc/GkLyekZrDg1HkkRSM+IxGCT8vhB93Z4Jl79aetud+D1B5q0s5s6PrOf5X2znZ197imd++AZF83NIzkjANIm8R5PFyKNfuQtBmt6CkniThe+tvQuDKGISpVFezTkJKfxg/T185+guzrl68EXCaIBFMpDliOVjc5ZyX0H5DV/oMhMkmGKJMdjwyj46Az00+tpINieOyJtWNY2uYC9Pt7xGR6DnXZvrcBwGGwmmaKgtpIY52H+CYkfekCE0GTIsKdySuootne/gjgzwx+ZXeSz/AfLt2UjDcpdkVeacp5E/t27DK/sxCAY2pa8l/t3sVfdeQtM02pv7eOm3e+jvvhgeysxLJqfw2jRLfC8QUVSaeqLhk0SHjZS48dtVZCbEYjOZ8IWujdBpNC9IobXPRVv/AC5/kEAkQjiiICsKp4a8QyPDuZciigLlmanjSiqIgjAUDhwrcd1qMiKJApoGLv/YD3pPMERksFIpZlhu0wXqu/uHKg0rslInzBUzSRJzMlLYXd2AJxiiscd5XRtOA24/rU19iKLAvEW5ZOclT/rBLQgCNrsJs8VAwB/G553Y0LpafvWtZ6nacxavOzBYTQxhRaW9vpv2+u5Jj2OPtfLBL9857WEGQRCwG8cvGBAFgbmJafz8pgc42ddJq9eNokVbtCxITifVFqNLz14hWdY08u3ZdAR7iGgyv296CVfEQ64tA5NoxCf7afZ3srf3COc8DeTYMugO9RNQLn/OapqGrCmE1DAhJYxP8eMfXE/TNFzhATqDvVhEEybRiFk0IQripK4jm2SlPLaYI/2niGgyb3buRUCgLKYAu2RF1hSCSgi/EqDIkTtmHzuDKHFP5k20Bjo54TrHCfc5flL7e9YmLyXLmopFMuOTAzT7O3in5zBdoT4EBJYmVHBr6moMV5EorxtORHVSnvvfXcTE2ygszyAjJwmDUUIQoyoYmhZtG1N1oI6XfruH86dah9aVDCL3fmQNkkGPek4X/lCY8OADIslhHbMz9gUkUSDWap5xw0nTNALhCLuqG3j+8Cna+wfwBsOEZHlQJyoaBplICmA4ApAYcxntkXF3WyDBbiU/JZG6rj6ONbTR7/WTYL+Y46SoGscb2nH7g5iNBkoykkclqjt9/qGQW1KMbcKHlygKJDqi8w3LCu5xjLXrhXBIxusJYDBIZOYkTlmqRJIkREmManMpM+vu7O104nFGqx2vRlLl3UwoFwSBWJOZtRnXR5ub6wWbwcoDWbdS42mgL+yiNdDJEw1/JsZoRxJEwqqMV/YhqwplMYU8kns3f2h6mVpv44Tj7ug+yFtd+4moEWRNQdEUZE2hL+QCiBo7Xfs42FeFJEhIgoRBlDCJJh7NvZs5MeO3P4Ho+bAxZTmH+09w2l1LSA3zWvsOdhgOYBQMqGgomoKqqXwo994xDScBgVRzMp8qeB+/qHuac556mvzttLZ0YpUsGAQDETVCQAmioiEJEgviyvh4wUMkmeKv4qjrhhMQfSju3XqK2lOtg4neErHxNuyxViSDRDgYobfLPUpHxWQ2sOnhZay4WXczTycRRR2K1xsN0oQPdEEQZrzCS9M0+rx+vvfKbt48WYusRLWWSjOSSY+PIdFhI9ZqwmI08tapOg7VtVx+UEHAfIXzFgRIcth4eMU8frptH0cb2vjeK7u5d2k5CXYrEVmhsqmD3+4+SkhWuGVuIcsKs7nUEovIF0VBo8dw4hudcfDlQNVUwte55s4F0VFRFMbsrznhuppGKBghElYwGCQs1pkto99w3zLKFudf9Tgmi2nMkLfO9YuAQIkjn6/N+TQvtm2nztuCKzJAb8iJKAhYJQsZlhSWJMzjrowNOAw28u1ZlzWc2gNdnB6onXAZd8QzQr37AneGN0xq7jEGO18q+RjPt23jlLuWvpCTgBLEr2kYRAMW0UySOYG4CUJqoiCQbU3n78o/w5udeznSf4qOYA8+OYBfC2AUjSSY4siwprIqcSE3pa7AJo3dH3cq6IbTINqFfj5a9G20t2uA3nGUuwEMJom7H13NQ5/aMGHrGJ2pYzZezJMIRuQJ6y00TRvyTs0kLx4+wxuV59A0jQ3lBTy2YQlzMlOJtZpHXITNva7JGU5wVa3xjAaJe5eW0zPg48m9x3nlWDV7zjUSb48mg3e5vMiqyqriHD63aTWpsfZRYUGb2Tj0IPWHIoPG6tiT0jQN/6CWliSKWMeoUryeMBolbHYzfm+I/j4vmjb5CktV1ejujL5I2R1mYuMnp1p8pTzw2VtndHyd6xtBECiJyefx4g/T7G+nN+QkrEaQBBG7ZCPNkkSWLR2DIKFqKpvT11LsyCPJFDeujtHKxIWkmpOuqCFLoWNy1ZGCIJBkjudj+Q/SHuimM9iDXwmiaRom0YhVspBoiifdMnH+sCAIxBjsPJB1G+uTl9Ea6MQj+4ioMmbRRKzRQbYtjQRj3LQ5OHTDCUAQSMtKoL9rgFAwQjgUQZFVVFVF06KtYiRJxGQ2YHNYKCzP5M4PrmTR6mLMM/y2+V7EbjbhsJjpGfBFDQBFHderFFHUcXN8pouwrPDikdOomka8zcI3HriFzISYMS9CTzA0xggzQ7zNwn3Lyjl4vpnGHifJsXY0VSPeZmJJfhYbygtYWZwzFMK7lKzEOIyD4bumXueECfayotLaF23lYDEaSY29vvsjxsRZycpJpPpkK+dOteHzBnHETK4y1tXv48Dus2iaRlyCndzCK9eDuR6Itgma+SpKQRBGJPXqTB4BAYfBRkVs8YTLiYJIsSOPYsfEIdPimDyKY65NWNUkGsm3Z5FvHy02OxVEQSTFkkiKZeZzL3XDiWjewFe/9whtjT10NPfR1zmAdyBAMBBGVVSMJgO2GAsp6XHkl6aTU5Q6KzRUblREQaAiK5WG7n4GAiHOd/WyIDdjzGVrO3tHqIrPBE5fAE8gahAVpSUNem9GGyL+UJiGbueMzmU47c4BvvvyLpp6XXx841I+cdMyLMbJt+EpTE0kNc6Byx/keGM7gXBkXBX2QCRC5WAFXqLDSlHa9ZsYDpCQ6KBiYS7nzrRxqrKJ3W+e5vb7llw2V9HrCfLSMwepPhHNcywpz5xRDafZwFlnD1uaz834dpakZHFT1syqsOvoTAe64UT0TcdsMVI4J5PCWdZ9/L3KxvICXj9+FllVeOVoNeWZqRikixUb0QRoldePn53xuQzfbjAiDzbBvciFEO+ec40097lmfD4XON7YzonmTpJjbGwoLxglynk5TAaJOxaWUtPRS4fTw7YTNTy4fN6ohr6qpvHO2UbquqJ6RWtK84YSxa9XTGYDGzbN5Z23TtPd4eYPv9rJgDvArXctxDDMeFIVjUhYHmzN0sbrzx9h/65oyNZiNXHvB5ZjMt3Yt9Gzzm5+XLVvxrfzqYrluuGkc11wY1/xOtcty4tyWJiXQWVTB69XniM9PoY7F5WRYLeiahp9Hj9bT9Tw9uk6jJI46Wq2KyHRYSMvOZ5ej4/azl52n21gdUkedrMRRdVw+QMcqG3m59sOXLbn3XRywbjpcHn4za6j3Dy3iDirBYRoppIoCFhMBpJj7KTFxYwZ7rx/2VzeOdtIZWM7P3/zAIqmsbYsnwRbNGzl8gc4XNfCj97Yi6yqFKUl8qG1i677JGNBECibm8Vjf3kLv/z+Fvp6PPz252/xp9/uIS09DmXwfNq74wznTrfS3uqkv9eDIitoGtgdZj78FzcxZ971r6A+XYiCMOql4nIIREUyY00WUizXtzGu895BN5x0Zh2CIJDosPKxjUtpe3EHPQM+fvHmAfacbSQzMRZV1Wjuc3GuvYeFeRmEZWVIyHFG5gO8b9V8TrV0EZJlvv3iTpYXZZMcYycky7Q7BzjW0Eac1cLDK+fz5J7jMzaX4SwtyGJjRQFvVJ5jS1UNW6pqRnwviQIxFjP5qQlsmFPIh9ctwm6+qLcjCFHxzL+6fQ3//uIOznf18Z+v7Ob142fJTIiK03U4PVS3d+MNhslJiuNLd64jLe76zm+6gCAI3HT7fMIhmed+t5f21n58niD1wwQwW5v6aG3qG7GeI8bCo5/ayOb7FmN4D4Tsy+JTeHzeqrG/FKLK3xbJwEsN1VQ7uxGAdFsMpfHJZDpisRtMGEWRkKLgDgepH+jnrLOHgBwh1ergExVLWZScSUHs9R3+1XnvoBtOOrMSSRTZWF6IQRT5wet76HB5ONrQxpH6ViRRxGE1sWl+CZ+5dQXPHjw5o4YTwK1zi+hyeXhm/wn6vH5erzyLQLT1i9lgoDgtiS/cvpqc5Hj+fPAkIXnmPE8XKtwqm9pp7nVhkiQsg4KYFxeKhthCskJlYwfVrd24/QG+ctf6EXpO0dY1WXz3w3fx4y17Od7YTlVTJ0cb2oCoyJzVZGB1SS5fuH0Nc7MnFsq83jAaJW6/bzHzFuXy2p+PcOCdc/g8QcJhGVXR0IhKFhgMElabmfL52Tz44dWUzc16V0N0mqaBNtUOX4wKw06G8sQUSuLHz+OSVYVfVx+hxesizergL+Yu5468MuxGE2ZRQhJFBKLeKFlTCcgRmj0ufnnqIO+0N3Cgs4UHC+eSZrsxDHKdGx/dcNKZtZgMEjdVFDIvJ439tc3Ud0WVruPtFpYXZjM/Nx2jQWL9nHwC4QhZiXGXH/QKEAQBq8nIJ29ezsaKQvbVNNHp8gxW2VkpTktiVUkuDouJYETmEzcto8/jx2YeXXG5pjSPRLsNgyRimEip22jg7sVzcPuD5CeP7BofURT++80D/GHPcVJi7Dy+eTWL8jOJs1qG5YCp+EIRGnv6eXr/CU42d7L1RC23LywdlWgviSIl6Un850fu5kxrF8cb2+n1RAUXk2PszMtJZ2FeBmbD6HYaNwIGo0RuYQqf+9s7efTTG2io6aSlqQ+/N4gsq9jsZpJSYiibm0VqRjyiKLwrx0HTNNrqu2mp6WCg30vQH55Sfy+jycCdj62f8txFQcQ0jmNN1TR2tNXx2+qjWCQD31pxK3fmlg71lRwLh9FEssXG99bexRd3v8zOtnp+emI//2/FrRgnaNKqozNb0A0nnVmNIAikxDq4b2nFuMusLsljdclVls5e5lkiCFH98pL0ZErSx3/7tpqMfH7z6nHH+ODqhZOajs1k5Mt3rhvzu+ONHbx4+DRo8ImblvHB1QvG9QLNz01HFET+uXM73kC0VcpYFYrCYIuXJQVZLCm4urLg65ELD/mERAcJq4pZsmrisu5riaZphAJh3vrTAbY+uZeOxh58AwHUKeb12WOt3P6RdUynw9AfCbOtuZa+oJ+NWYXcnFU4KY+kIAjEmMw8XDyPA10tbG85z6Oli6hI1FtX6cx+dMNJ5z1LZJj6tcVw/VwKxxra8AbDpMU7WJyfOWGitigIxNstmA0GwrIyo0n0OjODqqi88uud/OF7rxDyT721kM1hISbRTkpW4tVoro6JOxzkUFcLgiCwKDkTm2HyunaiIJAXE0+a1UF3wMuhrhbdcNK5Lrh+nhY6OtNMbWfvUK+2jPgr75R9rYkoCtpgE+HLKV7Likp9Vz/eYJhYq5mUmPEbJuvMTpzdA7z4q7cI+cMIgkBWUSrlywqJTXRwYm8NtVVNFM7NZv7aUpSIgrvPS93JFtobog2A19+/lDs+so7MwlREaXrz08KqQm/Qh0A0BDfVMKBBlDBJ0tA4OjrXA7rhpHPDoqgqgXAESYzmE11okCorKg3d/Tx34CQRRSXGamZ+bvq7PNvJk5+SgMlgoHvAy67qenKT47GajEN5JZqmISsqIVnmcF0rv3vnGLKqkpkQy9zstHd7+jpT5Piuavq7oqrtC9eX8fi3HyU5Mx6j2cgT//oC5080U7qkgE9+66Foo+mwjLvXw+u/3c0bv9/DmUN1bHhgGTEJYwu3XjVatBF6T2BqrWs0TcMXCeOJXDu1fR2d6UA3nHRuWDpcHv7xue2kxNhJj48hxmpGEgXa+t3sOF1Ph8uDySDx8Ip55KUkXH7AWcKGOQXMy0njcF0rv9h+kDNtPSwryCIpxoYgCATDEdr6Bzje1E5VUwdhWSEtzsHjm1eT6JhcW5H3Aj1dboKBMBnZiVOSFQiHZLo6XADExluJi59ZL97Zow3R/l0WI5/45oPklKYPGScWqwlBFFAVBckgYTBKWGxmHHE2PvaNB7DYzPzpx1v4zb+9SHpuMpmFqdNqPJklA2m2GBo9TvZ3NdPmGyDbMbkiDUVT2dfRRLffi1kykGrVq+p0rg9mheHUVNPJq3/Yi9cdYPWmeay/e+G4F/fBt06z5/UqEAQe+OQGiiqyRo0jSSIPfmojqVkJ9HcPcPydGurPtuEdCGI2G8krS2fxulIycpMQJ0hkvFCx0tncx7E9NbTVd+MdCGBzWMguSmXp+jLSc6MNCG/EaqPrHUVRqe3o5UBt85jfGyWJ969awEfXLx6hbzTbibNZ+OrdG/jRlr0crmthx+k6dpyuG8p1Gi5CaBBFVpXk8uG1i1hTmqefp4Moisrbb5zgnbfOMHdBLvd+YDlZuUmTOj6egQA//vdXCAbCLFlZxMc/f+uMHteedidokJGfQnpu8ohtGUwGBFEgEpKRIzIGY9QAFAQBs9XE3Z+4iTef2U/diWaO7jhDZkHqVTWXvhSH0cS8pDQaPU7OOXv56Yn9/O2SDSSarUPzGM6Fe6qiaWxtruXJmko0IMZkZn7S9eP11XlvMysMJ2ePh31bTtLfM0BadgLr7x6/8qi5totdrx4HBDbcvWiE4XRhHFVVWbS2hLrTbfz626/Q2+lGjkTbJgiCgMEo4Yiz8sjjt3HHo6swjVE2rmkazh4Pr/1hH9uePYi734ciK9ExBnVd4pMcbP7ACu75yFrikhz6Q2mWkRLr4Mt3reNkcwedLg8DwRCKGm3UW5GdxsbyAkozUjBfZyKGgiBQkZ3Kf330bk63dLG7uoGGnn7c/iCaBlaTgdS4GIrSEllZlENRehJWo3EoVKkDHneAMydaqD3TjrPXy9pbysnKnbgL+wXMZgNGo8SJo+2EwzJ3PLCEjOyZE28MeAMAxCU7EC/ppWd1mJFEkYAvRCgQwWIb2WswITWW+atLefvZAxzcdoK7P7ERaRotpxijmfsKKjjY1UJPwMdz509yrKeNDxQvYHFKJglmCwYxukVF0wgpMnXufl5uPMPe9iY8kRACcHNWkW446Vw3zArDaboJ+EK8+exhak404/MEKV+ST2Z+EoIo0tncx6lDdTh7PPzmv14nLsnBhnsWjTJ6fAMBfv3tV9j5ynE0VSW7MJWiuVk44mz4PEEaqttpPNfBH3/yJj3tLj799/cRE6e3DJhN2MxGHlw+lweXz323pzLtCEJUFXxVSS6rSnLf7elcd3gGAnS0RhsyZ2QnkpGdMOkXH7PVSEl5JkcP1OF2+mlt6ptRw+lCGDESlEfpNtljrEgGEY/Th98bIC5pZLhLECCzIAWA1vOd0WSkaUQQBNZn5vOJOUv5YdVewqpCjauXfz3yNgZBJMVqx240IQoCIUXGGQowEL6Y0yQAy9Ny+Pz8VRPqmunozCZuSMMpFIxw8O3TOGKtfPHf38+8FUU44qwIAnjdAd5+8ShP/XgbAW+IHS8fY8HqYhKSL1ZVyRGFV/+wj3der0TTNG66bwmPfOE2ElPjMJkNREIy/T0e/vw/O9j+3GF2vnyMzPxkHvr0TRhv8IafOjo3AsFAGFefF4DU9DgSkyafX2MwSKRnJSBJIgF/iL4ez0xNE4D4lGj7m94OF3JYGfFdYnocBpOB7rZ+nF0Do0J5cDFc5vcEp6w0PhmsBiMfK1+KWTLwf9VH6PJ7kTUVWVPp8I99bITB9TbllPD5BavJiYmfgZnp6MwMN+xTXhAEHvvrO9lwz6IReUwms5HN719B9bFG9m87RVNNJ91tzhGGU8PZdt5+4SiRsMKiNSV84uv3kJweN3QDMpmN2GIsPPbXd+Lu93Jg+2nefO4wi9eWUrIgRw/Z6ejMciJhGZ83hCSJpKbHTalMXxAEHLEWLFYTAX8I77DedjNB4fwcdj5/mN52J92tfSSmXUy+zinOwGo309PWT+U7Zylbko80LPSsKirnT0Zz/Cw287TrOF3AZjDyiYpl3JZTzKuNZ9nf2Uxv0Ic7FCSsKqiahkmUsBqMJFltlMQlcXtuKeszC5AmUBnX0ZmN3LCGU05xGovWloz59hUbbye7MBVRFPC4fPi9F298qqpSd7qN9qZeTGYDK26pICktdsxxElJiWHHLXCr31tLR1MvZqmaK52UjSPpNQEdnNqNpDOYrRluuTPXBLUlReQtV1VAU5fIrXAVzVxQPVs6pHHnrNGVLCobmm5wZT3ZxOt2t/bz+292ULMpj6c0VCEJ0+cNvneLU/lpgMGQ3QwbKBWX9vNgEHp+/io+ULabT76E/5Ccoy6iahlkyYDeaSLc5SLba9fYqOtctN6zhlF+aTlzi2AnbgijgiLUiSuJgNcrFG58cVqg91YoiK8QlxlJYkTlu5Z0gCJQuyMHmsBD0hzlzpIE7PrgK0zSLzOno6EwvkkHEbDUQCkTwegJT1h8KhWQiEQXJIM54s9+8OZnklmbQWN3GgTeqePjxTVgdFgAkg8TmD62has85etudfPcvf01BRTZpuUn0tPVTd7IFj9OHKImsvnPRhCrz04UgCMSZLcSZLTO+LR2dd4Mb1nCKT3Jgto5fYi4IAoIwmCs5LPCvKCq97S4AzBYjiakTa5KkpMcP5TV1tvSjqXpLCx2d2Y7ZbCQm1krAF6azzYXfF8LumNyDXlU1ujtchIJhLFYTjpiZNRAsNhObHl3DW386wKq7FhKJyAxX41p+2zxW3b6A/Vsq8Th9nNh7DvZe/F4QYO7KIlbftWhapQh0dN6rXJeGk8blr3+j2XhF7QU0VSMYiFZ9iJKIyTzxITJZL5Z5B3zB6S5a0XkPomkackRBVVRESbyiUNK1RFU15LCMhobBaEAUZ3/OiiPWQmZ2It0dbhrrumis66ZikvmJPm+Q4wfr0TRwxFhIy5pZ8VRREtn0yGpWbJpPel7yqAIUW4yVj33jfhDg0JsnUSIKmhY1mERJpGJFEZ/+x/eRkjn5ysHZhMfp5Xuf+gVpeSl8+BsP4nP72fqbnbTWdlC6pJDNH9tIQlockZDMzmf2cWhLJZJBYt1DK1h512KMJsPQfnc29vC7f3qW/k4Xi26eywe/eh/CODIdx946xUs/24ockbnvc5tZeddiAAb6vXz/s78i6A1SsqSQT/zLBy6rB7jnhUO88X87UFWNR/72PhbeVHFd/hY6Ua47wykSltEGtZQmQhCuLJwviAImS1TXSVVVIpGJ8xciIXlIcNBsMelvdDpXjbN7gF98/Skqd1dTvryIv/75J4lLmr299Kp2V/PL/+9pvC4fDzy+iQcf34w0y/P84hPszJmXzcljTXS0Onnhyf2kZ8aTNFjBNh6hYITtr1ZSeaQBiEoZFBTPbBsbQRCITXQQmzh25Z8gCOSUZvD1X36ak3trOHOojgGnj9hEO6WL8lm4vgyzdep95K4VIUUmrCgYJQmLNPqRFAnLVO48Q0yCnbX3LePXf/80Ncfq0VSNfS8f5dTec3zll3/BSz/bygs/2UIoEG2EfPCN43z0mw9z3+Obh4zNoC/IqX3n6GzoIT41Dg0NYZybdn+nk8qdpwmHIqy5b9nQ5/ZYKwajxLG3TnG+spHNj20gpyxz/P3zh9j6210c2XaC5OxE0vJTruZw6cwCZk8yzuC5O5HDRlM1fJ4g6gx2eBdFYajCLhKW8TgnbjzpdvqGcqQSUmKuSQ6Bzo1NzbEGKndVM9Dn5dDWKpqq29/tKY2LpmrsfeUojdWt9LY72frb3ajyzCZLTwdGk4HVN80hITlqjOzdUc2vfrCVU8ebiETkUctrmkZ7cx9PP/EOT/3v7qGXt5vvmE9M7LvfxkYQBExmI0tvmctH/+4+Pv8fj/LRr9/HytsXRKvpZvF96bXGs3zzwDbeaDw34XLOThcv/mwroPG+r9zNwo0VqIrK8R2neerbL7Ljmf2sumcJD3/5LtILUvEPBHjrqT0M9E2vXIQoidz8gTUYzUb8AwH2vHh4lL7WcOpPNNNyNnoNL7l1PvHJMbP699C5PLPC4yQZRKTBsFokJKPI6lDrgOH4PAF62p0zGg4zmgwUzc1m+/NH8A0EaT7fxZzFY7eq0DSNxrPtBP3R0F7xvGwkw+yxRXWuT+xxNqwxFjwuH/ZYK7FT0Bi65ggQlxSDyWxEjigkpsfPWOXWdFMyJ4MHH1nFb/77LSJhhV1vnub4oQYycxIpKc8kIcmOJIl43AFaGnupq+nE1eclElEQRYGV68vYsGneu70b1zWapnGku5WXGs6QbLXzYNH4YrVyRKGuqol/f/XrpOen0Hy2nW8/9lOaq9vY9ttdbProBh77h/dhi7GSV57Njz7/vzScasHZ6SIxPX5ajZXiJQWULSvk1N5zHHvrJLd9eB0p2aOV5xVZ4dTec3S39OGIt7H0tvlYJplLpzN7mRWGk81hGaoSaW/qxTsQIP6Sh4WmabTUd1NzomVG5yKIAmULc0nPSaKjqZcjO8+yetM8YhNGN/L0e4McevsMfk+I+CQH81YUXlFelY7OcMqXF/Gxbz3E+eONVKwsJrt49raiEASBuz91E0azAb8nyPr7l4350jMbkQwS935gBS6Xjy0vHsPjDuB2+nA7fVRPcJ+RDCKrN87hE5+/FbvDPO5yOpdH1lSCymgP33jMX1dGdmkGgiCQUZhK+YpimqvbsNjNrLxrMXGD3pxFN1cMVU13NvZQtCh/2uYsCALJmQksv2MRZw/Xcb6ykXNH6kjOShxlnHmcPo5sO4EiK2SXZDB3TZnubboBmBVP+aT0OFIyotVrZw43cPpwPYqiomkamqahqioel5/n/2cX3e3OGZ2LIAjkl2WwbOMcREnk6O6zbP3TwWjyqxqdj6ZqyBGZHS8d48D20wAsWltCUUWWflHoXDUGo8Qt71/FZ/79EdZdB4ZIYlo8j/zNPXzyH99HyeL86+oaMJkNPPrJDfzV391D+YIcJEkcW8JEiIbxU9Pj+PCnN/K5v7lz0k2BdcYnoiiEp6CDlT0sl8hkMRE/WPUclxJL0rDk97iki+Ewn9s/jTOOIhkklt42n4TUOHwuP0e2nSASioxYRtM0upp6OHv4PIIoMG/dHJIzZ7aQQOfaMCs8TnGJdtbfvYjTRxrwuP388O+e4bZD9ZQujFa5tNR1s3fLCXranRSWZ9JyvmtGw3Vmq5EPfXEzTTUdnDpUz++/v4Wq/edZvnEOiWlxuPo8VO6p4fCus0RCMiXzc/jQFzcTE6/3qtPRuZ4QBAG7w8L62+ayfG0JTXXdnKpspqmuG89AAFlWsDsspKbHMW9xLqVzs4iLsyGOY2DNBKqiRiuJhQsyKpPfrqZpBLwhfAN+BFEgaZpDVldLWFWm5HEaLg8jSgLGwapnq92CfViumWiQBhXUI0RCkx9/KhQvymfeujJ2PL2PPc8f4pGv3U/6JYnfO/+0n6AvhNVh4dYPrdMjEjcIs8JwEgSBjfcupqG6nS3PHMTrDvDiE7tHLGMyG7j3sXVULCvgJ994Ft8MtjkQBIG4RDtf+Nf38dSPt7F/2ymO7jrL0V1nRyxnNBlYuqGMj37lDrILU2fVDUlHR2fyiKKAzW6mfEEO5Qty3u3pjODVJ3bS1dKPwShx04PLKZibPaX1D28/yWu/2Y3FbuYffv/4FVU8esMhnKEAKVY7FoNxyuuPR1hRCE3BcDLbhodGBS5UFUkGEelSz+xQwdHMvGWLksjmxzaw69kDDPR72ffSER760p1D3/tcfg69UQlA6bJCcsvHr7zTub6YFYYTRMUmH/vrO1m8rpS9W05Sc6IJnyeII9ZGYUUW6+5cwIJVxQR8QZLS4zCaDRhMIy8Ug1EiNtGOqqpYbBPnHlhspkF3LqPGgajxlF2YyuP/9DA33beEd16voqG6HY/Ljz3WSl5pOmvvmM+8FUXjKpTr3Bhomsaxt0/z6//3LJJR4ks/+hhFC3IJeIOcO9rAwS1VNJ9rx+f2Y3FYyJuTybJb5zN3VTG2WOtlz41nvv8au/58aMzvjGYD//b83+CYhDczEpZ56Zfbefvp/WQUpPDZ7zxKSmYi7l4Pp/bXcOCNKrpbegkFI8QmOSioyGbtvUvJr8jCZDFOOM/Oxh7++SM/nbjsdXC+333t6xOKzwJDIe+gP0Rvu5Njb5+m7mQLXc29BLxBjGYDiWlx5JVnsXzTAvLLszDbZm9J/Uyy48+HqD5cjyDAoW0n+OS3HmLRxvJJ63v1tPVzYu857LHWCau/xqPe3c+3j+6gxtXLuox8/mbxehIt0fOx1evmC7temvKYF4ioCk0e16SXF8crvhGEcWUFrpTJHKrSJYWULS2k+tB5dv35ALd/fCP2OBuaplG58zS97f2IosDNH1wzooegzvXNrDGcBEHA6jCz4pYKVtxSAdowocth14PNYeYnL//1kOt6OHOXF/Dz17865neXcs9H13L3R9YObnv8OcXE2y47p/fizfy9htftp/5UC5JBpP5UC2ariSe/8xK7XjiMpo68w1btquaVX73NitsX8PFvPUT+3OwJzxFn9wANp1vHfKiZLMZJ90LTVI2+Dhf1p1rwuPx0NffRXtfNE//8HDVHG0eNf3jrCV765XZu/8h6PvjXd01YeSRHFFpqOpDDyoQPX5PFiKpO7uG8+4XDbPndbs4cPE84GBlzmT0vHeWZ77/OuvuW8uhX7yF3TuZ79nrTNGg408Z/fuEJHnp8E/d84qYR4amZotrZza62BsKqQk/gNB8sWTBkOIUUmcrejhmfw7uBHJZRLiOtYYu1ctMH11B7vIG2mg6Ov32KtQ8sJxyMcOiNSoLeEHkVWcxdXfqePW9vRGaN4QSXGCDCBFqS43wnCMLE612y7GTP46F5TXJsnRsXVdU4seccB9+oYv/rxxEEgfT8ZFJzk9BUjZbaTpxdbjRN4/C2EyDAF3/wMRLT48a9cW760FpKl+TjGwjgcfrobOxhz0tH8F9FODrgDXBoaxVHt5+KGnxGibyyTOKSYwj6QzRWtxHwBAn5w7zxm11IBpFP/8sHxn0rTkyP5+v/8xkiYZmQP0zAHyLkDxHwhejrcLH7+UPjGj9jokHVO2ep3FUNDPaPjLORWZiKPdZGOBShpaYDd68HOSyz6/lD+AcCfOO3n7usN/lGJTU7EXefF3eflz/+12s4uwZ4/xdvJzFt/HNrOnAYTTiMJvpDAeJMFsxjiFRe4Epmca2bLQiTEA3UNA2/J0AkLE+YlyQZJOauKSWjMI3W2g6qdp1h2e0L6WzsofZ4Axoa5StLSMtL1g2nG4hZZTjpXD8osoLH6cPnCRIORlAVFUEUMBgkzDYTNkc0WXMqyZByRGGg34vfG4wqsg+OaTQaMNuM2GNtWB2WoRY346EqKi21nUTCMjEJdtJyovoqmqYR9IVw93kJ+EKoihpt0mox4Yiz4hhM+p0ITdXY+ewBNA2K5ufy2DceoGx5IQajAYiO//Kv3uKV/3kb30CAw9tOcvTtU2z60NpxxyxakEvh/JxoBami0XS2jcpd1VdlOHndfl78+ZsArLtvKe/74p1kl6YjSiKaqtHb3j8YIjxMJCyz5XfvcNuH1lE0f+z8HluMhXX3L4t6mzSGVbxqtNZ2cnjriakZTgLc+bENnK9spGRxPusfXE5+eRYmiwlRFNA0Da/bz7Y/7OH5n23DPxDg6I7THN52kvUPLLv8+DcgC9aWsuqORfz+Oy/Rcr6LV/5vBw1nWvn0P72Ponk5M5Z4vCIth39ffTun+rpYmZ5DYWziqGUkQeQri9ZSGj81VWxXKMAT1UeodvZM13QnRJREDIMq4uFQNHF8rLByyB+mrbYj6k2+TIStYF4O89fNobW2g+M7TtPd3EtdZSNN1a044uwsv2PRJblZOtc7uuGkMyU0TaOjsYd9r1dSufssbee7cfV5CAcjiJKIPcZCUkY8mYWplC3OZ8HaUorm50wY31cVleaaDva+dpyTe2voaOzF3eclEpaRDCKOOBtJ6XHklGZQujifhevKyJuTOa4BFQyE+aeP/jcdjT2sv28J3/j1Z1BVjdMHatn5/GFOHThPV0sfkWAEs9VEYnocBRVZ3P8XtzBvdcllj4EcUcgrz+TLP/k4hfNH9jezxVj5wFfuor/LzZtP7UVVVPa9eoxbH1kzYVLuhWopUWR6etNp0Zynlbcv4K9++Nioli322Cz+4l8/SOOZNupPthAKhDm0pXJcw2n4PKOe18GkXAZzBKc4XUEQKJiXw7/++a+JSbSP2evLFmPlg399N52NPWz/4z4UWeHYjtMzajipqoqiTM0HIorCkIDvTCIZJJbeXEF6bhJPff919r9eSdWec3zvc//Hx7/5AMtunYfJPH2J2xewGozckVfGHXll489NELgpq4h5SVNrP9MX9PNG07lrZjiZraYhQdnetn562/rJukQnTdM0+tqdHN9xelJjGs1GNrxvJW8/vZfWmg5qjzdy7K2TyGGF1DnJLNxYrnubbjB0w0ln0miaxvkTzfzsb/9I/ZlWIiEZYfChIYoCmqox4PTh7vNSf6qVA1uquPeTN5FbljGu4aRpGsd3n+X//ul5ms51oMhRVWZxcExV0XD1eHB2D3D+RAt7Xz3Oh/7mbnJL00G8fLJlf5cbRVHZ/3ol//uPf6a7pR8Nbag1TsAXoq2um/5ON5sn8AoNx2gysPnD68gfR7fLFmNl+eYF7PrzIUKBMA2nWieXaTrNWB0W3velO8ftcRafEsuKzQupP9mCqqg0nmlD07RrdpM3mgzEJU/cg89oMrD67sVs/+M+0KJJ6tM5R0VR6WjtZ/+uc5yubGbA7UeRp9bS6Z73LWPTvYunZT6XQxAFihbk8vh3HiUpLY5tf9xHc20HP/3aUzz42du491M3vSt96QQB4s1TV8Q2iuKEob/pJjYphtw5WZzeV0PDqWb2vnSYez+7acjrpCoqvoEAT377BTrquyc97tw1ZeRVZHPucB1HtlVxcne0Anv1PUuISZjFyv86V4RuOOlMGmfPAD//u6c5d7wxqrC+tIA5S/JJz0/BbDES8IXoaOyhra6brpY+vG4/pYvzJ6yw6m7t56d/+xSdTb1IBon5a0ooWZhHWm4SBqMBvydAW303HQ09dDb1EonIzFlWMOmwhLN7gP2vV/Krbz2L1+WndHEe2cXpJKTGoqkaXS19dLX0ocgKc1cWT2rMlOxE5q0pnXAOOSUZ0fLoQDRsJkeUa15VM2dZIdklE6uO5w8rbfc4faiqNusa9Camxw/9dygQHrcl01SRIwpvv3GC//3xNgZc/iu2bVdtHN8TMxMIgkBSehyf+seHKZyXzdM/3EJXcy9P/OsLtNV18cEv30l6bvJlG6FPJ6IgEm+eeqK6WTKM2dh3prDYzax/eCWHtlTS1+7kN//wJ84dqWfu6lIMJgOdDd0c2lJJV1NPVJX8bBt+7+VD5iaLkTs/eTM1R+s59PpxPE4ftlgrN39wzTXYK51rjW446UyaM4fqaD3fBUD5sgK+9IOPklOSPuLtVtM0vC4/bfVR42nequIJ336Pvn2Gvk4XAMtureDz//EhkjNHVnepqobH6aW5phN3n5eCy1SpDae/y83vv/MKoUCET3zrQZbfNo/U7MRoro+mocgKXS39uHoGsE6yfUZMooOUMdorDGd4ef8FpfnLlehPN5mFqVgdlgnnabZeDO2oqooiK9ck7HSBCxV67j4PLTWddDR043H68HsChAMRwqEIPW39I5a/kpL6sbZ7uqqZ3/3ibdzOqStLW20m8opSKZmTycKlBVc9n6kiCAIWm5nNH1pLUkYCT/zrCzScbmX7M/vpaunjk996iOKFuTM+D4tkYElKJnEmC6ZJeIAvxShKmA1X8xia2rkgCAILN5bzwb+9j9/903N4XT7e+fNB3vnzwaFlDEaJOz91C+seWM7Pvvxb/N7OSY09f/0cMovSaKuNLr9wYwVJWbpS+I2IbjjpTJq+DvdQAnD58iIy8lNGPZQFQSAmwU7ZknzKluRfdsyu5t6h0Mii9XNIzhhdEi+KAnFJMcxbNXWXd9Afpq/TxWf/7QPc/PCKEZ4KQRAwGA1kFaaSVZg66TEtVhP2uKmpxF/7QF3UwDOaLneJDzN6Z3Y6I9A0jXAgwrmj9Wx7cg+Vu6oJ+kNEwtGiAFW52N5oJggFI+zadore7gEEQSArN5G7Hl5GyZxMVFXj77/wezRN4xvffj+x8Tb8vhC11e0c2lNDfW0XickxPPKJ9SxeUTgjeUWTRTJILLt1Lmm5SfzhP17hwJYqKnef5d8++Us+8y/vZ+ktc2c0Spxui+HXt74PEQHjGHlql0MQBFKsdlKtDhzGsV8sJEkiuySdoC+ELeaiV0sA4pJjyC7NIDU3eYQApiBAVnEGQV8QR/zIPqNGk5G7/+JW5q4uZe9Lhzm9r4aBfi8Wu5nC+TmsvX85FatLkcMyBfNyECUB+2V01ARBICUricU3z6WtthOT1cTqe5YM9WDVubHQDSedSeOIt2EwSoSDEU4frKOvw0V6XvKYy07WIxSX5BjMZYLju89y08MriB8n7+VK8zaW3FTOys3zp63nm2SQJmGQXMK7YDmZzMYxk65nA0FfiGd+8Hq0+nCwl5gj3k7B3GwS0uKwOaxY7CaMJiOungF2PnfwMiNOjf4+LzVn2tE0yClI4q//3wOUz496Mn3eIGaLAZ83RPGcDNIHvQarNpRx7/tX8Mxv3uGlpw/ym5+9RVZOErmFU6skm25EUSSvLJMv/+Cj/DE3ia1P7qWzuZcf/fXvuecTN01aB+xKkESRhCsI0V1AAD5UuohNOSWkWEY3UoeocfTzg/8+el1R4P7Hb+f+x28f9Z3JYuLnB/9t3O0aTQZKlhRQsmRib+HfP/XFiXdgGHJExjcQACC7JIPyVSWz9vrTuTp0w0ln0pQvLSAxLQ6/J0jNsQa+/8XfcsdH17H8tnnYYqyI4tT6aAEs3ljOMz/aykC/l2M7zvCDL/6OzR9ew5KN5ZispisaczhGs4GyJQXEJIx9U74iBC6vsDobuNiRYnJcI+NOVVW2P72PF//7TYK+EEazgc0fWc/6B5aRmpOEPcaKyWLEaDYgShKn9tVMu+Hk94bo7RpAEAUWLSugtHyksGbUMA4RDIyUWIhPtPOBj62jpbGXI/tqefZ3e/jiN+6duiE9A9hirXzoq/eQXZzO777zMv2dLp772bbpPfdngEx7LJn22Hd7GleFpmn0tjk5sas6mv+5vJDMoonzC3WuX979q13nuiGjIIWPfeN+/uf/PUdPWz8n99Vy5lAdqdlJbHxwGQvXzyGvLIP4lJhJGzt55Vl89Ov38Mfvv0F/t5tDb57k6I7T5JSks+GBZcxfU0puWQYx8bYrMqDMVhOZs6GP4HVgZ12rOXY19fL2M9Hmp4Io8PBf3cFHvn4f0jgyDJd2nZ8OImEZnzeI0SCRX5w+KoRrsUTDbx7P6Pyn+EQ7t961kNOVzVQdbaS2uoOKhe9+fztBELA5LGz+0BryyzP57288w/mqZnrbne/21G58NNjxzD76OpzYYqxs+siGWWFM68wM+i+rM2kEQWD1nQuxx1p584/72ff6cUKBCB2NPTz9gzd47be7qVhRxKrbF7D6zkXEJtova7CIosDmD60lOTOBrX/Yy5G3TyNHFBqr22msfpmEtDjmrylh5ab5rLpzIVa7eUpGkCSJWO2zQHzu3UhymqV0t/bT0xpN+E5IiWX9/cvGNZqAoWWnE1XVkGUFg1HCZB4ZwhUEAftgboqrzzdqXUEQyMhOICHJQX+vh7bm3hk1nCSDhMEoIY3Xp+0SRFGkbHEBf/Pjj/HMj7aw8/lDU5ZY0JkaNUfrefMP0cb089bPoWxZ4bs8I52ZRDecdKaEZJBYtGEOpYvzuetj63nz6f1U7j6Lq9eDp9/HwS0nqNp9ji2/38snvvUAc1cWDapqj4/JYmTF5gVUrCym5lgj2/+0n5P7avH0+3B2udn94hEOv3mK7X86wMf//gGK5mVPqbT/WpZljz+Jd3sCk+AaGXfhQJhQIAxAbJIDywTGsBxROPLWqWmfg2QQMZkNKLKK7xKFdkEUiB1MBm5p7B1zfZvdjMViJBSM4HZNvSpvKnz9l58mHIxgj7FgskyuMlMQBXJKM/jctx8hrzyT6kN1WGxTe+m4lmiahoqGJMz+nCBVVTmytQprjBVVUak+WMubv3+HvjYnyVmJfPCr9w6pk+vcmOi/rs6UEQQBe6yVuauKmbuqmJ42J/vfqKRy9zlO7a/F6/Zz7lgD//n5J3j8O4+wcvOCy+ouiWK0ofLSWypYeksFree7OLj1BJW7z3L64HkC3iDHd1bT0+bki//14cvKHOjMXiw2MxabGc+gWKrfExhT1FKRFQ68UTnUz246MVuMxCXY6e5w09bcj6pqQ0r0kiSQnZfM8UP1VB1p4P0fW4fxksKCcEgmEok2PJ6q0vhUScm8spJ2QYj2/3v/F24f8dl04o+EafW5KY5LHhKVnSqapnGmvxtnKMC6zPxpnd9MoCoq3/v0L3H3DIz4PCEtjo9+62HmrNDvTTc6s9+815m1XGgTkpqdyH2fupkv/eAjfOkHH6F4QVQ/prfdxWtP7Mbrntwb+YXxBEEgpySdhx7fxFd+9Bh/+e1HyC6OtnJore3k9d/sJhKWZ2y/ZoTLNBQd+kfVBsvHtWHfM/i5Nm06Ru8myVkJJA9Wqrm6B9j6+3cIBcJRGQJVRVVUQsEIbz29nyf+6Tn8A9Pv0XHEWEjLiEfTNNpa+nA7L4bkJEmkoCQNQRBoON/NqeNNI467qmq0NPbS1+PBYJCw2q6tPtdUGX5dTTfdAR9/u/cN3m6tQ1HVKZ2bmqYRURS2t57n6/vfYFd7/bTPbyYQBIHcOVnEJDowWYwkZSaw6p6lfOUXf8Etj6zRc5veA+i/sM60IIgCcUkO1t69mITUWP7rC7+lo7GHUwfO43X5iUm4fL7TpYiiQGJ6HJseWUViaizfe/wJPE5fNA8qLL+r+jlTZoxdj4RlOhq6cfd5CHiC+DxB/G4/7Q09Q2XNiqzwyv+8RUJqHLYYy2CjYzO2GCt55VnX5U06LS+ZDQ+uGOqR98ZvdlN9uI55q0qwxVhxdrs5e7SBttpOjBYjD33hdva9epz2+q5pm0N8op2S8kxOHmuiqa6bxrpu4gdz8gRBoHhOBhnZCbS39PPL/9rCI59cT2FptEqqtamPp/53Jz5vkMTkGLJyRje9fa+gaCpVvR18affLfGbeSh4tWUiK9fLXuqZpdPq9PFF9hKdrqxgIh1iZNvOCndOBKIn82ytfQ1VU0KL3PskgYjQZZ0dagM6Mc/3ddXVmLRcawGYWphKb5KCjsYdISEZVrzwx9cKDLL88ayi8Ew5GUGdIGPFaMtDn5X+/+ScOv3liXJFCRVZ58jsvj/o8qziN/3jlayRfYRjn3UQURW7/6Ho6m3rY9vt3CPhC1FU1U1fVPGK5lKxEHnh8Eze/byUdDT3TajgZjQbmL8njzVeO4+r30VjXxYKl+UjSoMezIJlFywvpbHPScL6L7/3DC6QPKtp3d7gJDVb65RWlUFKeOW3zuh4REfDJEX5+Yj+nejv5q4VrmJ+UPq7xpKgqlb0d/PepA7zVch6NaM+6ZMvURGXfLS6otuu8d9ENJ51JEQnLtNR2EptoJybejtFsGOX+1zQNVVE5X9VM/2AbleTMeEyWsZuOhgJhmms6SMlKxOowR9/YBEaNKUcUTh88j98T9cKk5SZhuMZ930xmA/EpUa0ZxyRUw0VJJC45BqPJgDVm7LYngiBgtpmJS566ho3VYRntxRLA6jAPzXMyN3fjsP26UsmHK8HqMPOxbz7I8k3z2fPyUc4ersPj9GEwGkjNSaJiVTEbH1pBdnE6oiRStqyA0wdqBz2X0zOHhcsKWLVxDhULclixrnQoxwnAZjPz/o+u4dzpNuprO5EjCq1NfUPfCwIkJMfwkb+4iZi4KxeAvN5Jt8Xw+QWreKqmir6gn+2t56kb6OfLi9ayKacEi2S42HpI0wgqMi83VPPTE/to80ZzhOJNFj4zbwWPli58N3dFR2fSCJeJSV//r/U604JvIMB//39PU7n7HItvKqdscX5UrDDWitEkDVYnBag72cLWP+yho7EXySByzydv4uN/f/+YD3FX7wDf+9wTdDT2smh9GaWL80nOSsDmsGAwSsgRBa/bz5lD9Wx/Zj99HS6MJgMf+urdvP+vNo9bWef3BvnCzf9GR2MPcUkO/r///QsWrru6RqzRHJfofwuD/5rIyBi+PDDKILywDNqVXWRjzeHCtTw0T+HC/09unpPZr7Foqe3gq3d8B3evB5PFyDP1P56UBMSIe8+w4yAM/Ss6l+H7daVzvOz2Gfv3aW3q5dnf7eXsyVZcTj9oGrHxNorKMrjvgyson58zwuB6r3GhGm5vexM/rNpDVW8niqZiMxh5uGgen5m7gpyYeFRNo36gnyfOHOFP508QUVUkQWBNRh5/OW8Vq9JykHSVbZ3ZxbgXtu5x0pkcg6dQX6eL7U/v561n9uOIs2OLtWAwGlAVBZ8niKffN1QhtWBNKXd/fMMEzW0FNKCjsYeOxh62PrkXR4J9hOHkc/vxDJZ7SwaR1Xcu5NYPrLxsld50E/WuTe/yF0Kb0/XYvfDgn+55zhQjDJUJjsOV7NeUtz/O99l5yXzuq3fS3tKP2+lHQyMmzkZmdiJ2x+wt779WCIKAhMD6zHwy7bE8cfYofz5/Er8c4cmaSlq8br6wYDVBWeb7le9woq8TWY0aVh8oXsAnK5aR44h7zx9HnesL3XDSmRRms5Flt8ylta6b3nYnQV+IgD+Id8CPNljKbTAaiEm0k5Acw6o7FvLAX95KXJJj3Jui1WFmzV2LcPd6cPV6CPpC+AcCeJy+6JiSiMEoEZ8SQ0JKLLd8YBV3fmQttlirfqOdRchhech7YzQbEaUb57cRBAGrzUxRWca7PZVZjSAIFMUl8q1lt7AiNZsfVO2hxeNiV1s9lT3tyJqKNxJGRKA8IZW/WrCGm7MLR4TydHSuF3TDSWdSGEwGbnp4BSs2z6exup2ulj6c3QME/SHkiILRZMAeayUtJ4miBTkkpcVftsLEbDFx98c3sOH+pTSd7aC7tQ9XzwChQARFVjCajDjibWQUpFA0L5u45Mm1cjEaDdzzyY14nD4sdjNpOUnTdRh0xqCtrptIKCoPkZQRf8V6PjrXN4IgYDEYuLegnKK4RL5fuYcdrfW4wlGBUVEQ2JRTzFcXb6Akfuzm4Do61wO64aQzJWwxVipWFFGxomhaxhMEgdhEB/PXlAAl0zKm0Wzgoc/dNi1jvdeJJvxrQ16kS3OqnF1udj9/iKA/BEDFiuJrHkbVmV2omkZYUXCHgozUI9PoDwZQNQ1FVfWcJp3rFj05XEdHZ1x6252889IRUrISiE+OxWg2YDAZUCIKfR0uXv/NTo6+dRpVUUnKiOfvfv1Z5q0p1cMv70E0oD/o58X60/zsxH76QwFEQSAvJp6IotLqcwOQYYvh8wtWc09+OXEmPU9MZ9aiJ4fr6OhMHWe3mz9+7xX8AwFikxyYLCZMZiNyRMbZ5Sbgi3qarA4LD35+MyWL8vUH4XsQTdOocfXyi1MH2dJ0joAiIwC3Zhfxl/NWElQUflK1j0NdLXT4PfzH0V1U9nbwpYVrybZH5TD080bnekE3nHR0dMbFYDSQkBqHHFEY6PehKh5UVUUQBAxGidgkB2k5yXzwb+5mxeYFmCzXkZq7zlWjaRo+OcLOtjr+4+gu2nwDqJpGssXGh0oX8YmKZcSbLAAUxSbym7NHebqmClc4yPN1pzjT18VfLVzDTVmFWA36uaNzfaCH6nR0dMYlHIzQUtNBS00HPW39BH0hQsEwBqOB2EQHBXOzKFlcgF2vdHxP4g4F+e6xXbzYcAZfJAzA4uRM/mrhGtZl5GOSRmqtKZrKy/Vn+OWpQ5xz9aABDqOJj5Yt4aNzFpNpn7oYrI7ODDHuDU03nHR0dHR0roh6dz+bXvo1iqZikQzcnlvC4/NXUxqfPK4hLasqZ53d/Khqb7Q5sKZhEiW+tHAtn1+w+hrvgY7OuOg5Tjo6Ojo604uGhqKpZDvi+Mt5K3mocC5Wg3FC76NBFJmbmMYP19/Lr88c5o81VXT4PfSHAtdw5jo6V45uOOno6OjoXBGSILI6PZfPzVvFusz8SWt4CYKA3Wjis/NWMj8pnR9U7pnhmeroTB96qE5HR0dH54oIKwrOUIAUq/2KhU9VTaPZ46I74GVFWs40z1BH54rRc5x0dHR0dKaXC8+Pqy0MmK5xdHSmEd1w0tHR0dHR0dGZJHpyuI6Ojo7OtUfTNDSiTyHdo6RzI6AbTjo6Ojo604aiqTR7XJx19tDkceINh1E0FZvBRJLVRll8CmUJKTiMpnd7qjo6V4RuOOno6OjoXBWapqFqGg0DTn537hg7W+twh0P45DCyqgIgCQImyUCsyUxhbCKPlCxkU24JVsmge6J0riv0HCcdHR0dnatCUVVebDjDT6r20ehxTmodgyDy/uL5PL5gFdn2ON140plt6MnhOjo6OjrTj6ZpvNlynr/fv5WeoA8AkyiRGxNPSXwScSYLoiDgjYTp8Hk46+zGM9iexShK3J1fxj+v3Eysyfxu7oaOzqXoyeE6Ojo6OtOLpmmcc/Xyw8o99AR92AxGbsku4jNzV5AXk4BRkhAHnz8XVMadoQAv11fzdG0VLV43rzRUszApg4+XL9W9TjrXBbrhpKOjo6NzRURUla3NNdS4erFIBj5atpgvLlyLbYK2Kw6jmcfnr2JhSgZf3fManX4vf6yt4p6CclKs9mu8Bzo6U0d8tyegc+OgaioBJYBf9hNR5SFRO1VTCSthAkoQvxwgoAQJq2FUTZ3yNjRNQ9EUQkpocFvR8UJKCEVTuEzoedwxZVUmOGrM6ByvZEwdnfcCnkiIg53NyJpKWXwKj81Zit1ouqznSBAEVqXl8mjpIgC6/F6qejuuwYx1dK4e3eOkM220Btr5ztkf4Il4+WDOg9yVsRln2MVxZxWH+o/THuzAJ/txGOzk23JZnriY+XFziTPGTspFH1bDnPc2cNpdzamBanpCvQSVIFbJSpollQVxc1kYP48caxYG8fKntqZpBNUg5z31VLlPUz1wjv6wk5Aaxi7ZyLSmsyh+PvPiysmyZiIK+nuGjs5wfJEwNa5eBGBxSiaZ9phJrysJAivTcki22HCHg5x39XJbTvHMTVZHZ5rQDSedaUXVVFRUOoJddAQ7ea71JY45TyBr8tAyoXCIvnA/pweqWRA/j8fyHiHeOH5VTdTACfFq+xbe6d1HX3hk1U5IDeOKuKnxnGdv7wFuS7uJTWk3IyBMOKZP8fNsy4scdh7DHRm4ZMwQ/REn1Z5zZPVmck/GHaxJWgHoIn46OhdQVJWBcAhREMhyTO4F6AKCIBBjNBNnttAXDDAQDs3gTN8bXM47rt+7pgfdcNKZERp8Tfyu8WnOec6TaIon355HsjmRoBKi2d9Kq7+doBrkcP8xVE3hLwo/jsMwOr9B0zS8so9nW19kd88+IloEi2gh3ZJKnj0Hh8GOOzxAc6CVrmA37cFO/tTyIn4lwN3pmzFJo0X2NE3DGXHxh6Y/ccR5LCrON+hhyrFlYZOs9IecNPlb6An10exv5fdNzxBQAtyUsg6DoF82OjoQfRAbRBFZUYmoypTXVzQVWVURBJBE3aN7tWiaxtYtJ/nd/+0e8XlObhKf/9Jm8vKS36WZ3VjoTwCdGaHJ34JJMLI2eSX3Z91Fiil56G0nqITY03uAZ1tfwCv7OOmuHvIUSYI0YhwNjb19B3indz8RLUKKOYm7M25nQ/IazNLF8mW/EmBn9zu81rENV8TNts63STensjJp2agQW0STebNrB0edlSiaSpY1gwcy72FF4pIRIb6ByABbOt/ire5deGQPr7RvId2SxtzYOfqbm44OYBRFkiw2Wr1uzrv7UFR10gaQpmn0BHz0Bf2YRIlki22GZ/veIOAP09PjGfGZ3WFBkaeeU6ozNrqJrzNj5NvzeDDr3hFGE4BFMrMhZQ03paxDQCCkhjjmrGIg4hk1hl/xs7XzbcJqGJNo4s70zdyUsm6E0QRgk6zclnYzt6XdhFE0MiB7eKt7N34lMGrM/nA/O7v3ImsyMQYH92XexcqkpaPyomKNsdybeSdrklYiCSK94T62d+1E0ab+Zq2jcyNiN5ooi09BA070dnLW2TPpYoqgIrO1uRZvJIzdaGJOQurMTlZHZ5rQDSedGUFEZEXSUpJMCWN6Z4yCgRWJS0m3RG+WNd46ekK9o266h/uP0xvqAyDDksbNqeswisYxt2kUDWxIXkumJR2As54aznvrRy23r/cQA3I0p6nYUcjKxKWjPF0XsEhm7ki/lVhDLABVrpO0BNomcwh0dG54YoxmNmQVYJUM1Ln7+M/juznT340yQcXsBU/Tb6qP8kL9KQDmJ6WzKCXjWk1bR+eq0EN100h7n5tn3qlCVlQcVjN/eeeqGQvpKKrK8bo2Dp5rIT0hhtsWlRBnt8zItq4EURApcRSOu/+CIJBqTibZnExHsIuwGqY90EGJo2hoGU3TOOc5j0r0JjwvrhyjMLbRBCAgkGiKJ8+WQ5O/BQ2NMwNnWRQ/f8SY1Z6aoeXnxs4Z1xC7sEyqOYUsawbOiAtZUzg7UEuBPW9Kx0NH50ZEEkVuzS7i9cazHOhqYUdbPd0BH5tyi1mYlEF+bAIxRjOiIOCXI3QHvJzq62JXWz37OpuJqCrxJgufnbsCs6Q/jnSuD/QzdRrpHfDz9O4qQhGZ1DgHn71z1fia7VdJW6+b/359P8fr2jEbJWxmI7cvLUOcJbk3AgIp5okTEe0GO/HG2KG/O4LdaGgIg0ctqIboCfUMfZ9ny738dgWBPHsOQq+AhkaDr2nE9z7FP+TBEhDIs+VMan/y7bmcGqhGRaXJ3zKpdXR03gtk2mP5++W38IWdL9HsdXO6v4tzrh4cBhMWgxGDIIAgoKjRBHJvJExQiVbZJltsfGnhOpalZr/Le6GjM3l0w+k6JRCWcXoDqJpGICzj9gejnQVnh92EKIhYpYk9YIIgYJOsCESNHJ/sG/F9UAkSViNDf8cZJ6cREztsuYGIB1XThgxKvxwYIY0QO8xwm3jMi8t5ZA+apukJ4jo6RK/jeYlp/GjDvfz81AF2tzUQVGRc4SCEg2OuYxBEyhNTeXz+Km7LLsagV9TpXEfohtN1SmZSLOvnFtLvCVCcmcTS4myut+e4gIA4LLdouEED0VJldVif6fHykC5FGnZaK5qChgpIQ3+PWHaSN2zDiHkqIzxjOjrvdQRBYGFyBv+ychMHO1t4tfEslb0d9Af9aMOuYavByILkdG7LLmFdZj4lcUn6C4jOdYduOF2nOCwmvnDPGj5zx0okUcRklGbVDUjVVCKqjEkcraN0AU3TCKkXRe8sl3iozKJphMESVMZ+e72U4ctZJDPisBqI6N/CsGUnJ7oXGDamVTTrRpOOziUIgkCaLYZ7Csq5Pa+UsKLQE/DiCgdRVI04s4Vkiw2bwYhRlBCF8QVqdXRmM7rhdJ0iCAJGg4TRMDkvzLVHwx0ZwG4YX5tF1mR8sm/ojTTOGMvwWKNVsmCXLq7fE+6b1Jb7hi2XaEoccXN2GOzDDDSN3lDfpBK9e8MX86ISxqkU1NHRAVEQMEsGzJKBGJP58ivo6Fxn6IHlGeK9/lxV0WgNtE+4jCvixhl2D/2dbc0a4ccxiAby7blD3p1az2hpgUuRVYV6X9OQMVbiKBzxvVE0DhlKGhrnvfWX1Z2RNYV6byMQfSgUOvIvOw8dHR0dnRuTafc4hSIyVQ0ddLu8pCfEsCA/HZPRQERWaO1z09bnxh+MoGoaNrOR1DgH+WkJWEzjl4RfiqZpBCMy7X0DtPcP4A+FAbCZjCTH2clLTcBmHrvVxuGaFrrdPqxmA2vm5GM1j9xuKCKz40QdsqIiiQJzclIpSEscNdaxujba+wawmgysKR89zoXcGU3TcHkDNHQ7cXoDRGQFi8lARkIMuSkJo9Ybj6ZuJ6ebu1DV0Q95UYAVZbkkx45uWTIZNE2jd8BHS68bly9AKCxjNEjE2SzkpMSRHOvAIE3NxlY1lUrXSRbHzx+z3F/TNBp9LbQHOwFINiWSYRktgLc0YRFbO98iqIY4M3CWjmAnmdax9V40NOp89TT7W4Gox2p+3NxRy61IXMq+vkMomsIJ92luS7tp3ApADY1TA2foDvUC4DA4qIgpm9xB0NHR0dG54Zh2w8kfivD7t4/yzukGVs/J458+vBlBgKd3V7G/uom2fjf+YBhNA6vZSEqcncVFWTyyYRHFGZdPFNQ0jbOtPTy9u5KzLd10OAcIhCJoDBpOsXbKc9N4eO18FuRnIIkj4+gvHzrDq4eqsVtMPP21D5OdPLK5bFufm2/+fguyoiIKAp+5YyWfuWMVonhxmYis8L9bD7GvupHSrGQWFGSMMoCMBglVVTlc28pTO49zvqN30HBSsZgMpCfEsKQoi0c3LqIgLfGy+32wppn//PMuwvJo1WqDKPLzxx+csuGkaRreYJg3j9ew7VgNTd1O3P4gwYiMUZKItZnJSY5nTXke71+/kFiredIhKg2N0+5qznlqqYidM6LtyYUGuzt73sErewEoiykZMwSWa8tmbuwcjrqq8EQ8vNG5nQ9kP4jDYB+xbLSnnZftXTtxhl0ALIybR9oYxlixo5BiRwHnPOfpCHTxdvdu7s+8C7NoHjVmb7iPN7t2DOVNrUxcSrwpbnIH+AZiuFduIgfd8J/vvRjOnMxxEob+dW2P0aTm9h79/Wbj+T00Jw0undK79TtN5Ry6kc+fGc1x6nZ7Od/Ry6+2HORkYyeapmGzmLBbTEQUFV8wjCcQorHLyeGaFv7zU/dQmpUy7nihiMyWo+f42Wv76HH70DQNq8mA3WJCA4Jhmfqufhq6+zlwtolP376Ch9cuwDSYByQIAhU5abx+5Cy+YJjWXjfZySMfglUNHchKVHBR1TQauvrxBkPE2i4mLne7vfR7oqXzRRlJWMfwlpkMEi/sP80vXt9Pv9eP1WTEYjRgkDQCoTB1HX00dPZz8Fwz3/7YnVTkpk14oqXFOZibm4Y3GCaiKIQiCv0eH6HIlbf/6HR6+O6fd7L3TCNhWUESRWxmI7FWC4qq0u/x0+P2cbKxgyO1rXz1oY0UZiRNSivKIBhwRwb4dcPvuTfzTspjSjGJJlRUnGE3r3Zs5YTrNABJpkQ2pKzFJlnHHOeB7HvoDvXSEmhjd88+XGE3d2fcToIpHoMgIWsyveF+Xm3fwulBraVcazZ3pG/CIo7OsYgxOLg/825+0/gk3aFe3ujYjjPsYlPazcQYHEiCREST6Qh08mL7a0NhujJHMZvSbh6RbH4jo2kaqqrh8QRwOf00N/VRX99N3fku+vu8eL0hAoEQoiBgtZlJSLCTnhFHSUk6JWXppKfHk5BoR5qitzIUitDZ4SYcHlllGR9vIzklZtpuyH5fiM4u96geXsnJMcQn2Cb/kqBpBAMRXC4fPT0eztd2UXe+i452JwPuAD5/CEVRMZkMxMRYSU2LJSc3iTlzMikoTCEh0Y7Varri/Rpw++nqGhj6WzKIZGcnYjJdvL2rqsaA209LSz8nTzRztrqDjnYnXm8IRVYwW4wkJcWQl59MxdwsKuZmkZwSg8VivOJ5KYpKY0PPmF7y6UCSRNLSYrE7rkz4V9M0wmEZl8tPX4+HhoYeamo6aW/tx+0O4PUGkWUFo8GAI8ZMUnIMuXlJFJekU1KSTlKSA7tj8i+TU5mXzxuivd3JsSONnK1up6WlD583iCAIxMZaycpJZP6CHBYsyiM9PQ6b7cL5I2AwzMz9KRyW6e310NLcx4mqFurruunucuPzhdBUDZvNRFp6PPmFySxenE9efjJJyQ4MhtlVuDQdzKjh1On08MOX3uF8ex+5qfHcvKCY0sxkbGYjA4EQJxs72Xr0HG5/kOYeF//9+n7+/WN3jmmIqJrG21Xn+dHLe+j3+Im3W1hbkc/iwiySYu1omka3y0tlfTtvnzhPn8fPT17ZS7zdOkIYsiw7FVEQUNGobe9l1ZyRoopVDdG8nKQYG05vgOYeFwP+kYZTp9OD2x+txipISxwzzNjt9vKL1/ejahrvW7uAitw0EhxWAqEIdZ19vHHkLG19AzT3uPjPF3bzLx/ZTHZy/LjHcuP8IjbMKyQUkfEGw7T0uPjBi+9worFjyr8LQN+Aj/96YTc7TtQBMDc3jfVzC4bCnP5QmPrOft6qqqV+0MD7/gu7+ccPbyYlzn7ZCyHNkkJ5TBm7evbyfw1/INEUT5wxjogq0xvqJaBGPThm0cxd6Zsojy0bc0xBiIpUPpL7MH9oeoaOYBfHXFWcdJ8hxZyEVbLiV/z0hvqJaFHNpzRzKh/IeZAiR/64Y86NLef92Q/wVPOzOCNu3undz+H+YySZk7CIJryyj95w/5B8QYEtjw/kPESGJf2GuwmMRSgkc762k+NHG6mubudsdTtul3+CNbyDN1TYtuUkJpOB0rJ01q4vY8PGOaSmxU76uA0MBPjed17lbPXIHLk160r55j88MMIguFI0DfbtreXHP9yK33exslKSRP7u7+/lplsqJjGGRlenm6rKJk6fauPUyRba25zIEzRT7exwU1sTDU8LAqSnx7NwcR63bZ7HvPnZGK6g2GPvnlr+67uvDf1ttZr40c8eo6AwBUEQCAYj7N9by1tvnuLYsUbCIXnMcTraXZw62cJrrxwnLS2WVWtKuOOuhRSXTPxSNx4+X5Avf+H3BALhKa87GeLibHz17+5m9ZqSKa/rcvo4drSRs2faOXmyhcbGHiLh8V9Cu7qg7nw3hw5E75eJSQ4WLsplw8Y5rFpdjHEazkmInlPHjzay9Y0THDpYh8czupK4p8dDXV03u3eeJSHRzooVhdx93xLmlGciCGCxTD7tZTJcMIB37ahm754aWlv6UZTR53hfH7S09HPkcD0vPHeEvPxk1qwr5dbb5pKdc/moyvXEjBpOvmCYmrZe5uen89WHNlKRk4ZBEhEEAU3TuHVhMSUZSXz72R2omsappk7ONHextHi0imyP28cv3thPv8dPrM3C3zy4kZsWFOGwXHxT0zSNO5eVkZ+WwP9sPYg/FOGPuyqpyE0jNyUeQRAoykjEbDQgK2Fq23tGbCMYlqlp7UEUBTbMK2TLsXO09Lpw+4NkabFD8+5yeRnwB7GZjWQlxSGJo08Ity9IUqyNL9+3ns2LS0eE8iKywrKSHP75qTdp7x/gVFMnW4/V8NgtSyeskhMEAYvJiMVkjHrvJpkfdSkRWeHVw9XsOd2AAKybW8CX719PXmrCiFwmWVFYW5HHd5/byZmWbg7WtLDl6Fk+esvSy29DlXkg6y6SzIm80fEmrsgA/WHXkP6RQTCQZErkroxNrE9ejSSM/5YkCRIL4ubyl0Wf5KW216n2nCOkhOkIdg5qfgqDgptW5sbO4e6MzRQ7CkeEBy/FIEqsTFpGjNHBq+1bqfXWE1YjtA0mtF8Y0y7ZWRQ/j3sz74gmr99AF/9YXLhxv/LycWrOttPb60FRpu4xCIdlTp1spaamkz27z/H5L26iuCR9RMh7PJKSYli0OI9zZztGhAYqjzfS1+slIzN+yvO5lEAgzImqZgL+kXIUuXlJlJRO3DNN0zR6ezxs3XKCXTvO0tnpIuCfunGgadDR4aKjw0XlsUbufWAp996/+Kq8TxDdt452JwWFKfh9IZ74v928te0UAwOjG16PR1fXAK+8dIzK4018+rM3s2Jl0ZQ9h7MNTdPwekNs33qSHW+fobmpD58vOGFobjz6+7zseOsMx481Un1mAe9/ZCXx8ZP3Uo41t1BIZusbJ/jTHw/Q1eW+/EqAs9/H1q0nqT7Tzgc/tJqbbqnAYjFiMkmEJzAEJzsnOaKwdcsJnn/uMG2tzjENprFQFJX6um6am3o5dKCO939wBWvXl03LS89sYMb3wmY28pX717MgP2PESSUIAjaziTuWzeHVw9VUNXQw4A9R09Y7ynBSNY0X9p+ipSd6Mj24eh73rCgfdZIKgkCszcJDa+ZzpLaVI+dbOdPSxcGaZnKS4xGE6HwK05M42dhBTVsvmnYxJtvY3U+/N0Ciw8b6uQXsPlVPn8dPfUcfFTmpQ3Np63PjC4bJSoojKyluzItFFARuWVDMHUvLhkKFFzBIIsuKs3l04yJ++upeQhGF7ZW13L9yLslxV5bgPVk0TaPT6eGVQ9UEIzJ5qfF85o6VFKaPfiMwSBILCzL50E2L+aen3iSiqPzpnRM8vHYBdsv4+kwAfsWP3eDgnow7WJm4lOOuE7QHOvErAewGGwW2PBbGzyPeOLl8IVEQKbIX8MWSz9IaaOOE6wzdoR5CSgibwUqqOYW5seXk2LKiQpmTuH+JiMyLraAspoR6byOnB87SF+4nrESwG2xkWNOZH1tOuiUNURBveKMJoufHqy8f551dZ6dlvHBI5vSpVr7zry/zN1+/m/KKrMsaT6IocOumubz0whECgYvK8QF/mJ07zvDoh9dc1ZwueIoqjzeNeGiKosCSpQWkpF7eO1ZzroMXnjuM2z15Y2QiOjvdPPG/OwkGwnz4sbVX5HkaMb+aTirmZfPrX+3kza0nJ/3AG46qajQ19vLjH2zl8S/cxtr1pYjXucJ3V6eLZ/90kO5hoc2rweX089yzB3G7fDz+xc3Y7VcmvxAOyzz95D7+/OzhqXvoNGhu7uOnP9qKxxMkKysBi8VEOHzl56amabicfp5+aj8vv3iUyBWmhMiySs25Dr73ndfoaHdx34NLcVxhaHU2MeOGU3lOGvMuMZqGYzJIlOekUtXQQTgi4/T6R7WzGPAFOXSuGVXTMBsN3L6kdNztCYJAvMNKeW4aR863Iisq1c3dhFbIWE1GREGkNCuZk40d9Hv9OL3+oVBfY1c/vmCYzMRYclLiyUmJp8/j50xzF3cvL0cQonlWbb1RAy7ebiE9Yew2IGajgZVluZiNow+xIAgYJIElxVmkxcfQ3OOitr2XngEfSbFX/tYyWWrbe6nvjOoSlWalUpqVMmEz3hWluRgkiYii4vQFqG3vZVFh5oTbuBDiEgWBNEsqd6TfdtXzFgQBo2CkwJ5PgT1/WsYDMAkm5sSWMid2/PPqvYIoitx17yL27q0ZlfsDYDCIZGYmkJmVQEysFZvNhCyruFx+Guq76ep0j/mQbmnp59lnDvKVr95JXNz42l4XyMpOpGxOJpXHL/Ya1DQ4cqiee+9fctU333Nn2+nscI34zBFjYcGiXMzmiW+LgiBQMS+bouI0jh1tHON7iIu3kZOTRHJKDDabGYNBxOcN0dnpou581wiD8AKyrPLSi0eZtyCHJUvHDjNPltqaTra+cYKdO86M+D2kwd8vvyCZhIRoyN3jCdLW2k99ffeY4aqe7gH+8Ns9VMzLJinJMek5CAiYzIYrMtouRR30flwNgiCQmZXA0mUFbHm9akxPkyPGQnZ24lDulNEoEfCHo+Gx811jeu1URePtt84wf1Eut9+xYMq/m6Zp7NpxluefG99oys1Noqg4jdg4azTvcCBAU1MvzU29Qx7hQCDCH/+wl/UbyxGlq3uGhEMyT/5+L1terxrTaDIYJQoLUsjKSSQ2Npqb6vEEaWnuo6mpd1Q4OByW+eNT+wF48H3Lryp3bjYw44bT8tLsMUNZFxBFgXh79MBrRA0TVdOQhh3Uph4n3a5o9VWiw4o/FKax2znhdjVNQxgcs63PTURWooaTKFA+6D0KRRQau50kxdpRNY26jqjhlBJnJyXWzry8dCrr26lq7Ij2O0MgEIrQNLjt1HgHKeN4iIyGqIE2EXkpCSTF2mnucSErKjVtPczJHj85fro4dr4NVY32b0uwW2jvn/jtS1bUoRCerKi09rouazjpXL+UlWWwZGk+hw/WYzYbiIu3UVySxtr1ZVRUZBETE32giJKIKApoWtQ1Hw7JnD3bztNP7ufc2Q7kYRWgmqZxYF8tp07OY83a0sveNA0GiVtum8uJquYRycUtzf1Un25j2YrCK77xyrLK22+dGZW0nJmZwMJFl28kDdFE9ds2z+PkiRYURSUmxkJ6ZjyLl+Szek0J6enxmEwSkkFCFAUEIerBiUQU+no9vPFaFW9tPz0qb2zAHeDVl45RWpZOTMzoYonJcuxIIycqmwkGowaaxWpk0aI83veBleQVJGM2GZAGk4hVRSMSkWlrc/LMHw9w+GA9odBIw66+vpvXX63kI4+tnfRxtzss/PLXn7qsTtrlCAVlfvWLt9m3p2bE5/EJNtLSplbharWa2HhTOQf21eJyBbDbTaSkxrJocR4rVxeTn5+CyWTAYBQRRXHod5NlFa8nwLatJ9m25SRdnSNDaZGIwot/PsKKFUUkTsG41DSN87VdPPn7vfgvCfcKokBpaToPf2AFixblYbGakAYNogvXW0NDDy89f5Qjh+sJBiO43QG2vFE15kvPZJFllZdfOsZrrxwfZTTFxFj4/9n7yzA50vNuHz4Lmml6mEkzkkbMtFqtltcLXjPHdsyOEydOnOQN/J/kyZM4djixHTA7cew1L9jLqNWumDXSaCSNhrmnmavqfj/0qKXRMIh2+zwOHbvTXXBXVVfdV13wuzZvbeDhd2ygvDwPk0nNjsnQBam0xtBgiEd/cYjXdp8hHLqUoxWPpfjRD/fgzXdw71tW39Rah1fdcKou8k5ZhSXBmO+FYFzt5XAwSjiRyUXo84f5xL/9bFZjiMST2YekBKMJ0CZSmkbHoJ/1DZVE4knaB0cQCEq9Ltx2K8urSwDoGgoQiMYpdDtIpDQ6hwLIksTi8qJJe50pskyRZ+obyGG1kOe4POl8YdzHUyGAtoGMt8kQgp/sPs5Pdh+f+fpCEI7PrE1JjpsTh9PKffevxmJWWbOulo2b6ykry5s2TONwWNiytYGGhhK+9V8v8fJLp8d4GzTN4PlnTrLtluk9e7Is0bSsnKrqAjrah7Of+wNRjh3tZM3amjkn5HZ3j3C6uXvc59t3LJ6xJ0uSJG65dQl7XjtLUbGbzVsbWLmqatocDpsN3G4bn/ncnSxeXMq/f+35cV6MMy19tLcNsXL1zIy4idA0PWu4ut02PvAb27j/wTXY7ROHkmyYcXvs/MEf3c/PfryfR364Z8y1EwJ2vdzCAw+tIT9/ZoaBLEsUFs6sMfdkpNMav3r8KPv3nR/zucNh4Tc+sp36RePlRqZCkiRWralm2/aM8b5+Yx3rN9RNel4ux+Wy8hsfuZXVq6v5h6/8mv4rjKf+vgBHj3Rwx13jteMmIx5P8esnjtDXO94RsHFjPb/zhXspK8ubcF273cJar4Nlyyv4ySN7+flP9hOJJOflmRNCcOpkNz/78b5xRlNhoYtPffYOtu+YPFfJhhmPx87nv3Avm7Ys4lv/9RK9PZeOLR5L8b3v7GLxkjIWNZTMeZzXm6sesJ4uF2YmxFMa6cveXhVZmtW/y20xScp4uEryXKQ0ne7hIEKITGXfYACTorCorABJyhhYNrOJlKbT2jOUSQoNR/FH4siyxJIpvEOyLI3LbbqSTM7VpfMTSVyd6pMrCV2WECtLszuXiixhzPMNMseNjSxLbNq8iC988X4efvt6KiryZ5zbIkkShUUuPvybt1JS6h73fcvp3hnncJSW5dG0rGLMZ8IQHDvaSSAYm5MnQwjB66+2jkuctdnMbN8+O2FTu93M7/zevXz8U7ezfkPdrBJfZVlmx84m3vLA6nE5X8PDYbq7RxakjF+WJd7z/i089PC6GRoHNt75nk0sXzG+QMc/EuHsmf55j2mmGIbg0MF2fvrjfWOMAZNJ4eF3rGfb9rmF1s1mlY9+/DY+/Vt3cuuOpTM6LxeRZYlVa2p43we2jkuWj0ZTtLUNTllVeTlCCLq7Rtj7+tlx17quvoiPfnwHpaXTe9TMZpV3vGsTd92zcl4J/EIIIuEETz15jJGR6Jjv7HYzH/34Dm67vWlGv3OzWeWW7Yv51GfvwGYbawOM+KL84mf7r1q15bXgqnuc1AVIJhRCZOPRlQUe3nnLylkZZF6nbUwFmtdpo6LAzYWBEXpHQsRTaXyhGJ1DfsyqwvLq0myuVG2xl9beIU529LN1aQ2tPcMYQmBWlGzIb+JBz/zYLnKtGscaRubGVmSJu9cuZt2iimnWuIQiS6ysnbrqKMfNj81mHvfAmykXc0nuIqoKgQABAABJREFUvncl3//Oq2O+i8VSdHeNsHjJ9L8hq9XE5q0N7N7VQiRyydhvPdNH2/nBOXkzRkaiHDzQNi7vZtOWRRQWjzf0pkKSpFmFZa7EZFa49bal2RLvi1xMytZ1HVme3yN64+ZFvPXhdVhmUYHrcll5+B3rOdXcMybcGg4naGsbZNOWRdckP6X9whDf+I8XGLyswixTOLCCd757EybT3BPovd65F+FIUua8Ni0r5+SJS55LIQR9PX5isWQ272cqhIBXd51heDgy5nOr1cSDb103YxkISZKw2828410bOXK4fYyHdracbe3n9d2tY+YlRZG4576V7NjZNKOq2EvryWzavIi3vXMDP/nR3uw9J4TgwL42jh/tvGa/pYXmpqgNtJpNmFSFeCqN3WLiwU1N04bBpsJjt1KWn3lIjoRjhGJJOocCxFMaxXlOFpUVAOC0mqkp8XK6e5C2/hF0Q3C+LxPmKvY4yXdNnuRqCEEipU1p4AkhiF7mZXIugHduJlzUpJKQWFJRxHtuXX1N9pvjzYMkZSrUrjScdMPA54tMstb4baxeXU1hkZtI5JJ0iK4b7Hq5hU2bF816XOfO9o8xUiDzdrxp86JrXiotSRKVVfkUl7jHjcnni2DoAuYhyeNwWLj7nhVYZ2kAS5JEbW0RpaUeursvjUvXDXzDYdJp/aqfq0Agxne//QqdHWMbezcuKeWDH75lRgUGVwtJksjz2qmrLxpjOAEEQ/FJdbKuRNd09r5+dtznxSVutmxrmFUFoyRJlJXnsWFj3ZwNJyEEr+1uJRodm4rh9TrZeccy7PbZz09ms8qtO5awe9cZujovXcuLLzBr1tXMyqi/UbgpaksL3PasUdEzEiKaSM8r4VBVZKqL8zCrCr5QJvR2qnMAgCUVhVnvlMNqprbEiyTBgD/MSDiWrUZrqiqeMuld0w0GAlNPEOF4kmDsUvJcecHs3njnwsUcL8hMYu0DI1kPVI4cC0lRkWuc10oYYlaaRy63lVsmCMkcPNA2YwPsIqmUxrEjHQQCY8MQNbUFLG0qn9Xb9ELhcFgmzBmKx1LzDonX1hfN+bhcLuuEelmhUGKcovtCIoQgFk3y4x/u4cD+sU29S0s9fPa37ppR+OpqYzarFBa6x1WvJRPpGVcRdnWO0NcbGPf5ylVVFM/S+wkZ4+nW25bO+XecTGq8/tp4Q25RQzFLl869GKi2rohlyyvGJYPv3XNujCf5ZuKmMJxqi70Uj3qYookU+1s757U9SZJYVFqAzWLCF44TjMU51ZUxnNbUXwpbyZJEbXE+TqsFXzhG13CAHl/GbbysumRKgcW0ptPSPTjlODoG/fhCmYe4SVVoLJ+6Cm+h2NBYmRHzBM72+ej2zUxsLUeO2aAoMnbH+LdUbYJ+i5MhSRK33d6E7Yq33XAozp4JHvJTEQkn2Pv6uXHaTctXVFJR6Z3VthYKSZJwOq3jwhWzOUcTbxdqawspmsMEDBnDwOkanyifTM7cMJgLQgieefoEv3riyJi8Jo/Hxkc/voOm5TeGCK0kSdjs5nHNz3XdmHFuWktL74TXed2GujkfY1V1wYyT96+k9Uz/hN0BNm5ehDIPXTGTSWH1mmpMV0jz9PUG6OyYe1jxenJTGE55Thubl1Znq+9+8foJBoORab1OmdwoMeFyNUVerCaVcDzJSDhO11AACVhRU5pdRpIkqorycNstBKMJWnuGiKc0VEWmvrRgynLKpKaxp6WDWDI1bv9CCDTd4NC5nqxXaklFEQXu6VuZLARLKotZVJoPQFu/j5eOnx+TfD8ZU51PgEJzAZ9Z9DG+0PhbfG7RJ1Gl+Yn45bjJkaQFUZsuLnGzcmXVmM9SKZ2jh9vHhRWm4mxr/5jQE4DFYmLzlsZ5C07OB1WVxz1L5psWrqoKNbVFcz7/iiJPGI4zdIG4Sr3nhBA0n+zhkR++PsYrKcsSDzy0lu23Lrmh1MsVRZrz81oIQVenb5yRJcsSixbNvdpMVRUqq/LntO75cwPjjGJJgqZl5fOSDpAkiYbFpRPmpLWc6p1gjRufmyLHSZYk3r19Fc8daaWtf4TWnmG+9JMX+fjdm2isKMRqMmUvrBCClKYTiiUYDkbp84fZ0Fg5ptccQFm+m0K3g4FAhAOtXcSSaUrz3ZRdIWhZU5RHntNG70iYo219pDWdkjwnRW4HU8lTCwG7TrSxrKqEhzY14bRdqtzQdIOD57p5ZNdRUpqOWVW4a23jGGmCq4UkSZTnu3jb1hV8/VevEU9pfPPpfdjMJm5ftYh8l31UJTuzvGEIYskUvnCM9oERSrwulkzSiNmu2liTt/KqH0OO64cQgnRKJ55IkUxqpFMaum5k37QNQ2T/PxCIkl6AsI7dbmHb9sUcPdI+phruTEsfF9oGWb6ictoJzDAMnn3mxLiJqrIynzVr5172PxFCZPaXSKRIxNOk0jpaWs+eF90wMHSBYWT+Hh4Oz1vr6EpUVaaiYh5eNGni7vZi3ibdxAghuNA2xH987Tl8lyVLy4rErTuW8v4Pbpt1rtbsxwBCGCQSaRKJNKmkhqbpo7/vS9fL0DPXsLc3MOfKR2EI+vrGr5+X58Dtmbt+l6rKlMwxlNnRPjQubcNuN1Namjfn8VykssKL2aKOe9G52LfxZuOmMJwA8l12fueh7XzlZy/R7w/zyok2zvf52LKkhspCD06rGd0wiCRSDAYiWTXuygIPy6pLxhlOsiyxuKKI5s4B9pzuIK0b1JV4cdrGdrt22izUFntp7hjg8Plu4sk0SyqL8DisU1rhpV4X8WSaf//167R0D7Kqtox8l41ESss2+e33hwFYVVvG3WsaUZXJ33ovGoTxVJpESqPHFyQ2KlInEPSOhOgeDmA1m7CZTVjN6qQaU6qi8OCmJs71DfPonmYiiVS24e+y6hKKPA5URSaZ0hiJxBnwh2ntHaZjYIQ/fvftkxpOOd6YCJGZ3M+e6aera4SB/gAjI1HCoTjRaJJUUiOV1kinM9pB6bSBNvr/C1VS37SsnLJy75jE18HBEKdP9dK0rCIrwjcZfb0BTp/qGff5zjuXoc6jOusiQggSiTQdF4Y4d36Qvh4/Pl+EgD9KNJokHk+RSumZc5TWSGuZc5TW9HmJFU6GLMvkzaNy7FoihCAUivOD/97NubMDY75raqrgwx/djtV2dRKIL/Zj6+gY5kLbEJ2dPkZ8Yfz+GJFwgkQ8RTI1+ttO65f9xnU03ZizazCRSE+Y6+fNd0z63J4JsiyTlzf7xHldN/CPRMepqecXOLNCqfNBNal48x34r5A5GBgIjml7drNw0xhOsiRxy7Ja/vy9d/JPj+6icyhA93CQnw0fR1VkVEVGiIw3Rx+1miUJ6kvzJxXgXF5dwi/3nKQ/kDFg6ksLJqyCW1FTxpMHWxgKZi56eb47q3Y+GQ9sbKLY4+AbT+/j8X3NPHu4FbNJQTcM4sk0uiGQZYmaIi9/8I7bKM+fOBchpen86OUjPHO4lZSmoY++saY0nZFwJh6tG4KvPvEaNosJRZZRZAlVkXFYzPzlB+/JJoNfTp7Dxu88eAsWk8qvD5wmGk+xp6WDfWc6ManKJaVjTc8+G0yKPKVxl+ONw0VD4OyZfp59+jinTvUQ8MeIxZIz1qlZSKprClmypIzOjuHsw90wBK/vbuX+B9dM2SNMCMHBA23j8je8XgcbN9XPeUxCiNFKswiv7mrh5RdPMzwczky4yfT8423zQJKlOVVBXQ903eBnP97P67tbxxjahYVOPvbJnVRVFyx4CoOuGwT8UQ4euMCzz5ygr8dPJJIgHk/NqenvbEkk0xMm2TtdFqZInZ0WSZJwOGffLy8RT2VV5i/H5bJNKWA9Gzzu8QZdJJIkldKmbXN0o3FTjdasKtyyrJaG8kJ+8foJDp/voXsoQDCWJJnWkCQJq0nB43RS7HGyqLSAe9ctweuc2MhZVlOCLGUEHa1mlfrS/AlFK9fUlyFLEroQqIqcyY+aohxXliQ2La5ifUMlNSVefvjyUc71DjMSiZHWdKxmE2VeF+sbK3nfjjXUFnsnfTAIIegc9meT1yfDF45BeOxniiyNkTu4knyXnd9/2w5uW1HP43tPca7fx3AwQjSRQjcyx+p12fA67FQVeVhTV86WJQsb1shx46HrBqeae3jisUPsevnMvBOVFwJVldl55zJefunUmHDdqeYeujqHWdo0uRZZKBTn8KF2kleUia/bUEtxyfQNfSfD74/y7NMneOKxw+NacFxvJLiueVszJZ3WeeH5kzz6i4NjDHKHw8LHPnU7q1ZXLbjRFA4neH33GX7yo710dvquiaF0JVramDDJ3mKZXw83SWJcEvZMSGtGxoM2wXgWwh0kAbYJvIaGYZDOGU7gsJj4yJ3recv6pYCYtl+bLMvcvrqBykIPIFFXmo80RTmlJEmUel186r4t+EJRun1BQlcaTg4bRR4HxR4nqjJ5V/u64ny+9JG3YBgCs6qworZ0wmXrSgr4mw/fh2EIFEWmqap4wuWqivL4qw/egyDT3FiRZTYvrmZJRTHtgyP4I/ExhlNVUR4289QuaFWReduWFaxfVAnZ7nsX/8sV/8+YZSQJKgomj3dLkoTFpLJ1aQ2r68rp8QUZDkXHGE5Oq5k8p43yfDeuK8KYOd54CCHYvesM3/nWy/T2+CedVC4+oAuLXOTl2XG6rNhtZixWE9bRf7pu8PijhxekfF2SMtVvJSUeurrGagvtevkMS5aWT5yTIwT9fQFaW8bmUthsJlavrp6VavTl2+zrDfDf33uVV146PWXneFmRcLttFBa4cHts2OwZYVGr1YTFYsJqM7Fvz7lxIaqFYD6ei2uBEIKW0z088r97xqhIm0wKb3lgNbfuWMJUeaRz2V8wGOeH//Mazzx1fMrCAlnOeG4KClzkee3Y7WZsVjNW26Xr1nK6jyOH2+eULG9MUmQzX0kMSWJOCfTCmHg8krRwV2DCeV2QjRDdTCy44WQ2qWxorJp+wVFkSaKxvHDWpfiqIlPidVHinXsvJJvFxH3rp2+zYDWr3Ld+6bTLeZ027h23PQmv04bXOXN17stRZJmVtWVXVa1bkiQcVjOLK4pYnMtfetOi6wav727l6199jpEJNJLcbhsVlV42bVnEylVVVFUVYLZkGmdnGtlmjPXMf6VsM9uF0v2x2czccddyvv/dsaKa+/ed553v3kRB4fgybCEERw61MzQ0tg9kaVkeq9fVzGmiGvFF+Pq/PceB/efH5XCZTAqlpR6allewbkMdS5eW4fbYx5wjWbrsXMkSQ4Mhzp8buC6ej+vJ4ECIf//q82PEPyUJbrl1Me/7wFasVtNCODuyJBJpvv2Nl3n26ePjvD2KIlNY6GJJUxnrN9TRtKyCwkJntpH1xd+0PGpJSJLETx/Zy7EjHehziMkq8sQVebp+fX4EiiJPmFul68aCFAQIMl62K5Fk6abwjF7JzeUfy5Ejx1VBCEFvj58f/e/rExpNK1ZW8q73bmbtulrsdvOMPI8LkVR6OZIEGzbV89ijhwj4L+UrDQ+FOH6sg9vvHN9cNZ3SeeXllnGfr1hZRXn57KvOhBA8/thh9u09N+47r9fBffev5r77V1FeMXn4/UoWKofkZiIYjPHdb70yrqpqUUMJv/mJnQue2C6E4JWXT/P8syfGGU02m5m7713JffevprGxZMqIx+XMxzukqgrqBPdHMjk/cWchmFMlq9miTigXsJA5X7HYeA+fosg3XZgOcoZTjhw5GG1+u7uV8+fGh4zWrKvht377burqi2Ydql3I9+dMWwkvy5dX8tru1uzn0WiS48c62bKtcZxSedv5wXEtKFRV5vY7l80p7NzV6ePF55rHfW63m/nEp2/nttubRvNUZr5NQ1ytIv8bDyEEqZTGrx8/wquvnhnzXXGxm4994jbKJ1Asny9Dg2Gee/rEuLCqLEu8/4NbefjtG7A7LLO8bnMfj9VmmlAnKxJOzEsnyzAE0Vko81/EYlEnTCoPBuMLUhkLAr9/vLimx2NDuQkLjm7wKHiOHDmuBZkk3eZxoYLCIhcf/NAtczKadM0gscAd0D0eGxs21mGxXsoNFAKOHO5gaDA05m1dCMErr7SMmywbF5fOqMnwlQgh2L/vPD5feNx3d9+7krvvXTnr8JJhCGKx1HWtwLvWvPpyCz/+0V6Sl1VxOZ0WPvzRW1m/ce5VjpMhhOBMSy/nz4/v5LBpyyLe9s6NOJyzM5oyVaepOauoW60mXK7xRUvDw+EJk7RnimFkqgVniyRJlJd7x3nRfMPhBbmHI5EkweD4cVVU5t90UgSQM5xy5MgBBAMxeq5Q1Qaoqy9m2Yq5tbkIhxML9LZ6CUmSWL22Fq93bGlzb4+fc1d4ywKBGKdP9YwLfWy/dcmEYYnpSKd0Ojt8Y6r6IBPqufPuFXOaAFKp9IRl4G9EhBCcbe3nf76/e1xi9n33r2bnnctQpijmmSuGIejpHiESToz53GxWuW1nE1br7DWiNM0gFp27QSFJEiVlnnGGSiScGBOGni26bjA0GJp+wQmorSscl1iu6wadnb5J1pg5XZ2+CWVM6uuL573t60HOcMqRIwd9fcEJ2y0sbSqbc/fy1jN9CzG0cVRWeVm5amwBimEIXnnxdNZQuzhJX9lEtaw8j1VrqueUnxKLJRkZmeit2UtBoXNOE/7gYHhOHoKbjYs5dN/6xkv09Pqzn8uyxLbtjbx3NBn8aqBpOgMTGBP5BU7KK8Z7WWZCJJygry8wr3HVLyoeZ6gYhuDUBEKtMyWV0seFpmfKshWV48KHQsCRQ+3zzLsSNJ/sHpd7JSsSK1bNvJDsRiJnOOXIkYNEIj1BtEjCO8ckXcMwOHTgwnyHNSGyLHP3PSvHTXjHj3fhG86E0XTdoOVUL/4rjJKmpgqq5yioqOkG6fQEooVOK6Y5VAYJIejqGGZwjh6Cm4l4LMUP/vs1jh7uGBOWXLykjI9+7LY5qV3PFMMQ4zS8ICNJcWVO3EwQQuDzRbgwQehvNixtKp/Q83lwf9u41iczpbt7ZFwF6UwpKnLTuKR03OdHjrSP89bNhkgkyYnjXeM8TrW1RZTOsT3M9SZnOOXIkQOrVZ1Qr2UuORxCCNrOD3L69NVr4NnQWEJt3VjpjEQ8xeHRt+NoJEnzye4xibYWq4m162uwT6EyPhWqIk840RnG3JK7k4k0+/e1EQ7F5zSemwXDMPj1r47wykunx4RuXW4rv/mJ26itK7yq+nCyJGGZIBFbiLk1LBYCDuw/z/Dw+Fy32VBU5Kambrz8y9nWfjo7fLP28ggheG3XmTlXwcmyxO23LxsXcu7t9mfvq9kihKD1TN+E3ueNm+ux3STq9leSM5xy5MiB1+sYN3kJIejqGpnVA1MIiEQSPPqLg1nvz9XA7rBw286mMV6ndFrnwP420mmdoaEwp5q7x6xTUOBgy7bGOU/SZotpwtYuQ0OhjMdulufpxPEuXnqh+Q2t36RpOrtebuHHP9w7Rs/L7rDwiU/eztp1Ncjz6M02ExRFxjNB49xgME4wFJv1detoH+KxXxyad/6eosjcceeycfIHgwNBnnv2xKz1zzrah9l9RaXibFm7vpYlS8vHfBYOJ/j1E0cYHAjN2ngKhxM89stDYxo3A5SV5bF1W+Occg1vBHKGU44cOSgodE7Ylb21pW/CvJ7JMHSDJ584yq5XWhY8MfxyFEVmxcpKCgrGil72dI/Q3xfk+LFO4vGxSdfrN9TNKyRktaqUlHiQlSsnuhDnz868y3vGIzfAt7/1cqai7g2KEIILbUP88AevE7isT6DJpHDPfSvZeUfTVTeaIKMnVlLmwWweO0kHAzHOnO6bsVc1o0Lv59vfeHnCysrZIkmwZl0tFRVj9cQ0zeCF55o5drRzxoZKKBjn5z/dP+fE8Mx4JIpL3Oy8Y3zC/PFjnfz8p/vHFUZMRTql8avHj7D/Cs0zWZbYuHkRDY0Td+q4GcgZTjly5MBiMbFq1fg+hBfaBnnyV0eJxZKTPsQvNbsN873v7OJ//+e1eVUczQRJkqhvKKZh8dicjMGBIF2dw+x5/eyYz00mhTvvXjGvfcqyzJKm8nFtWnTd4Ic/eJ2B/uCUxqIQgng8xf595/n7v/0V58/OL0fmRicUivOfX3+eC21jj3Ptulo+8KFtcw6ZzhZJkqipKaKwaGwjdcMQPP7oIdrOD05pPAmRyZE629rPV770Kw7sb1sQL6EkSVRUeNl5x7Jx6tnDQ2G++i/PcPhQ+6TeTCEEmqYzPBTm2998meefOznvBtyqqnDvfavGFV9omsGvnzjCf/37C/T2+KfsX6nrBoODIf77e7v58Q/3jBtTWVke73nflqtWDHAtyAlg5siRA0XJiELu33+eaORSqXgyqfHjH+4hFIyz844mKirzcbutSJKMpulEwnH6+4OcaenjuWdOcPZsP8aoFpTX68DlttLZMf9y5olwOq1s3rKIg6PhOYBQKMHBgxc4f0Xvt+UrK6msmltS+OWsWVtDbV0RJ493jfn8/LkB/vavH+ehh9exfEUFBYUuTCZlVO9HY3goRGfHMPv3tfHSC6eyvdnMZoW6+mLOtvZfVQ/dtSYaTfI/33uVE8e7xhgZiiLR0FjC/r3nF2Q/JaUelk9QDXYl9YuKWbGyir7esf0Xh4bC/O1fP8673rOJFSurKCn1YLGoCJFR8Q74o3R2+DhyuJ0XnmvOFhsoikxNTSF9fYExffZmi8mkcP8Dqzl6uJ2TJ8aGlvt6A/zN//0lO3Y2sWnzIsrK87DZzRiGIBFP4/NFONvaz8svnqJtNFFdliXKyvMYHo6M0cmaDU6Xlc987i6Ghn5J+4Wh7OfJpMYTjx3i2NEO7rhrOUuWllFQ4My8SEiMjilM2/lBXny+mdYz472wBQVOPv1bd1JS6h733c1EznDKkSMHkiSxbHkF6zfU8eorLWMml0QizWO/PMjePWcpKnbjdFpQFIVUSiMWTTIyEmFwIDRGaNLhsPDxT9+O3xfhO996+ark8UiSxOYtDXzvO7vGaN+88uJpIpFLVUCKIrN+Qx1Op3Xe+3Q4LLz9HRtobekdE7YQAppPdtPRPkxFpRePx47VakLTdJJJjUAgxuBgMKMMPXouZFli6y2Lee/7t/CHv//DMQbrzc7QYIjjx7rGGYO6Lvjxj/Yu2H6271jCokUl0xpOVquJB9+6lr2vnyV0RTJ+V6eP//z6C5SV51FQ4MRqM2HoGS9TOBxncCBEIDA2F6ppWQWf/q07+ae//zUX2oau3N2MyYTHPHz4N2/lS3/12JiQJmReBH71+BFefeUM+QUOLFYTYrRKMBSM4fePHVdtXREf+I1b+P53XqGrc7wu20zHVFWVzyc/czv/8bWxvQQzOV7DfP87u8jzOvB4bFisJiQkUqk0wUAcvz86oQfP5bbygd+4hfUb627aEN1FcoZTjhw5APDk2fn4J3cyPBzm1MmxWjKGIejrDYzTRZqIsrI8PvyxW9l5+zIOH7yAJ88+L1G/qSgodLFlayNPP3ks+9mVE2NJqYc1a2tQlIV5WG/Z1sAHPnQLP3lk77gcpUgkwZmW6fWrzGaV7TuW8LnP343DYaGxsZSjRzoWZHw3ArpuTBr+mqva9kQYusFMZdeXNpXx6d+6k//6jxcIBcf+RuLxFG3nB7Oem8lQVYUVKyv54h8/QEmph6ZlFfMynC6yek0Nn//CvXz7Gy/T0+Mf930wGCMYnPwekmWJhsZSvvCHbyHf66CgwDVnwwlAVmQ2bqrH86dv5av/+gznzg6MuW6GIRjxRSbsa3klF3OnPvGpnezY2TROu+pm5OY/ghw5ciwIkiRRUZnP7/zuvWzasmjCJqTTrd+0rJzPf+Febr9jGSaTQnmFl6LCq+eWlyS4befSKatz6uuLqKsvXrC3XIvFxFvfvp4Pf/RW3O7xCfXTked18O73bua3fudu3G4bsiyzavX4/LIcC4ssy9x2exOf/uydlM2hH57VZuLBh9bw+394PyWlnoyK/ZqFuW6KIrNt+xI+//v3sWJl5axU6BVF5tbblvKFL76FRYtK8OTZKSh0Tr/iNGRy+sr44z99iAffunZOv3WzWeW225fyx3/yELe9QYwmyHmccuTIcQUNjSV88Y8fYN+eczz6i4P09wVJpTR03ciGXiQp82BVRrWNikvc3Hf/arZtX0zp6KQCUFrqoa6+iKHhTLWPxaxOG1aZLbX1RaxeW8O5CSrbLk4qC52I6nbbePjt61m8tIxfP36Ew4faicVSaJqe0XUaDZ/IsoQsy6gmGYfdwqq11bzjnRupqy/GYlFHz5Ng1eoqCgqc6KPCh06ndUJdrYmwWFTyrmhB43Ja51WxJkkSDod53HadTuu48vmJUBQZt8c2bv2FxuG0zsogtlpN3Hn3choXl/LEY4fZu+cc4VAcTdPR9UvXTZIkFEVCVRWsNhNLlpbztrevZ/mKSmx2c3afy1dUUljkyiZLu1y2cVWXM0VVZdatr6WiMp/XXj3DU78+xuBAkHRaR9OMMb8pRZExW1Rqagp54KG1bN7agMdjQ5IkZFmhflEJR490ZL1EbrdtTkaLJElUVRfw8U/t5M67lvPE40c4eridSCRBOj35ObPbzSxbUclb7l9N0/IKXK7ZXacbHWmacsc3TrZijhw5ZszF50IyqXGhbZAzLX0MDoSIRhJomoHJrOB22ygty6O2roiGxpKs1+fyB+TF7Vz+mJEkFvQhOtE+Lmeh9zfRfgcHgpw+1UNX1wjBQIx4PI2iSNjtFvILnFTXFLB4SdmoXtbMzlHmv9OPWwgx4bHP57gnO6czHdd01ySqJdk72EE4nURG4p7KJViV2Ru3szlPE43P749y+lQv7W1DBAMxorEkkgRWm5mC/ExLliVLyygucSNJ0oRaZ3O9btONLZnUOH2qh7bzg/T3BYjFUkhSJnm7tDSPpU3lLGooyXqGr/xNXa1xBYNxWk710H5hmGFfmPhouNpmM1NY5KKyKp+lS8vHeL1uUqNp0kHnDKccOXLkyHFNaQ+P8MlXf0Jb2IciSbzy4G9TZr+5K61yvOGY1HDKhepy5MiRI0eO64huGHRGAwBUO/NQpDdGLtBMCKUSDCYiuE1Wim3zz826Frx5rk6OHDly5MhxAzKSjPGbr/yI39vzS2LpN66a/JUIIXi6u4UPvfS/fLd1//UezozJeZxy5MiRI0eO68ipQD/d0QCKlP+myo+J62mOj/QynIiS0Ocm2Hk9yHmccuTIkSNHjuvIy33n31QG00XCqSRHfT3cbOnUOY9Tjhw5cuS4bkgzFl544yGAhJbmmK/3eg/lmiOEYCgRoS10dVoyXU1yhlOOHDly5LhuyNIl0ylt6ARSceJaGl0YKJKMVTGRZ7ZiVmY+XQkhSBk6kXSSuJ5GMwwMIZAlCZOsYFdNuExW1FlqXRlCENNSRNJJkoaObhgZTTNJxiIr2FQTDtWMIsmTluDrwiChayS0NHE9zcmRfnpjwezxXwiP4DSZJ1y31ObGrpqmLO83hCCupYlqSRK6hi4yWk6ZMao4TWbsqhl5im0IIfAn4/hTMUyyQpndjUlWstsOpROkdA0Dkb1GHrMVs6xMOjYhBJowSGhpYnqahK7xVHcLSUNHAoKpBOdDwxOuq0gy1U7vlGO+uA9DCCJakkg6RdrQEQhUKXNtXCbLlGOcKTnDKUeOHDlyXDdMckb/qzPi59edp3ix9xztkRHC6SQO1UyN08uO0noerFlGvatw2gnfl4xxeLibg8NdnPIP0B4ZwZ+MkTZ0rIqJfIudOlc+t5TUcWfFYmqd3hlNpMFUnBd6z7JnoJ2TI330xyPEtEwit101U2pzUevKZ7m3hE3FNaz0lmFTx2tTPdt9hl39bXRG/FwIjzCUiGCMygL1xIK84/nvTjqGb2x/N3eUN074nSEE58PD7B/s5PhIHy2BAXpiISKpRHaMZQ43TXkl3FJSxz0VS3BMYqBpwuC7rfv499OvU+nw8J/b302ju4iX+87xfE8rB4e7GIxHSOkaTpOFKqeXrcU1vLVmBYs9RRNeo2AqwU8uHKXZ38+F8AhdkQChdGZsAnis4ySPdZyccDz5FjuvPvjbWCc4n5czlIjyTHcLewbaaQ7040vE0IWB22yl1ullY1E191c1sdhTPGuj+XJyhlMODCEYicfY1dPOiaEB+qIhEpqGTTVRYLNT5/GysbSSFYUl01r8OXLMhUMDPfzboT3owmBjaSUfX7kep9lyvYeV4xpgUVQ6IwH+tXkXh4e7SRs6siQhyBgrx0biNPv72TXQxl+svZdV+WWTGjq+ZJQ/PfAkR3w9jCQzvd0kMgKMEplk5K5ogK5ogL2DHTzVdZqvbH6IRa6CKT0lw8koXzn6Is/3thJOZ5oxX+4pC6cThNIJWkNDPN/Tyo6yHv56w/0TG049Z3iq63T278xWLuX4qJI8acuVqQy8F3vP8tXmVzkbGiapa9ltXxR6D6WTBAODtAQGeaHnLM3+fj6//FZcJsuU241raXqiQV4buMC3W/YxmIggIyFJmVH7U3H8I3FO+vvYM9jOn625m/WFleO2GUjF+WnbMbqil3rxyZKUNRplJJRJVOlNsjKFqlLmGp0KDPAvJ19hz0AHcT2NNLp9AF8ixnAiymFfDy/1nePTS7dyf1UTqjx5q6apyBlOb3ISmsaz7Wf5yv5d9EcjGMIYk6Z38cf3cMMy/nHnW67XMHO8wRmJx9nd044uBC6zhbSxcI1gc9zYGELwl4efoT0yQqO7kHWFlVQ68kgLgzOBAQ4Nd9MbC3HM18sf7n+cb9/6Xqqc3gm3lQnr2Qim4pTb3ZTb3dS5Cqhx5mNTVfypOKf8/Rwe7iGQinN0pJf/d+RZvrbtnbhMExvqcT3Nv596jSc6m9GFQaXDw9qCShrchbhMFuJ6moF4mHOhYfpiIQbjERrchZRMokn0qSVbeVvNyuzfLYFB/qvldYKpBMU2J/9n7b3YJ/GsrPCWTnoeqxx5hEaV2OtdBVQ786h3FVJsc6JIEr2xIIeGezgdGCCUTvCj84epcHj4jYYNqFMYTpF0im+f2cfZ0BBpXWdDYRVrCysotjpJ6BpHfT1ZQ/X4SB9/feRZvnfbB8izjO1tV2Jz8Tcb7yeuXaqe+2X7CZ7obEYCbi9v4IMN6yccg0lWME9i5AghaAkM8of7HudMcAizrLAsr4RVBeXUOfORJYnuaJDjI72c8g/QEhjkTw88iUlWubdyyZycATnD6U2MEIJjQ318Zf8ueiKZXmJWRaXO48VpNpPUdQKJOIOxKJvLxr9B5MiRI8d8CaTiRLUUb6tdwWeWbqPmstBZStfYP9TFnx98kq5ogPawn/85d4g/WLkTywQ5Tw7VzDvqVlHrymddQSVL8orIM9vGPLui6RRPdDbz/448R0JP0xIY5Kivh1tL6yccX3c0yJ6BdjRhUOXI40/W3Mld5YtRLgv1CCGI6WnaQj7OBAdZlV+GPImIZZO3hCZKsn9blEtGgV0xc0tJLW6zddbnscFTyEcaN2BRVFbml9PoLhxzjoQQdEcD/NOJV/h11ykSusZLvWd5uGYF+ZbJewomDY39Q53YVRNfWHEbb61ZQYHFjiRJmePW0jzR2cyXj71AOJ2kOTDAvqEO7q1cOmY7NtXEpqJLTZGFEBwe7s7+XeHwcFvZolkfd0LX+OqpVzkTHEKWJN63aC0fadw4JidKCEF/PMz3Wg/w7TN7R43h3Sz3llA9iRE+FTnD6U1M2jB44nxL1mhaW1zGH23aQb0nH0WWEUKQNnSi6RQldtd1Hm2OHDneqNS68vm95bdRYnOOMXLMisq2klp+Z/mt/NnBJ0kbOq/2t/G2mpUs85aM244kSWworGJDYeWkCdoOk5kHq5exq/88z3SfIZhK0BocmtRwCqeTDCeiANS7ClhXUDnGaLq4X4dqZmV+2ZReoauJIsl8YNE6VFmZ0IsiSRKVjjw+1Lieo74eOqMBmv0DRNOpKQ0nyEQe3r9oHR9sWD/GGJMkCYfJzDtqV/FqfxtPd7cghGB3/4VxhtPVQAjBrv7zvD7QDsDmohp+b8UOPOax3i5Jkiizu/nU0i0c8fVwaLiLc6Fhnu0+w8eWbJ611ymn4/QmJm3oHB7IlME6TCY+2LSGLWVVFNsdFNrsFNkdlDvdNOQV4DJPnESYI0eOHPPlrvLGcUbTRWRJYnNxNStHDZK2kI/W4CCT9VlVZRl1msopq6KyfHR7aUMnmIpPuj2LouAYDeN1RPy0BoeyeTkTMVEz4GuFWVGnNAIkSaLWmU++1QFkErZThjbpsV+k1O7mHbWrJg2XmRWFHaOGpwAuhEem3eZCkNA1nutpJZJOokoy76tfg9s0ubfOY7ZxR3kDAClD59hIL+HRBPXZkDOc3sQIIfDFMwmUNtVErcc74U1/PR8EOXLkeOOzOr98ymdMvsXOInchkKn4agv70MTUeXBCiNHydAPdMNAMA83Q0QwdXQjM8iXPSdrQMSYRYSy3e1iWl/FudUT8/PXR5/jfc4cYSkTQhXFNDITZcrEsXxcXj/vSscuShHIxhEUmqjAdSzzFFFodU16jYtulqERST097fRaCwUSEjvAIAvBabJQ7PGjCIG3oE/4TCIqsTuTRTPO+WIjIHFrc5EJ1b2I0w8hWX8iShFmZW4VBjhw5csyHGlf+lN/bFBNldjcyEgaCrkgAzTCyUgZXEk4lst6hZv8AHZERgqk4wXSCpK6R0DQiWnJGY/OabXxq6VZ6Y0FO+QdoDQ7x10ee4z9Pv86dFYu5r3IJda6C0STs6+uLMIRgIB6mKxLg+EgvrcEhBuJh/Kk4MS1FQteIa6lsZSDMTLO7wuGeVFvqIqbLc75Gx3K18SWi9MfDAAwnonz45R9OG3bThJE1kiPpJClDm/V+c4bTmwR/Is4p3yDBZIKRRBx/Is5wPJqtcIikUvxP8xGK7I5x664oLOHe2sZxcf2L/Op8C6d9gxTaHbx3ySrsJhNCCALJBIcHejkfGCGSTqJIMoV2O3XufJYXFuM2T10Gm9I12gJ+Wv3D9MciRFNJJEnCrpood7pZml9Ercc7qR6HEIIfnj5GTyTEXTUNrC0uYyge5aXONvqjEYrtDu6sWUSx3Zk9B3v7OmkeHsSiqqwoLGFrWdWkx335fpK6RsvIEKd9Q/gSMTTDwGW2UO3KY1VRKcX28W9rQghe6mrjUH8vNpPKw4uaqHLnjVvmm8cPEkjGkSWJtcXl3FkzPoFyd087e3u7sCoqb21oovqK7QAYwqAvEub48ADd4SDRVAqzqlBsc7KsoJgl+YXTHutFjg328WJnG2ZF4f76xdR5MhNfSs+Ef1v9Q4wk4ggBbouFWreXpoJiSh3OeUtaRNMpftHaTF8088Asd7p5e+OySTVpctzYSGSSuqdcZvS+V2QJwxBEtBRigilfFwYnfH38uO0or/SfYyAemXSb8gwVyyVJYm1hBX+78QH+99xhnutpxZfMTNj/e+4Qj7afYGV+GXeWN3JPxRIqHJ7r4qFPaGme7DrNz9uPc2Kkj6g2sSdFZvYNTuyqeVIj9XqS1LXsHCbIVEDOBk0YczLwcobTm4RDAz38ya5nSek6SUMjrWfc1ReJaWl+2jqx+Ng7Fy/nrpoGJrttnus4z2PnTlHhdPNg/VJMsszevk7+8cBuOsJBIqkkmmEgSRIWRcFpsvDgoqX8n623T7i9UDLJkxfO8Ni503SGAoRSSRKahmboSKNaHzbVhNti5ZaKan533TZKHa4JJ+Sfn23m8EAvkiThsVj58r5XeK2ng4SmYVVVnm4/y19uu4Mim4N/PLibR8+dJphMoEgSXquNj61cz8dWbJjUG5c2dE4ODfDVI3s45RsklEyS1DUMASZFxqGaKHY4+dCyNTy0aCkes3XMQ7XV7+Obxw8AsMRbRKVr7EN3MBblP47tw5+IA/CWusXcWlk7ZjxpXefptrP84PRR6j357Kwem+RqCIE/Eed7zYf5ddsZfPEYsXQKzcgoM1tUlTyLlVsra/jYig00eAuy2jeTcco3yDeO78ckKzTk5VPj9nLWP8zXjuxlX19X9jwAmBQFh8nMmqIyvrzjXkocE5dpT4cQgnA6xTePHeA7Jw8RTacotjv4u9vuw/Im9pbqukEyqaFpOppuoOsGqiKjKDKqqmCxqCjKjZ2VMRM7I6N3lFnQmCAMJITgwFAnf3bgKTojGa0gt8nKivxSNhRWUeHwUGh14FQtmBWVx9pP8L2zB2Y8xqa8Ev50zZ18oGEdv2g/zgs9ZxlKRIhqKfYOdnDE18Mv2k/w8SWbeaCqaVZK5/NBCEFcT/PtM/v4Xut+AqkEqiRTbvewoaiSZXmllNvdeMxWnCYLSV3jr448S0tgcMb7UCV5xobmtUQXRjYk6DXb2F5ah2cWFYkFFseslr9IznB6k2BTTdS488a8aejC4MTQALowMMkyDXkF2Cd4a69ze2f0YPPFY8S0NC92nufvD7zKcDyGIsk4TCZUWSaaThHXNOKaxmJvwaTb+dX5Fv7f3heJa5mJV5Vk8qzWrKs4mEzgTyYIpZL8pOUE7UE/X95xH7XuvEkn+9PDg3wjFuW13g4KbHZGEnGi6RSvdrfzP81HKXe6+O/mI+RZbZQ5XAxEIwzGonz/5BFWFpayrbx63LZTusaPW07wb4f3MBTPVN24zRaK7B5kJEKpJP5EHH8ywV+9/hIH+nr48623Uzzq1ZMkiUZvATaTiWAywYWgH0OIbP4BwPHhfhKX6Z70RkL0RcPUXOZRCiQT9EQyLRsqXG6KbJe8hoYQnPIN8qW9L7O3twuDTNuJQpsDh8lEUtfxxWP0REI80nKCvb3d/PnW27mzeuIKoyuJpdOEUymODfbxJ68+S8vIEBISdpMJr8lGQsu8Efr1OPk2G3bT1Mq/U+5LS/PvR/bynROHSBk6jXkF/PnW27m1svZNKcyaTut0dvk4eOgCR451cqF9CL8/hqbpmEwq3jw7dbWFrFlTw/q1NdRUF2Iy3XgGpoDsvT7pMkIQv6x9iF01j+txF0wl+NujL9AeGUECbi2t53dX7GCFt2zMPQWgC8Fr1rZZjTNTQWZhWV4Jy9bczeeWbeeVvvM813OGo75eBuJhTgcG+LMDvyaYivOBReuumfG0f6iL75zZTyidwGWy8J76NXx66dYJq+X8yTg2Ze734Y2EWVaxKibC6SR5FhufadrGEk/xVd9vznB6k7C2uJx/vv2BMZ9F0yne88QjhFIJ3GYrf7BxO0u8RePWdZhMqDOI3Sd0jb29nfzr4dcJp1I83NDELRU1FNkcKJJEJJ2i2TfI0cE+1pWUT7qd26vr+c9j+9CEwfaKWraUVVHicOIYnXSDySQvdZ7nZ63NRNIpDg308qvzLXxmzSZM0sQTw6HBXgptdv5o4w5WFpVwaKCX/zq2H188xtPtrWiGwS0VNXx0xXocJhM/On2MJ8630B8Nc3Swj81llaiXbVsIwWs9nfzzodcYScRxmy28vXEZ2ytqKbTbkZEIphIcGejjB6ePMhSL8qu2Forsdv5k885seLHe48WmqgSTcD7gQxci69kTQnBqeJC0blBkcxBJpxiKx+iLjDWcgskE/dFMSKLM4cJrtY357sv7XmFvX8Zoqvfk8/6mVawoLMGuZgyn7nCQx86dZld3O+0hP3+772VK7A5WFJZMG3LQhMGFoJ+ftp7grH+YDSUVPLhoKZUuN2ZFJaGl6QoH2dvbxYaSyjmF08Rof6zvnjzE95uPkDJ0Kpxu/s+2O9haXvWmM5qEEOi6weO/PsqTTx2jo3MYXR8bbkilNAYGQwwMhjhwqJ2nK/O5/75VvO2t61DVyfuoXS8G42EWuSd/mdKEQSAZy4ZVCiz2cdf94HAX7eERAJwmC/+/1XeyJG/iSVQIY9ZhnYtcPHf5Fjtvq1nBneWNnPT3860ze3ml7zxJQ+eR80fYWFSdrdy7mhgInu85k21fsqW4hs82bcM7icRAytDQ3iACsw6TGbfJwlAigi8RIzqa6H21f985w+lNgt1kwm7yjPksnEpm38QUWaLE7qTK7Zlo9Rnz13tfxmO28I8738Id1YuwquoYEbK7axpI6jo2VZ30x13qcPL1u95KicOJ22zFoowtLRZCsLG0knyrna8f3UtS13m+4xwfXbEOk3mSZNFkkncvXsGHlq1BlWWWFxRzbLCPX7edoTcSJt9q48+27GSxt3B0H7Cvr5u+aJiWkSESuo7zshj/QCzC3+3fxUgijsNk5ku33sPdtQ1jGkgKIdhaXs2G0go++9xjhFJJHj17mtsq67i1shZJkqhy5ZFvtdMfjXDGPzz6Rp3ZT2I0b0og2F5Zw7HBPrrCIbrCATaLyqwAnT8RpzcaxiwrNOQVZJM0DSH49omDvN7biSEEKwtL+MqOe1mcX4RyWaXkhtIK7qpZxF/vfZmft56kLTDCV4/s4W+23zNhztuVfPfkIRRZ5vPrtvHBZWvwWqzZXCkBGIbB+5euQpHlORk5kXSK/zy6n+82HyKhpWnIy+dvbr2HjaWVbzqjCSAWS/H9H7zG4786QjKZ8dSYzSp2mwmTSUUezQNKpTVisRTptE57xzDf/t4u+geCfPTD23E6ps4vvNac9PextaR20u8DyTgXRo0iCYlGT9G4nJsL4RFSoxViTXkl1LkmN8TShs65kG/e45YkCbfZytbiGiodHv54/6/YP9RJ+2hi+rK86V8+Lu8lMlHe1nQIAWeCQ0BGYXtjUTV5V+gYXU5fLEQwFZ/1fq4Gl5+aueSSl9pc1Di9nA/7CKUTHB3pYW1hxThv5EKTM5xyLCi6YfDJ1Ru5t65x3INNkiRMioJpmnwUSZJYWTT5m5okZUJBd9c28OMzJ+iJhDgXGJnyLUqRJbZX1GQ9PVbVxKqiUp65cBZNGCzJL6LRW5h9yFW7PbjMFvqiYQZjkTHbNoTgmfaztIcyeRQP1C/hntrGcXlQkiRhkhQ2lFZwX91ifnLmBCOJGC90trG5vAqLoqLKMk0FRZzyDdIWGBk1KjOetf5omN5ICLvJzJayKrrDIdqCfs75faQMPStE1xcNE0wmcJktNHov9dzqDgd5sq01G/77nXXbWFY4XjRQliRcZgufWrWR5uEBmn2D7O3t4vBAD/fUNk774I9pad7euIxPrdqI7YpQnAQosoxdnrmnSZXlrEEfS6f59omDfPPEAVK6TlNBEX+x9Q42lFa8KY2mdFrnqWeO8+unjpFMathtZjZuqGPVyirKy/LweGyoqkIqpREMxenp9XP0WCdHjnQQT6R56pkTlJZ4ePvD61DVGyds91LvOT64aP2EqQJCCNrCPk74+wAotjlpcI9v9qtd1i4q8wIz+f66owEODHUu1PCRJIkiq5NGTxH7hzrRDJ2UPrNqLYusZFXGw+lkNhw5Gy4+nyQyxtNk92za0Nk/1Dll0vy1xKZkrrcAQukEQohZGfRei531RVXsHrhAytD52YXjPFC1nNKrLNh8Y2cM5rjpKHe6eOuipmtSgVFsd2IdNR7iWpqUPrkeiSRJ1Hjyxq1/8SZdkl845h3FYTJnPTex9FiBuEgqycH+HuKahlVRubN60ZhS3CsxyQobSyuAzAPiXMDHSPzSG9/KUWMmmk7RE87kKgkh6IuE6YuGcZjMNHgLsnlhLSPDJEdzQgwhaB0ZBjKifg3e/Oz6hwd6s7lXjd5CNpVVTn1+3HlsLa9GljL5Wa/1ds7IpW+SZT66fN04o2muWBUVVVaIplN85+RBvnX8IGldp87j5Uvb72FTWeV1L/u+HgghGBwK8ejjR4jFUhQVufjcZ+/kC5+/h7c/vI4tmxfRtLScxoYSli+rYNuWBt719g188ffu4zOfup18r4N4PMWjjx9mZCR6vQ9nDM3+fh7vbCapj73XhMhU0H3nzP5s094V3lIWe8anFJTZXNn78GxoaJyo5UVto6FEhH85uSu7vakQQtAdCdAdDYwWfUys23Rxu2dGE66dJgt5FtuMjIBC66XnWCAV56ivZ1aVXhJQ5chECjTDoCUwQGKC86gZBkd9vfzw/GGScyjBvxpUOS9FONpCPrqigVnpYsmSxFurl1Nuz2znXHCYfzrxMr3RILox/loZo90wYlqK04GBMbIMsyHnccqxoKwpLiPPMvsqhclIG5nkZX8iQSydIqlrpEcF3cKpZLbkVoyKvU2GhESBdWzM36IoWWOpxD620ku9LKyUNvQxN+BQPEpbIBM2sKoq5wI+RPvUN3tbwJ/tBO6LX4rFA6wuKsv2Rz/lG2J5YQkCaA8FGI7HWJSXT53by5riMn50+jinfAPENQ23JZPk2uzLPKyL7A4qRh9EhhC0+oeJpDIPhrXFZdimSVRVZZnlo7lPkXSKg33dpA1jWg9hQ14BVa75hXgvx6qqgODbxw/y70f3kdJ11paU8xdb72BVUekNFWK61uzdd56eXj+KIvMbH9jGW+7NNIud7JxIkkRenp2HHlhDKqXx7//1Ir19AfYdaOOhB9Zcw5FPjlM1I0kSf3fsRc4Gh7ijohGPyYZA0BsL8rMLx3i57zyQyW366OJNE4aiNhZVU2hx0KkFGIxH+avDz/GhxvWU2FzIQERL0Roc4ofnDnNspJcyu5uheGRKoUaB4LneVr7W/CpbimvZVlJLlSMPj9mKWVYRZHq19USDPNJ2hIPDXQCjrVfKZnT8FQ4Py72ldEQyxSF/ffR5/Kk4De5CTLKCbhgkdI2krrHMWzIud0mWJG4vb+S5nlZShs6zPWeodORxe3kDLpMFzTDwJaMcGu7m2y37SBk6+Rb7jAzHq80Kbxlldjd9sRCnAgN8+dgLvK9+LYVWJ5KUkTdJjOaibSoaX6ADUGZ382dr7+JP9v+a4WSUX7Qf57i/l7fVrGRpXgk2Rc1IxhgaQ4koJ/39HBzqJKXrfOPW90za3HkqcoZTjgXlynL6uSCEIKXrvNrTzqvd7ZwLjDAUixJJJTOeJUPPGk8zfTPLCHyO/blLkpRNL7CpU90KY/cRTacZGZUHCCQT/P2BV2d8bAAJTRuj1ls6mtDtT8Q56894j9K6TstIprVDqcNJntXG8oISJAmGR6vgShxODCE4G8jkaiwrKM4agkldz+gojf5d5nRNq9EkSRLFdkfGUEpDTzQ8o/Nb4nCiLqCH0awoPHmhlW+dOEhC13CbLfz22i2sfJMbTQBHj2XCS948O7fdumRG5+PiMrff1sT/PrKXQCDGseNdN4zhtKGoii3FNXyteTffO3uARztOkm+xYwiDoUQ0+3JkU0x8fMnmSSfQcrubDzau5x+Ov0TaMHiq6zSHfF2U29xIkkQolaArGiCha2wtruHhmpX8W/MuemOhKccnhCCQSvB0dwtPd7fgVM14LfZsqDycTjKSiJIeNcDK7W4+vXQb5Xb3jI5fliR+c/Em9g91MpyI0h4e4f87+BQlNhdmRUUzdGJaGl0YfG3bO9h4WaNcACSJW0rq2F5az0u9Z/En4/xb86s80dmMx2QlLQwG4mEG4xHMssInlm4hmk7xvdb9k6qlXwskSaLY5uI9dav5r5Y9JHSNZ7rPsH+wkwKrA4mMTlNUS1Fsc/L4PZ+YMHNJGj3+P1p9B/96chc9sSBng8P8/fGXsCsmbKpptHIzPaYgoMbpZfaKVhlyhlOOBWW+IoSGELQH/fzN3pfZ19dFbLQU32EyY1NV7CYz7lFvkIREdziYTQidiqlCacCsQj8pXc+KrslZYb6Zr+80m8fkZ9hUlcXeQvb2ddHqH8YQgqSuc3yoH4BVRWXIkkSly02h3cFANMLhgR7WlZQzGIswFMvkK6wpvpQXphmXxgiZ8zcTk8NhMl+WX5RCm8G5takm5AWyZ2Qk9vZ18dSFVkKj3rJoOsWz7edYW1xOnsX6pjae+vozodzamkJsttndaw6HhZqqAgKBGP2j27kRWJNfwQca1lPt9PJfp/dwIeyjK+rP6oy5TBaqHHl8bMkm7qtsGictcDnvr1+HjMyPzh+mPx5iKB6hPxZGliQssorXYueOsgY+3bQNgeCnF9xTGk4SEiu8ZWwqqqY9PEJMS5EydHqiQQxEJodPkrEoKoUmK+uLKvnk0i00zSgp/BKr88v5ysYH+fqp1zgfGiamp7NaVIokY1YUvGb7hNXNElBkdfAX6+7BbbLwav8FIukkZ4NDCDJyLjbVRI3TyyeXbuGt1cs5MNzFf589cE3UvafCIiv85pLNmBWV/z13mGAqTiidwJ+KIyOhyplz61Cn9gpZFJWHa5azwlvKN1v2sm+og1AqkVFKT2aeg4ok41DN2FUThVYHb6tdSZF1brlQOcMpxw2DEIKOUIA/ffVZ9vV1IYAql4d76xpZU1RGrcdLgdWeMaJMKoFEgvc+8SPagv5pt73QU+3Fqo0Su5NPrto4q1CV3ZRRPr+I9TLDaSgexZ+Ik9J1WkeGkYD1JZn8KLOisKKghIFohCODmUTZVv8wushoM60ovGQ4SZI0xhjUZ1h+rBuX3kFlaW5VcPPBQNA8PIgsSawqKmU4FqU3GubRs6costn5/Lpt04YO38gkRycBq800I221y5EksFgzeWiJ5NxK8RcKt9nKO+tW4U/Gua18EXbVzL2VS9lUVMO+wQ4uhH2E00kcJjM1znw2F1VTZJtaODWjs2TmNxdv5K6KRvYNdtATCxHX0lgVlRKbkzUFFSz2FKPKMild4911a1idX87GouoJK7EkSWJTcTXfu+39nAsNczY4xFAiQiiVJD3a981lslBid7HSW0a9u2BO+XeKLLOzvIF1hZXsG+qgLeQjmEogkTmmIquDOlcBiyeRV5AkiUpHHl/e9CBHfT00+/sZSkTRhYFLtVDnLmBdQQUlNlem+Ca/jI8t2YRmGBNqPclIrC+s4mOLNwGwobBq2mOosHuyy1c4PFMauJeP22Wy8OmlW7mncglHhnvoiQaIaWnMioLbZKXM7qbBXTjtM1yVFZbkFfPlTQ/QFQ1wfKSPnmiQyGgek8NkptTmYpG7kEZ3EXbVNOeXsJzhlOOGQReC59rPcWigBwEsysvnz7bczvaKmgmVuw0xl+Ld+WNRFOwmE/7RNihrisum1KWaDrOiUp+XjyxJRFMpBqIR/Ml45oGvmmjKzyTCXpRReKHzPGf9PpKaxvnACIYQFNsdFNouPQDNspLVvYKMOKBxmUbUZITTyayR5TKbZ+VJWyjcZgsfWraGdy1ewZ7eTr6yfxehVJLvNx+hwVvIQ4uWvikr6gDcbhv0+PH7o7NuLmsYAv9Ixjvpdi1cHuJsuDhmr9nGp5duHTdxeS027qtaOq99SJJEtdNLtdM75XJmReXd9atntE2LorLcW3rVdZncZit3VyyBirmtf1GOYFw47wryzDb+ePWdk35/0ZDbWd4w433XuQv4s7V3z3j5y5EkiXpXAfVTSEjMFFVWqHMVTClHMV/efKUpOW5Y0rrOi53nSRsGqizz0KKl3HZFe5HLCaYSpKeopLtaeCxWSkfbhgzGovRHw/PqkC6R8ax5LVbC6RS90RBHBnsRQFN+ES5zJiSjSDLLCosxy0pGaTyUkSYQQrDYW5gJx41ORGZFodqdh3k09+isf4T0NF4nMRomTYxW7C32Fs7orXGh2VpezcdXbqDO4+V9Tav4xKoNWBSFUCrJ3+3fxStdF2bsQXuj0bAo43E43zZET29gVut2dvq40JHJh1vcePWFGSejZWiI58+fJ5icW0VTjhzXm5zhlOOGwUAwPFo+b1VUatx5U3o8zvl9hNMTN7K8mhTaHNTnZcr+04bO7p72aY2SqZAkiTKHi3ybnVg6xXA8xilfRtBueWFxNjQlSRmR0hKHk7iWpnVkmL5oGAHU5+WPSXCXJImmgiLclkxuwNHBXsKpqSeqmJbm5PBgtsfcupLyBU36nimyJGVy2EbDjR9dvo4H65eiSBI9kRD/fPA12oIj8zJWb1Y2bahHliWSyTSP/GQfgeDMKqN8IxH+95G9aJqOqsps3jS+UfS1QADfOXyYzzz+OG0jI9dlDDlyzJec4ZTjhuJipYouBPEr9JMuIkZL+p++0EoombjWQ8SmqtxV3YBnVHbhiXMtHOjvntYLIoQgresTJmSWOV0U2RwkNI2ecJALgZHRvKWSMZpYxQ4nFU43CU3j6FAfoVQSVZap9+Rnz91F1hdXsHQ0zDcUi/JIy/FJPXRCCI4O9vFqdzuCjHr79ora6+JxuhKX2cLvbbiFHVV1SMCJ4X7+7+sv4r+savDNQtPSMtasrkYIePHl0/zjPz9Ny5k+QqE4iUQ62+g3ndZJJNIEQ3GOHe/iK//wJHv2nctUIG1tpLHh6vfzmoxwztOU4yYnl+OU44Yho6JdTLNvkISW5pXuC9xVu4gim2NMG5P+aJhvHj/IUxdar8vEKUkSO6vquKOqnl+eO0U4neLPXn2Oz63dzI7KOortjjG5GwktTW8knA2tPdzQRKljbDVHnsVKlcvDHuDoUB/D8RhFNjvV7rwxSZGFNjtVLg/7+ro4NthPIBHHa7FlktOvMHKsqsqnV2/i5PAAgWSC7zcfJs9i5eGGJjyXVaeldI2jg/387b5XGIhFUGWZt9QtmVGvumuBJElUOt38f1tuZyAS5tTIEHt6O/n7g6/yhxt3kG+dvL3EG4mMJpOD9717M339Qfr6Aux+/Sz7D16gaWkZ1VUFePMcmEwyqZTOyEiEjk4fLa19aFrGqF/cWML73rMZh2P22jULRSR17b3EOXIsJDnDKccNg0lWuL26nmfaWwmnUuzqbudPdj3DfXWLKbY7iaXTnBoZZH9fF4cH+qj35KMLg3OBa+/yt6gqv7NuKx2hAEcGe2kP+fnrPS+xOP8EtZ588q02hBAEkwmG4lEGohH6omGsispd1YvgihZwkiSxOL8QRZY5NthPXEuzrKCYksvUzSHjkavPy0eVFc6MDJE2dKrdeZQ73eOqTiRJYlNZJR9ZvpZvHD/ISCLOPx18jec7z7OuuJxCm51oOk3LyCCHB/voDAWAjJL5x1eux2men7TEQiJJEnUeL1/ctIM/3/0cvZEQj59rodqVx8dXbpg0D+6NhixLrF1TzWc+uZOv/fsLDA2HSaU0jh3v4tjxrknXkySoryvmc5+5k8WNMzeIr/T4LoQhnTOcctzs5AynHDcMkiSxs7KOjyxfx/ebjxBOJXmxs41d3e3IkoQQZNXB1xaX88ebd7Cvr4t/OLD7uoy3zuPln+94gK8e3sMLHefxJ+Mc6O/hYH/PGA/ZpfJ+ieUFxZOW068sLEGV5Kx+UaXLQ5lzvM7IisISbKqaXa7I5qDSNbHYnllW+PTqzXgsVr5z8hA94RCvdrfzek9HZoyj51SQCYndUl7Nn27ZSYVzZuJ91xRJYkdlLV/csJ2/2fsSvkScfz38OhVON/fXL8n2IXyjo6oK27c1UlmRz89+cYDjJ7rwjURJJMZKDEgS2GxmiovdbNlYz9sfXk9RkWtWxs9wLMbpoSEUSWJZcTFeW8a7F0wk6ArOXgtKCMFI7PorVufIMR9yhlOOGwYJcJjNfHbNZiqcbp6+cJaWkSF8iRiaYeA2W6nzeNlUVsm7l6xgUV4BaV2/yn2wpxjvaH+3/7vtTnZW1bG7p4OTwwN0h4NE0ykEYDeZKbZnksmbCorZVl5NmWNi0bVGbyEWRSWha6iSTENeQbbh7+UsyS/COmo4SUCNO29S4dGLDZE/umIdTQXFPHPhLIcGeugMB4im01hVlSK7g6X5RdxVs4jbq+rxWmfWY+taI5EJ5z64aCm90UySeELT+IcDr1Jos7NltM/emwFZlqmvK+L3f/c+zrcNcu78AP0DQUKhOOm0jsViwuOxUV6Wx5LFZVRV5iPPQaX03/ft4wfHjiFLEp/csIEvbt8OwKHeXv7omWdmP3AhctV0NxiZlzsDCfmGvO9vRKRpKlPebLmXbyp0IxPm0oWBKslUuT0TTtTT0RMOEUxlkrRL7E4KbOMF1WbDxWacgWSCYDJBStcRCEyygtNsxmuxYVYyHcATmkZbMBOqa8wrGOPNEULQHgoQ19IokkSjd2xH9VAySU8kmE2G9l7WlPOignlC17CMVvhN5dEwhCCupQkmE8TS6WxzXEWWsSoqTrM5o4skTf5wMoTgnN+HJgyk0XOZP8G5NITgfMCXreQrsNopcUwtDnjxfCR0DX8iTjSdRjcMZFnCqqi4zRbcFuuMDQ9/Is5ANIKBwG22ZFq6zKPxbjiVpDucuRZus4VSh2vK8x1Lp+kI+RFkxPqK7A7yb1CD71oghEDXDTTNwDAEiiKhqgqKMj8v3Ed+/nN2d3QAcFttLd95xzsAeObsWX7riSeA2YvLXpxUfvq+97GufO76ZzlmT6anZ5JoupuB2Gv4kyeJa4NoIo4imbEoBeRZllBk20yeZSmqZEN6EzbUHmXSn3bOcMqRI0eOHBPyWkcHPzx+HIAPrV7N1uqMsOJFw6nQbue+xsZZbfOx06cJp1I5w+kaI4TAn2zmfPAR+qIvo4nopMtKKBTZNlLnfieljh0o0o2T73gNmdRwyoXqcuTIkSPHhGyrrmZteTkSmSrNK1lSWMj/vXNyBeorMYTgQHc3Z3y+BRxljukQQjAQf51m31cJps5MsITE5X4Sgc5gfC/B1FkWa30s8nwASZInbEvzZiRnOOXIkSNHjgm5mCM3GReTxWeDy3p92r28WRFCMJw4zInhfyScvoCEglUtwmNuJM+yFJtaiirZ0EWKhD5IIHmGUOossXQfSd3HGf+3UWUHNa63Ikk5kwFyhlOOHDly3DTE4ylaWvupqy3E4555TpeuG3R1j5BIpLHZzFRWeOed/wSQPxfD6QaSuXgzoIsEZwPfJ5y+gCyZqXTeS7373XgtyyfMXxJCEEl3ciH0MzrDT5AygrQFf0yhdT1OU/WbNo/wcuZsOHVHguzt62JzaSXlDvd1aQaaI0eOHG8WhBB094zwt3/3KwrynbztobXcc/eKGU1ksizxi0cPcfBQO06nhS/91TspLJy4unMm1Hm9fHrjRrZWVc16XZfl+olvvhkJJlsYjO8HoNR+KysLfh+z4pk07CZJEk5zNU35n0GRzLQG/ptQ6hxD8QM4TVM3D36zMGdr58kLrfzh7qd44PH/pjMcWMAh5ciRI0eOiThytJOhoTCtZ/sZGArPeD1JkmhYVEz/QJCz5wY4erxzXuNoLCjgi9u3s72mZlbrScCWqioeWrJkTmG+HLOnL/YqhkghSxaWej+BRcmbNldJQsIkO2jI+xBWpQCBQX9sN/DmbK59JXM2nI4P92EIQZXTQ6HNMf0KOXLkyJFjXpw7PwhkZC7WrZld2GT5sopsV57TLX3zGod0WSPm2a733pUr+ZcHHqDO653XGHLMjEi6AxA41Qpsasms1jXLHtzmhux2RK7QHpiH4dQfy7ztrCgY24Q0R44cOXJcHXp6/QBYbSbq62fXqLe42I3DngmTdXZd+zZFOa4PKT0EgFnxIjHbuVrCohYAkDZCCzyym5c5G04XBf7cZsubRq03R44cOa4nwVAcgMICF6o6u8e3Isvk5WUEVQOByTV8cryxMMmZiFDaiCLQZ7m2IK1nWuuo0vyEjd9IzDk5vNLp4chQH6FUEmNqEc0cOXLkyLEAXBQsVuQ5KOpIZCvpNG3+uSoZFWpBQtMYikYZjERI6vqM54O1ZWV4ctIEVx27qQKQiKY7SelBLMrMQ6SaiBNMnQXAYarM6TiNMmfD6d6aRp5qb+XIYC8xLTWhOFqOHDly5Fg4XM6MoREMxdF1wRQSS+MwDEE4kmmN5HDMr7JNCEGb38/3jxzh+XPn8CcSYxpaz4RH3vMe1uaUw686JfZttAV/jCZinA38DysLfz/rhZoK3UjQFvwJCW0IkCi172D2DXbemMw5VHdrRS23lFdzLujjqfZWpmndkiNHjjcwKV1nV0c7/7TnNb5x6CBnfb6cJ/oqUFSUkRAIhuIMDAZnta5vOEwwmAn1FeTPr6BnIBrlH3bv5kfHjzMQjZLSddKGgWEYGQNqBv9yXBvyLSvwmBcD0B15mjP+bxPXBqa8Bmk9zLngjzgf/BEGaVymWortm8gZThnm7CbymK386cbb+dKBl/n6sb1ohsFbahfjMltQJZnp0p4kpJz2U44cbwCEEBzr7+MPnnmaQCKOIsvs6mjnX+67n0J7Li9iIVm5vJLdr51F03See76Zj354O6o6fcKvrhs8/+IpdD2T47J8WcW8xnHe52NvVxeyJHFHfT1va2qizuvFoqoznlpLXXPXkcoxc0yyi8Xej3J0+MukdD/ngv9LT/R5Smy34LUuw6aWXFIO1wYJpFoYjO0lku5EFwlMsot6z3txmmpy4pejzNlwOhvwMZKIcV9NI18L+PjLvS/wSOtx1hSVUWi1j+lSPxHlDjfvalwx193nyJHjBuK1ri588RgAuq6zr7uLQCJOgW3m6tY5pmftmhpcLivhcIJnX2hmcWMp27Y2TGk8aZrO/gMXePq5kwgBDruZ9etq5zWOpK6T0DSKHQ7+fOdOKt1ugNy1viGRKHPsJKUHOe3/L5K6j2i6i7b0IzBNoZxJdrM478PUud8xh4q8Ny5zNpz+7tAuTvoGiGtpIqkUBoJTI4OcGhmc0fobSypzhlOOHG8QFFm64m85V227wEiSRHl5Hls3L+LZ55sZGgrzH994id6+APfctQKPxzbG0y8EhMMJnnuhmUcfP8zwcEZCZsuWBsrK8uY1llKnk2qPh0gqRTydzo4vx42HJEkomKlxvRWLWsAZ/7cIJs8i0CZfBwWPuZGGvA9S7rgTWZpFMt2bgDkbTjEtjW4YmGWFfOvsFWC9lpxqbI4cbxR21tTxs+Zm+iJhLIrKvQ0NFNjsucl0gbHbzLznnZvo7vZzqqWX/oEg3/ruLn780/3U1hRQXu7FajWRTKbp6w9yoX2IcCiBpmeq6JYuKeM979yIzTq/iXBxYSGf2bSJf9+3j3/YvZuPrltHpduNzWRCnaHR7DCbUXPpGtcMWTJTbt9JsW0jQ/FD9Md2EU5dQDPiCHQkZBTZhstUS4l9KyX2WzISBLl7eBzSNEl6k355aKCHSDo15x17LFbWFJXNef0cOXLcOKR1naP9fTQPDeIyW9hWXU2pw5kznK4CQsDxE138xzde5Exr/4zXW9xYwmc+eTtrVi9Mo1YhBD9rbuafXnuNeDpNnddLvt2OVVVnlL/6hW3bcurh1xGBwDCSpI0IukiiSGZU2Ykq55wao0x6k8zZcMqRI0eOHNcHIQTd3X6efeEkzz7fTDgUJ63pGMbFijUJRZFQVQWXy8odtzXxlvtWUV2VvyBGk2YYPHfuHP+6Zw8dgQApfbbCivDT972PdTk5ghw3LjnDKUeOHDneSFx8dgeCMU6f7qO9Yxh/IEoikcZsUfF67FRXF7B8WQX53oz8wEJ5AFuGhvjCk0/S6vPhMJtZlJ9PicMxq6q63815nHLc2OQMpxw5cuTIsTC81NbGb//qVyiyzG9t2sS9jY0Uz9JwmkuT4Byzx584hSFSuMx1mBXPnLeTsRXEaKNfgYTMRdviDXodJz2onNx3jhw5cuSYFTaTCYfJhNVk4u3LllHidF7vIeWYhJMj/0ok1cGaoj+lzLFjTttIG1GGYvtoC/2MUOo8Ah2bWkyxbTM1rodxmCqRpTePObFgR2oIwWAswnA8SkLXMCsqy/OLcyKXOW44hBAMx2K0+UfoDoUIJZMkdA0JCYui4LZYKXY4qHC7qPbkzbvyxxCCrlCQc74R+iJhIqkkQoDdZKLY4WBRfj713vwFqzASo/3DWn3DtAX8+KIxUoaBVVVxWyxUuT0sKSwgbw7VsNeTlK5zZniY9mAAXyxKPK0hSxIeq5UKt5ulBYUU2q9eJV9a1+kMBjnjG2YgEiGhaSiyhMtsocTppCE/nzKna1oNuzcCSwoLuX/JEp5qbeVwby93NzTkKuRuUHQjQUIfJqH7RtviaCT1ALoRR5FtWJV8JGkKHTAjTlvwEc74v4smLjWHTuo+AsnT9Md2syL/8xTbtyFPsZ03EvMynIQQaIbBgYFuftR6nLOBYaLpjExBhdPN9+55Fw7ZnF2+LehjOB4jz2KjIa8gp/OS45ohhMAQgp5wiB+dOMGrne2MxONEkimSuoZmGBm9E0nCoqrYTSZcZgsVbjfbqqp4S8Niyl2uGb8IXGyAet4/wg+PH2Nvdxcj8QSRVDKbSGtSFOwmE16bjdXFJXxg1WpWlZRinsHE2xMK8btPPwmA22Lhsxs2saG8nLRhcLC3h28dPsS5ER+BRIJ4Oo0hBIosjxqGFqo8Hh5e0sSDi5fgNJtnbGzs7eriq/v3kpwmGXhpYSFf3LadvHk2cRVCENc0dnd28NNTzZz1DWeP6eI1sygKLouFYruDtzQu5m1LmyhxOmf1fDGE4P+98hInBgeRgFtravidTVuQJAndMOgKBfnPgwc42NvDSDxONJXK7t+sKDhMZvJtVhYXFPKlO+/GZZlfL7gbHbfFwic2bCDfZuNre/eyq72dNWVllDiduMxmVEWZNmS3KD8fh9k8zVI5FgKBTjTdyYXQT+mNvkxCH0YIDUlScZqqqXW/gyLremRp7LNACEEw2crZwA/QRBQJBUWyIEkyhtDQRZJQ6hwnfP/CVnMtDrXyjRq2G8O8DCd/MsF3Tx3kGycOkNDHimmpssyVLR9f7engL/e9QJXTw2MP/Qbem+yNN8fNS9ow+MXpZr6+fx+94fCEyXsXjat0KkUklWIwGuW8f4RXO9r58cmT/Pfb30nFqELydERSKX7cfIJvHjrIcCw24f5Suk5K1wkkElzw+3nm/Hk+sW49H1q9mkK7Y8qJJ6FpHO7rBTL32u21dSwpLOQbhw7wg+PHCCWT49bRDAPNMIim0/RFIhzs7WVvdzd/tH07Fa6ZHZc/EedIfx8JbXLxvEv7m32l1eUYQnDB7+er+/fy69ZWdGGMW+aiYRXXNAajUZqHBnm05TRf3HYLt9XWzcgIvUirz5c9p26LhaSuI0sSz5w7yz/teY3OYHDcdbzo3UtoGr54DLvpxjYENE0nkUgjSdK8Gv0e6+/ny7t2ccHvZyQep2V4mJ82N8+qk9mP3/veXFXdNeRs4AcIDGDsfRRKnWUg9jr1nvfQ5P00qjR2Xu6OPE3KCCChUO95D415H8Ys5xFKtXI2+AN6Is8TTrfRFvwxKwv+4Boe0fVjzr7VlK7zwzNH+XbzoUxoTlZo8BTQmFcw6TrbyqsxywrdkSDNvoG57jpHjlkhhODZ8+f4+9d203OF0WRRFMpdLuq9XipcLhwTtJsXZDwopTPI4xBCEEkl+c6Rw/zznj0MXWE0uS0Wqj0eqjwenFe8bce1NN88fJCv7d9HKJGY8fFphkFnMMD/HDvKd44cHmM0eUb3V+l2jzMiDCF46lwr3zh4gOBod/vpsKgqLrP5qnuLhRCcG/HxFy+/yK9bz4wxmiQgz2Kl2uOh1Okcc1wCODu63pNnz5DW9Tk1lI2mU4STSXZ3tPPl3bvouMJomuzoN1VUYlFv3FyP822D/MO/PM23vrtrXtsZikY51NvLSDye/ezii8dM/+W4tmSUwjP3kYwZs+xBJvMM0kUmHNcTff6K+0XgTzYDoMp2GvM+jF0tRZWt5FtXsargD/CYlwDQH3uVtBG+lod03ZjzHd4ZDvCtkweJpVPcUlbD7629hXpPPq/0tPH7u56ccJ0Cq53F3kJODPezf6Cb7RW1c919jhwz5kIgwDcPHcQ/aowoksT68nLevWwFmysrsSgqsiRhjIaeu0JBjvT18XpXJ60+H5FUivetWDmjMJ1mGDxy8iTfOnyQuJZpReE0m9lRU8vbm5poKizGrGS2k9A0Tg0N8YPjRznQ05Pt//XIiRNUOF18fN36GYcGHzvTQiydJqFpuMxmbqut413LltOYX4BpdH+hZJLnzp/nkZMn6AgGsuP9ZctpdtTWcUdt3bT7uaWqmic+8CGSmk4wmcAXixNIxDk5OMi3jxya0Vhngj+R4C9ffon9Pd3ZSdZtsXBX/SLesXQZdV4vJkVBCEEomeTl9gv8/HQzZ30+dCHoj0T4yu7duMwW7qirn/X+w8kU+3u6+fvXX6MvEsFlsbC6uITb6+pZXVpK4agqen80QvPgALs7O7jg97OpogLTDZrrI4RgYDDErlfPUFmRP69tba2q4vEPfnBe28hJEVx7PObFNOZ9hALrKmTJgiGSDMT20hr4LjGtj7bgTymxbcWqFmbXietDAFiVQqxK4ZjtWZUi6t3v4sjw35DU/QSSpym2b76mx3Q9mLPh9GT7GfzJODWuPL58y71Uu/MAsKuTu6rNskKVy8Px4X7agiNz3fWMEUIQ1fyMpHoJpgdJGXF0oaFIJqyKA6eaT765HIfqRZamf9jpRhpfqgdfspu4HkYXGmbZisdUTLG1FpvinjK+K4RBb7yV7thpzLKNpZ5bsCkuDKETTA8xmLhAVAugCw2TbMFlKqDEUo9DzZtV3DipxxlKthNIDZI0IgghsCgO8s3lFFqqMMtza7yqGSn8qX5GUj3E9TBpIwFImGQLDtWDy1REvrkcszx9XotAkDaS+JLd+JLdJI0oAoFFtuM2FVFircOqzL9SRwBH+/s477/0e1tXVs6/veVBih2OCdcpc7nYVFHJJ9dvoHV4mFPDg6wrm1lI4fTwEP95cD/R0f5dhXY7n9u4mQ+uWj1h8myl28O2qir+ac/r/PjkCeKaRtrQ+cbhg2yrrmFFcfGM9jscyzTYLXE4+O1NW3jP8hXjkpQL7Q4+vSGf9eXlfOGZp+gJZTp8RlIpHm85zY7qmmkTmy2qSrGauS5VZEqbhRBUeTwLZjilDZ3vHT08xmgqc7r4vS1beXvTsnHnsWg0wf6eRQ186dVXeL7tPLoQDEQj/MPrr7GiuGTWVV99kTD/8Ppr9ISCLC4o4FPrN/JA4+Jx3qQqj4eN5RX8xqo19IRDeCzWGzrHI5FIsxDOHrfVyvJ55q/luLbY1DLWF/8VeZYlYz6vc78Dq1LA0eEvEdN68CdPUaZeqr7TjcwLp0lxc6WvVZJkPJbFWJUC0kaYSLqTYnKG06QcH85I/e+srKPEMbOHkiLLeMyZm82fjE+z9FwRCAFRLUBz8GVOhXYT1UaI6xE0I4WBgSwpmCQzFsWBQ/VS71zDrUXvR5mkkaEhDIaTHRwY+RXdsVNE0n7SIoEhDBTJhE1xUWCpYGXeHSxz34oimSZ8eAoEFyJHeWXoBziUPIqsNZRY6znge5xTod2E0kOkjNjodlWsihOvuYyN+Q+y2LUFWVInfShn3OQaXbFT7B95nKFEB3E9RNrIhG1U2YxDzaPQUs2WgndQaV+KhDyDh7zAEAZdsVMc9T9Df6KNqBYgbSTQRcY4UCQTZtmGTXHhtZSxtfBdVNuXT7pFQxj0xVvZ6/sFg4n20e0lEQhMsgWr4qTQUsWG/Aepc6yZ9HzOBMMw6I+EiY0aMgD3LGqgyG6fdl1ZklhaVMTSoqIZ7Us3DL575HA2fGFWFN67fCXvWb5iyoojp9nCp9dv5MzwMHu6uwAIJhL84nQziwsKZpynY1YU3r9yNe9ctmxKA2hNaRkfWLGKf3j9tWwe4v6eHjTDuO4VYUIIWoaHeers2azRZFVVPrJmDQ8tWTrleax0u/nC1m0MRqMc6e8DMmG7n59u5rMbNs3qNxRIJAgkEpQ4HPz5jp1srqzEJE9+bhRZptqTN+PtXw+EEMRic2+TNd22IRP+FZkPkGUZiTesxs9NR4l9K05T9bjPJUmm0LYWl6kOX/IYcW3iNBp5EnPBJLuwKoUkdT+JUe/UG505G07D8UxZYrUrD3UG3pqLzMSzMx+EgI7YCV4a+B598XOjyXAgIaHKFkwo6CJN0oiRNGKE0kPU2lcyWdaCLtKcDR/g6b7/IKoFAIEqmbEqLmQU0kaCsOYjrA3TGW2mJ9bCrUXvx6F6p3xgpEWKvvhZjvif5mTgZQx0rIoTu5KHwCCuh4hoI0S0EQYT7YSLR1if/wDKJJcsLRLsG36Ufb5HSRqZa2OWrTjUPACSRgx/qg9/qo/u2Cm2Fb6Ldd77MclTvSELYlqYw/4neX3oZ6TFpbwbRVIxj/Y0ShtJYnqQmB4kZcSxSJMn/aeNBMf8L/Dq0A+J6UEALLIdh+oFBCkjTig9RCg9RHfsNBvyH+KWovdglub2ditgXAWYcZV0XY8N9LOvpzv7d40nj/euWIl1BjkvxQ4HDy9ZysHeHtKGgS4EB3t76AoGWJQ/ed7g5dTm5fGR1WuwqlM3cFUkia1VVVS63XSFMtfAn4jTFQqyuKBwynWvNpph8HL7BdoD/uxniwsK+ODK1dOeR0mSaMwv4AMrV9EyPExcy1QTPnm2lfsbF1ObN7vQkAR8duMmtlVVvyEqgIXgqhhOKV2nKxCgZXiYsz4fI/E4KV3n3cuXj0n+Tus6sXQaiYwO1PU20t8sXHy+O9QKZGniiJBJ9mBW3BgijWZEJ1xmMhTJgio7ERhoRmze470ZmLPhZFEyq6aNmU9DmmEwksicWK/l6lTUDSYv8EzffzKc7ATAJFupcayi2r4cp+pFkUykjQSh9DD9ifP4Uj3UOdciM/4mFkLQET3J8/3fIqr5AYk6x1qWuLfhMRWhSibiepje+FlOBl8kovk5FngeRTJxW/GHsCiTezXSRoIDvieI6gHsqoflnh1U2JZiU1zoaAwlOjkReIHBZDtJI8qe4V/Q6NqM11w6bluGMDgeeJHXh3+KJlKokpkm963UOlfhVPORgIjmpy1yhLPhfcT1MK8N/QSzbGet974pxpjiwMjj7PM9mjWavOZyFrs2k28ux6I4QAjiepjhZCc98VY85mIKrePfai6ez9bwvqzRZFPcLHVvo8a+EruaCftEtQBdsVOcCLxIyoizz/dL3KZC1nnvQ5qD0a1IEoU2OyZZJm1kjOhnz53l4SVLKZ6hp3QmCCEyybKxS57UNaWlVLjdM6o0kiSJ9eUVqJeNsycUpiccnrHhdEddPe4ZlMFLkoTXaqPI4cgaTkII/PGZJ6RfLcKpFAd7etAviyfd19CIfYKk/YmQJImdtXXk22z0hDNexq5gkJODg9TkeWdV9VXp9nBX/aJrbjSlUhrDvggulxWXc+HCYUIIYvGFM5yEEMTSaX50/DiPnT5Ny/DwmKTvDRUVrC0vz57z3nCY7x8+TDCZ5N0rVrClqmrBxpJjchQpMw8ZIs1kzUAEOobQyLwuXPq9G0xfPStJyqgOlBjdxxufORtOdW4ve/u7OD0ySNrQZyR+FkgmODbUhwQsLyiZ664nJaYF2T30Y4aTmXCHy1TIvaWfptqxAovsyHq7BAIhDJJGnLSRwD5BbpIQgrDm4/WhnxJMDyKjsMp7FzuKPpAxRi5bvtG1iRrHCp7r/xYjqR6O+p+hwr6YZe7bJg+tYeBP9+FUvby14g+osjdlQ1ICQZ1jDdWO5Tza/ff4U31ENB9nQnvYUvj2cePsjp1mv++xrNF0e8lHWZ1315hcJiEEi11bqLI38cLAd0kYUV4d+hGV9qUUWydOCu6KnWL/cMZoUiSVZe4dbCt6D3mm4jHhMyEEmkiR1KNIkowyiYJsKD3MywP/M2o0uXhL+edY5FyPSbKMHad7CyXWWp7t/wa6SHNo5NdU2JZSYqtDmtXUl5lIlxUVUeZy0RnMGAlH+/v5g2ee5tMbNrK6pBTHAlSJRVIpTg8PkbqsBH99WfmsRlvhdqMqCoyW+gcScQajUYQQMwp3bKua2GCdCKuqYjdduk4CiKTGSxhcS4QQhJNJmocGs58pksytNbWz2k6+zcbq0lJ6wpkcrnAqRcvQEPcsapiVPMH68nI8lmubx5NIpPn6f73Avv1tlBS7+fzn7qaxIfOsFELwh3/yE/z+2XkELiKEYGSO605EUtf5+927+enJkyQ0DXVUJyyhaRNOz26LhY5gkFcuXMBjtbKmrGxG3tgc88OmZn4//uQpNCOGWRkrPZIxgHuI64OAIK4PoBkxFMlGXBtAkHmmiUmMKCF0xKjRJU+S7vJGY86/2jurG/jJ2RO81N3G4cFetpVVT/lwD6eSfOfUQXqiIZwmMzsrp6/gmQ1CCDpjp2iPHgcEVsXJPaWfZLFry7hxSUhIkoJNcWJVJk4QBuiMNtMZOwlAqW0RWwveOc5ogkz+0CLnBgL5AzzX/03SIsk+3+M0ujZjniJsJaOwtfBd1DhWjglhXhxfmbWRJa5t7PX9HICuWDNbGGs4aSLFmfAe/KlMTkeTezur8+4a5+3KCAVmPEzdsTOcCL5AVPNz2P80d5V8AlUe+4PXjDT7fY+RGvU01TnWcmfpx7ArnvHnU5IwSRZMsmWcdtdFhBAcDzxPKJ2ZFFfn3c1S17YJt2WWrCx1b6c1vJ/zkYP4kt1ciB6l2FozpcLtZKwsKeUtDYv55uGDGKPClK91dXKgt4fba+u4s34R68vKqcnLm7MBFUom6Ro1zC7S4hvmhyeOz3gbhjDGlAILMrk2hhAo04zLYTJR5Z55HypZlsaFzS/38lwvBqORMSXuZU4nXuvsE66XFRbx5NnW7N/nAyPEtfSsDKfFBQXXXFogkUjz4kunicVSjIxEOXDwQtZwAujs8jE0dP1Lvg0hePTUKX528iRpXWd1aSnba2qo8nj4x927GYqND9nkWa0sKyri1fZ2Tg0O4o/HKXO5rsPo31wU2dbTEX6cwfgeOiO/otr5EGbl0nlPGQEuhH5OKNUGCDpCj2OWPRTa1tEbfRnNyNyPCS0jmskVz+C0ESGpjyChzKsX3s3EnJ8K64vLWVdcwYGBbv5q34t8asVG7qpuwLhMb0U3BGldp8U/xP+eOcpj508DcFd1A/We+ZXDXokuNLpjp0jomYdKrWM1NfaV0z5wp/JgtIb3IDCQkKlxrMJrLp10e5Ik0eS5ld3DPyaq+fEluxmIt1HlmDxJOs9cSo1j1aRjkCSJctvi7N9hbWSM90EIQUKP0Bk9AQissoNFrg3Z3KPJjnhV3p2cDr2KJlL0xloJpYfIt4ytGvOn+hhMXBhdQ2ZD/gPZfKmpmOxY4nqIzthJDAxUycxS97Ypt2NR7JTbGjkfOYiBzkDiPGkjOWX4czLMisLH1q6jOxTk6XNnswZCStd55vw5Xu3soN7rZVN5Jfc1NrKqpDRbUj7TCTuupcdM+ADfO3pk1mO9kkgqmTGcplnOY7ViUmaS7H9j0xseaxQUOuxTJmVPRvkVQqVD0SjpadTOr8RtsU5rsC40iiJRVOiis8uHxaLi8Ux8L0vS3JKuhRALUlU3FI3yzLlzJDSNHbW1/NGtt7K4sBBZkvjP/fsnNJwkSaKxoACTotATChFOJnOG0zWgyLYJu1pCTOvj9Mh/Mhjbi8eyGLPsIWWE8Cea8SWOYogkdrUMkDnj/zbt4UdJ6YGspymhj+BPNlNgXXvZHGQQTrUR1XpRJDMOtfI6Hum1Y86Gk9di44/W38pf7H2B0yOD/PFrz5B38BWco8q5g/Eon33pMQaiEXqiwWyC7i1lNfz26i2Y5/AwnApdpOiJnwFAlcxU2ZdjVeZ+U+oiTU+sBcgkQlfbl0+bY2NTnJRZGzgXOYAuUnTHTk9pOBVaqnBN4MG6HId6yYLXjTS6SKNeluAX18MMjeZzOU35FFmqpn2g5pmL8ZrLGEp2EEwPMpLqHWc49SfOkRxN9POYi6m0L5tym9PhT/UTSl/UA3ERTA+ii6knsoQeJRNvF4TSQ2gihYXZG06QkQX4mzvvYnNlFT86cZxzI75sLlEsnebk4CCnhob44cnjrC0r473LV7KpooISh3NGE1RK14mkFj7xVjdmNsvZVNMbIoE5kBybZ+UwmefU79JzRa5XOJlEm+G5BLLtabjG59ThsPKnf/wgBw+1U1Li5patjRMud89dK7h9Z9OsrrluGDzz3ElefqVl3uPsCgY5MzyMx2rlQ2vWsKSwcEb3SbnbjSJJjMTjxGegPp9j/liVQpblf44Tvn8kqfvpj73KQOw1MvrXRraAyqoUsa74L0low5we+Q+iWnf28yLbRgbj+zjh+xea8j+Ny5RJm4hqvZzy/yeGSGJRSymwrr5+B3oNmbPhJEkSG0oq+L9b7+JfjrzG3r5OhuJRhkar7eJamtd6O7LLm2SZ2ysX8YV1t9DgKVjwN2ND6IRSQ6P7spJnKpnXPjIVYpmHuCTJeMwzycmS8JrLANCFTjA9OOXSdsUzjXcos83LufLRH9FGsrIAZtmOfRpXqSRlqgudaj5DyQ6SRpS4Hhq3XDh9absF5spJ85ZmSkwPjhpCENF8/LL772a1fkqPj/FmzhZJknBbrHxo1Wq2Vlbx1LlWXrzQxvH+/mwDAmO0fcaeri4O9/aysaKSD69ew/bqmmlzMS6KZ15Ohds9bzFEr21mYSpVlmad/3Ujoutjz6E6WtI+W64MyWmGmDSMPBHSFf+9VsiyxOLGUhY3ji8CuZzGxhI2rq9DlmdhOOkGrWf7efmV+Y4yY4gG4nEKHQ6aiopm/Ky1qhlJlZSm5dTDrxGSJFPuuAOBwbnADwimWse0XpGQybeupMHzIYqs6wGwqgUMxvYhRJp861ryrSs5MPBnDCcOcGDgT3GZapEkhUiqg6SR0cgrs+/AppZdr8O8psxrNpQlmY3FFfzzjvvZ19/FU+2tHBnqI65lRNYkCayKyrriCh6oXcKWsioKrFene7mByJbhK5I6p5DO5ST02BgpA4s8/fYkyFSaASBIGjGEMCb1VKmyGXmeBklcj2T/X5FUVHn6qioZJStSqQsto6F0RQLyRT0pAJviYr5TiGYk0UTGIyMhjWpmzXyb8z1Pl7MoP59Pr9/IO5uWc7ivl1+2nOJIXx/h0catkEl83d3ZwemhIT6wchWfXL9hXIuUy5GQUC6bxCTgr2+/c97qyNcjXHQ9MV9hoKYNfVYGz0Wu7KVnUmTmZoLdmHhctjk5w+y2hemlp4/mCsqSNKsE74SmZQR5VfVN9bu+3qiyjSrnWyi0riOQPE0gdYaUHkCVnRRYVuC1rsSiFGRzSIusmyi0rkMgkDGBBEu9H+fA4DmSeoCR5KXcTQmFfOtqGvI+dL0O75oz79lIkiSKbU4eqmviobomkrpOIBknqqWwKSa8VhsWRb30BneT3CyZxNnLu0TPzNshLgs/SYzdxpVIzN9LII9J1JvpW/XY5SYaw0K/C16+PY+phE0FD48aZDPDqjimTOSfLSZFodTp5P7GxbylcTGtvmGeOHOG17s6aR4azBpQvniMrx/Yh9Ns5uPr1k8aGjEpMg6TieHLx6yqN7wo4o1Gvm2sBzaaSs04XHk5VzY5dpktcwr53YhIErjcs5dzmW9j38uxm0w4zWbSus5wLIbXNrPxtA4PkzYMSpxObDOUmMixMMiSil0tx66WU+64c8x3ExXpSIy9PkW2jWws/hIXQr8gnG7HEGlMsotC6xrqPO/BoVbcNPP7fFmQ1/jLT5ZVVSlVr33Cn4SEWbaTNGLoQiOpz0+Iyyo7sgaFEIKEEWW6egEBJEa9XhKZKrar/UOyyZe0iDSRJm0ksE3TqsQQOqnRSglFMmGSLePGaZFtyJKMLozRhPv5mVIm2YIqmUkRR5VMNLo2kTej8OfV4+IxS8DSwiIa8gt417LlPHWulf8+dpTBaOZaGkLwwxPHuaOunkX5Exc12FQTXpuNjssq67pCQTaT06qZDRUu12hWW4bBaJTULJO6AbpDYyscixyObI/Am5llS8uJRBPkex2zfrZIEtisC+NxKrTbKXO56AgEONjTQ8PofTFVZ4OReJxdHR2kdZ1F+fl4cy1brjnzmY8kSabIvpk8y3LiWv+o4eTEbipf0IjAzcDN/yQZRZFU8kbFIVNGnJFU74y9RBNhVz04TZmHgYGOb1QbaioEgqFEJq9LllTyzTPrbzYf3KaibE+3hB4hnPZNPUaRUee+mH9lV9yjqt3jt6uMJqEPJjuyYba54lC9WYMuqA0S18Nz6lp/NVFlmdq8PD65bgNfueseKlyXKrMGohFe7+qcdF2PxUL1ZXIAAjjU23vDHeONToHdMabSaiAaZTgWm/V5PDk4Nr+w3uudVlH9ZuCPv3g/f/V/3kF93czaAI1FwuWyUl6eR2HB/MRfq/Py2FhRQVLT+P6RI+xqb8+G4a5EMwx6w2H+Y/9+dl24gM1k4vb6evJn0PYox42FhIRZceGxNOK1LsNprn7TGU3whjKcTFTYMhUoukjTHTtFXJ+73klGgmAlAIbQ6Iw1Y0xTBRZJ+xhKZgwnVTJRblsy5fLzJaPN5KDUmun+HtH8DCU7pjUYfckegqnMxOIyFUyoRl5irc/mQYXTPrpip+Y1Vq+5FLcp07A2bSRpixye1/auFpIkYVIUbq2p5bba2uznCU2jKxScdAJ3WiwsLSoakwx+pL+P/khkwuVzjEeSJFwWM6tKLv0eDSF4paN9VtsZikbHGE4us5klBYXzTtS/3kiShM1mxm43o8zBeyZJsHRJGf/3/3sbn//tu+c1Fquq8sHVq2koKOCsz8cfP/ssX961ix8eP56tLm0eGODRU6f4+r59/MFTT/G9w4dJ6jpbq6q4r6HhDVEFmuPNyZSm4tGhPr504OWrsuOl+UX81Za7Fmx7iqRS7VjJ8cCLxPQgF6JHaYscZplnxxV5QOO5OBle6cZsct+Sbf3RET1Of+I8ZdbGCd2dhtA5Fnie5GjlWIm1npJJFLkXEpvipN65nq7YKdJGgpbQ6zS6Nk0oVAkZo/Kw/0kMdCRkquzLcZnGv73mW8qpsC3hzKiW1X7fY5RY63GpU1dETnYurbKTBtdGOmInMITG0cBzLHVvI988dVxcCJHV0rqW8XNZkqhye8aEjabyeciSxOaKSgrs9qyx1B0K8XzbeT6wctUbJr/mauM0W9hSWcVLF9qyEiZPnzvLh1etJm8GeTSGELxwoQ1/4pKmVpXHw4ri+VXZvlFwOCw0LFqYEPmi/Hz+fOdO/uKFF2gPBPjBsWNYVZXkaGL+z5ub+cWpU8TS6ayI66rSUv7o1lspdCxcvmKO2SMQc86+yN1H0xhOwWSCff3Th6jmwkKXokqSRJV9GQ2ujVlj59n+b5AyEtQ71+E2FY4xoAyhE9WCBNODKJJKibV+XJJ0iXURyzw7OO5/nuFkF68M/g87iz9CibVuzLYSeoSTgZc57H8KAwOr4mRzwdtHK8euLhIyS93bOBc+QGfsJOcjh9g99AhbCt+JWy3IVvRlWsgMc9D3Ky5EjwKQZy5hnfctKBMYloqksrng7XTFmonpITqiJ3iq9+tsKXwHpdZF49q5pIwEEW2EsOaj0FKF84rwnyRlhDdPBXfRE28hkOrnV73/xi2F76HS3oRVscNlOWWaSBHR/ATTgwRTAzS6NmNX3VcOc1ouygSY5NkZXildp2V4OPtsMckyRbapQwurSkrZUV3LT05l1OZj6TTfO3qEOq+XW6qmVta/Es3IqIi/2RqhypLEzppaHm05zdH+jBp+m3+E7x07wqfWb5yyZ50QgpahIR45eSJbVSdLEnfXN1Cbl3cthv+mY2tVFf/1trfxg6NHea2jg95wOHvPRNMZORO7yUSVx8Od9fV8YPVqSp0L1yMyx8wRQpA2wkTTXSR1P5qIzaq3nCypVDju5tqLdNx4TGk42VSVGnfexCtKMi6zheF4jJ5IMHuzWBSVPLMVi6qiGTrBVJJoOuO6lSWJJd5C1hSWsbFk4RVGrYqTrYXvpD9+jsFkO3E9zPP936bU9hJFlhpcpgJkVNIiTiTtJ5geYiTVQ4NrI3eXfoLLI5cXW5Rsyn8rg/EL9CZaaYscIaoFqHWsJt9ciUm2ENX89MZbuRA9SkKPoEgmVufdTa1z1TWxzCVJIs9cyi1F72W4u4uYHuSw/2mGkp1U2ZeRZ8qonQdTg3TETtAbO4MuNKyyg1uK3pvVnZqIMlsDmwoe5vXhn5Ey4pyLHGAo2UG5bQl55mKsox2xY3qYcHqYYHqQuB7hoYrfHWc4AVhkOztLPsxTvV9nJNVDd+wUv+79KpX2pXjNZVgVB4YwSOrR/z975x1nSVbW/e+pujl2zrl7cp7Z2Z2ws4FdNsMCS1ZJCiiiIoKK+r6viiKSRYKKiCiSQZaFzbNpdnZyjt09nXO8OVd4/7jdvdPT9/Z0np7Z+n4+DTu37q06VXWqznOe8zy/h5AySiA1iC/Ri9tcQLVzIw5mbzgFE3H+69RJKjxe7qypJeeKgNTL79G4t0zRNJ5pbeGV7ldjmlwWK2uLiqa9p7Ik8f4tW3i5q2NCAbvN7+Mz+17k4zt3c2tVdVpUcRpCySTH+3o51N3Nm1avYVVBwazPebGZTbxRpu9Odw0FUOH18s71Gzg70I+i6yRVlR+cOU2uzc67N2ycqIt5ueEO6WD8Lx7YP6nWXbU3h7etXWfMkheB8Wtal5vLp267jcbhYTr8fnqCQYKJBDrp2L8yj4f6vDxW5ucbntdrQPr50BiOn6A18BP8iQvE1SFUfXZFvc2SizLnXWPZ4q9tpjWcNheW8fMHfyPjNh04MdjLZ468QK7Vzl1V9TxUu5oVOelYAkkIdNKDUFtglF+1X+Sp9mZMksxbV6xnc+HiBE7nWyp4uOJPeG7gu3RFz5HUYnRFz9MVvYCEjBDpjqQxHq80Lgkw9cUqEBRYq3hDxcd5ovdr9MaaGYi3MRjvmChyq+nqmFCkwC572JZ7PzsK3oJZLF3GiEBQ49zIQ+V/xAsD/8VwoouOyGm6IufGhCsFqp6aWJ7Ls5Sxu+DtrPXcNu1+ZWHm5vyHscluXhn68aseoNQgAglJSOiMFXkcM51dpjxElgIhQgiqHOt4Y/kfs3fgO/TFLhFWRrgY3H/F/l5VsxVIFNiqrrrcmo2EovJMSwttfh95djvri4rZVVnFmsJC8u12TJKMJEDXIaEqdAT8PNbYyHNtrZNS2reXl3NTWflVj9eQl8+f7LqVz+57iaFoetn24vAwf/LUE2woKuauunrWFRWNGXCCaCrJYCRMy6iP80ODnBzoJxiPI4TgjprFX+qdKaqm0RcOkVRV4opCKJEknEwQTCQIJ5M0jgxP+n5/KMT3Tp+i2OnCZbHgtlpxWay4LRYssozDbKbQ6cwY5yIJwRtWruJUfx8/PX+OlKYxFI3y+Vde5kB3F4+sWUtDXj4WWUZHJ5BI8FJ7Oz87f472gH/Cm13ocPCnu2+lxCjrseiYZZn1xcWsKyqaqAcJIAuBJIRhuF5TdHoiezkz8mViygALLzbz2mNaw8kiyxTYM69FD0TDfO3UAfqjYT6z6x4erl+DnEXosdTpZkdpFduLK/mL/U/xxeMv883XvYmcRag8LoSgyFbLw+Ufpyl0mEvhI4wkugkpIyS1OJquYRJmnHIOHnMhRdYaVrl3ImWxooUQ5FvKeUvln3M+8BKXQkcZSnQSU0OoWgqLZCffUk6pfQWrPDupd22b8yA/HyQh0+DaTr6lnFP+Z+mMnMWX6iOuhgGBTXaRaymlzL6SjTl3UWyfujR5JenivTa25t5Pqa2Bi8H99MaaGE32EtciKFoCgYRVcuI05ZJjKabKsS5jsPnl7Sx3rOaRyk9xLvASnZEzDCU6iCh+kloCAVgkO05TDjmWEoqs1azw3DKjOnnZ0NGJplJEUym6g0GevNSMAJwWC26LFYtJJqWq+GNxospk17UA1hUV8/Gdu2ck9CdLEg80rEDTNL7wyn4GIul4p1AyySvdXbzSPbOl7+nENq8FoWSS9/3i53QGAlMU0jPRGw7x1UMHM26zyjK3V9fwpfvux2HOfJ42s5k/3LETRdN4tPEiSVUlmkrxdMslnm65hMdqxWO1klI1fPHYFMmCQoeDP9l1K3fU1BpByEuIEAJZZJs6GVwL4uoI50a+TkzpB8AkHLgtddhNxUhi5u8Zk7DdENUJFoI55xG+2N3GmeEB7qis457qFVmNpnEkIXhdRR23lFSyr7ed/b0dPFi7eFlndpOHjTl3sdJ9M2HFT0KLoOhJdF1HEibMkhW77MJpysUspuoYXY4QAqcph215D7Has5uwMkpSi6PrGrJkxi67cZvyJ8X9ZNwPEuty7qDMkT5vb4ag7CspslXzrupPA2mDYrrSJ0II8qzl7Cl8N6HcEaJKgJSe9pqYhQWHKQeXKReTsMzqARBCUOZYSZGtlojiJ6r6SWkJVF0ZU8w2Yx0r9+IwecfEQ6fHacrhpryHWO+9nZAySlKNougKAib2Z5c9OEyeMU/h3B5YIQQ22YQkxKS4Oh0IJ5PT1pezyDK3Vlbx0Vt2UD8LBXCrycQbV60m3+Hga4cPcmZgYKIu3kyQhcBtseKyLh/jSdd1wpcpq8+HhKoSSaWmLTYrgCKHk0/supVCp5PvnjxBNJWamCsHE4kpIpeQvnY1Obl8Ytdu7qipxToLVevrgXSR3ldV/qfTTdI0HVXVUFUNSZaQJYF8AxSCNpgdQ7FDE3XnHKZS1uX9Ibm2dVgkz4RS+MwQ3ECJ+PNizm+VvV0taOjcVFSOTZ7ZbhwmMxsKinm+u5W9XZcW1XCCsfRdkwf7HIKKMyEJCbc5H7c5f87tybWUTOuRuRKb7KLOtWVWxzFJ5lkfZ6b79VoK8TIXDZmpSELCYUobW4tFgcPBl+69n181N/JKVxdDkQjBRDruLqmqKJqGpuuYJAmzJOO0mMmz26nLzeO+hhXcW9+ARZ694WaSJG6vrmFraSl721p5rPEiXYEgo7EYkVSSlKoCApMkYTPJuK1WvFYb1TledlVU8fr6BgqnyTxymM3sqaqe+HelxzulPtt0WCSZDUXFE/FBJkkifxpdHZMksaOiEl8slvU7s2FdUdFV412EEBQ6nfzRLTt5XW0dPzp7hpMD/YxEo+nyOKo69oyb8dqslLrcvL6+gTeuWk1RlmXArMcCNhYXT8RPyZJE8TIMYo7Gkjy79zy5uQ7WrColP9+dsV7d0HCIx359khdeamR4KITHY+embTU88uabqK5e+lijbNm2BovPUOwIoCGQ2ZD/J5Q577xqwXqD6RFXCfTMuvHNj32P40O9/NX2O/nAum0zehAVTeXrpw7ypRP72VNWw/fue/scmmxgMHt0XZ9YqhuMRPDFY0RTKZKqiqZrmCUZu9lErs1BhcdDpdc7qxpcVzt2TFFo9/voDqaNp/GUbYss47JaKLQ7KXG5qPB6JwZvg8komkaLb5ROv5+RWJS4oiALCY/VSrHLRUNeHvn2xVfrv1bouk5X9yh/9PHvE4snecODm/ndD945RdMpEIjytW/uZe/z56d49dasLuUPPnI3q1eVzvs6dQeDaJpGZU5ORv+1ruu0+XzsbW1lIBwm125nR0UFm0tLjSDxJeTl3t9jMHYQp7mS28u+g800t4n/a5CsD8icR4bxtOAm/zApTZ3RgxBXFVoC6UrK9htAxdfg+kEIgdNiYVVBwZJnqgkhcJjNrC0sYm1h0ZIe+0bCJEmsyi9gVf7yyzRcKi5c7MMfiCJJgrxc5xRvk6KoPPXMWfbtb0LXwWIx4XJaSSkqkXCCi439/OBHh/jTT9yPyzn3GFNV0/jR6dP8qrGRh1av5oM33YTH+modPE3XOd7by6eefpruYJCkqmKSJP7LZuP3b7mFd23c+JqT2rhWjCfa2OUipCWQyHktMGezf2NBehno6c5mDvR1oV5FrVrTdV7u6eC57lYEsD7fGEAMDAwMZsOZc+lYFZMscfP2uilyGr19AZ5+5iyJhILbbePd79jB177ym3z6/72FjRsq0XWdVw5eor19ONshZsRgJMKJvj66AgH8sdgUVfauQIB/3LePVp8PTdcpc7txmM0MR6N87eBB9nV0GOWIlgibnJ5oqHpswogymB9zNpweqFmF22LFn4jz14ee5eunDnLJP0JKS8eNjP+lVJVL/hH++dQB/u7w84SSCTwWK/dWr1zI8zAwMDC44enpTnvsc3IclJdNTVg4fbqT9s4RhBDsuLmeR968jdLSHDZtrOQ9v7kLWRaoqsax4x3zasdQJEJvKITdbGZDcTG2y4RJFU3judZWzg0MYJVl3rlhA1954AH+7u67WZmfz2gsxtOXLk0IZBosLrnWtYAgnOpC0aLXujk3BHNeqluVW8gfbNrB104dpD3o5ysnXuGbpw+Rb3NQ6HBik80k1BSD0Qgj8SgJVUHVdbwWK3+weRcNOZmrzBsYGBgYZGbUl9YGq6jImxLblEqpPPH0GVRVw+Wy8fAbtuB0vrp8tnJFCSUlOfT0+Ghq7p9XOwLxOCPRKC6LJS0Me9k2fzzOL86fJ6Gq7Kis5A937iTPbkcHfLEYf//ii5zq62M4Ell2shs3IqXOO2nyf5e4OkRb8Kesyf0wsmS9+g8NsjJnw8kiy7x71WZcZiv/duYw7SE/UUUjGg7QFQ5k/E2tJ5cPbbiZN9auxiQZ69sGBgYGsyGZSutVuVw2roztbm0dpKU1rZq+oqGIVStLJi3lybJEcZGHnh4fI6PzKz6dUFViqRQ5NhtFV2QfnhsY4PzQEJIQvGXt2olsTQFsKyvDIsv0h8NEppECMVg47KYiVua8j/Oj36A9+HNscj5V7jdglt2GLtMcmVfakNti5e0rN3BLSSUv97bzYncbF3xDxBUFHR2BwGYysSa3iNsqaritvJYqtxezYTQZGBgYzBqbNb0kpiqTBT81TeOFfY2kUipCwN2vWzfFIyXEq7+Px+e3TJYuvp3W57u8jJCm6/zy4kU0XafU7ebOurpJvytwOpGFIJxMzkrbzGA+6FS47kXRIjT6/4Pzo9+gO/I0Zc67yLGuwS4XYZLsXK0GnUBglacv8v5aYd751mZJpt6bR703j/es2Yqia0SSSeKqgk024TRbMEnSxC0xLrqBgYHB3CgsdNPeMUxffwBNezW4uqt7lGPH29E0narKPLZsqpryW12HeCJtMJnN85u8Wk0m7GYziqYRTCTwjtWAbBkd5UBXWh3/oVWrcF+xFDf+9k+XVjKCw5eCtuDPGI4dI5zqRtNT6KiMxk8zGj899o2ZjclmycWDNc8h5m82XPcsiJiGGKtFJAmBRZLJtdkpdbrJtdmxyPJErSLDaDIwMDCYOyvqiwHo7fPT2jaUrnifUjl4qIXOrlGEENy0rZbcPOeU962u6/jGYqTs9vnFFnltNvLtdiLJJBeHxtqhqjzR1IQvFiPf4WBPdfUUTbJAPI6m61hk2dByWiK6Qk/QE3mWQPIiOmqGb+iz+DOABfA4GRgYGBgsDbt2NPDzXxwjHk/xxa88yX33bGBkJMxjj58kmVQoKfFy+55VWC1TX+3RaJLePj8AJcXzU+uv9HhYXVjIM5cu8a9HjpBQVXoCAb5/6hQpVeXW6mrWFxdPMd5afT4UTcNrs01a4jNYPOymYpxa5bz3YxZOZuqdutExDCcDAwOD6wAhBDU1Bdx22yqe3XuOSy2DfO2bey/bDnfetpq1a8oyevfPne8hlUx7HGpr51c2Kddu501r1nCwq4sTfX2c+PWvJ7YVOZ28a8OGieW7cXRd53R/P0lVpdTlwmlk1C0JGws+iaYvRCC+QBi16oBrYDi1+Ef4j/PH8Fps/OlNty314Q0MDAyuWxwOC+96+y34fBFOnepEUdMB1mazzI6b63nrI9sxmaZ6cjRN58ChFjRdR5IEG9dXzKsdQgjuqK3lozt28K+HD08Uy85zOPjjXbvYUlY25Tcj0ShnBwfRgVWFheTa7fNqg8HMsJsWpraowassueE0EAvzXFcL5a7FK+xqYGBgcCMihKC6Kp+/+T9v4uUDzbS0DCJLEhs3VLBxQyU2W+aSGv5AFF3X2bihksqKXKqr51+vzCLLvH/LFu5bsYKLQ0PIksTaoiIKHI6MBZajqRSbSkpoyMvj3hUrJsp2GRhcb8y5yO9ceaG7lU/se4IaTy4/ffDdC717AwMDA4MrGK9Vp2kaFosJp9NqJOsYGEzPwhf5nStxRSGpZorsNzAwMDBYDMwmmZwcx7VuhsEyQEdH11OktCi6rqCjIZCxyF4kYYQ9z4Qlv0oJVSGpGYaTgYGBgYHBUqHrOqoeZzh2lJH4KfzJRpKqH1WP4zJXsT7/j3CZX9X/0vQUCdWPpqcwSXYskhchjOBwuIrh1BH08YuW8wt6wHOjgyRVZUH3aWBgYGBgYJAZXddJaKOcH/kafdF9JNRRLo/EEQjUKzLvFC1Go+/fGYmfJse6knV5H8VqKjDKtHAVw6k96OcrJ19Z0AOOS/UbGBgYGBgYLC66rhNRujg19I8MxA4CMyt1Y5bcWOVcgslmQqk2Kt0PUSgXGFJOzGCpTjNk8Q0MDAwMDK5LdBRaAz9mMHYI0LDJ+RTZd+KxNNAffZnh+NGMvxNCkG/bgiQsqHqM0dhJCm3bMCynGcY41Xnz+NKeBxbkgM93t/KN0wcXZF8GBgYGr0V0XScWSxKLp1BSKsmkymx8+WaTTGlpzuI10GDZEE510R56FB0Vt7mOrUV/hceyEpOwE1MHshpOAF7rSuRxwylxDqPsSpoZGU5lTjebC0sX5IDd4SAW2YjcNzAwMJgLyaTCydOdPPnUGS5c7GNoOISqzmz5ZZzKijz+6z8+uEgtNFhO9Ef2oWgRBBLr8n6fPOvmGUtRWCQvFjmXpBYgkupERzf8TczQcMq1phVeF0L3wyrLmCWjRpGBgYHBbFFVjRdfauTfv/MSg0PBWf9eAEISyLKRHfVawZ9sBHTsplJybRtmPY5bZC+kIKnNvr/dqExrOFlkmSK7k2pP7oId0GYyYTEeWgMDA4NZoes6ff0B/vN7+xkcCiIEeDx28vNcmM0yPb0+wuEEBfkucnOdaJpOPJ5i1BchFksiSYLb9qxi5y31rFtbfq1Px2CJSKgjQLrYryxmXx9QmjATjGW6caY1nFblFvCFPQ9Q5V648ihW2YTF8DgZGBgYzJpTpzvp7fUBsGpFKe98+82sXl2Gw2Hhc194nP0Hmrn/3g285U3bSCkagUCUCxf7eOKpMzRf6sdiNrFpQyXFxUbJq9cKgvmNtwk13d/MkmchmnNDMK3hlGdzcHtF7YIecHVuIV/c8wAW2TCeDAwMDGbDqdNdAFgsJj78oTvYuL4SSUovvTgcFnQdZFnC43EgSYLCAjd1tYVs3FDJF7/yBM+/eAGHw8KHfvt27PbZex8Mrj9spgIAYsoA2hVaTVcjqvRNeKxc5ipDw2mMJV8z81is3FJSyZbCqdWzDQwMDAyy09mVHsSqqvJZu6ZswmiCtDElBCQSCpr2arC4JElUVebxwQ/cgSQJfv3EKZovDSx52w2uDQVjEgJRpY+R+KkZ/07VEnSEfklKiwBQZL8FQ4ogzZIbTkKIiT8DAwMDg5kTjiQAKCnyIF3xDrXZzAgE0VgSRZmcZSeEoL6+iJrqAlIplVcOXlqyNhtcWwrt27HK+YBOk/+7hJJtaSHqLBqNuq6j6Qq90efpCP0SHQWHqZQC+xYMwymNoQtgsOQMxkMMxyPouk6BzUWRzWUY0tcJmq4TTMYIpuLEVQVV1xAITJKEXTbjNFvxmm0Z7+doIsJALJRRVFeWJModXtxm21KcxvXL2LXLdA09bjtCAn8gSiqlYLOZJ203yRJ1tYU0NvXT2NS/JM01uPbYTUU0eN/NBd+/4kuc42D/J6j1vpUi+3ZSWhgATVeIK8NImIkpA3SHn6Q7/BSKHkUSFqpcD+E21xnv6TEWzHDSdJ3BaJjhWIS4qmCRTazLK0KWjAw6g8n8sPU4X7/wEjrw4VW7+cO1t2MWRszbcieUivN8XzNP91ykKTjIcDxCTE0iCwmX2UqRzc3anBL+dssDGbXaftV1js+f2UtCm1qrMsdi5x+2vZG7ylYuxalct3g8dnp6/YyMhLnSdsrPcyKEoLfPTzSWwu22T9ouhMBqTRtTgUB0wdrUPDTCi61tJBWVPXXVbCgtWbB9A7SOjLKvtYMyr5s9tdXYzOar/8hgAkmYqHa/kajSQ3vwUUKpVk4Pfw6L5EVHBdKxTKeHP4+qx4gpQ+i8+oyWOe6kzvsOZMl6rU5h2TEvw0nXdRRN48hANz9oOk2zf5hIKoWqaZS7PPznPW/FKb0agNgaGGE4FiXHaqchJ3+Kq/m1TlxJoaJjk0yGwWmwrEioCt9pPsR/XTpMMBUHQBYCSUjouk4gGceXiJJjsUOW59pttpJvcxBIxtEBTddIqiqakeY8Yyor8rhwsY+eXh+xeBKz+VXjqKoqH1mW6OgYoa/PT1Ghe5KHQNM0hoZDAAv6fmkaGuYb+w8TTiRwW60LajglFYVvHTzKo2cv4LXb+M93voWVhQWG52OW2Ez5rM37CBbJS0vwxyhalKQWmNiu6nFCqdZJvzEJB+Wu17Mm98PYTPlL3eRlzbwMJ18iznfOH+Xfzhwhrk6eRZokaUoJgH09Hfz1ob1Uurw8+obfItc2eUb0WkbVNT5x5H9pD/v49NYH2ZJfca2bZGAwwcXAAP/e9EramyzJbMmv5Kb8SortblRdx5+M0hEeZXdxPaYsg9rDVRt5Q+V6okqSQDJOa2iYL5x9jsbg4BKfzfXLxg2VPP3sOeKxFCdOdHD7basnttXVFpKT42BgIMj3vv8KpaUPTBhPmqbR2NTPyVOdABQXXx+p5XFFpTcYIqVpjEZjBOKJa92k6xaLlMuavN+j1HkHnaFf40+cJ66OoGgRND2FEDKysGOVc3Fbqql2v4kC21akOWg/3ejM2XBKqirfbzzJt88dm3iZVrlzEAKa/SMZf7OrrAqLJNMdDnBuZIBby2vmevgbjv5oiLO+PhKaQkpTr3VzDAwm8Xxf88TkaFNeOZ+76WFK7Fd4NPS07yhbyrIkBJKQ8VjseCx2LLKM22K4/2fD2jVluF02wpE4Bw61sHvXCkym9DK3zWZm544GfvHocU6e6uTzX3yCLZuryMlxMjAQ4OVXmoiMBZdv2VR9LU9jxjgtZnbXVHG2f4C1xUVU5hj6U3NFCIHARJ5tAznWtcSUAWJKPykthKonkZAxSU5spiKcpjIkYTE8e1mYs+HUGfLz72ePEk0l2V1azce27KbOm8eLPa18/KXHM/4m3+ZgZW4BZ4b7OTzQbRhOl3HK101ISRjioAbLkubg0MR/31W6ilLHVI+FJIzl5cVEiLQu083b6zhyrA0diEQSeL2Oie0P3LuRo0fb6O7xcexEO6fOdCHLAkXRJurZVVfls2fP9RFLJksS77lpMw+vX4PNZMJtsxqD+QIgCRmnuQyn2ZAFmgtzNpweb2/El4hR7c7hs7vvpcqTA4DDlN2tZ5FkKt1eTg/30xoYneuhbzgUTePMaB+RVBKL1Vi+NFh+hMbimgRQaHNd28a8hnE6rbz1LTfx+rvWsXVLNWbzqxMtIQS1NYX89vtv49vfeYnuHh+KoqKMRVEIoL6+iN/5wO0U5F8/99BmNhsB4QbLijkbTqeH0+msd1TUUuyc2UMoSxJeSzrd2JeIzfXQ1xRd19HQ0fT03+VxXAIxETAryF4UWR/73fg+BuJhLgYG0Mb2ltQUYkoq429NkoRJSNPOusb3r2Zoo0S6ffIctbSm27dAIIn0NRAsjFaXpuskNQVdT7/45Rmev6prqJe179W2Xf3eJDUVTdcRAsxCnnEgraJpKLqKrqeXpSySPO1xANSxts62nZej6RrJseVdk5AxjbVXH7tHyhX7F2P3SMpwj9LXLn3dxvt6QlVIXBbDqOpaxv4pCYFZkq9J0sf4uaq6NhFsPn6upmn6o67rJMb6lyxJGT2+l99XIcAqmTJet4n9CJExq3AhEEKwelVp1u0mk8TuXSsoLvLy/AsXaGzuJxyJk5vjZMO6cm7bs5rKyjykRUg+Sevzjb8j0tdN08buhUi/u6SrvHfGE44UTZuyTSCwmGbfv8b3qen6RCaiJASyJKZtj6pppFQt/R6QZQTpam2qln63jK1LIwuBLM38eTW4/pnz0z0cS6uJVrlzMM3CRX89u/MVTaU5OMQrg20cGe6gOThEIBlH1TWcJgtFNjcrvUVsza9gbU4J9e4C7Bk8cB2RUV7qb+Giv59LoWEuBYeJKGkp/NFElA+/8iOkLHEi719xC3+07g7kDNt1XSeYitMaGuHkaA8nR7tpDAwymoiQ0lScZislNjcb88q5rbiezfkVWTV3MpFQFdrCIxwabOf4aDeNgQH8iRhxTcEhmymwuWjwFLA5r4It+RWsyymd1yCa0lRe6r/EXx3/NeFUApfZwu+s3MW7627Cbpo6A9V1HV8yxsnRbp7rbeKMr5fBeBhFU8m1OtmcV8ZtxQ3cXFhNYRbtKA2dD+3/AcdHujFLEp/YcBfvqrvpqrJvmq7xXy2H+fqFl0iqKreV1PP57W/K6oENKQmOD3exb6CFo8NdDMaCpHSNPKuDVd4ibituYHdxHSV291WfmdOjvfzBoZ8SVZJ8bO2d/FbDdlKaSlNgkKd6LrBvoIXeaICkpuK12Klz57OnuJ6HKtdP8R4NxEN8t/kQbeERhuNp3aVAKjZhOOnAXxx7jP9z/NdT2rElv4J/2PYGyp05V7laC4eu68TVFOf8/ewfaOWVwTb6YgEiShKPOX2ud5asYGdRLTWuvClG8EgiykPP/guRVJI7S1fwT7c8ckXcls7/tB7hy2efR9V1vBYb37/9fVQ6cyZ9bzgR4Q3P/iuRVJI3VW/k01sfXLJrcCVmk8zqVSWsXFE8ZrikR3hJSv8t1uAuibSe11A4wjNNLTzTdImmoRFSqkqJx8WdDXW8fmUDa4sLs05GVF3nCy+8zP8cm6pwned08N13PkJt/syKzuu6ji8W42BHN083NnN+YIiRSBSzSaY6N4c762u5vb6WlYX5Gdvz3KVW/uap58hzOPj8G+6j0OXg+UttPNN0ifMDQ4QTCZwWC2uLi7hrRT13r6wjz+GY3UUzuC6Zs+FkHZtRpbSZJxMrmsZoPK0fknudLUnF1RSPd5/n200HJsV7jBNRkgzGw5z19/G/Haeodxfy5VvezCpv8ZTvPtfXzJfOPjfhJbiS6YLDFX3qTGyc7qifb1zYx76BFgbj4cxtjIU47evl0c7T3Fu+hj/bcDdey/T3QgeCyRg/ajvOLzpPcyk4POU7USXJcCLCxcAAv+o6xyPVm/j01geR5qjPpGgaL/Q189kzzzKSiGCVTLy77ibeVbctq9HUEhrhGxf38UJfM2FlcvZNIBWnPTzCE90XuLW4jo+s2cP6nNIpg4iE4O7y1RwYaiehwcsDrbyxcgMu8/RBzP5kjKPDnYRSCUxCYldR3cQzciVdYR/fbj7Ir7rOTqT2jxNMxWkPj7K3t4lbCmv44Kpd7CisntZ40tBJqgpRJcVIIoym6/yq6xz/0vgy7aGRSc9nREnSGw3QE/GzLb9qiuE0Eo/wy86zDCWm9p9xFF3L2A9TmrrkwgJhJcm/XHyZx7rO0h8LTtoWSiXoifp5ZbCN1d4i3r9iJw9VrptkzFskmXKHlzO+PjrDPmJqapKxG1dTNAeGiKppD9tgPExnxEflFcZhT8SPLxFFB1Z4ChbtfGeKEAJZFixlSVBZEozG4vzDcy/x5MXmSV4jfzxO4+AwzzRd4i/uup09dTUZ9yGAcq+HlYUFBBMJQokEwXgCRdNIKsqUTO1s6LpOlz/A1/cf4smLTURTl2V9J2AkEuVkTx+PnbvIH922k9evbJjyLtB0nYSqMhKNcml4hO8ePcEvz10gobz6fg4lkvSHwuxrbed0Xz9/cvtuch3La2zT9BS6riOEhCC7F9xg5szZcKr15HKwv4sLo4OkNHVieWA6/Ik4p4b6EMC6/KkGxXJF03X29bfwhTN7GR4bxEsdHtbllJJndaBoGgPxEO2hEUaTUSJKElkIqpyZZ0a7CmtxbLoPdWzw8SWj/Lz9FN1RP06ThbfVbKHalZfxt2tzSrJ6oyQh6Ir4GYpHcJmsuMwWalz5VDpzsMlmBmMhLgYG6Yn6CaUS/KLjNDkWB3+87g7M0wSlR1IJ/ubkkzzbe5G4qiAhcJmt5FjslNg92Exm/IkoQ/EwESVJSlO5raQBeY7eRVXXeHmghU+ffJL+eAiP2cZvr9zBe+pvxi5nNpraw6N88sgvuODvR0cnZ8yzUu8uQBYSXRE/FwMD+JNRnutroica4K823cv2gqopL5IdhTWUO7z0RANc9A9wMTDAtvzKaZfduiJ+jg+nC7DWuPLYkl8x5T7puk5vNMD/PfE4h4ba0dDJszpY4Smk1l2AhKA74qMxMMhwIswrg620hIb4yi2PsCWv4qovPFXXGElEeba3kX888wzhVIICm4tSu4ccq52okqI3GiCcSlDrzqfOPVWbpdTh5U82vG7KUtx3Lx2iPZyOS3xrzWbW5UxdLiqyudI6TkuAruuMJqN86ezzPNp5mqSm4pDNVLpyWeUpwm22MRgP0RgYpD8W5Jy/n384/RRRJcEjNZsn+rtFllnlKeaMr4+QEqcnGmCFp3DiOBElOSGXYJZkUprKiZFudhdNLn5+3t8/kVG4Pve1GXCrajr/c+wksZTCHQ213LOygTKPm9FYjKcuXmJvcwuXhkf57HP7KHA6WV00VY9JEoJHNq7j/tUrUTQNVdP4h+de4unG2ZWICSaS/L+nnuNARycOs5mH1q7izvpaSjxuwokEhzq7+cXZCzQNj/DZ5/bhMFvYVVuV0UPuj8X5p5cO0B8O0VCQzwNrVrKuuAiA4z29/OjkWQZCYR49e4G6/Fzee9OWZaXDd2TgL/EnLlLuups1uR9CFjNX59d1jUMDf0pMGaDW81aq3W80DC/mYTjdVdXAj5vP8Hx3K8cHe9lVOnUAupxQMsF/nD9KTySIy2zhjorarN9dbiQ1hZ93nGI4EcEmm3h/ww4+sHIHnivKQyQ1lfP+fg4PdUwYK5lY5S1ilbdo4t9dER8v9V+iO+rHJpu4u2wV2wuqZt3OUruXN1dvpMFTwO7ierbmV5Bnmew6Hk1E+dqFl/hR23EUXeOFviYeqlzH2pzMonUJVeE/mg/wRPd5VF3DKpl4oGItD1dtYGtBJVbp1S4UTMU5PdpLW3iErXPUoUppKvv6W/i/J37NYDyMy2Tlo2tu451127BmiRkaSUT58rnnxwYvnZsKqvj4ujvZnFeBfNn3GwOD/Gvjfp7uvcjFwACfP7uXr+94G0V298R3hBCU2j3sLKrlp+0n6Y0GODbSxea8ckxZvGc68GL/JUaTUQSwOa+Cenf+lLYmNZVvXNzH/sFWBIL7KtbwoZW7WJ1TPGFk6UBHeJSvX9zHLzvP0B8L8dnTz/LPO95K8WXtzMbxkS4ODLZhl828r+EWHqxcR4UjZ2J7SElwZrQXHR1nhmXEXIudN1dtnPL5E93naQ+PIoDdRXU8ULH2qm1ZTBRd48dtJ/hl5xmSmkqlM5cPr9rFw1UbJ8Up+ZIxvtN8kB+1HWckEeVfGvdT7sxhd1HdREzWqpwi6IBIKklXxDdhOOm6TjAZ51JwCLMks6e4nuf6mjg+0jWlPef96ZhPj8VKjeu1KRaoaBrDkQi/u/NmPnrrjkmT6bsa6vj6/sP8x+FjXBoe4aenz/KJO27FfkXQtxACp8WC0/Jq33RazLOqkKZpOv999ASvtHdiN5v55B17eMeWDZP2cXt9LTdVVvC3Tz9Hlz/Ad4+eYHVxAQVO55T9JVWVNp+PO+tr+bv776bQ9ep3dtZUsa64mP/71F4GQmFeaGnnwTWrKHYvn+D7mDJAROkioY7O2GN3OQl1FF/iLM5YBdXuhwAj83vOZvG2ojK2FpUTTCb420PP8fNL5wgk4miXufBVTSelqpwZ7ufvjzzPDxtPA3B3VQN13sweleWIqmm0hNLLU16znQcr1+G12CcVLBZCYJVNbMmv4EOrdnFv+Zqs+7vydzP5zkx+IwnBAxVr+YuN93B36Uryrc4pv8uzOnj/ih2sGTOU+mMhuiK+jPvTdZ2LgQF+3XVuwjv2zrqtfGrTPewqrsMmmyft22uxs6eknt+q306RzT2jmcnlMzxV19g/0MpnzzwzYTT97urdvLNuKzZ5akDueBuPDHfw8mArOjq1rnw+sf51bMuvxCRJk9q3OqeYP994N+vHvCVnRnt5rOvslGKXTpOFmwuqcZmsaKS9jeMxaJlIaSrP9FwEwCab2VNSj/UKo1nXdU6OdvNMbyMAq71F/NmGu1mXW5oOBB9royQEte58Prb2jokBvCkwwAv9zVmLcl5Oc3CI4USET228hw+s3EmlM3fSNfCYbewuruPW4vqM13Om/W22fXOhGY5H+EHrURKagtts5YMrd/Km6k1Yx/rJ5f39w6t283DlBkxCojca4Actx0iOlX2REJQ7cnCZLETV9DLm5de5JZSOPyyze9hZWANAe3hk0lKwqmtcCqWX7xvchUsmKaLrOpqmk0opdHWPcvBQC08/e5ZfPX6SZ/ae4/DRVnr7/KQUFU3LXtR1IanJy+Wtm9ZPefYsJhNv2biWVUUFaLrOoY5uBkORRWlTVyDAs80taLrOnrpqHly7ciJwe/xPliRura3i5qoKBHC0q4cufzBre7w2Kx/ZfQuFrsnvVEkIbq4qZ/2YB6rT5yd4g4l0WuX0WB1OdRoa/2PM2eOUa7Xzp9v28P8O7uXC6CB/tv8pco6+iMucnikMxiL83vOPMhAJ0xMJkFDT68K7S6v56KYd15VekRBiIq4mrqZoDY1Q5y7Iujw5nrV0LcgUjH45QggKbE7W5ZRwxtdLREmkS2Do+pRBT9E19g20TCzRbMuv5AMrduC9SiHW2Qyedjld0V3RVPYPtvGpY48xkoiQb3Xyh2tv5y3Vm6btKzE1xePd5wiPxRY9WLmWjbllWdtQZHPz4dW7+ciBH4/FAp3locp1FNtf1SUSQnBLYQ1VzlzOB/o5PtJFa2iYLfmVGfd5eLiD9kj6GpU6PNxW0jDlO0lN5ddd5wgk40gIfrN+OyX27OrNxXY395avoTmYjq85OtzJAxXrcF8l1grgbTWbuaOk4bp6xmbLkz3n6Y+ly4es8ZZM8TRdjtNk4TcbtvNsXyM90QAvDVyiKTDIxrxyhBCU2N0U2d20hkboivhQdG2iduLh4Q4A1uWWssJTiMtkJawkaQoMsm3MK9wfCzESTyfLrM0pWZLrrqoarW1D7H+lmedeuMDQcAhN1UgnsenpLEIJJEmivCyH192xlp076qmuyl+UjLpxtpaXkeewZ3z+KnO8bCwt5kzfAC0jo/SHw1TlLqygpa7rnO0boMsXwCLL7Kqpwm3NrP1kM5lYX1LMExebCCeTnO0fYFNZSUbv1vbKcmrzcjOWE3JaLFTkeJGEIBCLk1Cm1mK8fhGYpbT3LKGOgmE6AfMwnIQQ3FRczt/svJuvnNjPwb5OhmIRhsay7WJKiv29HRPfN0sSd1bU88dbd9PgnbqMsZwxSzK3FNRwwT9AMBXnaxdeYigR5r7yNdelpo1JSBOG4Lj8wVhm7STiampsWSedcru7uC5rNtpccZqs6OjsH2zl704+xUgigtds4w/W3MbbajZjusogFFcVTo72AOC12NiUVzHtb4QQrM8ppcTuoTcaYCgepjk4NMlwAiixu7m5sJoLgX4UXePx7vMZDSdV09jb20hybGJwT/kaHBmWaIfjYVpCw+jo5I7FNU2XcWgSElXO3IkU6O6In1AqflXDyW22sqe4ftqYtesdXdc5ONQ+8e/dxbUZEwbGEWPxhis8RfREA6Q0jUNDHWzMKweg0Oam0OaiNTRCXzRIREmSY7GjA6dGuwFY7S0m3+ak1OGhaywObdxw6o74iCopBNDgKbxqn50vyaTC3ufP84MfHaKr+2p6eCotrUO0tL7Icy9c4N3v3MGe3Ssn6T8tJGVeD1ZT5mFFEoKavDxMkkRSVeny+bm5snxBj6/pOl2BAKFEArMss6+1g95AMOv3LwwOT0gmDIayJ0TU5OVhM5syGlVCCGym9LbUmOzBjYiq3VietPkwL7ERSUhsLyrny7c9wKH+Lp5ob+LEUB8xJTWheWKTTWwtKufBmlXsKK0k3+a4rowmSA9ib67eyKnRHk6N9tAUHOSLZ/byk7YTY2nd66hy5mIzmTNq4yw1CVWZkCU45+ujO+rHn4gSUhIkVIWokqQn6p/4frbnPKEqtIbS5XPcZtuiDApOk5kzvl4+e/oZuiI+cix2Prb2Dh6ZgdEEMJIIMzSWQeg0WbMG5F+OVTZR586nNxogkIzTFfFP+Y4QgjdUred/Wo+m464GWhiJR8i3TY6B6Iz4ODXag46O22zl9aWrMh5zOBGZyPoKJeP86dFHs8bAjRNMxSfmd6FUPGsW5uUUjRkB17oPLiZhJUH32D0TMLHsPB1CCNbmFKeXPNE57++b2JZvdUx4/8aD53MsdgZiQXqjQSQEKzyF5FudlDu8XAoOcSk0jKprY4kHPiJqEq/FTrnDO6t4nNmiKCpPPn2G73z3ZfyBdIay2SxjtZqwWs24XFbMZhPJRIpQOEEqqZBIKKQUlZbWQb7xr8+hKCp33bkWWV54z5PLYp7W255rt01MGHyxeMYJ23xQNA1/NL3fpKryTNMlnpnhb6OpzNp5ADl2G+YZeepuLKNJRyGcStc3NEnLK1vwWjJvlTYhBEV2F2+oXcMbateQUFX8iRgRJYldNpNrs6fjDi77/vWGEILV3mI+e9Mb+VbTK7zYf4mhMdHKi4EBvnvpEDsKa7i7bBW7i+ood+ZcExFAVdNoDg3xvx2neLL7Av2xYNbHeCatU3QNfzL9crbL5imB5vNFHssC/E7zoQkDLdfiYKW3aMYek9FEdCIuwSLJUwL2M2ESErlj55LUFEKpzEuVDe4CtuVXcHCog4FYiJcHW3lj1atBptpY3FJbON32HYU1U9LUx4mpqYk4qZSuTSx/zpS0KGd2KYpxnCbLVQ2y651QKjHh4QMotM7M63u5d3g4EUXT9Qmx0ZWeIsxCGss4TUtEnPP3E1NSFNldFNnd5FjsVI4Z5h3hUUYTUfKsjrSMgZKk0ltEsd2zaO84Xdfp7Brl+z88iD8QxWSSWLmihNfduYZtW2ooLcnBbJbHRCjTnqmeHh9HjrXxwksXudQyyMhImO9+bz/r1pZTXjYzPaTZcDXNscuzzVLqwtfk1HV9om9YZZn1pcUUOGf23lpTVJh1m0WeXnT3RkNHR9Vi9Eaex5+4AIDbXJO1DuVrjQWRt728Q9lMJkpMV8/+ud4QQlDjyuMvN97D/eVrea6viSd7LjCSiJDUVF4aaOHgUDub8sp5W80W7qtYk1FheLHQdZ1jI1189swznPf1o6Ejjxl8q7zFlNo9eC12HCYLshA83n2efQMtV91nfDyIdiwDaWHbDD9sO44vEZ34rD08yj+ff5Ev3PxmCsaC26cjeZl2kBBiRrIYaTXpMXVtsutmWWQTd5et5vBQJ1ElyZHhDl5ftmpC5yeupjg01EFUSWGVTNxcUI3bkllQVNG0ieO4TFbW5pTgmGZ56UqK7Z5pyxmNI40FrN7IKNqr6uDAjO45MKn/prRxTaC0h7jBU4BJkvElY4wm08Z4U2CQuJpilbeIXIsDkyRT68rHKpvoiwYZiaezbHvHJiiFNheFtqlZWQvJocMtDAwGEQJu2V7Phz94B+VluUjS5HsuRLrob319EbW1Bey4pZ6vf3MvR4+309vr5/DRNt78xoU3nJKqOq0XKZZKTWR2XZ45t1BIkoTdnB7WHBYL79u+hTsa6mb027TC/PVNR+gxIqluLvd8xZR0xqc/cZGLvm8hiasP+5qeIpLqZiR+ClVPTySKHDtZWP/g9cvi1AW4QRFC4DRbubW4jpsLq/ngql281N/Cr7rO0hQcJJCMcWS4k7O+PtrDI3xk9Z5FK71wJf5kjL879RQXAwNICLYXVPGR1XvYkFuGRZaRxVi5AwRJTeGcv499A9PvUxICh2wmoSooujap7MZCoKETSMbYkFfGQ5Xr+GXnGc74+jg41ME/nH6Gv958Px7L9B4kt8n6aikEXSOuKlwt3FTTdWJjgoaSEFk9NBKCbfmV1LjzaA2NcHS4k66Ij5WeIoQQjCQivNif1pcpc3jZUVSbVbvKIklYJBOQoNDm4k833EWDJ/sM90oEIqug5msNu8mM6TLjMJqlPNGVXJ4Z6TBZJulsrfaWYJFMxNQULcFhtuRV0BIaRtE1alx55FnTXotVOUU4TBb6YgEG4yE8Fhu9ET8CqHDkkLPAXtkrOXKsPd1+h4UPf/AOKspzrzq5kCSJ6qp8fvdDd/LRj32PeDzF4SOtvPmNWxe8fUPhCElVxZYhzknXdXoDQdSxmKJSj3vBh2GzJFHsdmGSJCLJJL5oDKv82hF97A0/R3/0ZS43nHTSE7ZAsolgcuZ6WOO/A0G+bTOlztsxDKc0y0el6zpiXHqgzOHlnXVb+dbud/KZbW/gnvI1SEIQU1P8V8sRjo50Llmb9g+2TiiaF9pd/L/N97O7uA6PxYZNNmOWXjWetLF6bFdDFhK5YwNGTEkxPI2a9FzZXVzHl29+C+9tuIU/2/B6Su0edHSe6b3Idy4dJJKaPiCxwOaa8CQkVIXRROSqx1Q0dSIuyiabybFkzgISQlDjzmdjbjmCtDfsjK934pV0cLCdkbHjbcgrpd6dXTHaYbJOBHYHkjE0Xcdhssz4z24y3/CepJniMdtwml4Nku+9LF5vOnqjgYn/Lr5CLiO9HJdeymsNDTMSj9AXC2KWZOo8r5ZOanAX4jRZiChJOsI+gsk4/bEQZklmhado0e/R8Eg6k7CutoiSYu+MDQIhBGVlOdTWpPvoyMjCP8sATcMjxJKZDdloKkXT0AiKppFjt1HuzZ5VOleEEDTk51HgdJBUVY739BHJ0p4bkWrPw9R63kK+bTMmyXmZ8QNjC3Az/gOQMFPiuJX1+X+E01T+mjFAr4YxhV0A7CYLd5WuZHNeOSlN5bm+JqKpJC/2XWJnYe0MOtur2+caWnjB3z8R67M+p3SS+vGVxNQUg7GrvzhtspkGdyGtoRHCqQSNgUHuKVfGPCcLw2pv8YSw47aCSv5g7e18/sxefMko37t0hApHDm+q3pjVk+Mx26hzF3AxMEAolaA1NMJqb/G01zysJC/T5bJRlUWlHcAhm7m1uI6ney4QVVM829vIw1UbAYlnetPaTbKQeKBi3bRLRoU2J2UOL+3hUXzJGJdCQ2zMKzeMoTlglU2sySnmrL9vLPOtlwcq1k17zxVN5awvHRAuIdiQN1ndWyBYm1NCc3CIttAIw4l0nT6nycIKT+HEE5pjsVPlzKMr4qcxMMAqbxHDiTBmSWald+YexLliMqUnCTk5jkyZ8dMiCYHHY5+0n4XmRHcvTUPDaX2kyxqo6zpn+gY40592c28sLaHIdfWl+LmwobSE1UWF9IfC7G1u4f41K7m9riajmvd4cWhN1ye0p65nSh23U2zfQULzE1eG8CXO0+j7D+LqIG5zHQX2rYgZCFhKwozNlI/XvBKPdQU2earK+2sZw3BaIIQQ5Fud3FO2iuf6mtDQ8SWjV/8h6SDpca9JUlXTcTsZgpWnI6q8GjswXdkLXdfpCI9y2tdz1X3aZTPbC6p4ob+ZpKbybO9FHqxYxypv0aI8RBKCN1auJ5iM80/nXyCQivPZ089SbPewq6g2o5FhM5m5o6SBpsAgwVScfQMt3F7SkLW2nK7rPNVzAX8yBqTLo6zyFGX8LqTv6+0lDRTbPbSFR8YCxYPEVYUL/vQgUOvK45aC6mnPrcDmYnNeOYeHOlB0jZ+0neSu0lUTHj2D2XFv+Rp+0XGa1JjW2HujN2ctLpwWSe28LEPUyu6iyXEvAtiUW86jnWfojPgYjIcYjIUotDlZfVm9SSHSy7f7B1u5EBhga6SSuKpQYHVmrEu50FSW59LWNoTfH82aDZsNTdPx+9PvpMrKhRcgFkBCUfibp5/nU3fdxsrCAtxWKwlFoWl4hC++uJ+eQBCXxcL9a1aQP8Og7dnislr48M7tnB8YZDAc4S9+/Qy/t+tmbqosJ99hR5YkUqpKKJFkJBrlTN8AJkninVs2LErc1VKS1hC04ZBKsMvF5FrXMRDdT390kDzbBtbnfwyTmE12nJjYr8GrGIbTDAil4hMvx3Gu7Ei6rqOhczGQrmslCUHeDIKbIe2xGs8GiygJmoOD7CyqQZ7FenKhzYVAoKPTEhompWuYeXUGNe6NCqUSfLvpIKOJqxt1siSxo6iGGlc+TcFBWkIjfP3iPv5q070UjWUoXTmrHEfRNUxidjM4IQQW2cQ7arfQHh7hh23HCaRifOncc+RZH2JNBk+SWUjcXrKCX3efoyvi5/m+ZvYU10+UBLny/M/5+/lx23Egbai9oWrDVeOoPGYbd5Q20NY8QkJV2D/YBjBRoPee8tVXjT+ShcRDlev5afspBuMhTvt6+E7zIX5n5c70Et4VgamXX8v+WIgci+2q4qavJTbnVbA5v4Ijw510R/z8oO0Yv7fqVhwmy5Q+ORQP8z8tRwmMGct3la2iNIP46EpveqnNl4zRFBgkoSmUOLwTfX2ccW9VR3iU9rGMynJnzowyOufLjlvqeenlJjo6RwgEo+TnzUx6Qtd1hoZCdHal27vz5pkFTM+GXIedW2ureaGljT/91VOsLCwgx24jllJoGhqmZ0xP6b7VK3j9yoaME6EjXT10+HxEkykiyRSRZJIzfQPoQCSZ4lsHj1LqceOwmHGaLTgsZm6trZ4kuimEYEt5KX+0Zydf3XeQgXCYzz2/j3KvZyL+KaWq+GNxBsJh/LE4D69fc8PpL6Wvh8BjqR+LewKBhJhjDVGDVzEMpxnQGhzhE0d+wdb8Sl5XtoJVniJssnliaUbVNfzJOE/3XOAn7SeA9GB7ewYF6Ux4LTZWe4t5sf8Siq7x7aYDVDpzWZ9biklIE4HPiqbhNlvxZvAo7Siq5V8b9xNTUzQGBvnP5oO8oXL9hMBkUlNpDQ3z7aYDHBhsx2myEFWSV10abPAU8r4Vt/D3p54ioiR5tvcinREfb6naxK6itPCgEAJN1winEpz19bFvoIU1OcV8aOXuOSmoO0wWfn/NbQzHwzzf38x5Xz+fP7OXv9v6IGWOyXEdQgg25pXx7rqb+Or5F/Elo3z61JP0x4LcWboClymtGpxQFY4Md/DvTQdoD48iC8HdZau5b5rSOJfzUMV6fth6nJiaYm9vI16LnZiaosjmYldR3YwKGte5C/jDtbfxmVNPE1VTfKf5IGd8vbyrbiurvMVp3SpdnyjWe2q0hwNDbfgTMT6//U1Uua5vw2l8cqGNnWNMSU0ECuu6TkJNEVNSExIBssiuieYyW/ndVbfSH3ucroif/7p0mJF4hPc23EKu1Y4sJFKaRnfUx9cv7OPwUAcaOutzSvmt+u0ZM0QLbS5K7B4GYyFe7E9nnG7Jr5iSYt/gKcRtthJKJTg0lBb53ZhbtiRhs9tvqmXzpirOnO3mhz8+zPt+azdOZ2Zl7HF0Pe1p+u/vv0IioXDTtlq2bJ7eQzoXStwuPrL7Fu5oqOXrLx/iVG8/8VQKjXQ6f4nbxT0rG/jorTvw2jIbmf999AQvtLSll8+08b6S7iNxReHnZ85PZI6O/33r7W8izzFZSFMSgjdvWEtdfh7/dvAIZ/oG6AuG6PD5J2QoLLKM3WxmRUE+28rTSTQ3Il7LKoyg7oXFMJxmgKprdEV9dERG+d/OUzhNFkrsHjzmtJhbOJWgJ+onPJa1Y5fNvKN2KzcXzuzlNO6NeLa3kcbgIIPxMH906GfUuPLwWmwomkZESRJMxXlfwy389sqdU/axIbeU+yvW8ovO08TUFF859wKPdZ2lxpWPruv0x0M0BQaIqwq3FtexNb+S/2w+NOE1ma5tb67ayEAsxPdajjCSiHDB38/f+/uxSiZyrHZMQiKqpAimYhMvuWK7e87xWmltMDcfW3cno8kYx0e62D/Yyj9feIm/3HQP7itm9mZJ5jfqb2IoHuaHbccZTUT5xzPP8q3GVyhzeDFJEoPx8ERwsCwk7ihp4OPr7sxY6DZTeyqcOWwvqOalgUucGOnGNiYlsDG3nAZP4Yzr8r2hcj2BZJzvNB9kOBFh/2Ar+wdbcZuteMw2NF0nrCQIpxIT16/KmYvG1TWcliuarnNgsI3m4BAxNUVUSRJVUowmInSOlaqJqil+1Hacw8Md2OV0MLxDNmMzmXlD5QY85snGgSQEO4pq+NjaO/nc2WcZiIX4Wccpnui+QIUzB6fZgj8Rozvqn5CBaPAU8vH1r2NNTsmU+yWEwGW2UuPKozca4IyvF4CbMqjFO2UzKzxFHB/pmlCt35hbNuV7C40Qgvw8F7/9vj38y7de4PEnTxEIRLltzypqawrJzXFgt5uRJAlV1YhGE4yMRrjUMsBzz1/g2Il21qwu5QPvvXUi1mkhqM3P5Te3baLY7aIqx0tdXi5by8vGvEd+FFUj32nnpspyVhUWYJ7GQLm1toYSj3tWwZ5FrqkSEEIIzLLMTZXlbCwr4WzfABcHhxgMR0goKlaTTKHLSU1uDutKisixT70e1bk5vHvrJmLJFOtKpl+G3VZZhqJtRZIEBa7ltfyeY12Fw1SCRcrBMKAWBsNwmgH5NierPUUTasHRy4KLx5FIawOVOby8t+Fm3li1YVK689Woc+fzqU338A+nn6YlOIyiqRNZcpAOXrVIctYilCYh8ftr9qCNxfAkVIXGwCCN40uHY+ns95Wv4WPr7iCmpPjfjlNXNZwgPUh9YMUtrPQW8t3mw5wY7UbTNZKawsBYvbDxNo6Xcymxe2YdvHo5AljhKeST6+/iDw7+hOFEhMe7z1Hryue9K26eopFllUx8ZPUealz5fKf5AF0R/4Qmz/j+ZCHhMVt5pGYzv1m/ndJZiBV6zDZ2FdVyYKiNQCpOIBVPazcVVk8bU3YldpOF36i/iQZPId9qeoXToz0oY9660FgGYdrBnq536DJbuaN0xYRg5/WIjs7PO07xq66zWcfDlKZyYKidA5eVUoF0/N+uolo8GWLWzJLM/RVr8VpsfKvpFU6O9BBXUzQF031+vLCr02RhV1EtH1y5a9qAfKfJQpUzl1doQyed9ZhJMsIqm1npKeT4SBc6OhZJpn4W0hLTEQrH+fvPPpbRcBCSwGSSsFjSr+14PMWzz53n6PF28vOcOBxWzGYZSRJoqk4iqRCJJBgeCREOJ5AlQVVlAZqmE4+nsNsXxoO5triItcWT4wTLvZ45Zc29ffP6BWnT5Vhkma0VZWytmJ1xu7qokNXTiGJezp0Nddw5Q72opcZprmBHyRewSF5kcX17rZcLhuE0A6qcufzPHe+jJTjE8ZFuOiOjjCSixJUUOuAyW6h05rIup4QdRbW4TJZ0kc1ZxvfsLKzhv/b8FgeH2jky1MFAPDS2PGdLG2/eIm7OEoQshKDCkcPfb3uIt9Vs5sX+S3RGfMTUFE6ThVpXPreVNLAmpxirZCKqJrmtuIGOyChlDs+0Jl66yLGFu0pXsae4nvP+dOHbluAIgWQMRddwmiwU292s9hazraCSUrs3q+FY7crl1uJ6dHRqXHlZ1WiFEGzJL+fTWx/kh23HUXWNi4EBWkLDrPWWTPmu22zl7bVbuLd8NfsHWzk52sNALIimp+vDbcwtY0dRLWV277TLQJmQhODW4jouBgYmZBk8Zht3l62adWacw2ThjpIGbimspikwyKGhDlpDwxNGrNtso9KZw/rcUjbklpNjsU27FOgx29hRWEtIiVPvLlgU5fCNY3pgAjHr+ozjRvDu4rkNLPZpzkcWgj3F9dxUUMUZXy8vD7TSE/UTVVJ4LTZqXfnsKamnwV2IRZpez8cum7mlsIbeaAANnSpnXkZdJqts4tbienqiAXR0imxuihaozI2SUjl8pHVWgd9+f3Qi6Hs6VE3nqWfO8MzeszTUF/PNf37PPFpqcL0gCTM51pmFJBjMDJHNgzHGjRUtZ2BgYLCM8fkiPPLOr806Y262VFbk8V//8cHFPYiBwfVN1pmQ4XEyMDAwWCY4HFb+/JMPsdhzVocjs1yHgYHB1TE8TgYGBgbLhKu8jxcUQ5vHwGBaDI+TgYGBwXLHMGYMDJY/hhKWgYGBgYGBgcEMMQwnAwMDAwMDA4MZYhhOBgYGBgYGBgYzxDCcDAwMDAwMDAxmiBEcfo3QdX1KyuK40rGBgYGBwdKQ6V18OUv9Xh7PrLy8TeNHN8aH5YFhOF0DokqSF/qb+Hn7CdojI0hIrPQW8Y7am7ilsAaLZNwWAwMDg6WgOTjIB1/5Hiltaj1Iq2ziJ3d8kIJZquXPFV3X6Y8F+WXXafb2XmQwHsJltrKrqI531NxEjTt/RgXFDRYXY4ReYlKayv92nOSL554lpqYmPu+K+jg+0sVfb36Q15etMWYWBgYGBkuAqmuMJqIoegbDSTItqbZWVE3x2TNP8UzvhQmP00A8RGtomDO+Xj6z9WFqXPnG+HCNMUzXJaY74uPRrtOTjKZxfMkoj3aeZjQRuQYtMzAwMDC4lhwcauXlgZYpS4c6cNrXw3N9jUy/sGiwFBiG0xLTFwvQHh7Jur01PEx/PLSELTIwMDAwWA4cH+kkrk2dVANous6R4Q7UJfSAGWTGMJyWmLiqEFWSWbdHlSTxDN4oAwMDA4MbG38ihjaNYTSajBgep2WAEeO0xEhCYBISaob1dACTJGEygv8WDU3XUXR1ImVFCIEsJCQjZsDAwOAaY5ZlBNmLxNpkMyJ7CTWDJcIwnJaYXIuDApuLnqg/4/YSu5c8q3NpG/UaoiM8wq+7z07EmOWY7TxUuYFSh/cat8zAwOC1To0rH5Mkk9LUjNvXeEuQDMPpmmMYTktMlTOP9Tll9Eb9U2YVFsnErsI6Suyea9K2Gx1d1zkw1Ma3m1+ZWA6tcOSwo7DWMJwMDAyuObcVr+DbTa8wnAhP2VZoc3FnySrDO74MMNaElpgci52PrrmdXUX1eM12ZCEwC5lSu5d31d3E+1fsxCzJ17qZNyRxVeGsr9eIITMwMFiW1Ljy+dTGe1nhKcIhW5AQ2GQza7wl/On6e9hWUGVIESwDDI/TEiOEoN5dyGe2PczJkW5GEmFkIVHjymdjXjlWQ/xy0RhKhGgLD1/rZhgYGBhkRBKCe8rW0uAp4qK/n1AqjsNkYV1uGSvchYbRtEwwRulrgBCCIpube8rXXOumvGbQdZ3+aJDWkGE4GRgYLF9MksRKTxErPUXXuikGWTCW6gxeE+jonPP3EUzFr3VTDAwMDAyuYwzDyeA1garrHB3puNbNMDAwMDC4zjEMJ4PXBJFUguPDnde6GQYGBgYG1zmG4WTwmuCMv5ewkrjWzTAwMDAwuM4xDCeDGx5d1zk01GbUeDIwMDAwmDeG4WRwwxNWEpz29Rg1ngwMDAwM5o0hR7BA6PrCDMsClkSrY7r2TteG8d+FU3HO+vvoCI/QGw0QVOIk1NSEYFuOxUGZw0utq4BV3mKcJsur+1/E89Mv8yrpQEpTODrcQW80kPU3Gvq0hTVnwlLct/Fz04HheJjzgT66Iz76ogHCSpKEmkIWEjaTmQKrk1JHDivchTR4irCMiaou5741/ltI35OW4BAtoWHawyOMJiPElCSKpmM3mXGaLJTavZQ6vKzyFFPi8EyUopjNOWa67+O/vnw/uq4TVhIcHmrnpK+b0UQEk5AosXvZmFfO1rwqbLLpquemoXNypJvjo530RPwkNAWXyUqtO5+t+VXUuwsxCWkJ+5JObzRIY7CfrrCPgXhwrNC4gkmScJgsFFpdlDq8rPaWUO3MmxDovVaaQhN9RNfpiwU45++jLTTMSCJCREmio+OQLRTaXFQ6c1mXU0aVKy/jfR37ZNHrv833/TLOUo0PM+Xyd9JoIsJ5fx/dUT99UT8hJUFcTSGRfiflW52UO3JocBey0lN0zfvRfDAMpwXi0a7TfP7s08zn+ZCF4N112/m91bcvXMOy4E/G+Njhn9AcHJz0uU0287M7P0Su1THpc03X8SejnPX38fP2E5wc7SKUSqDoKqquoV02WApAEulixSZJwm22sbuonnvL17I+p4wci33BHhZd14mrKaJKkoiSJJCK0R4e5by/j6bgAC3BIUJKgpiSzPj73miAD73yP8jzKKwsCcFvr9jN+1fsnPM+pkMHkqpCXyzAgcFWnu69QGNggLiaQtU1FF2bZKwIBPJY8WKzJJNvdbKzqI4HKtbR4C7Ca7EvatmG/liQT596nJOj3ZM+L7C6+NqOd1Dlysv4u6Sm0B3x81xfI8/0XqAtPEJKU1E0FW3M6EifX/qay0JCFhIWyUSpw8MtBTXcWbqKBnchuVbnjM7xowd/OKWdf7HxPh6sWD/x77ia4tBQO18+t5fOyChJTUHVdQRMHL/eXcDvrbmdHQW12EzmKcOwommc9ffyH837OTDYNnHvdEBCYJIkrLKJ7fk1/O7qPaz2lixKBQEdiCspuqI+9g9c4pneC7SGhklqKoquoWoa+mW+WQmRLkwuSZglE0U2N7cXr+De8jXUuPJxm21LOvBpukZ/LMjR4U5+2nGcpsAAiYx9JP0MmCQJq2SmwVPIQxUb2FPcQLHdg0l69XmXhcAqm0gpmevDLQSfOPJTDg61z2sfDpOZL2x/hM15lQvTqHmg6zoJTWEgFuSVwVaeueydpOhahjFh8jupwOZid1E991eso8FdiNtsu65KyRiG0wKRUFOMJqLz2ockxETx2cVGRyeYiuFLTm6zWZJpDQ2zzVo18ZmqabzQ38RPO05wYLCVhKZcZd+gjj08CQ0iSpKfdZzgsa7T3FGykrfXbuPmgpp5DQxJTeHUaDenR3voivjojQboiIzSHwuQzFIgMxMa+ry1nQQQUzMbZvNF13Vaw8M81nWGp3rO0R4evfpv0FF0HUXXSGgKYSVBR9sov+w8za6iOt5QtZE7S1YuWmkfTdcJpeJT+lZESRBTU+i6PsWbM5yI8GjnSX7ecZK28MhVzi8tL6HqKqASU1MEAjEuBgb4QdtRPrrmTt7XsANJXP38ghnaed7fxwMV6xGkn+ufth/nmxf3MZqMTGmHomsoapIz/l7+8tij/PbK3byn/pZJ11bXdZ7va+QL556hM+Kber3QSWoqSU3luf5GmoOD/NHaO7m3fN2kAX6+aLrOeX8fv+4+y5M95+iPBa/+mzFvrKJqxFWFUCpOS2iIn3WcYHdxPY9Ub+HmgpoFbWc2okqSp3rO88O2o5zz96HqWtbvTjwDY+0+NtLJsZFO1uWU8kj1Fh6q3IDLZEUIgUmScZosi5o8EkolpvSz2ZLQzCha9nNeKnRd51JoiF92nuaZ3gt0RObwTgonaA+P8L8dJ7m9ZAUPVKzj9kV8Jy00huFkMAlN12kJDbKtoApd14kqSX7YdpTvXjrIUIbCk7Mhqak803uBU6PdfGDFLt5Vt33OD0pUSfKTtuM83nNu2hfo9Yqu6yQ1hRf6m/nmxZdoCQ2hzPM8o2qSZ/sucmK0i2MVHbx/xS6Kbe4l8xgkNRX/FYOHput0Rkb5u1NPcGykc951BGUhUWx3Y5qHB/FSaCjtddHhlcFWvn7xRfzJ2FV/50tG+bfGfVQ5c7m7dDVCCHRd59hIZ1ajKRNdUR+fP/sMVa581ueUzvv+jHtlH+s6w7ebX6En6p/3MxNIxXi8+ywnRrp4pHoz76rbTq7FsSh9Sdd1huJh/q3pZR7rOj2vic45fx/t4RFOjnbzifWvp8DqxCQknCYrEFq4Rt+A6LpOTE3xbO9Fvt28n5bQ8Lz7UVRN8kTPOQ4Pt/PGyi7e07BjSd9Jc8UwnAwmoekaFwMDQHqW9E8XnuOn7SdIXsXLNFN0YCAe4kvn9hJTU/xm/c1jL61Z7keH2Nhyx42IPxnj35v386O2o0SyLDPOlZFEhP9uOcQ5fy+f2nAf63LLFnT/09EXfdXLoWoaJ0e7+bvTj0/0uflS4cxllad4Xi/e5sAgiqYxHA/zubPPzMhoGieYivO1Cy+wylNMpTOXzoiPL5/fO2OjaZyBeIgvn3uWr9z8djwW22xPYQJd1+mLBflm40s81nn6qt7i2dIXC/CNiy9x1t/Ln2+4j+osy7DzoTca4NOnH+el/uYFiSONKEl+1XWGwXiIP99wLx6zbV7X+LXCcCLMvzTu4+cdJxe8UPpIIsJ/XjrIaV8Pf7LubjbnVSxr48nIqlsgXCYrRTb3dV+kVwe6Ij4SqsL32w7zswU0mi4noSn816VDvNDXfMMaP3NBH1vm+vrFF/nvlkMLbjRNHAc4NtLFZ848yQV//6Sg+sVkMJ42nMbd/f9w5kkaF8hoAqh05lLpzJ3XPoJKnJ6on593nqRnlgYPQEd4lL19F0lqKr/uPsMZX++c2nEh0M+h4bY53xtd1/EnY3z+7NP8ouPkghtN42jovNjfzOfOPk17eGTB+lLa0xTiqxeeZ1//pQXNidXQOTzczufOPk0olcBtXlzDqdDmIsdin5cn9Fqh6zoj8TBfPf88P2o7uuBG08RxSHtnx+Mjl+qdNBeu71F+GXFX2WpuLqxF1TViSgp/MsJoIoovGZ34f38yOpENNd94qMVkMB7mB21H+F7L4SkvWwG4zTbyrA7WeEupcxdQYHNhlUxElCQjifBElstQPDzty3o0GeFrF19gW0EVJXbPrNpokiTq3QWMJq8eKBlMxukIj5LSp8Y+WSSZWnf+nLxe4wigzO6d8+/HSRtNCb5x8UV+2n6cVJZYLYHAa7FRYHWxwlNIg6eYfKsDm2wmqar4klEuhQZpDAwwGA8TSMaySjGcGOni82ef5v9seoAaV/6iz/LG42qGEmH+9uSvOe/vm9Iyk5Bwma04TVacJgv5Vic22UxKUwmkYgRTcWJKioiSIKqkJs7NJCS251djl83zaqOiafy6+wzP9TWS0jUskkyVM487SlZS5cojmIxxYKiNEyNdRDPEtiU0hX0DLWzJr+QHrUcm7qNNNlPryuf2khWUO3IIJuMcGGrl+GgX0QwGciAZ45XBVm4tqsd+WVbqTNB1nZFEhC+cfYZnei9mnZxICHIsdgptblZ7i6l1F5JrsWOVTSRUheFEmObgIM3BIYbiIUKpeMaepAMv9DchC4n/s+l+CqyuefeluJriO80HeKLn3ETQdyYskolCm4sGTyHrckopsXkwSTJRNclQLMTFwACXQkP4EtFJ90vTdQ4OtvHl83uJK4sbW/rnG+7lY2vvQtU1Qqk4o2PjwWgigi+RjjX1JSIMJcIcH+laNpNJXdfxJaN8+fxz/LLz9LRaeHY5nTlX48pnTU4JxXYPTtlKSlcJJGO0hUe46O9jIB7Cn4xm3dfFQD+fPvU4f7XpAbYsU8+TYTgtEDbZjG3SCzs/4/ciqQR/efyXPNV7fmkaNgfawsN89fzzUwLVXSYre4obeLByA9vyq/BmyajRdZ2BeJBfd5/jsa7TNAUGsw7c7eERftJ2jI+uvXNWCcFus42PrbtrRt99ZbCVvzj2CwbiU2MYimxuPr35jWzIK5/F0RcHHfh55wl+3H4sq8GZa3FwR8lK7itfy5b8ymlnypFUgpOj3fyq+wwv9DdlXHLSgQNDbfxL4z7+ZstDV/Thhac/FiSYivP1Cy9y0tc9qVdYJJlNeRXsKKxlQ245qzzF5NuckzIedV0noiTpivhoCg5w3t/PWX8PF/39IAS7iurn/aJNaQr/fekQETWJTTbx9pptfGDFLooui714V912ftJ+nC+f25vxXp319/BP559nJJEOKHebrPz2yt28vWbbpKzSd9bdxI/bjvGl83unGMo6cM7Xy0giQsUsDaekpvLdSwd5oud81kG42O7hrpJV3Fe+lnW5ZTimOUYwGefgcBtPdp/jxYHmjIaepus803uBKmcuf7z2LuR53odXhlr5UdvRaSYQUO3K501Vm3iwYj1ljpyMmVm6rtMfC/LKUCuPdp7ixEjXRLyghs4L/U3zaudM8FjsjE8NS8k+yeqPBXl47zeXTTFyDZ3vtx7h0c5TWWMsx5/bByvWc1vxCortnqwZcgk1xVl/H0/3nOfZ3ov0xqbKxOikva1fPPsMX9j+CKWO+U9KFxrDcDKYQkpTSTH5ZVVq9/KR1bdzd9kqvObp5QSEEJTYvby3/hZ2FdbxmdNPcHQke524vX2NvL12G8Wz9DrdSOi6zgV/H99pPpA1s7LKmcefbbiH7QXVExlB0+E0W9lVVMeGvHJuLW7gs6efZDgRyfjdZ3ovcFvJCh4oX7eoM7y+WIDn+hp5qufchLbN+AD4voad3FpcT6ndg5RlSUMIgctsZU1OCWtySnigYj0DsSDNwUEuBPqpcWeesMwGHQiNZVjdWlTPR1bfjtdin/Qdh8nC22u2cmq0iyd6pk6CQqkEh4ba0MfO7511N/Ge+h3YTeYp+3lb7VZeHrzE/sHWKftpC4/gT8Yod+TM+L7ous6R4Q5+1H406zL7upxSPj4WS2KXzVfdt8di4/Wlq9meX832nnN88dyzWZeRf9F5ip1FdewqrJtzXwokY/x7036i0ywLbcgt58823MOG3PJpk0yEEJQ6vLylajPb86v5Xuthftp+fMkymK9XdF3nyFAHP2g7Mq3R9P6GXbytZiuljuzP7ThW2czWvErWeku5u2wNXzz3DKdHezJOq0+MdvPt5lf40/WvxyIvL1Pl+ltwNVhyyh05fH77W3hL9Wa8s8icMUkyq73F/P3Wh2lwF2b9Xm/Uz+Hh9gVq7fWJLxnjG40vMZTBKyaA9TllfPnmt3JHycpZaecIIfCYbdxfvo6/3/owRTZ3xu/F1BT/delgxhngQnIpOMRnzzxFYGxGbRISt5Ws4N92/QZvq9lKmd171Zfv5ZglmQpnLneUrOTDq/ZgXsAYEqfJwu9lMJrGsclm3l13M+4sy7zjg8Eqb0lGo2kch2zhkeqtGWfpYSUx68DyoXiYr154nlBqanq9hGB7QTVfuflt7CysxWGyzKov5VodvK1mK3+58X5yLY6M3xtJRPiflsMT3rbZouoav+w6PW3CwGpvMZ+76S1syauccWauEIJKZy5/su5u3tuw47qMN1pKBuIh/q1pX9awEo/ZxsfX3c3vr7mdMsfMn1shBHaTmZvyq/jS9rdxa3FDRu+kjs7j3Wd5pvfCslm6HMfoOQbTkmOx8/urb2dzXgWSmL2+rhCCckcOv1l/yyT18MsJK0kuBgayuuRvdDRd58BgC0eHOzLOvApsLv5gzR2s9hbPWSROEoJbCmt5R+22rAkMzcFBXh64hLaILylF1yaWISQEe4ob+MuN91MxtswyVw+FGBPXW0hv2Za8SiqmCTQf79trckqzfwfBvWVrshpf4/upceVTYHVm3N4VHp1xYLSqazzZe36KsO041a48Prb2dbPyYF2JSZK5p2wND1aszyoce3SkI13maA4BviPxCC/1N2cNQi6wOvndVbdR6Zz9OYgxscv3NuxgV1HdrNv2WkHVNV4eaJkiDjuOWZJ5c9Um3lK9GbMkz6kvCSEotXv42NrXZZ1Y+5JR/rfzFP5lFhNsGE4GWZEQ3FO2lnvK1sxLWVuWJG4tqmeFpyjjdh2d9tAIoWWyrr/UhFNxHp1Gn+bhyk3sKqqblScmE1bZxJuqNlHrLsi4Paam2NvXuGTxFQ2eQj6+7m4q5jGILyZb8qtwXCXmK9fqoC7L9QQosDnZkFd+Ve+G22ylzJGTcVtfLAAzMJ10XacvGuTJ7nMZjQ6zkHln7U1szJ1/wK3TbOXdddvJz2LshVIJnug5N+vJkK7rNAUHODHalXG7hOC2khXsKW6Y1/PgNdv5jbqbKbS55ryPG5lwKsHPOrIvZ9a7C3j/il3zzkYUQrDaW8IHV+2ZKAt1JYeH2jk83LGssuwMw8kgK7lWB++o3TZt0OhMKXN42ZRXMVFP7Ep6YwHCGZYWXgu0hIY5ONSWcVuhzcW76rZjWiBF3VK7l9eVrszqOTw63EF/LLjoLymTkPjdVbdR7y5YlkaTXTZT48q76oTBKpmocORkNYxK7B4qnblXPUe7yZJ16Ws4EZ6xx+msv4czvp6M2ypduby5evOCqXzXuPK5rbgh6/Z9/c0EUjPXwIK0Ivy+gZas8VMOk4W3Vm+dd+akEIIt+ZVsWQblS5Yj5/19nM7ibRLAe+p3Zl32ny2SENxdupqt+VUZt6d0lR+1HZ23APBCYhhOBlnZnFfBKu/8xATHGZ9ZyFle2v5klPgi6cwsZ3Rd5+ne81ln5rcXryTfmnlAnQtCCG4rXpF1yS+mpjg2TSD/QrEpr4LdRXMPHl5s3GbbjJSwx+N+sgWv5locFFqvPsBYJBmXOXOsVKZYpUxo6DzTcyHrAHNv2dp5yW5k4vaSlVm3hZRE1qWebKi6xiuDLVm317kLWJc7fzV1AJfZxi2FtVk9Ha9VdF3n8Z5zZDNTql357CqqXdBn1yzJvKlqU9YJyMXAAE2BzMvP1wLDcDLIygMVG7J6iObCCndh1hl8KBUnqb72DKeokmTfwKWM22yyiV1FdVgWWFS1zl1AvjX7EsXheRYjvRomIfFQxYashsJywG22ThuXdDleiz3j4CtIp/zbZpARZBJyVimIqJKcyUrdhC5UJpwmC7cVNyzg05xmhaco63XSdZ2jwx2z2l9P1E/nNLXPXl+2BvMMahDOBAHsLKxbdAmO643RZJTj00ye7ihZQU4W7+hcGU+AyRbrFFES7BtsXjbLdYbhZJCRHLOddTklC7pPj8WW9cWd1NRFDUperlwMDuDLUtKj2O6hYg4BsFfDJCSqpgl6bg4OLWoWS6nDy+qcknnHbC0mdtkyY++MWcgZJxiSkCZpP02HJETW7DAlg3BrJk75uolkEXKsduWTb5u/KOXlCCGwyWZKs4i/6kBzaHZ96ayvN6swoklIC760VunMMeKcrqAx0E8gyzvJIZtZn1O24F46IQTFdg/1nsyGk6JrnPP1LVolhdmyfN9cBteUOk8Brlmkvc+E6bSHFE2bVh34RqUpMJBRTBCg0OamYBrP0FyRhEThNPEJYSU+70ru01HhyKE8SyD0csEqm2YcR5Mtq0hCZI1buhIhRFbvrqpnk4+dzJnRXtQsRlaFIwf3Inj4zJJE3jRLyYFkjGBy5skGzaHBrF6FYruHggU2/iQhscJTvGD7u97RdZ3W0EjWeNMCm5vyGcTszQWnyUKduyDrcl1fLMBgBrmWa4FhOBlkpNqZN6MlhtkwfYCzPqPliBsJVdfoCI+SyJK5kmuxL7hLHNJucdc03pTxAreLRZHNM2OD4lphkUxYZ9j/0zIdUwcSIZhx1tF0w9BMlicUTaMlNJTVW1Nkcy9IkseVyELCIWffb1xN4Z+hEa7p6ezabBOockcOjixaWHNFkM4QM0ij6BrdEV/WygX5Vuesy2PNFCEEda6CrBOWwXho2RhOy0uO02DZUGhzL3hsjcFkokqSoWkyps75+/g/J3654HEpmq5zzt837fbpFJvngywERXbXgmV2LRYmSZqxsGI2BGLBJx/ZCKZijCazC04eGGrlL449uuB9KaVpnPVnL2KsaBrxGcYupo2s7Fl4+VbnohRRfy1XLLiSmJpiJJF90uQ2W/GaZxb7NxeK7e50ooUy1ePlT8bSdTd1/ZonlRgjo0FGvBbHvLSbDK5OTEkRmGY23hsN0BtdXCXvTOjoJBYpUF8SEnlZtH+WE7KQFsS4My/R5COYjBNJZY//aAkN0xIaXpK2XI6ma6RmmC0bVhIktOwG+3TZi/Mhm/Doa5G4ksoacwnpRIjFnAzkW11ZJywpTWUkEZkoY3QtMUZGgymk3e/mOatUG8yMmJqacar5UqLDogXqCwRWaflnMUlCIC/A63GpnqGwkiCmLo/A2ctJ96WZrcFHlSRJNXsgvNNkWZTJ3HxFHG8kkpqSNb5JQly1Tul8cZtt095jXyK6LJKIDMPJYAqSEFn1lgwWDkVXF82zs1wRgOk6MMgFLIx+2fybMiMSmrJMSxbNLLAd0h6F6UQOrbJ5UQwnQ47gVVRdz1oYWoi0UOtiYrvKhD2uppZFKKwxOhpMQUIY3qYlQNW0GaeaGyw111f/VzR12RVCnS2qrk3rnTKJhVSVSyNE+l1nvO/SaLo2jfEqMC/yhNosSRkTLcZJaMqy0HIyDCcDg2vEbJYxDAymQ5+hZMFyJv0oLP1ZCFhQoV+DGx8jONzA4BohCZFVs0RC8LrSVdxTvmaJW5UWdFzpNbRtridkScrqNTFLMg9VbGBnUe0StwocsoUaV/6MvmuSpGlFUY1JxuIjCwlz1nugL/pycEpTp13ctUima55RB4bhZGBwzTAJKXvWlYAqVx5vqNy4tI0yuC4xSzKmLKVIBLDaW7zs+5JJSMjTDIpJTUHT9Wm/M1t0XUfV9WVVQPZaIgsJa5aYL10nq1jvQhFTU9MayHbZvCx8g8ZSnYHBNcIim7IK+um6TigVXxbr+QbLH7tsySrYqWgaESW57PuSTTZPq50VVZKLYuDMVGfqtYBFNmVVmNfQCSzyOymcSkwbq5drdSyLUk3XvgUGBq9RHLIFbxYFbZ204JvxUjeYCV6LHWeWjCcNHV8iSmqZJyK4zbZpM9wCydiMNaFmg28a4dDXGnbZPK2qfyAZI7ZI4rgAw4kwySzLgSYhkWdxGB4nA4PXMk6TZdqXlD8ZJZDKLkZnYDCO12ybVo9oKBEilqUA8HLBYTJPW09vJBEhsQgxNkOLWF7oesMum9OFqbNsD6Xi06q7z5eBWIhklsmi12LHY1lcHamZYhhOBgbXCLMkU+3Kzbo8MRQLMbRMajMZLG9sspkaV17W7LDOsI9gaubFdq8FkpCodOZlTUfvjQWILUKMTWdkdMH3eb0iS+l7kM3zN5qIMBgPLsqxdV2nPTxCPItHq8DmosC28EXP54JhOBkYXCOEEKzwFGctktobC9IeHln2sSkG1x4hBOtzyrMK17aFh+mPBZd9X2pwF2bNDuyJ+vElowt6DjrQFBhYsP3dCDR4CrN6L4fiYboivkXpRxElSUtoKGscW6ndS7HNveDHnQuG4WRgcA1Zn1OGJ8tLKqkpHB3uyLrmb2BwOdsKqrIWwY2pKQ4NtS17rad1uaVZDaeEqnB+muLUcyGmJq9JDb/lzEpPEflZ6vfF1BTn/X0L/k7SdZ3BeCjrvZCFxApP0bIpj2MYTgY3PJIQWdfFNV2/pkGzeVYH2wtrsm5/pvci/bHFcY0b3FgU2zxsyavMuv2xrtMEFjE+ZSGocxVSNM1yzNO9F1AX0NtxfKSL0DJfwlxqHCYLt5WsyLr9+f4m/NMUJ58LOnDO38el4GDG7XbZzO6i+mWj8G4YTgY3PGZJzlrjKqWpRBZZm2Q6hBA8VLE+qxCmLxnlJ+3HrvtyGgaLjywED1Ssz6pz1BsN8Muu08taSNIsSewsrMu6/Zyvj5bQ0IIcS9E0Xh64RGIRMvWuZ4QQ3Fu2FnuWOKfO8Cj7B1sW9JgpTeXRzpNZl+mqXHlsyitf0GPOB8NwMrjhcZmsWTVuwkrimsd+rPGWsDW/Kuv2x7vPcmiobVkPeAbLgy35laz2lmbcpugaP+84wVlf77KNdZKFxG0lK7BkSZgIK3H+t+Nk1syrmaLrOq2hIQ4PdxjPVQaqXXncWlyfcZsOfK/lMIPx0IL0I13X2TdwiaPDnRm3CwQPV27Mugx9LTAMJ4MbnnyrE5cpc5pzTE1xzte7qNokV8NjsfO2mq1ZY536YkG+ev55Lgb6l+2AZ3DtEUJQ4cjhjZUbsmZFNQUH+acLz9Ed9S1x62bOWm8pG3IzexdUXefp3vMcmOdEIqWp/LLrtBEYngW7bOat1VuzxjpdCg7y7ab98/bW67rOpdAQ37z4YlbP32pvMXeXLX3pqekwDCeDG55ci4OiabIx9g1eonuRMkVmgiQEu4rqubmgJqt+ymlfD5898xTNwcF0QdeFmOmRfnFpuk5raJhfd51dlHRvg6VDliTuLV/HKm9R1u8cGGzl82efpTM8unB9aWw/mq5xztfL3t6LJObgFRJCUGx3s7uoPqtMR18syLeaXp6zx0PXdV4evMTPOk6gLftw+WuDEIIt+ZXsKW7IKHGR0jUe7TzNzztOoGranO/DSCLCP194gaZpYpveULmRQptrWeg3jWMYTgY3PLIksaOwdtrYjy+e28tIInLNjKdci50/XHsnJXZvxu06cHS4gz849GN+0HaUgVgQVZtb3FNKUxlNRGgLDfNo12l+78AP+K2XvsOP248ZGXw3AEU2F3+y7vV4zfaM23Vgb+9F/uDQj3is6wwjicicYuh0XSepKgzHw1wKDfHDtqP89v7v8YH9/82TPedR5tiXTJLMm6s3U+PMy/qd4yOd/OXxR2kODqLM8DnQdZ1wKsFjXWf49KknFlXI8UbAZbLy4VV7qHDmZNweSMX4yvnn+JemfQzFwzP2AI73m8bAAH929H/Z23cxa2zTLYW1vLl607SleK4Fy2fR0MBgEbmtZAVfu/AC/ixK3PsHL/F/TzzGO2tvYkdhLZYsMVGXo+s6UTWJPxkj1+LAkaXkxUwQQlDvLuQP19zB588+w2iGrBWdtFjfZ04/wePdZ9lT3MD6nDLqPQUUWF2YMrxc0jXvEviSUfpiAXqjfjrCozQGBrgQ6GcoHpqYc891oDNYXggh2JxXwYdW3cq/NO7LmDWmodMUHOSvTvySHYW17CisZX1OGbXufPIszox6UJquE0zFGU1E6IsG6I0FaAsN0xRM96XRxKt9dr7JDCV2D+9fsYu/PvmrjMa8Ttpz9smjP+dtNVu5q3Q1JXZPRq+EruuElQRnfL083n2Gp3svTromEgJZSMu+JM1SI4Sg2pnHH6y5k78/ndnQjKkp/rVxH0eHO3hj5UZ2FtVRZHNnzX5LagqXgkM819fIr7rP0BHOLj5a6cjlo2vuIGea6grXCsNwmiPpqtoaCVVBBxRdJZJKElLihFMJwqkEQSVOJJUgmIoTVtKf+RJRTo52Zdynpus8O5Z+7jbbcJmsuMxW3CYbTrMFt8mGy2wd+zz9mVlICARm2ZT+72XkzlxOlNo9vL58DT9tP57ROa/qOi/2N3PW18sKTxGb8iqodObiNtsQApKqSlhJEBobOEYSEYbiIQLJOClN5W+2PMSmvIp5tVESgnvL1zEUD/NvTS8TVhIZv6fqOsdGOjk12k2u1UGuxYHLbCPf6sRpsiAhSOkqMSWJPxknqiaJqykiqQQhJUFMSRoLFDc4ZknmbTVbGUlE+J+Ww1njR1Kayr6BSxwcaiPf6sRrtuM22yiwOceyqtJ9Kaok03XKlBQxNTnxPlvM2MC7ylZzcKiNX3WdybikppOO2frSub38tP0Eq7xFrPGWUeJwY5FMxNUUo4kILaFhLvj76YsFJk0UIG00vbl6M71RPweG2has7bquk9RUUpqKTvq/Q6n0eBBKJSbGidBlY0MwFWckESGaZbk8oSr884XnqXDk4jRbcY+NAy6TBbfZlv7MbMU1Nl44TVYkBEKkleWzZRZPixDcVbqaroiPbzdnjmlKaSoHh9o45+ul1JFDnbuAtd4Sih0enLIFVdcJpmJ0hEc5H+ijK+KjPxqc1lAtsLr4w7V3ssZbPPs2LwGG4TQPXuhv5jOnn5h4gejorz6U+uX/d/n/Tk9beIS28AjAZSvLlxUhEK/+n0Bgk804TRY+tGoP76zdlrVcwWsdWUj8Rt3NnBztpjnLerqGzlAizNBQmANDrVOuZbZ7KQuRtUzAbLHJJt6/Yhc2k5l/ufhSRs/TOIquMRQPG7W2DDLiMln5o7WvwyxkftB2ZNqSKylNpT8WXFaaYW6Tld9ffTuBZIyXBpqzvj9jaorG4ACNwQEe6zoz6bnV4fK38iRMQuLO0pX88bq7+FbjywtqOCU0hS+f28sT3ecIK4kJA0ofb9Rl7Zvp+KDqOoeHOzhMxxVvpsnjw/h/y0LCLlvItzr5wvZHWJNTMuvzEKTfSb+9YhdCwL9PExAeUhKEggM0BQd4qufclPuQ/U5Mptju4ZPr7+besnXLdjwzYpzmQURJ0BcLElISKLqGOhZoq+k6Gum/8YdlLjN8nVcf/PH9je9f1XUUXSOsJBiIhwgko4YXYRrSS2EFfHDlbrwzUJ/V4dVrvgD3cjbtNEkS76i5iU+ufz21rvxFPJrBjYwQArOQ+ODK3fzh2juXTbmKmSKEoMqVx8fX3TVjb+6Vz222oVog2FVUxx+vvYs8i4NShxezWLg4Gl3XGU6EGUqEiampyePDArxTdLKPD+rYX1JTCaRi9MUCxLW5T+yEEFhkE++t38Hvrrota6bdle3LdJ5Xo8qZy5+ufz33la/DJC3fFRTDcDJ4zWCSZO4rX8efb7yXAqtrmc5l0lhkmYcqN/K1He/k3rK1eMy2RWuvAJwmK8V2z9zc+QbLFiEETrOVt9ds42s73snuovqs0hwLcjzAY7ZRaHMhZambN1tWeIr4zNaHubdsbVaZhdlgl808WLmev9v6MDWufIQQlDtycJkX77rcCNhkM++pv4V/3PZm1ueULWjAtkO2cFfpKr64/a3cW742a7Hq5YKxVGfwmsIsyTxUsZEim4fvtx5Z1srBJkmizl3AZ296E/sGLvFE9zkODLUuWDaQLCRqXHlsyqvglsJa7iheYQweNyhmSWZ9bhlfufmtPN/fxOPd5zg23EEoSxzdXPbf4C5kQ245e4ob2FVUl1V5erYIIah1F/C3Wx7i5x0n+VnHCVpDw3OSElibU8JbqrbwcNUmnCbLhEej3OHFZbbiW+BSIjcS456nXUV1NHgK+Wn7cZ7ta6Qx0D9nL7xFktmaX8U9ZWt4U9Um7PNIsFlKDMNpHshCWjZqppkyqq6GRTJlbL9VNi2a58EmmVClqRk3khBLVofIJEnsLKxlhaeQo8OdPNFzlsND7USUZNrtrWd2K4uxQMt0wKXALGTq3AWsyy2l0pm7aO21yWbuLl3N9oJqmgKDHBnu4Lm+RlrDQyialnaF65kjCMZj4cTY9TUJiWpnHjcVVLOtoIo6dyHlDi8O2bJgbnEhsvctm2zKmLF1rbBIMjbZxJWZ1NmUqzMhCYFVnnq+Ntk8qz5tluSsz+NCPRkus42HKjawo7COpuAAhwbb2NvXSE/MjzrRl7L1/8l9ySzJrHAXsi2/mq0FldS6Cii1e7HJpkVZYvFY7Pxm/S3sKqrjlcFWftF5irbw8MQS2JWtFrza5+s9BTxQvp47SldS7cyb8r4stXvJszgYjIUmfW6VTekOPWvS74flMD5YZdOCenDSWlsePrjqVu6rWMfBwTae7j3PWV8fSU3J2ofG74ckBF6znZsLqrm3Yh0bcsoosruvK2+3uIpujRE2kwV9bK06tUxSuE1CQp5FVp2up9ueadYmAJOQF3yAG880ybbabZFMS1rEcbzvK7pGKJXgjK+HltAQ3RE/vmSEmJpC0/WxwdVMrsVBvtVJmSOHKlcu1c78dBabkJCnKSS80G3W0FE0jZFEhIuBftpCw/TFgviSUWJKEkXXkIWETTbhMdsosLootnuoceVT6y7AY7Yhj7UZWPB2X4u+NVeSqpKxnbKQMAkJVdHovNRPOBCjakUJOflTC9BqukZK0zIM3OkJzUwGBH0sZjFTGr9E2khZyPukpFQ6m/sJBCKU1ReScOqc9/fRER5lIBbEl4wRV1OouoZJSNhkMzkWO/lWJyUOL3WuAqpd+bhMFmQhTTy3S/UMjGeqdYZHOe3roSU0zHA8NDH5cZgsFNnSfX5TXjl1roJ0zAyZn9NsfVaQfi/N9rymu59LjQDMi/RuHTeQVD39Pjo12k17eISuiI9QKk5cTWGSZOyymUKbmwpnDqs8xaz2lqQnUcs7EzxrwwzDaZmSTCjsf/YcjWe70x8Iwa13r2X91po57U9VNc4ea+f00TYsVhM37V5B7cqSBYtDMDC40dB1nd72If76d77NcH+AN77nVt77yQeRpGX7op8RN+p5GRgsMFkfiGvvRzTIiKKoHDtwiWd/eWLis7LKvDkbTp0tg/zjp36CfzSCJAkOvdTEJ//+EUorsqvzGhi81hno9tHdOgRA4+lOkokUNvv1EYcxHTfqeRkYLAWGu+E1wukjbYwOhdBUDSWlcvFUJyODC1Pd2sDgRqWoPJey6gJsTgtrt9VisS5MwPO15kY9LwODpcDwOL1GkGRpyr8N17yBQXaEEJRU5vFnX/0tQv4IK9ZX3hDPzI16XgYGS4VhOL1G2LKjnvLqAgZ6fZhMEjfvWUVJee5yDswzMLjmmMwmVm6svNbNWHBu1PMyMFgKDMPpNUJpZR6f/MwjNJ7pxmq3sPnmOnILpmYIGRgYGBgYGGTHMJxeI8iyxOoNlazeYMwyZ4qSUhnoHuXYS42cP9bKUK+fVFLB5rRSUOylfl0Fm3Y1UF5TgM1hneS90zWdr/+/n3P+WBt2p5XPfv/3MJszP26B0TCf+9j38A+HWbe9jo/8zVsm7ecrn/oxzWe6ePh9e7j7ke2E/FEOPH2WYy9dYGQgiMNlo25tObe/YTPVK0owW6Z/rHVdJ+iLcOFYO4f2nqenfYhkIkVugZuVm6q49f5NlFTmTbuf88fa+O8vPYndaeW9n3yAqoZiwoEYx/c1cuDpMwx0jyKbZApKc1i5oZJbH9hIUXnmRIT5XOfx81FSKuFAlHNH2jh3rI3O5gHCgSiySSK30EPd2nJ2vn49lXVFmCzZU/s7mvr59j88xvBAYNLnQgh23buB3/jDe6a9tgvRnmQ8xX9/5UmOv9RIbqGb3/vrt1BWU5C1zbqu03ymi//+0pOMDgbZde8GHvnQnZOCved7Xpf35wffvZP73rWTSDDGkecvcPSFCwz1+dE0ncKyHDbvXsGuezbgznEYWbsGNySG4WRgkIFYJMEzPz3MD772DP7hzEV0n3/0OGaLibd++E7e/Yf3YDK9KqqnA/2dI7Rd6MXptk0RWLwcVdHobB5guD9AfrF30jYd6OsYpu1CL+eOtlFWU8B/fu7XXDjRga69utPj+xp58ocHeMdH7ub+d+7A6bFnPJamaZw70sZ3v/A4F050oKmTdWYOPnuOX/zHS7zld27n/nftxJ3jyDhgR8MJOpr7MZlk/MNhNEXj3//hMU690ox6xT73PX4Sb76Lu94y1XCa73UGSMRTPPGDg/z8319guN+fUUTllafO8LN/e55HPngHb3zvHtw5jozH0tFJJlOEfBES8RSJWJJkQkEIZry0Nd/2mK0malaW8sv/fJnWC70c39dIWXVB1uRoTdU5fbCFEy83YbWbKS7Pw2qbHOw93/O6vD+fOdxK3dpyvvO5X3PuSCvaZf3wwnHY9/gpnv7RYX7nL9/I2q01CCN+yuAGwzCcDAyuQNd1Dj93nv/5p6cJ+iKUVOaz/c7VlFTmI0kC/0iYrksDXDjeQTQSp7KheEkEHS8ca6O9sZeuS4PsuX8T9evKkUwSbRd6OfrCRYK+CD/6xrM4XDbufcctyFckBOi6zrmjbXzzr39O28U+nB4bN9+5ltrVZchmmf7OEY6+cIG+rhF+9I29pBIK7/zo6zGZs6tox2NJ+jqG+fE3T3LylUtUNRSxenM1To+dcDDGpbPdDPb4WH9z3ZTfLtR1liSBfziEbyiI2+tg1aYq6taWk5PvQlFUmk51cuLlJiKhOP/77Rcprcrnjoe3ZvSGlFTm86G/ehORYIxEPEV/1wjf+rtHSSVnXpZnvu0RQnDTHWvILXQz0D3K848e5/537cxaHSAWiXPi5SZUVaOwNJe1N9VOMXYX4rzGaTzZybf+/pdcPNHB6i3VbNrZgCfPyehgiKMvXKCjqZ+LJzv4z8/9mr/9zgexO40yPgY3FobhZGBwBZFgjIPPniPoi1CzqpSP/eM7qF1dimySEaS9NkpKJRpO0HlpgJpVJdNIpS0cPW1DFJbl8okvvZute1ZhsaTLQShJhTOHW/nnv/gJg70+vv/Vp7np9tUUlb9aBkbXdUYGAnz/n56mvbGf2tWlfOj/vInVW6oxm2UQAlVRedMHbuOrn/oxpw5c4qffeoGNO1ewcUd91jZFw3F+8LVnAPj9v3kLu+/biN1pRUgCTdNJJRX8wyEKSnOm/HahrrPZYuJ1b95GZUMRm3euwOmxY7LIaUNEh1QyxcFnz/GN//tzQoEoz/zsCLvv34TVNtVwstkt1K0pm/h3b/sQskmelYGxEO3x5Dq48+Gt/PDrz9J2sZezR1rZvGtFxuP1dY5w5lALCNi0q4GSqvxFOa9x+rtHCIyGeedH7+bh992G021DkgSqqvHG99zKFz/5fU69cokLJ9o58XITu+7dMOtjGBgsZ5ad4RQOxjh7vIPu9iGEEFTUFLBuazUu96tLD7quMzIU4tzxdgb7ApjNMmVV+azdUjXpezNF13UG+wJ0tAww1BcgEo6jazpWu4W8AhflNQVU1xVNO/Oe6XEioTitjf30dA4TCsTQdXC5bRSV5bBiTRnePCdCiHRdqOss401JqXS2DdHdNoRvJEw8lkxXZ3fbKC7LoaahmPwiz7I/r1RSITCaXjbKLXRTUVs4SedGkiVMZhM2h5W8Is+StUsIwa33b+SW162b1Bdlu4Wbbl/N/e/awXe/+ASjg0H2P3WaN3/g9km/P32whdOHWjCZZR754J1s2tkw6V7IskRZdQG/8bF7OXesjUQsyZM/PMD6m2uzxqqoisZQn5/f++u3cP+7d065t1abGVeWZcOFus5CCKpXlFC9oiTjdtlk5db7N/HEDw5y+uAlWs/1oCoqsDjaRQvVnl33buDJHx4k4Ivw0q9Psm57bcY4uX2PnyKVVDCZ5THP1eI/X5t3reDh992GN8858ZkkSxSW5fDWD7+OU69cQlM1zh1tNQwngxuOa2I46brO6aNtfPefnwVgx+2redsH9jAyGOQ7X32Go/ubCfmjCCFwe+1s2VHPe37/bkoq0jPo5vO9/OvnH6fj0gDRcAJJlnB57KzfWsNvfeR1VNUVzmhwVlWNvq4Rnvz5MY7ub8Y/GiEajpNKqoCObJKx2S14cuzUry7lgbfezLotVbMWi9N1nWRS4fCLjTz6/QP09/gIBWMk4+nZntki43TbKCrN4Z43beW2e9ZjsZqxWGZvqF043cX//MtzRMPTVz0vry7gvX9wNwXzHPjHz+3MkXae/N+jtDb2E/JHiceSKIoKCCxWEw6XlZw8FzvvXM09b9pGUak3bSAuQyPKYjOTV5i+Lh3N/Rx54QI77l6P1Wa+pvEaZouJ7XesyWrA775/Iz/6xl7isSQn9zfz8Ptue3UQ1WH/k6fRVI2cfBc77l6X9dpX1BZRWplPV8sgHc39+IZCU2KvLqd2VSm779sw63u5lNfZZJYpryvk9MFLRCMJlNS1rTF5tfaktZby2bizgZd+dZKLx9vpaR2iemXJpOscDkQ58vwFABo2VFCzsnTR2242y+y4ez2e3MxxYlUNxTjcNqKhOEN9/kVvj4HBUnPNPE4hf5TzJzsBcLptvO6hTXzri0/x4pOnL/uWjn80wvOPnyYeT/Fn//A2+nt8fP4vf0rXWLkAAE1T8Y+EefmZs4SDUf7yC+/E7c38UI8TiyZ54fFTfO9fnmdkKJgxgFNJqYRTMcLBGL2doxx8sZEH37adt7731hl7TnRdZ3QoxP/86/PsfewkiXhqyneSCYVkIoxvOEzz+V4Ov9TE73z83jnFBoSDMRrPdBMKxKb9XiKRIpWYvZv+cnRdp6/bx0+/s4+nf3F8zFCa8q10MGo8hW84THtzPy8+cYbf+N07ufWe9enlpmWGw2Vj930bOLG/idGBIF/65A/Yfudabn/DFurWlFFalY9smp/3cS7IJonqaQZGd46TspoCWi/0MtIfIDASInfMMEkmFRrHnjeHy8rxl5uyeiZikcTEklgsksQ3PL3htHpLNU6Xbdbns9DXeTybzTccIjASJh5NkkwqqCkVVdUYHhvEdV2fEsC+GMy3PS6vnVvuWsexFy/S1TLImYMt6Tgv+dX7dmJ/M0O9PiRZ4s43bp0SFL4YyCaZ1Vuqs77/ZJOM3WElGooTjyYXvT0GBkvNshi1fMNhnv/1aQ6/dBGTSSa3wEU8miQUfHXwP/ZyM0f2NXHqSCs9HSNIskROnhNd1/Fdlo1z+kgbJw79//bOO76O4zzXz+ye3nDQK0GAIMHei1glUoWSLFvdcnfi7jixHac5iXOv4zjNuYnT3eLIVd1W7xIlShR77xUgem+nt92d+8cBDgmikgJJSNxHP/5EYvfMzsxZ7Lw788371XL9xnnDXkvK9ED+whO7ePQnmwmH4oOOu9x2fP07iYKBKJHzjqcSGs8/totoOMFnvnYL/lzPmOJJS+k89OM308LigrdKp9tGVrYbLaUT7IuSTGgYusHOt05gtar4sl0o/bEi48Vms+D2OIiE4hf1uYtFSkl7Sx8/+t4L7N12Gl079+AXIj0oerOc6JpBoDdCsl+kSQnNDd38+P+9RCyWZONdS7BYJzbz+7tFCMGS62fxmT+7g4f/81Va67vZ9sph9m05Sfn0Qhasms6aWxcwY34ZinrlsnsrijLishekhZWvf+kkmdSIhBNk56ePBXsjJOLpQayptpO///1fjOuauqaTHEbsn48/z3tJQnKi+llKiaEbHN5Vy5YXDtJU20F3e4BoKE4ikUJL6eiaPugevZxMVH2EECxYWUXhlBxqj7Ww681jbLhnaeYeSMRTmRmroik5aTFzBWZEFUUhu8A7cr1JPwMAM028yfuSSSGcmuo6efxnb1NQks3nv3ErVbOKCQVjPPzjN9ny6hEMQ5JMafzqB5sIB+PkFfj4/B/dytzFU9FSOs89tpNnH9mRFh6GZMurR1h789xh36illGx++RCP/GRzRhQ5nFYWrpjGxruXMn12CTZ7ultSSY2zp9p46bd72L+jhkQ8/dB74/kDZOd6+ORXbhzRmwfA0A02PX+AN54/mBFNqqowZVo+d39yFYuvq8JmtyKlJBpOsH/HGZ57bCfNdd1sf/M4Fqt60eJnzqJyvv+rL5JMaERCMfp6IgT7ojTWdvLwTzZfVFmjEYsk+dH3XmDPO6cydXS57SxdPYNb71vK1Gn5WKwWkJJoNMnerafZ9NwBzpxoyYipX/33JhxOGxtuX4BQJ49wgnRszoa7lzJ3WSVbXjzIpqf20Nnax+nDjZw52swrj+1kxY1z+MhXbqZkah6q5dJ31UkpR7UrGEAoYtR+EkJkvJcM3UA7L/A3Hk1k7AscTlv/wDd2n+cW+sb0hUoL37HrPxzvtp+llIQDMR774SZe+80uwoEYTpcNb7ab4qm5ZOf78GQ5cThtHNpRw9kTLZdW0XEy0fXJLcxi1S3zOXu8hYPbz9BU08GsxVPTLy6NPRzdfRYpJXOWVjKlqvCKiHghuCIzWyYmk5VJIZzisRSaZvC5b9zK8nXVAOTke/nUV27k8N46ejpDIKGhthOLReWPvnsP6zbOyzwk7vnkana9fZKG/uW7hpoOwpIstnEAAGapSURBVMEYvmG8Wprru/n1D97MiCaf38U9n1rNfZ9eM2zsUkGxn8Urq3jkJ5t5+qHtxKJJNM3gmUd2sHxdNfOWVIzYruaGbl58YjfxWPpNXwhYuGIaX/7mB5hSOTgOKyfPS+nUXBavrOKn33+FnW+dHHZZbyysNgs5eQNvg+d2VTXWdvLI/2we1wA9Frpm8NJvd7Nn6+mMaPLnevjYF9Zz+33LMsJzgGygtDyXtTfP5cF/e4U3XzqErhn09UR46IdvMGv+FEqnDt0JdLVRVYXiqXl8+Ms3cusD17Hn7RMc3Haa/VtP0dUaYNOTe6g93sLv/819zFlaccmDlpSQTIz9Xev9CZov9DHKlGPIzOyQqiqDBI/dacvUb86ySv7iPz+NMg6xKoTANsYg+W7H6nfbz6//dhdPP/gWhi6Zt6KSOz6xhgWrpg+ZEf73v3j8sgunia6PEIINdy3hmZ+/TTgQ47Xf7mLmonKQcOZoE41n2nG67CxfP/vKbvufRDPEJiZXmklj6zq1qoA5CwcbsZWU5zFt5uCdKRUzClm4fLAnTE6+lymV+Zl/J+IperpCQ66h6wbPP76L7o4gkH5gb7hjIXd9fNWoAd82u5W7PrGaxedty07Ekrz02z0kR9jOaxgGR/bWcfZUW+ZnLo+D3/mDm4eIpgGEEJROzeOzf7hx0qZDkVLS3NDF5pcPn5tFsyjcft8ybr1nyRDRdD7ZeR4+8eUbWbCsMvOzlsYeXvzNbuREKLrLhBAibeB4zzK+/O17+Oa/f4oN/UuMZ4+38PSDbw+7rXvgK5bAaIo1GU8RDcdHPD6ANCSB7uFNIiG9rNbXf9xmtwwywfRlu7E50t9NV1sAh9uGy+MY84/TbR/iB3W5uJR+1lI6Lz26E10zcPscfPnb93L9BxeRnecd8juWuALxNpejPvnFfpasnQnAwW1n6GoLoOs6O14/gqbp+HM9LFpTPeFtMTExGZ5JI5xmzCkZMugKAdVzSwf9bNaCMtxex6CHkBCCkvO8S5JJjWBvdMg1zp5qY++205lBOjvPw50fW4nTZRty7oVkZbtYf/uCzLlSwsnDTTTUdAx7fjyWYusbx0mdF9e0/rb5TJ9TMurMxIAFw8a7loxZp6uBNCQHd9VSe7I187Pishzu/dTqQSkehkMIQVFZNnc8sAJv1rlBfdumY9SP0I+TDZfHwdxllXzt7z/MnKUVAOx9+0T/TsxzCMCRuVck4eDIwfpnjjSOK/5G13RqjjaPeLyvO0xLfRcA+SXZZGWf2ypus1uZ1T872tHcQ/3JtuGKmDSMt597+40mAarmlDJ1RtGwv1/JeIqms5f/Hrsc9bHaLay/awkuj4Pu9gB73zpBb2eIvW+fBGDdHYtG3OFmYmIy8Uwa4ZRf5EcZ5s3Wnzs4CLGwJHvYWY3zg2YNQw6ZCZJScuZ4C52t53I1TZ9TQsmUnHEtsQghmDmvDPt54qC3K0xzffew58djSY4fbMj8W7UoXLd+1rg8VoQQLLpu2qizN1eLRELjwM7aQQP9qhtn4x6nf5YQggXLKskvOrdLq7c7xNH99ZN61ul8hBA4XHby+00dDcNgSBSsSIsXAD1lcPpQ47BlJRMam5/dP67rplI6uzcfHzFY++0XDpBKaAhFsHht9aBAYSFg3e0LsVhUkvEULz68fVyzXFeT8fSz4IIfDfPrJaXk4I4ztDX2XKaaXt76CCGomlNK1dxS4tEkx/fVseP1oySiSRwuG6s3mj5JJiZXkkkjnPw57mFN9pzOc0toVpuKN8s5rNA5X2TIfsfh80nEU9ScaB0UNzR38dSLqmNeURbW87yVIuE4Xe2BYQO4W+q7Bw1MhcV+is5zch4NIQQ5+T4KS/wXVb8rQTKR4vh5IkBRBEtWTr+okAdvlpNZ5+XHisdS1J5sy+y8u9p0twd49hdbqD/VRrA3QjyaTO+E0g1SKY1oKM7R3bUc2X0WSM8sDBd3NH/FNFSLQjKZ4rlfvkNjTTvJRCq9Uy2h0dsZ5Kn/3cyBbafHtxtKSra/eoTXn9xDqC9KKqWhaTrRcJxtrxzmlcd3AlBQnD2s6eDCVdNZtn4WEnjj6b386l9fpr2ph2g4TiKWJB5LEg3HCfSEaTjdxrO/fIem2ss3SzMR/ezP9+Lvj+mrPd7C2RMtaCktvbPNMIhHkxzeWcOvvv8SsTG8zSaCy1WfvKIslqybmV62PNHCG0/vRTcM5q2oonhq7qTalWpi8n5n0kxpOFy2YQff82ehrFZL2hxvhPigAaRkyOxFIp6iua5r0M+a67p48Te7L6qe2gVLBaFgDF03UC7II3X2dPugsJa8oixc7qGZ3UfC5baRk++j8WzX2CdfQXq7woPix3LyvOOyZTgfIQTTZg72I2pr6iESik+K3TrhQIyH/v1V/vcfn2fGvDKmTC8kp8CHzWEhEUvReKadwztrCfSEycr18KFPr8U6ZJlZMHPxVBavrWbvWyfYt+Ukf/d7P2fJ9bPwZbsIB9Oi4PShRmYsmEIskqD+1OjLZ9n5Pvy5Hn7410+y47UjVM0rw2pVqT/dxv4tJwkFYviy3Xz86xvJzhs8UyuEwJ/n5ZPfuI1oOMGhHWd4+sG32fbKYaoXluPP9WDoBqFAlLaGbupPt6OldP7p0a9QNq1gwvsYJqafLRaV2z5yHT//5xcJ9UX5p6//mnV3LCS/OJt4LEndyVa2vXIYq83C6tvm8/bzB0asTzyaoOZYC8l4Kv0nkaKjpQ8tpadtNOo62fzsPqx2C3a7Favdgi/bTcXM4sz9P5H1OR9FVVj3gYU8/6t3qD/djqEbaUPUDbNHtaiYqHaZmJicY1IIJ0URWCxj++EIRVxyoGoqqdNzQWDty0/u5eUn915SeQPEo8l0hvkL3JwDvZFB//ZluS7Kcdxqs+D2TL7kmJ3tgUFLEb5sF3bHxd9GhcWDDRX7eiKXtIvwcmC1W8jKdROujXJs71mO7jk7+ASRFiIFpdl84msbue6mucPOlvpzPXzy67cSCcY5eaCe+tPt1J9uzxy3WFUWrp7Bp75xG8//euuYwsntdfCl/3s3v/z+S+zbcpLdm4+fq5IQZOW4+fjXNrL29gXDLnsLIZg2u4SvfOdeHvvB6+zcdJTOlj46mnuHnCcUKCrLxZvlHlLORDFR/XzjPctorOlg87P7aKzt4OH/eC3tfyZlf1xdDp/4w1uZOqOIrYMMdgfT0dzLv/7Zo8SjSVJJDS2lkUrqmYD0I7tqOXWwAavVgsWmYrFamLW4nG/+26cGublPVH0upHhqLvNWVPHWc+ml3bJp+cxZUjHsd3052mViYpJmUggnoYwv9Ub6gX5pb0C6ro8aoHupGPrwcTmRC+JH7A7rRXn9WCwqdsfYQetXmgsdye0OGxb14h+ubp8zHf/R332xaHJQIP3VpGhKLv/40Fc4tvcsx/fV09nSSzgYQ0vp2J02CsuymbVoKkuun4k/xzPiwKUoCtULy/nuz77AjtePcnhXDZ0tfQgBecXZrLxpDvOuq8LhtDF3eSVtjd1MrR4+vxlAJBRnztIK/vp/PsfON46x/51T9HQEcbntVM4pYd0HFlFakT/qfSaEoHxGIX/4vY/QVNvJns3HqTnWTLA3Agh82S7KphUwf0UV0+aU4MkafjbDk+Vk5qJyQr1R8oqzL2l7+kT0c3omzcPvfSe9e23rK4dpa+wGCf48DzMXlrN643xyCnyEQzHW3LaAvq7QsIJAtajkFmb1540bH75sz6A4pomsz3BtveneZWnhJGDmoqlUzho7xcrEtAumVhcRjyZwuO0oo3zfFqtK9cJyCqeER72fTUzeq0wK4ZRmvA/eS/TKMeSQnUv5RVljmvuNRTop79CfXxjAq1qUi0q+KQTj8tm50lz48LVYlEsSsxcah+q6MWmCwxVFkFPgY+3tC1l7+8J3VZYQArfPyU33LuOme5eNeN7tH13F7R9dNWpZuqYjhMCT5eKme5Zx0z0jlzdWnWx2K9NmlzBtdskllTFr0VS+/ZPPXdJnB5iofhZCYHdYWbJuJkvWzRzxPJ/fzV/856dHPF5amc/3HvnKJddjouszHB3N6YByi0Vl3QcWjsuxfSLaJYTgC9+6c1zn+rLd/J8ffeZdXc/EZDIziYTTZUaIIW+sn//GrVTPK3tXxbo89mHdwy9cltN1I+PcPB7G8v65WlwoNLWUfkmpXS5clrNcpLC8FpmEt4PJFUTXdN54Kh1aUDwll/nXVY3xCZOJwJCSaDJFUtOwWy04rdZRZ9zeD+iGQSiRxJAGLqsVh/Xqx55OJq4Z4aRaFFweO93nbRKy2CwUlWVflgBI1wXxScl4Cu0iEovqmkF8ksT8nM/53kAA8XjyopYABoiEYoNipZwuuxlPYWIyAlJK9r51grqTbSiK4JYHVozpm2YyMTT1BfjOy2+wr7mFddMq+OZN11Oa5bva1bqsHGxp45vPvUJ3JMr9C+fxxxvWYLdcM3JhTCaNHcHlxmpVyc4d7Mbd1nT5fF38OYMFRjAQu6jt9qmUNikzixcUZw2aGerriRCPpy56ma29pW/Qv7OyXZNiR52JyWQgnb/w3J+Oll5eeGgbsUiCsqoCll4/64ok9L3WkVJS39PHtvoGIskU2+oaaOjtu9rVuuy8VXOW+t4+wskkm2vO0hUeaih9LXPNSEiH08aUijwO7T63c+fo/gbu/dSaSw2bGpWKGUUIcW55pbMtQDScQObLcc1wxSJJujuGpo252nj9LorKsmlpSIvOvu4I3R1BKmcUjruMATPS8ykuy8HtcUxoXU1M3qsc3llDoCeMzW6lvamHV5/YxdkTrThcNu74xGqmzrgyCX1NwOuwU+Dx0BEKU+Dx4LVPvt3OE01ZVhZOq5WUrlOa5cPneP+3+WK4ZoST3WFl2qxibHZLZubn9LFm2lv7xm1MeTGUlufidNuJ9pvcdbT20d7Sy5TKvDE/K6WkrydMR2vfhNfr3WK3W5m3eGpGOEkp2bvtNEtXTx/3gzzQG+HUealD7A4rldVFk9IpfbJhhjldG7z+5B5ee2LXoJ9ZbSq3PnAdN9+3fFxB4SbvHiEEMwvy+L8bN3C6s5u5RQXMyJ98CcknmttnV6NLg2A8wfrplXhN4TSIa2apTgjBrPlTKCw5J5L6esK89dIhtEuI0RkLh8vGnEXlmX9rKZ0dm0+MK5BaSsmhPXVEI5ff6fhisdksLF45fVB8xfY3T9DXExnlU+eQUnJgZy1dbedS3+TkeZmzuNx8gx4Bh8uGy+vA5XVcjslRk0nIlGkFlFbm48t2k1uUxfINs/nq3z/Ax7++EZc5M3tFcVqt3FRdxZfXrGBdVcU1Eevjsdv46OIFfHHVcqrzx37Zv9Z4/98B51E5o5CV62fRVNeFlJJUUufF3+ymtCKP1TfOHtZcbyR03cAwJNYRApodTitrbpzDgZ21mfQvm188xM0fWsSsBVNGFQntLX28fJGO5lcMAfOWVTBnUTn7tp8B0suQTzy4hU995aYhQfHnI6Wkub6bFx7fRTh0zudq+fXVVEwf/1LftYQQ8O3/+RxSSgSMaXZo8v7gvi+u597P33DuB0KYu05NTCYJ19RTWFEV7nhgBaVTz021trf08bN/e5W3XzlCPJ4cEpR54Z9YNMm+7Wf4+X+8xtlRnJ4VRWHe0opBsT/RSJxf/Nfr1Nd0ZMobIBME2trHL/9rE50dwUtu53D1vphzRztfCEFegY/b71uWCeY2dIPXn9vPc4/tIHFeH154je6OEL/879c5duBc8uP8oiw++MAKc7ZpBIRIu+VbLCqqRTX76RpBURTU/u9ctaioajqzgvn9Xx7Geu5fzmfqSJ8Zz/FLrePFtv1SmciyR/rc5az/SFxTM06QTrb7uW/cyg/+4Xk6+5eLmhu6+Y+/eYbnH9vFddfPZOb8Mrx+J4qiEI8m6e0J01jbSe2pNk4caiTYFyWV1Ji/tGLUa5VOzeWDH7mOH37vBeLRJFLCod1n+e43Huauj61k0cqqtDu4lMRiSY7sreOFx3fRcLYTm82Cy22nryc8Lv8eKSWdbQGSCY1kIkUknCAaThAJxYiEE7Q29gwqp7czzEu/3U1haTYutx23x4Hb68DptmOzWXA4bWTneYZNcSOEYOWGWXzoo9fxzMPbSSV1QoEYD/3oTQ7tPstt9y2jYnph2stKSqLRBHu3nWHTcweoP9OeWa70+V186is3UTrVnAo2MTG5esQ0jT986gVOtHeOee53P3Az10+rGPG4ISW/3nuQ/92xB4APL5rHH6xdOWqZh1vb+eqTzyOlZHpeLj/88J2DlgQTms4Ptu7k6cPHqM7P429uv4lCr4emQJBtZxt440wtbYEQCV0j2+lkVkE+t8+uZm5xAR6bbVTBHYwn+PPnX+Fo2/AJvecVF/KD+8dnfnphP/TFYhxqbmPL2XqOtnXQE41hU1VKs3ysKC9jw4xKyrJ82Max/Lm9rpG/e20zhpR87fpV3D67Gk03aAuFeOXEGbaeraclECRlGGS7nMzMz2P99EpWV5Tjtk+sdcc1J5yEIli+tpov/Mnt/OzfX6W1MR3kHI0kOLKvjiP76sZVzoVZ2odDURQ2fGABJw838crTe9G19PJec303P/jHF3C4bPj8LgzdINgXI5lI+zYJIbjp7kWUlufyqx+9MS5bglRS5ztff4j6mo7M0uBo9HSFePzBLcO3zaqyYHkl3/z7D5OVM3yuMotF5YHPXk8inuLVp/eRiKdIJjT2bjvD3m1ncLnteLKc/W2LDrFi8PicfOLLG7j+1nmXnH/QxMTEZEKQEIon6AhHMMZ4U42nRreVkUA4kaQtlM6NGoyPHaua1HXagiEk4Hc6hrwsSyTBeIK2UBirqtIeCnOwpY3/3LKDM13dg86to4/9za08dfgYd86bxVfXraTAM3Ii9oGy20PhYTefFPu8w/x0dDTDYG9jMw/u3MvbNXXoFzToVGcXb56p5Zd79vPJpQu5f+E8/E7HqAIvoWm0h8LE+/+vGwYvnTjFj7bu4kxX96C6N/YFONTSxqGWNqZm+6kumNiX82tOOEFaGKy5cQ7ZOW5++YM3OHGw4aLypClq2kzT7R07SNNqs/CJL29AUQWbnjtA7DwRFI8mh4giq83CDbfO5xNf3kBzfTdOl22cfk6SaDgxLtE0FlpKJxZNjPoAEULgzXLyyd+7kbzCLJ548G0i4XjmFz4aSQwb3K4ogqLSbD7+pQ2s2zjP9G4yMTG56tgtKn+1cT2BWIKkrhFJpogkk0STKXqiMV47eYaa7svn+3cxhBIJXjx+ijdO19IUCOK2WZlVkE+Oy0UkmeR4eweBeIK4pvHkoWPYLRb+8uYbUEcQJW6bjb+8+Qa6olH6YnH6YjEONrfx/LGTl1Q/KSU76hr57qtvUteTTiDusFiozs+jwOsmoWmc6eqhMxyhNRjiv9/ZSX1vgL+6ZT2OYbJwXEhK1+mLxdlSW8f3Nr1NVySK3WIhz+3C53AQTiboDEdJ6TpVeTkUZ1288BuLqyac/Lkelq6eDoCqKmTneYY9LyffmznP6bIPMbEcoKDYz9I1M0BKXB7HEAPKC1Et6Rikv/6PT7B/Rw2vP7ufloZuAr1RopFzAkS1KNhsFtxeBx6fg8KSbBZdN41VG2aTX5Q1ZjuFEOTke/nSn36AJaum8/xju/qvkzaORILdYcGb5aJkai6337uM626YhcNpRVEVlq+pprszCEJQUOwf+TqKwrylUykpzxmzTuOhvKpgxMD389uWle3m/t9dy9LV03npt3s4fqCB7q4Q0XAcLaVn8qJ5s5zk5HtZsW4mN9+5mPyirEvJC2tiYmIy4aiKwtyiwkGprgZeG/ticWq6eyaNcOqLxfnVngPYLCofXTSf371uCaU+X+Z52h4K8+Ptu/ntwaNohsFTh45x34K5zCkqGLY8q6oyt7jwXNwUUOQ9c8nCqbEvwN+8+gZ1PX1YFIWNM6fzxVXLqcrLyaSqiaVSbDpVy39v3UFDb4AnDx2lNMvL565bOuaynQT2NDbz/LETCCH47HVLuH/hPEqzfAgEEklPNMbO+kayHA48tol32L8qwkkIwbwlFfzdj353zPMWX1fF4nHkZFp942xW3zj7ouvh9jhYc9Mclq+tpqWhm7bmXgK9kf5cagKrTcXpSsf75Ob7KCrNvujEwEIIrDYLqzbMZsHySurPdNDW3EsklJ6hcXvs5BdlUVldhDfLmZmuzM718EffvXdc17BaVf74u/ddVL0mClVVmD67hK/8xQdpaeimub6bvp4wiVgKoQjcHju5hVlMqcgjJ987aQJcg6kojzZsImXoOFUbH5t6E07V9CsBiGgxXmnbTWssPVg8MGU9efasSfPdvd8JazEerX+DhJHCplj4xNSbcVlMG4LLjQAGFMjAna4IMelsQAwp2Vg9nT/esHaIOWWZP4s/vH41+5taONXZTVzT2Hq2YUThNIA4r92XmotPMwwe2nuQht50/PDyKaV865b15HsGT2RYVZW758/GZbPyly+8SiiR5MlDx1hdUc7C0uIxr7O7oQmP3cbf3H4zN1dXDbGIKPZ5uXv+nEtqw3i4JpfqLmQgm3lldRGV1UWX9Toer5O5i6cyd/HUy3adq4WqKkypzGdKZf7Vrsq4iOpxnmnaStxI4rO6uW/KDaZw6iemJ3mr4yBHAmmn/VuKlpFnH3uG1WRiiOkJnmvZRliL4VLt3DflBlyYwskkTZbDwedXLcM7QtBzjsvJDVWVnOrsRjeMdAyQHF/WindDbVcP2+saMKTEpqp8cfVy8tyuEc9fUzmVW2ZO58lDx2jsC/DmmbPMLizANkYMsQTuXTCXjTOnY1WvvBmsGZVrYvI+pSnayVsdB6gNt17tqpiYmEwgS8tKKPaOPns/LS8dtiFJx0WNFfT+bpFSUtPdQ1MgbaUzuzCfqtycEesohMBts3Ld1Cm4rFYMKdnX1Ew4OXYwvcdu4445M7FchPfiRGIKJxOT9yG6NHizYz/fP/kE27qOXO3qmJiYTCAVOf4xA6nt583E6IaBPo6sFe8GQ0paAkEiifRmpvJsP+4x4ouEEJT4vGQ507Optd29xMbYtQhQmuUj2+m8aqEDpnAyMXkfEkxFOBlsIKYn0KVxtatjYmIygfhdzjFnW650ZJZuSHpisUxQfbbTOeaSG4DP4cDZLwJ7ojGSuj6maaXPYR9X2ZcLUziZmLwP6UuGORsZ2dnexMRk8nCx7tY2Vb3kAO7LhUSSPC/vq7Xf7X4sLIqCKtJSRDMMNH3sFz2LcnXbbwonE5P3GVJKmmKddMR7r3ZVTExMxkE8pQ1rPjkSk0sypRFC4LSe8+VL6vq4ktqndB3NSIslq6pgfQ8YIpu76kzel0gkES1OY6SD7mSQpJHCodrIsfkodxXgVO0XPZWtGTpdyQAd8V5CqSgJI21ZYVMsZFndFDlyyLX7UMTYv/i6NNjZfYyIFqfQkc38rGkIIZBSEkhFaIh20JsMoRkaFsWC1+qiwO6nyJGDRRk8RS2lJKon6E2G6EkG6U2GeKVtNwYSRUJtuIXX2vYMWw+X6mBV3pwx6zzQU0lDoznaSUeil6ieDuJ0KnYKHNmUOfOwqVfG0FRKSUeij6OBs+jSwG/zMD9rGg51bM8WQ0r29JwgkIqgCIVqbxlTXMNv1TakJJAK0x7vpTcZIq4nMZDYhAW3xUG+I/2dWJXxP0olkqiWoDHaQVciQNJIYVds5Ni9lLsKcV3CvQn9aZcSAVrj3QRTEVKGhlWx4LO6KXXmkWPzjuveNKRkV/dxQlqUfLufhf6qzL0ZPO/eTBkaFkXFa3GRZ/dT7Ly4friWkIwudrqj0StVlcuGRSjkuJwoQmBI2b/spo0ZixWIx4ml0lkzcpxOrOrkz8lp3uUm7zsMaXAsWM+zzVs5EWygOxEkKTUcipUcm49ZvnI+Ur6BHJtvXCacmqFzoO8M73Qe5mykNS2ctCgJPZX26OoXToWObFbkzOLO0rXpwW+UwnWp8z81z9MQ7WBFzizmL5iGISU7uo/yQssOasOt9KVCpAw9MzgVOrL5yJQNrCtYMKis1ng3v657jfpIGz3JEH2pCEkj/SAykLzTdZh3ug4PW49SZx4rcmeNOqAqCBQEbfEenm56h/19p+mI9xLTk0jAqdoosPtZ4K/i3rLrKXHmXpEHX0e8l5/WvkB7vJdCezZ/t+DzVLiLxrx2MBXhn088RncyiFO18515nxkinAxpUB/pYHPHfo4F6+iI99GbSgsnKSVWpV842f3M9k3lnrJ1lDrzxry2lJIToQaeaX6H44EGupMBkoaGXbGSbfNS7S3jI+U3UujIGbd4klIS1KK80b6PLZ2HaIl1E0pFSRqpQcJpVd5cPlB8XfqlYZR6GtLgwbMvUhNuYaG/in9Z9BWklOzuOcGzzduojbTSmwym702h4rU6ybdnc/+U67mxcMm46vx+RsCgWRNNT6faUtQRUp5ISU3X5DDXfDcoiqDM78PnsNMXi1Pf00skmcJrH/l+k1LSHAgSiMcBqMzNycQ7TWYmfw1NTC4CXers6DrO908+TiAVQSKxCBV3/1t8R6KP5vYuToYa+Wzl7eN6A3+pdScPnn2RUCqGRCIQOFQbHosTBCT0FO3xXtrjvRwPNHAm3MJXpt/VL8zGHvwGZh1ebtvNg7UvEtZiKELBKlRsioWkodGTDBLRYnisziGfj+tJGqMd9KbCCCHItnkIpqLE+meE3BZHuq7DMB5vJrtqoznezUN1r2WsDVwWO26Lg6ShEdHi1Gqt1EXaONRXw1/P/wylzsubuFkIwTRPCTO9U9J9n+jlQN8ZKtxj+7Bt7z5KIBUBoNxVwAL/tCHnnAw18k/HH6E51pUJrrcrVlyqA0UIUoZGbzJMTzLE6VATe3tP8X/mfppp7uIRv3NdGuzrOcU/nXiU3mQoc286VTsKgq5EgJZYN6dCTXxm2vjuTYDGWCf/ffopDvbWkJIaqlBwqnbsqhVN6nQnAnQm+jgWrONwXy2fr/ogZeMQeQBdifRs7ab2ffxP7fMEU1EU0i8L5+7NEMFUdMR77FpDCIHfec5zqyMcIZRIkO0avn/CiSTb6hquVPUuK9X5eVRk+zkQa+NERxfH2zso8g6f7UNKmW772QZiKQ1FCJZMKcFjm/xeeqZwMnlfcSrUxI9rnqUvlU6wOcNTxg0FCylx5qEKQVciyP7e0+zsOc5Pap4nZYy99XVx9gzs9TaEVTDTO4Vq7xSKHDn4rGljt55kiD09J9ndc4KEkWJr5xHm+KZyd9laVMbe+RFIRdjccYBf170KwJq8+czwluK3ph84XYkAZyOt9CbDzPSWD/l8iTOPP571ETSZDsyUUvJo/Rts7jyAIhQ2FCzmQ6Wrh722TViwiNHraEiDn9e+REO0gwp3EWvz51PuKsCh2gmmIhwL1PFGx35ieoKzkVYernudr1Xfh/0yL9u5LQ5W5M5mR/cxkobGm+37+WDJKqxi5MdaTE+ws/t4pq9uKlwybPtLHLmUuwppj/cy2zeVGf3LedlWD1bFQjAV4XS4mTfa9xFIRWiKdvJo/Sa+Xn0fHuvwhn814WZ+VPMsPcm0z800dzHrCxZT5spDFSrdiQAH+2rY3n2Un9a8QFwf28+mKxHgv049yd7eUwDMz6pkac5Mypz5OFQbUT3OmVALW7sO0xzrYmu/NcUfz/pI5v4djZAWYUvnYX5x9hU0w2B13jxmeErx2zwIBN3JIGfDrXQm+pjjqxizvGsBQdq52mu3EUokOdLWzumubpZPKR0iVpO6znNHT3C2+/0Rj1jmz2LDjGkcbmtHMwx+sn0PswsLRkwU/FbNWTafSZvslmb5uH5axVXdLTdeJqVwklKSSmikEunlBqvdgs0x8flmLrzm2aNN/PLvniLYnR5051w3nc9/94HLet3xIqVEGpJELL1UYHPYsIyRS+5aI6LFebl1F62xdLbwau8U/njmA0zzFGfe3qWUXF+wgCcaNvN08zskxyGcSpx5/P6Mu8mzZVHoyCbL5snsAhkoc03ePH5V/yovtOwgJTW2dx3l9uKVuMbxEAikIjx49iVUofKns+5nflYlXqsbRaTzLqVjS6JE9TjOYWJ4HKpt0EyLIQ181nSKAwHk2HxM95SOWY+RSBgpGqLtLM6u5vPT7mC6twS1X2xIKbk+fwHFzlz+t/ZFJJIjgbPURdqY6ZtyydccLytz5vAzy0vpATzSSm24dcTrSimpi7RxNtwCQK7Nx+Ls6mHP9Vnd3D/lBu4qXUOpK59smwersAwa+G7Qk0xzF/ODM08T05OcDDXSGOtktnVoVoC4nuDV1t00RDoAmO4p5RszP8wMb1nmXpJSckPBIsqa8vlN41v9MXQjkzRSPNu8lYN9NQgENxQs4HPTPkihI3tQmdfnL+S63Nn866knaIp2sqP7GFs7D3Nb8YoxZ50iWpz/rX0BieSPZz3AIv90fFYXilAy92YoFSOsxXCbKWGA9IzT1Gw/1fl57G1qoS0Y4vubt/J/N66nIicn83sdT2n89uARfrHnAAn93Sdnv1QG8vNJ+scZGOT5JAFNT+cdFeelnxnu3lGE4IFF83nzzFkONLdysLmVb7+0iS+tXs6swnzU/vsmmkzx2qkz/GjrLsLJJBZF4e75s5k3RlqYycKkFE66ZvDovzzPY99/AYTgvj+4lc/+9f2X9ZrJeIrXH9nGrlcOYegGvlwPn/3O5b3mxbL7tcP86M8fIRaJ88DXb+fOL92E5T2wHnwlkFLSHu9le/cxDCQ+i4uPTb2JKk/JoF9wIQTZVi/3ll3PiWAjhwI1Y5YtgLV58zOfH3JcCLJtXm4rWsH2rqN0JgKcCjejSQ0Ye9pZkzqaofONmR9mdd7cQUs0gvTDym/z4Gf4Ke8rQZbVwxemfZAZ3tIh/elU7dxStIzNHQc4E26mOxmgMdpxRYST3+Zhbf58nmneSlxPsrljPzO8pcMucxlIDvfV0hpPx5Mszamm0JE94nc6L6sy8/fhsCtWVubOYUvnYXb1HKcj0UdnPMBs3+DzpJR0JYK803UEAwOPxckD5RuY6Z0ypC+zrG7uKl3LyWAje3pHTrIqpaQ+0s5bHQfRpE6Vp4RPTt1IsSNnSJlWYWGhv4q7Stfyg9NPo0mdZ5q3sqFw8ZjB9Lo0iBspvjrjXq7PXzDsvZllc5NlGz2p+rVGmT+LDy+ax6nObkKJBPuaWvjYr56gKjeHPLeLUCLB2Z5eemNxsux2/uiG1fxo2y4C8bFnGSeSYDzBwZY2QokE0USSUDJJJJHkeHtH5pyWQJD/2LIDj82Gx27DbbPitNkoy/JRXZA3xE8qx+Xk27feyHdeeYNDLW1srjnLO2frqcrLocDjIaVr1HT30hWJICU4rVZunz2Dz69cNmaC38nCpK2lYUh0zQABhnF5DfyklDTXtLP9hf0YuoHdaeOuL93MzKVDYx+uGhK2PreX1rPpG3r7i/tZ/+GV5BSa+cMGOBtppTuRTi45xVXALG/5iINinj2L+f5KjgRqMcbYCDyeWBAhBAWO7MxAFNPjpIzxv0Uu9Fex0F817riWK83crAqme0tG7E+XaqfSXcyZcDNxPUVIi16R3FiQFrUvte4iaaQ4FqynKxGgwJE95LyoFmdv7yl0aeBU7SzIqsI1Sm7CseouhMBlcWTixFKGRtxIDtvu+mg7nYk+AIoducz1VYzYlzk2Lwv809jfd3pE81IJnA410RLrQiCY46ugzJU/anqL5Tkzz2WPTwZpjHYww1s2ahsB5vimsiynetLem5MRRQg+MHsmvdEY/7NjDz3RGLFUiiNt7YPOK/Z5+NKqFdxUXcULx04RuOD45aa+t5dvvfAqbaHwiOd0hCP8aNuuQT8TwN3z5/B/Nm7Ac0G+PCEEswvz+c5tN/KzXft48dgpkrrOyY4uTnZ0DTq3yOvhk8sWcd+CuTjeI6IJJrFwupJoKZ3n/ucN2uo6UK0qN31sFR/6wo2TaylMQH5pDla7BWlI8kqycbgnfxDdleRUqDHz92JnLnl234jnCiGo9k5BFSqGHHu5bgBDGsT1JAkjhWbo6NLAwMCQkrAWy/iRSJkOVB8PVmFhtm/qpA6uXZJdPeouL1WomcB1iSShpzKB9Jebqe5C5vimcqDvDPWRdk6GGsm3+4eIiLZ4D4f60jOMxY4cFmZXjUvYSSlJGiniepKU1NGlji7loJ8PMNJ3fjJ4Lvi30JFNgcM/4vWEEEz3lmEVFnSZHPYcQxocCZzF6A8w91icmSXqkYjqCSyKQtIwSBjpDQ1jCSeLUJnjm4rXMnY8lMlg7BaVTy9fzLppFWyuOcvuhiY6wxGEEBR6PSwpK+HWmTMoyfKiGwZLp5QQSSYpzcoasttXIMhzu6jMSb8QZDnHXhZ1222Z84u83mF3EFtVlZIs3yD/pfGS43KOuCtZEYJZBfn834038sCi+bxVU8fhljZ6YzFsqkpplo9lU0q5oaqCQp8XqzK2WabLZmVqjp9wIkmxz3PV8tSBKZwAOPDWcd58YgdCCNZ+aCm/81f34cu5essiI3HHZ9fj9DpIJTSuv2c5Lo8ZU3A+7f2GjwoKhY7sMd+QCxzZaffZcTjPpQyN06EmjgcbOBNupi3WTSAVIaLFSRgpUoZGSmqXlN7EqqgUO0dOhjkZKHPlj3mOcp5Ikhdl53fpDCxjLs2p5kjgLCEtyr6eU6zImYX9gmWozR0HMjFtC/xVFDtyRy1bSklTtJPDgVpqI600RDroTQaJaHHiRpKUoZE0tEyg+WgM3JsCQZEjZ8x7M9+eNSiO7kIMJI3R9OyzJnUeadjEIw2bxqzHALo0iGrxMc9ThULJOHfgmQxGCIFVVakuyKO6II8vrlo+4rlWVeVbt6znW7cMf9xhtfAH61byB+tWjvva66dXsn565ajnzSrI59FPf2RcZV4sQgg8dhvLppSybMqlx1gOcN3UKfz2Mx+fgJq9e6554RQJxnj9ka0IIbj+3hV85tv34cuZfOv1Qghyivzc/9XbrnZVJiUSMgOBEOAcZQlmAJdqG3NGREpJSIvy67rX2NZ1lM5EH5rUUVBQhOiP8wAQ2ISFuExdtGhQhIJdubybH94tbnXyinRVqMzPmkaOzUtHoo9dPSf4pHbLIOEU1mLs6j7ef77ChsLFo3rLJIwUm9r38mzzNpqincSNZNrPSqTl4cBnLUJFAKkxxFNk4N4kbeUwFmN5LUF6hnMApT/eaLwMBOmOhRBiXKai1xKmhDS55oWTy+vgT370eaRhoKgqqmV8+XVMJh/nDwPjWSJSx9iGL6WkKxngv089xbbuo+jSIMvqZq6vgvn+aUzzlJBr8+G1OHFa7IS0GN888GOaYp0XXffJfs+pyiRath6GWb5yqjwldCT6aIv3sK/3NLcULcsc39dzivZEetZntrd81F2GmtR5tGETjzdsJtHvOD/HV8GS7GpmeEspcPjJsrpxqnYkkp+ceZ6X23aNWN6FjO/eHJ/DN6SXem8qXHJRwfgWoTI7a+juvwsRXPlksZMN/bz8aRZFwaJO7t8Fk8vPpBdO57/dXZbyhcBqm/TdYDIGAjKBvhIy5o+jEdeTo751SyQ7uo6xs+cEujTIt/v5dMVGbixcMuxbeFwfffu4yeXDqlhYl7+QHd3HkUg2dxzgpsIlKEIhoac40FdDVEukd0jmLxg1NUhjtIOnm7aSMFLYFSt3l67lnrJ15A5jaBrTE+N6Pg3MMknIpKoZjbgx1sylyMTEKUIwy1c+oleXybsjEI/TFgoB4LXbcdusk/5Fx+TyMvkVgxCoFhXDMOhq7mXvG0fZ/eohOpq6AUFxRT5Lb57HshvnklPsRxkjYEwakmgoRk97gINbTnBidw2tdZ2E+yKoFhVvtoeKOaUsXDeLOSun48vxjFlmptxwjJpDDezddJTaww10twfQkhoOl42cQj9TZhazYO0sKuaUkpXnxWYfOSCvrb6TH/7ZwzSdHibDvYDrbl3IF//+o2PWa6S6xiJxmms62P/mUU7tr6O7tZdIMIbFqpJd4KOkspCZy6cxd+UM8kqyRxWXhm7Q2xHk5N5adr1yiMYzrUQCMdw+JyWVBSy7ZT4L183Cm+NBvYwJHAd2UhnSoCPRiyHlqBm0u5PBUQenlJH2Y0oaKRQE6/MXcnPRMmwjDLoxPXFJMU4mE8N1ubPItfnoSgY4E27mbKSNKk8JnYlejgfrkEhKHLnM91cOise6kO1dxwhr6dxhU12FfHzqzSN6FGmGPi6jykJ7+t6UpG0zxro3exLBzIzScCgISl15nAg1kDI0WmLdGNIwd75dJFJKkrqORVFQlMF3hZSSaCrFS8dPc6ozHXhfmZtN0QhmjibXDpNeOCmKwGJV2bvpKA/+9ROcPdI06PiZA3VseXo3MxZN5Xf+z70sumHOqLvhDr59nKd/9BoHt5wkFh4+OPLg28d55kevM3flDD71l3cxf81M1FGMDA3d4NT+On7zny+z7bl9GPrwg+eOlw7wxL+/REFZLl/710+z7Jb5I5apawbdrX001wy/PbVnYWDEz46GlJIj20/x3E/fYNfLh4hHh3/o7+Uoz/30DaYvnMqf/uTzTJ01/NJGMpFi50sHePzfXuLMwXrkBdmwj24/zaZHt1G9pJK7f+8W1t21DPUy7Vac6T23VNES66YnGRw1pcipUNOoQseQkrZ+zx+HaqPKW4p1lOW9xmgHEX3sgNsrwfmDsnGNiDm3xcm6ggU81bSFYCrCvp5TVLqLqI92UBdJv4DMyapgiqtw1BmDllh3Rk5X+6aMalkQ0qI0x7pGPD5A9XnLaG3xHroSfcNaJgxQE24e1dVeEQoLsqbxRvt+DCSnQ410JYKj7tYzGZ5f7jmARVEo8Xlx22zY+5/13dEo28428uShI2iGgd2ictusGZRljbxb1+TaYNILJyEEpw/Us+Wp3TScasWX66F8ZglOj4Oetj7qjzejpXROH6jnR3/+CF/9/qdYsG7WiA/Gppp2dr96GN0wUFQFl9dBSWUBWXk+DMOgpbaD9vpODENydOdpfvKtx/iLn32ZsukjJw/tbu3jh3/2EKf21yENid1po3R6EXnFfhAQ6A7TWttBOBBFGgahnjA5Rf5R251b5OdL//BRejsCBHsihPsiHNxygv1vHrvkvpSGZMfLB3nw20/QeKo107+qRcFf4MPtc5FKpOhq7UVL6khDUja9kLySnKFlSYmW1Hj9kW38+h+epqctkA7K9jiYOqcUn99NsDdM0+k2IoEYJ/bU8uO/eIRoOM5tn1qHchlmnio9xeTYfPQkgzREOzgRbGBN3rwh39uAE/fhvpoxZ4gyjuMwsqeOlMT0JLt7ThBOTY4s5wPB8UZ/Rvsr5al0NbEIlaXZ1bzWtoewFuN4sJ5gKsqB3tMkDQ2HYmNx9oxRhRCAel4/jSWsjwXqqYuM7b1T6S4mz5ZFVzJAS6yLI4E6NgxjmSD7bS0O9dWOultPADN95ZQ4c2mOdXEi1MienhPcWrxizPgo2T+T9X6/H8aDBF46dpKjbR147DYcViu2/himYDxBOJFAkn4RuX32TO6ePxv1Km6DN5kcTHrhpKV0dr9yEJfPyaf/8h42fnINHr8bIcDQJSf21vKLv3mSE3traTrdxi/+7im+/dBXycobfjr1hvtWsOXp3RRMyWXtnUuZvWI6NocVRRFpa/mkxvYXDvDQPz5Da10ntYcb2fTodj79rbtHfNC8/ug2Tu47CxKWbJjL5777AKXTCjLZsA0jnULm7JFGtr24H6tVpbhy9O3dDred+Wtmpi3w+9Ot2F32SxZOUkqO7jh9TjQJKK4o4NZPrWXNh5aSW5zd3weSeDjBmYP17N98jAXrZuHyDr9Mceidk/zib58k0BnC5XWw4YGVfPjrt5Odn4VQQBoQ7A3z7I9f58WfvUVvR5CHvvcs/nwvK29bNKHiSYj0Nu+VuXN4uXUnwVSER+pfp8iRMyjlCqRnCZ5t2crhQO2oZapCodxdwNlIK3E9yeG+GtbmzcNtcWbuhYGB7uW2XbzStntMM80rgUBQ4S7MmB0eD6UtFKZ7hubKej8hhGC6p5Rq7xT29Z7iVKiJhmg727vSvzM5dh8rc+eM2QcVnqJM3x0NnKUj0UuBPXvQd57oN9v8n9rnSY6RGkUIQa7dx5r8eTzXvJ2wFuPxhjcoceZS7S0bdG+GtRgvtO5gX3/uudHKrHAXcXPhUh6u30RMT/DTmhewKhaW5szEb3X3p8fofwZJg6iWoDcVoi7STrmrgKnuwjH79FqgzJ9FZyRKOJGkLxZH7/dis6oKOW4XZVk+PjRvFvfMn4PHZu4wNHkPCCdImwne9unr+fAf3j5kGW7hull8/m8f4B8/+yM6m3s5vrOGA28f54Z7VwxblifLxV88+GW82e5hl9/sDhsbPnwdga4QP/ub36IlNQ5sPsan/uIuGGGcP7GnBiQoqsJdX76ZqvlDd7c4XHYWrJvF/DUz0XUD1TI+0TCQH0gKiaJc+qCXiCV58edvZWaaKudO4cv/8DEWrJs5ZCBxuh0s37ggs5Q43ECTSmo8+v0XCHSGUFSFmz++hk9/6x48WYON8vJdOXzyL+5GKApP/eA1ult6ef6nbzJ7+XSyCyZ2yttlsXNb8QoO9J2mJdbNiVAj/3ziMa7PX0BpfyLVnmSQw321bO8+SpEjl7Z4NzF9eJNBi6KyImc2O7qOkTBSvNN1BLtiY1XeXHxWNwkjRXOskwO9Z9jSeQi/zYvPIulIXP2EnVWe0sxsRE2omR+eeYb1BYvIs/uBdO60sBbHrli5tXhkf5n3Grl2H/OzKjnUV0NHopdtXUcz38eKnFlkWce2GlmeMwuf9TUCqQgtsW7+69RTbChcTIkzD0NKOhN9HA7U8k7nYWJaggp3EY3RjlFnpxyqjVuLlrO/9wwN0XZOh5v5lxOPpXPTufKxCJXeZIijgbNs7TpCgSObjnjvqIHkVsXCh0pXUxtpZUvnIQJahH8/9VsW+KdR7Skj2+ZFUdLB8X3JEO3xPmojLTRHu/jW3E+awon0zN03b7qeht4+2kJhwokkCS29ROq22SjyeZhTWECB13ON7y1Mk9A6aYu8RFIfarbqs8+mwHXr+/rlbID3hHAqLM/l+nuWDys2hBDMWlbFitsW8cL/vomUks2/2cH1dy9HDCM0hBD480cfsFWLytKb5vLQPz2LltRoq+9ilDjNc/EkUhLsDmHoxoizKUIRWK7C1u72hm62v7APAI/fxb1/sJF5q2eMepOPduzo9tOcOVAPgDfHzf1fu22IaBrA5rBy6yfXcmDzMU7tr+Pw1pOcPlDH8lvmT+gvmUAwyzeFL1XdyfdPPtGfwb6Js5FWHP2eTcl+s8qp7iK+PP1Ofn72ZY4H64cvTwhW5s7mQP4C3uw4QFiL8VzLdt7qPIhVsaTf4vUECT1JoSOHz1d9gFOhJh5reHPC2nQpCCEoc+VzZ+kafl33KiEtxsG+Gk4GG7Gp6Q0JuqGjSZ0Z3rL3lXBShMKqvLk807yVvlSYl1p3oksDq7CwoXDxuMooduTy0fIb+XXda0T0ONu7j3EoUJveSSkhYSSJaAlsqoUHpqynxJnHD04/TVAbeZlWkHYD//L0O/nnE4/SmwynTTXrOobcm1NcBXyx6oM81vAmB/tGz6WYbfPye9PvwqXa2dJ5mKgeZ2f3cXZ3n8CqWBAIdGmgSS0zF2oVFixjWHFcKwghKM3yUWrGLY2LpNFDa/gZIskzSAwkBpB+YSj23EWB69arW8ErxHtCOE2dVUp+2cjOyqpFYfUdi3nhwTdBQtPpdno7A+QU+i/5mlm53swMTzKRQktqIwadL7xhDttfPIBhSB79lxcAweINc8gtHhrDcLU4uOU4sXD67bWksoBVty8aNeB9NKSUHHz7OIlYeqZm8Q1zyCseOdBVCEFJVSEzl03j9MF6UgmNPa8dZvkowfGXiipUVufNJcvq5rmWbRwPNtCTDBLVEzgUKwUOP3N8lXykfANlrnze6jg4snBCkGX18Psz7qHQkcPO7mO0xXsJpqJIJE7VRp49iypPCR+esp6Z3im4VMdVF06Qjve5u3QtPquLl1t30RLrIpCKEEpFsQgVh2ojz+Zhqrvoald1wpnuKWWmdwo7e45nTCIX+KcxxTlyLrfzUYXCXaVrybH5eKl1Jw3RdkKpKBEthlWx4re6meWbys2FS9lQsIi2eA9ui3NU4TRQ7oqcWXxn/md4pmkrJ4INdCUDmXsz3+5nlq+cj5TfSIW7iF09J8YUTgAFdj9fq76PtfnzeaV1N02xTroTwcwuT6ui4rd68Vs9lLnymJc1jTlZFePqSxOT83GoxUzL/n3iqWZSRh8JvYPm0JMMiKdrhfeEcPIX+HB5R8/jVVZdhGpR0VM68WiCrubeEYWTlBIkREMxzh5roqW2g96OIJFglEQ0STKeIhKIEo+eW8IZbWvw6g8s5s3Hd3Byby3NNe386M8fZvqiqazYuIDrbltEybSCzOzX1RJSNQfPiYPK+eV4/Jfujp5KaDTXdGR2D1YtKGfEpEX9CCGonFuGqipohs6p/XXpyMzL0B2KUJjnr6TSU0xjpIOeZIikTOFQbOTYfJS7CjI+THeVrmGRvwqrYhnWbVyItF/Op/r9m9rjPUS0OBJwqjZy7D7KnHm4VEc6uaVvKn855xOAwDfKspAqVL5Y9SGiWhyLYqHSXTyhfSCEwCJUbi5cxuLsGbTEugmmIqQMHYtQcKg2fFY3+SPsOvT2tzmQTCf/LHIM3SBwPhZF5eaipZmdjVXe0qtqnPjZaR/gpsIlmX+XuvIzufTGQgiBXbVyU+ESFvin0RTtIqxF0aSOVbGQZfVQ5szDb/Oi9Cd3/v0ZdxPV4mOaSg7cI1OrC2mMdtKdDJI0UtgVGzk2L+Wugsx9eEfxKuZ4p6Iq6qjO7QPu3qty57LAX0VbrIeeZJCYnswIJ7fqwG/zUOjIwTWGK7kiFD437QOEUzFURWW6992nyzB5f2BVfRS4bsz8O6F10Bp6FoPhwx3er7wnhJPTY8dqH72qDqcdl8dBqDeCltKJBGPDnqclNU4fqOP1R7az69WDhPui6JqOoRsYhsyIKji3+2Qs8sty+KP//gyP/ssL7N10mGBvhINvn+DojjM88s/Ps+iG2dz4kdXMXFJBdqH/XcUqXSrdrX2Zv5dOK3hXZcWjCaKhc/2bV5I9lm4CIKfInxGQPa296Z1el2lwFf0GgWMNZNO9pWMODAMiZKq7cMy4EK/VxU2FS8esn9q/pHS5UYQg3+4nvz+2abzYVRvLcmaO+3xVKFR7p1DtHb979eUinSR37O91POUUOLJHtQ2AdKzRxXyXAoHb4mSWr3zU86Z5ipnmGb+gHhD56XZfetsVIbgud84lf97E5P3Oe0I4Kao6pgmlEAJLv0mjoRukkkM9UBLxJJse2cav/v4ZejvSPkhOj4Ops0spnJKLx+/C4XZgc1hJxlO8+LPNJONju0ELRTB1dinf+K/fZecrh9jx4n4OvHWc7tY+wkmNd57Zy86XDjLnuul84DPrWb5x/pgzaBNNNNTvL9RvGfBu0FIamnZuq7TNMb7M2jbHOcfdRDw1aiyYiYmJiYnJZOQ9IZx0TccwjFHFk5TpLf+Q3t12odO1lJJ9m47y0Peeo7cjgKIqrP7gEu784k3kl+Xg9jmx2q1YrOl8dZ3Nvbz+8NZxCacBbA4ba+9cyuL1c2ir62TXK4fY8sxums+0k4ynOLjlBGePNnH7797AR//kDpzuK5c4NSNuJJnYpEvFYrVgPS/ea7x9lIynMrN4NofVFE3XAO3xXn5x9mWaohefv280vjT9Tub4pk6aGEKT9w/pZ5TEkCkkGoxhMqJgQRGOYe9FKSUSDSlT/YHUAAJFWBFYEON0ep+IciayXRNFul16f7t00ss9CgIVRVjTfx/H9Seqn8fLe0I4xUJxkvEUDtfIxnXxSIJoOL18ZLGquH2DZ3QiwRhvPrGD7tZehEj7Of3+//sE7izXsF+MltQuOss99E+XZ7moWlDOtPnl3PfVW9n1yiFe+dXbHHrnJMGeME/8+0tUzCllw4dXXnT5l0p24blYlvaGsZ2OR8PhtuM+bwddZ3MPUo4Z5kRPa1/GWTynaPIEzptcPpJGippwC2fCzRNa7kDQt4nJRKPLMN2xrbRHXiWYOEJS78KQI79sFrg3MjfvH1DF4PFJlwkC8QN0RDfRF99DXGvBkBo2NY9sxxLyXRvIca7ConjGqM9ElTMx7ZoopDQIp87QGX2TnthWIsladBnFonjx2maR57qBPNd6nJaSUcuZqP65GN4TwqmnI0A0GBtVODWcas0EKztcdvJKBwezxsNx6o6nH95Or5Prbl04omgC6G7pxdAufadA2n8J7E4ba+9aypzrpvOzv/ktrz+yFUM3eOOx7ay//7orJh6mzZvCm4/vAKDmUAPxSAKH+9J+IWx2K2UzilAtCrpmUHOoIW22NUq8kjQkZ481ofd/R9MXlF+WwHCTyYXH4swEWU8kRWPEHZmYXCxSSjQjSH3g5zQEf40uwyjCicNSjCETJLS2/lkREFhxWkpxWIrx2xcPmtGQUqLLKM2hx2kI/Iq43jroOjEtQixcT0f0DUo991Dh/wJWJXvIWDCR5UxEuyYOiZQG3bGt1PT9F8HEEThvkkLXYyRiHXTHttEde4dp/q/itQ3NBjJR/XMpvCeEU8PxZjoau8kuzBq20bpusOOlA5m+L5tRNMSrSdcNYv1xPg6XHW+2e8QO1DWdA28fJ5kYOVfUxSCEILfYzwc+cwNvPLYdQzdob+hCGhKhXhn1sOj62VjtVlKJFM1n2tn7xhFW3bF4XAmMh2Px+rk8/YPXiARjHHw7Hc+VXzb8zispJa11nZzcexZpyH6frHnvpjkm7xH8Vg/3lK0bdVfqpWC9Cl5oJu93DNqjr1Af/DlS6hR77qIi67PY1FwkklDiBKd6vkckdQabmkN17p/hty9FEXbEeUOpRKMx+DBn+36ILhN4bDMpdN9GtmMZAguR1Blaw88RSBygIfgQuowxPfuPsCjeQWPSRJUzUe2aKKSEnvgOTnT/LTGtGZdlKoXu28hxXocqXMT1NtojL9MV3UJn9C10I8qcvL/DYSm5TP1z8bwngkw6mnp44/EdwwZ8Syk5uaeWnS8fANKB2jc+sHLIzjXVouLNTm8Pj4Xj9HYEht01ZxiSY7tq2PL0bnRt5FxRAyQTKfq6QuPagdfZ1JM5z5frvaIxPmXVRSy/OS1WAt0hfvMfL3PmYMOY9TaM9G7DC5m9fBpzV1UDEOyJ8Pi/v0Q4MLyPTSqh8epD71B3NJ2gefaKKmYunWYu1V0DCCGwKhbsqnVC/yhifLEPJibjxZAJWkJPYsg4bmslM7L/BI+tGpuai13NI9e5mmn+38OqZJHUuwglT2FR3KjKYHuHcPIkdYGfossYfvsiFhT8K9P8XyLbsQy/YxGl3vtZUPCvlHjuRaLTEn6KzuhQ77eJKmei2jVR6DJMbe8PiGmNeGzTmV/wz1Rlf40c50qyHAsodG9kbt7fUZH1WQQKPfGdtIafvWz9cym8J4STUASvP7KNx7//It2tfaSSGlpSI5lIcXTHGf7320/Q07/dfvbyKhasnTWkDKfHQcXcMiAtnDY9tp32hm60lI6u6WgpnUQsyd7XD/PDP3uIltrOcd00gc4Q//H1X/Cz7/yWA28fJxqKk0qkMnVMJTVi4Ti7XzvE4//2YjrGR8CSDaNv983kqJMyI17keQJGStlvoWAgjXPnjoTdaef2z6ynoDwXgBN7avnXP3iQl37+Fp3NPSTiSZKJFMl4imgoRu2RRp798SZ+9fdP09seGFKeoip8+Ou3kV+ag6EbbHp0G7/47pN0NHWT6jcMTSVS9LYHePRfnuf5n75BMpHCl+vhtt+5Hn/+8LkETUxMTK4GuowTSp4EwGefj92SN+i4EAoe20zslmIkOrFUPbocHGsnpaQ59Fs0IwgoVPq/jNtayYVxCTY1h0r/l7Cr+RgySVPwESSpCS9noto1kfTG9xJIHAJgivcTeO1D80eqipMy30ewqulVjLbI85etfy6FSb9U5/I6WXv3Mo5sPcnD/+85nvvpG1TMKcXtc9HT1kftkcbMrq7S6YV86lt348sdGgTm8jrYcP91HHrnBF3NvRzYfIw/uf0fWHzDHHy5HsJ9Uc4cqqfxZCuKonDHZ9dTc6iBoztOj1o/LZU2c9z+4n6e/K9XcHkdFFcW4s/3YrVbiYXjNNe009Xcg5bSUVWFuatmcPvv3jBimaHeSDoOKZYgGooTDcSIhmMc2nIyc07d8WYe+9cXcfucuDwOnF4HDreD4oo8iiryhyzBKYpgyY1z+fS37uGX332KjqZuzh5p4r/++NfY7FZyirJweh2k4ho97X3Eo0kM3WD2iio2fnLdsPWcvWI6n/nr+/n53/yWjsZunv/fN3nj8e1UzinDl+sl1Bum4WQroZ4whiHx+F3c99VbWX/fikt2Lb/WiWghmmINGHLobKhAkG8vJNf+7ny6TN6/aEaKllgjET1tbFruqsRtmZiXmKgWoSlWhz7MvQmQZy8k3z558+NpRhgp02OJTc0d9hyL4kIVjv7zI8gL2po0uuhL7AfAa5uDzz5ySIJdzSfftZ6m0GNEtFpCieNkORZOaDkT1a6JQiLpiLyGRMOi+MhzrRvRy8+qZOG1zaQ71kFC7ySSrMFrnw1MbP9cCpNfOPkc3PcHG1l5+0J++d2nqDvezMG3Tww5r2pBOb/zV/cwf/XQpLWQXjJYeP1sPvFnd/KLv32Svs4QXc29vPbw1guu5+TuL9/MBz9/I8/++PUxhZPDbaekMj8tjAydYE+EYE/tsOfaHFY23H8dd39lI/68kXMj1Rxq4Dsf/09i4fiI59Qfb+YX331y0M8URXD/12/nk39xFzb70MlEVVW48YGVeLJcPPuTTRzeepJUQiMeTdBS2zHkfCEEHr9riLXDwDGLVeWGe5bj8th57F9f5OTes0QCMY5sPz3k3Mq5ZXzw8zey8RNrsFgn/W03aWmK1vPg2f8gqkeGHLMIC3eUfJibCz94FWpm8l4gokd4ruVxToQOI1D4/enfZKZvYuIN2+LNPFj7n0T00JBjqlC5tehubi++d0KudTlQFRdCWJBSJ6kPv/NYMyKZ2Zh0rMzgZ1k81YJmpNvvtk1DGXVHmoLXlhYChkwSTp3JDOgTVc5EtWuiMIwEkdTA+Cip7fshqhje01AiiaUa03+XBkm9J3NsIvvnUpiUI5gQ4MlyUVCWS/msEsqmFzFlRjGVc8rY8/oRdr16iI7GLkBQXJHPslvms/zm+eSX5YwaN2RzWLnl42uYsbiCrc/t4/DWk/S09QGQW5LNzCWVrL1rKZVzp2BzWJm/ZiZvPLYdp9c5ott3Vq6HP/vpF6k5mJ6dqj/WTHdbL7FIAl0zcLjtFE7JZcbiCpbdPJ/ymcU4PaN7Y1isKjlFWaTi56fsGNi1duH/GfR3h9s+6mY1RVFYcesC5qyYTu3RRva+foSaww30tAeIRxLYHFZyivyUzyhi3ppq5q6sHjUpsmpVWXHbQqYvruDErhq2v3iAhpMtRIMx3FlOiisLWXrjXBavn0N2YdawiZpNxo9DdVLoKKEv2YOOjiEN4noUTU7MRgaTiUUzUkT0MBZhxW2ZuO3QkxG7YqfQUUxv0nbevRlDk+9+aeRKYBFusuwL6Y3voi++j2iqAaelLLOzzJAafYn9xFJNKMKO1zZzyKCfMoKZLf42JRvB6DPrNjW9bJYWBt0TXs5EtWui0GQ4I9A0I0Rz6IlxftJAl+cmEiayfy6FSSmcFFXhvq/eyn1fPZdpWQhBUUU+H/z8Bj74+Q3Dfm5cCTytKlULytP51UZgoJwlN87lF0f+35h1zS3yk1vkZ8WtC8a8/njqOHfVDH665+/HPO9SURQFX66HhetmsXDd0HiwCxmrzoqS7oM1dy5lzZ0jpxsxg3nfPeWuaXyj+ttoMkVUjxDRwjzd9DDHQ4eudtVMLkBKyenwcR6p/ynTvbP5dMXvXe0qXVZKnOX8YfX/RZMasf5787mWxzgc2He1qzYuFGFniu8TRJI1RLUGjnf9NcWeu3FaipFohJInqA/8El1GyHGsIt9949At8hj91iwgUMd85p2b2UkbU050ORPVrolCSg0p05Y0VsVPjnMlirCN+TlF2HBYziUkn8j+uRQmpXAaqRMm4su8mDLGe+5E32RXSmBM5HVMUXRlGOhnq7CRpdjwWLzv+5mM9yoGBg2RWnpT3ST0979h57l704pV8eOx+CYsfupKIIRCrnMtldm/R03vf9IT304gcQirmpVe5jJ6Qer47UuYkfPHOCwlXBiMrApnZpDWZTQtEkZ5NOrGwJK7GGTQOFHlTFS7JgpFOFD622VT86nO+XNsqn8cnxSDrBEmsn8uhUkpnExMTEze6+hS41T42NWuhslFoAonuc7VdEReJ5g4gtdWjRAWFGHDaSkj17mWbMcyLIpv2KBmh6UQi+ImoUM01YAhk6iMlFpLEkmdAUARVlzWKRNezkS1a6KwKt5MgHpCb0XK1BjxScMz0f1zsZjCycTExOQyENOiNEbOXu1qjIg5RzyUhN7BmZ5/JZg4yBTfJ6jwfyEdLD3O3nJYSnBaphBJ1RJKHidl9GJVh48Rlej0xHYC6QBur23uhJczUe2aKIRQyXYsozu2Fc0I0xPfSam17KLLmej+uVhM4WRiYpL2BcNAM1JoUsOQBiARCBShoAoLVsWGMkoKhpSRJK7HUISKU3UhECSNBCkjCUJgU2xYhQ0hRDoNhNRIGHGklKhCxa46UMaR1FMi0Q2dlEyiSx0pDYQQKKhYFSsWYR21DCklKZkkrscRCFwWN6pQ+1M46KSMJDoaUkqEUFCFilXYUMXIsRTpJKMSXWroUkeTGseCB4kb/YGwUiOYGuqHBmkB47Z4R+3b9DUMUjKFZmgYGP2xIgJFCFRhwSKso9Zx2Cv3n2tIg5SRRJMpDCkRQoyr3VcKSdqn7vw6AihCwTKOe3O8RFK19MR3oggHOY6VWIR78D6cMVCElWLPXXTHtpEyemkKPc707K8jhHWQSJFSpzO6mVDyOAD5rvXY1fwJL2ei2jWRFLpvpz7wS1JGDw2BX+K3L8ZlrRg2vYuUEkMmEULpT9abrvBE98/FYgonE5NrGCklUT1Cc6yB2vAp6qM1tMWbCKWCaIaGTbXhs2RR7Cxjjm8RM33zyLbmDjuQ7u3dzhONv6DIUcrnKr9OWAvyStvTnA6fQEVhdtYCbim8kyJHKYFUL5s6XmB/7w5iepRCewkrcq9ndd56bKNM3WuGRkusgSPB/ZwMHqEr0UFUj2BVbPit2Uz3zmaWdz7V3jk41JF3Bu3s3sLjjT/Dqbr4venfpMJVRX20hkN9ezgZOkp3ooOEkcChOMh3FDHTO5dF/usodpYNO0DrUmNv73bqo7W0xZpoi7cQ1oKZROHHggf51uGvDFsXVVj47rz/wGvNGva4LnVaY000xeo4EzpBc6yBvlQ3MT2G2i9SC+3FVHpmMC9rCWXOCizK2I92VSgoCCJaiKPBgxzq2019pJaIFsam2sm3FTLLN58l2SspdBSjiKvjvSalpCvZzvHgYU4ED9MUrSOihxEIvBYfZa4K5mUtZqZ3HlnWd5eLTMGCIqwk9T5qAz8mnDrVn99MyZyh9ud5c1srUZWh91i+az0F7ptoj7xKU/BRFGGj0H0rDrUEIRSSei89sR3UBf4HXcZwWadR7vsUF6qYiSpnoto1UTgsJVRkfY7avh8QTp3mSNc3M0aYViUdE6fLOCk9QExroi++l3zXjeQ61162/rlYTOFkYnINE9ZCPNn0a06HjxFI9Q45HtM1YnqU9kQrRwMHmeap5mPlnyPHlj/sACWRxPQITbF6Nne8xOnw8cyx3T1biepRPl7+BV5vf44tna9jkN5h0xiro6OlDY/Fy9LsVcOWbUiDbd1v8HbHq3Qk2jKiBEDTU8T0CK3xJvb37mRZ9ipuK74Hl+oZvp79Mxaa1OhKtBNM9fJCy29ojTcN7h89RTgS4mzkDMeCh7iz5CNUe+cOKTNpJHmj/QVaLvj8+Bg97dE7nZvY2rWJzkTbENsJXWokjQSBVC+nwsc40LebjYV3sTR7JcoYM0WqsJAyUjzV/DAH+3YTPy+APaUliWgh6qM1nAge5o6S+6n2zp2QWZ2LQUrJmfAJnm95nIbo2SHWBolknK5kB8eCB5numc3dpR+jyFF6SeJJSonHVk2x5y4aAr+mL76bvvjuC84aEBhF5DhXUpH1BexqwaDrKcLBNP9XSOl99MR3UR94kM7IJhyWYkAlZfQSTp5Bl2HsahFV/q/islYOqfNElTNR7dKMEB2R19GMMJqMoBsREno3Bul7MpA4yKmef0QVrv6ULW7slkLynRsu6B8LJd57SBo9NAZ/TTBxhBPJ7+K0TsHSL5wMI07KCJDQOjBIkOVYNOT7mqj+uRRM4WRicg1jUSxIDIKpPjwWLx6Lj3x7Ifn2Imyqg4gWpClaT0uskYQR52ToCE82PcTvVHwFmzr8zFBYC/N6+3NEtTBr825GYnCgdzcRPcTp0DGea36Mo8EDVHpmUOmupiXWyIngIRJGnM0dL7PQvwzrBVuUU0aKtzpe5uW2p0gYCVyqmyJHKSXOcjxWL3E9SnO0gZZYI2EtyJau14kZMe4u+Rhuy8hJPXVDZ2f32/Qmu+lJdlJoL2aKq5IcWz4GOo3RszRG64jqERqitTzd/AhfmPaHZNvyBpVpU+zcVfpxYucZk54IHWFH91tA2kbixoLbh62DEGLU2TGv1UdHohVVWMi1ZpNty6XAXoLX6sOQOm3xFhqitQRTfbTHW3im5REKHcWUu6aNWOYAr7Q9TUP0LB6Ll+me2RQ7SgFBW7w5U2Zd9AwPN/wPX676E0qcI9u4TDSGNDgWPMBvm35NV6Idq2Kj2F5GuWsaflsOutRoj7fQHGugJ9nFseABAqkefrfyqxTaiy96gNRllK7Y2/TF96AICxYlB0VYOX+GQqKhG3EiqVoiqTpiWjML8r8/yPdICIHbWsW8/O9RF/hfOqKbiGkthFO1gEQRVqxKFn7bYqqyfx+fbe6whpMTVc5EtSuhdXKi+28xpAakl/Jl//8Boqk6GlIN/UtlCgKB21ZNvnM9F87yWBU/Vf6v4rXNpDH4MDGtiWiqrt8qQCKwoCoObJZcXNYKPNaqy9Y/l4IpnExMrmEcipPrcq/Hb81humc25e5peC2+QYNOTI+yvWszz7c8TkqmqIuc4WzkDDN9wwdZDsz8/G7F7zPHtwiQ5NkKebblUZJGgl09W5jlm88np34Zr9VHRAvxgzP/REO0lr5UDx2JNkrPG6ClNDgZOszmzldIGAny7UXcVnQ3i/wrBok3zUixv28XL7U+SWeijX0925nqqmJN3o0jBsEa6JwMHUFB4fr8jdxQcCu5/bNpEolmpNjTs43nW54gqPXRFKvjWOgQa3JvHFSORbEwJ2uwG3FMj7Kz+20kEr81m6U5qy/y20kzx7eQdXm3UOAoYrpnNgWOYtTzls0MqXMmfJKnmx+mMXqWYKqPfb07xhROcSNGbeQUM73zuKPkfqa6pmWW43SpURs+xZNND9EUq6M32c0rrc/wiYovYlMufhfUpdCX6uHF1ifpSrTjVN3ckL+RtXk34bP6M/enIQ0ao3U80/wIp8PHaIk1san9ee4p/QQui3uMK5zDkEnqA7+gru/HWFU/0/xfIduxHIvqQ2RSukp0GSeutdES+g0d0dfpje2iN76bPNf1g8oTQsFuKWBGzp9S4r2XUOIocb0TMLAqWXhs1Xhts7EoLkZbOnq35Uxku6yqn/Ks38n4J42H9A664TN5qMJOkeeD5DrXEUoeJ5KsQTNCSHQsihubmo/HNh2XtRJ1hOX7ierni8UUTiYm1zBCCGZ45jDDMxtVWIZ9S3eqLlbm3sDJ0FGOBQ8Q1SO0xhtHFE4AU11VTHVP7w8Eh5m+ufg6/QRSvajCwvKcNXj6PX7sipMZntk0RGtJGSn6kt2DhFPciLOj+20CqV6cqoubCu9gac7qQeIBwKJYWeK/jnAqwHP9Im9L52tcl7tu1LgpgHlZS7i1+C48lnM7cwQCq2JjWc4a6qM1bOt6E4nkeGCocLqc2BUHHyp5AKtiHTaAVhEq0z2zWJt3E483/hxdapw5b4l0NByqkztLPsIU1+AlDFVYmO6ZzYdKP8JPav4FXWrURE7SEKllunf2hLVtJKSU7OvdQWO0DoCl2Su5ufCD2NXBW84VoVDuquTWorvobuigJ9nFkcB+VuWup9I9Y9yzTsHEUVrCTyIxKPN9jPKsT41ozOixVmNR3PTEd6EbMcLJU0OE07n6WfDaZuK1zRx/4yewnIlsl03NYXr2195VOy5EILCpfnKdq8h1rrrkciaqn8d9vStyFRMTk0mLRbFgUUbfiWZXHVS6pwOgyRRhLZSJExqOIkdpZmZCCIFTdeO3pjOdZ9myybMXnrdDRsFvS3u7GFInqg3Ow9eV6OBo4ECm3EX+FUNE0wCqYmFh9gocqguAzkQbzdGGUdvvVj2sztuAWx3erNGqWJnjW5R5Q2+LN49a3kQjhMCm2ocVTQMoQqHKMyvTL33J3v5llNGZ6Z1HibN8xPye09wzmOlNC+RQKsDp8PH+HZeXl7geZVf3FkBiFTbWF9w2RDSdX89y1zTKnBUAhLUgteGTg2LgxiKcPEVS78aqZpNln4fAOuK56dkSd7//kMTg8iTEnQjer+262pjCycTEBOjfUj/CHwGDlmh0qY06MHksXizniRtVqNiU9JuuU3Xh7Bc2QH/Z6WMSY0gA9NnI6UxQcKGjBJfqHrWufmt2pjxDGkMCvi8kz15A/nlCbjj85+3WShlJ9KuUG3C0dtvP+34MDPRxZLhPL8+NPAxYFRsV/YLZwKAr0UHSSLz7hoxBa7yZkBYEIMeWh9+aM2rbHaoDr/XcbGFLvOmihNNArI6UGsYY/SalJJw6TUrvRQgLTkvpJbXxSvB+bdfVxlyqMzExIWkkCKb6aIu30Bg9S2eijYgWJqZHSRpJUkaCsHYu6/1YQ5JddZwXQ5Gekh+IM7KKtNcSFxwdKPfCAa8xes5Ecn/vTk4ED4/ZnmCqL1PewAA8El6rf0QrgAHU87b3p0NiL/+sy/noUieqhelOdlIfraU93kwg2UdUD5Po98pKGPHzRI0cl3DIsxeOaoKooJBnL0BBwcAgkOolYcRHDWafCNrjLaT629KVbOdvj/3pmJ85PzA/rAXTM6LjDGtxWcqxKD6SehftkZfw2GZgV/MQWPuXmw0MmUKTYYLxQ9T0/hsSDadaSo5j5SW18Urwfm3X1cYUTiYm1zCGNGiJNbKrZwsH+nbTm+wa8dzxugwLBOooiTcVoVzUtvZw6pzwSRhxEkZ8lLMvJB3gPRo2xZaZoRo/V845cCDI/EDfbuoiZ0ac7boUF+ixBJAQAptix6JYSRoJkkZiXDNZ75aYHkHvXxLUpU5fqueiPj/Wd34hWY5F5DnX0RJ+ktbws0RT9WQ7lmFTcxGoGDJBQu8kmDxKMHEUQ8axq4VUZX8tk0JkMvJ+bdfVxhROJibXKFJKGqNnebThQVpiDRgYWISVEmcZFe4Z5Njy8Fp82FUnFmHhYN9utndvHl/hE+g0nTSSmb+XOsspcox/CUEIQYlz9NxUSv9/F8f4l4EuFSklMT3K8y2Ps7NnC0kjgYJCti2XCvd0ShxT8FqycFrc2BU7ES3MIw0/HeJ1NBrjEVvnzxYa0hg1tm2iSBlaJkYry5rNNE/1RX1HF+vlZFHcTMv+AwA6oq8STBwmkDjYf1SQ3n4vECgIoZLjWEV51u+Q61w5kbf6hPN+bdfVxhROJibXKHEjxm+bfkVTrA6AKvdMPlByHxXuGek0G+cPmBg0x+qvSj2dloF4KMFc3yI+UHL/RX3+8uTjuvyjioHBju7N7Ox+m6RM4lY93FJ0J6tyb8gshYrz6tKV6EjP5F2ErkmdJ0qHYyA1zkDcmVWxXhETTLtqR0FBRyffXsTHy7+A9SJmBQUMWioeDw61iNl5f83U1O/SFXuHSPIMKaMPKXVUkfYUcluryLIvwmObnlnumuy8X9t1NTGFk4nJNUpt+BStsXTgtF1xcE/ZJ5nqHt77RxpyzEH2cjGwGw8kPcnuEXfUvd+IaCGOBQ+RlEkEglV5G7g+fyNWZfidUSmZ4GJnwoLa8PnzBpBIIlo4szzoVN1Yxcg7syYKr8WXdjaXKXqT3enl38v8vQshEFjx2Gbgsc24rNe6krxf23U1MXfVmZhco7THWzLLOqXOckpHWdIypE5nov1KVW0Q0zzVmb+3xZsJJIemhrnyjEegnO/MfPHE9RhdiQ4gvUtxhmcWllGcj9vjbRdtFdASaxw10F2X6dyAA+TY8i57YDhAibM8Yz/Ql+q+4hYQJiajYQonE5NrFE1qmQE9bTUw8vR8b6qb06FjV6ReF1LZH28F0JVo51BgzxUJUB6dsZcyzg84j+mRi44NksjMTI8qRvfaSuhxjgT2XXS/nAgeIq5HRzwe1kIc79/FaFcclLmmok5Q2orRKHAUU+acCqSDw9/p2kRCv5hNASYmlw9TOJmYXKP4rFmZ5Y/2RCtJIzFocB/wyIlqEV5te3bMZZ3LhcfiY2n2ahQU4kaMzR2vUBM+kQlUPn/b/UCdDWkQSgXpS/ZckWDm4ci2nUs30ZPspjvZcVF1sQhrxsk8oofpSXYhL5hRkjItrg4F9nI8ePCivIsgHRe1o/stNEMb8t3rUmNr1xt0JzsB8NvSaXmuRPyLKlSuz9+YEWmH+vayo/utzD060neeNBJ0JToueledicnFYMY4mZi8hxgYNHSpoUudlJHMLLdJ0n5MUS2CKlRUoaIMBHkPM9hNc8/EbfGQTCboS3bzTPMjXJ+/EY817aCdMpJ0xFvZ3Pkqp0NH8Vh8RLXwFfcwsggLa/Nvoi3ezJHAPjoSrfxv7b+zIncdc3wL8Vh8/T5DOnE9TleinVOhY5wOH2NDwe1sKLj9MgSIjy1QSp3l5Nhy6U520pfs5qmmh9lQcBtZ/WaautTRDA0DnVLn1CFB1x6Ll0rPdJpj9aSMJJvan8dn8VPkLMUiLGhSI6qFOdi3h80dL6MKFauwkZLji0WzCCsWYeGVtmfoSXazNHtVfxocQUQPsbdnGzu63wYkqrBwQ346j9+IPZK5N3X0/oDyAQEjZXp35MC9qfTfnyPdmwDTvbO4qeAO3ux4iage5unmRzgZOsqK3HVkW3OxiHSC6pSRoifZSX2kluOhQ5Q4y/nwlN/BM0IsmInJu8UUTiYm7xFqwyc5HjycMaRMGkmSRpy6SA2QjkM60LuL9ngLNsWOTbFhFTZsip1F2SsodpQNGqTy7YWszt3AS61PYaCzvfstToaOZly0I1qItngLSSNBpXsGy3LW8FrbsxftqfNuEUKQY8vjQyUPoEuN48FDRPUImzteZkvHa7gsblRhQZMpYnp00HLVWG7J76JWY55hV51cn7+RF1t/Q8JIcCiwh5rwCbJtuShCIWWk66sIlb+c/Y9DUorYVDvLstdwIniEzkQbbfEWfl73X5Q4p2BXHCSMOF2JDoKpPjwWHxuL7uJIYB8nQ0fG1YJiZxmL/dexqf153u58ld09W8m25iIEBFJ9hPuNQ1VhYVn2apbnrBlR5NRFznAscDBtxikTJPUkSSNBXeQMkN4heLhvHz3JTmyKHatiw9Z/b873L6HMWTGkbJti54aCjUgM3ux4GU2mOBzYy5HAPpyqC5tiR5c6cT02SCwWOIrH1X4Tk0vFFE4mJu8RTodO8ErbMyPmIJNIWuNNQ1KMCAT59kKKHWVDPnN9/kZ0qbO9ezMRLURPspPuZEfa2UUo2BUH87KXcHvRPVgUC7t73rniwmmAIkcpHy3/HHt6trGt+02CqT50qaXz5iEzdbYKGzbVTpmzgmmemZfJjmDsGScFhVW569GlzuaOl4nqEaJ6hEgsnDmuCBWf1T/s5wWCCncVH53yWX7b9Cu6kh3E9Tg14ZOZz1sUC0WOUu4ouZ9ZvgVE9fC4hVOho4TVeRsocpTwctvTtMWbaYs3YWAgEFiEBafqYm3+zazNuwm7MnyuOIDa8GleaXtmlPxmkvZEM+2JwUHeAkGWNTuTZ+5CfFY/G4vupsRZzludr9AWaybVL5Cj/U7hCgpWYUVVLOTa8lmQtWzUupqYvFtM4WRi8h6h2FnKspzVXMoerVz70CWWdPJdFx8ovo+lOas5HjhIZ7KdhB7HptjJseUywzubKc5KFKGiSY0l2SvJtxcyZZiBLs9eyLLs1ehSp8A++K3fqtiY6ZtPli2bQnvJoLx3kJ79Wp6zBouwkm8vHLYNQgj81hxuLvwgq/LWUxM+SUusgWAqQEomsQorPqufPHshFa4qcu0FI4qmQkcxy3PWAFDprmasGSSX6mZZ9moMdFyqB4Wxt8YLIXCoTm4u/CCL/Cs4ETpER6KNmBbDoqg4VTe5tnyKnWUjehQpQmWGdw5fq/4rToWOUR85Q1gPIRD4rH5KneXM8s7DqboBmOtbRFeiHYfiRBlm+75NWJnpnYvPmsXcrMW4VDfzspZQ5ZmVLj96hogWxqbYybcXMtM7j0JHSaY9I1HoKGZZzupxJRa+kHzH8N/3AHbFztLsVcz3L6UpWsfZyGkCqV5iehQVFbfFQ569sH9naPkVCV43ubYRYwQrXp2oShMTExMTExOTq8eIbwrmrjoTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3FiCicTExMTExMTk3EylsXq5U+DbWJiYmJiYmLyHsGccTIxMTExMTExGSemcDIxMTExMTExGSemcDIxMTExMTExGSemcDIxMTExMTExGSemcDIxMTExMTExGSemcDIxMTExMTExGSf/H5el0c/sWmQkAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c('¿Cómo describirías tu nivel de manejo de Python?', exclude=[\"si\", \"sin\", \"al\", ])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c5c07e13-c79d-4454-b530-d8d57eb2d1e5",
+   "metadata": {},
+   "source": [
+    "# Feedback"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "4cf210b9-6707-4a68-aecd-6a1fd0220a33",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\"¿Querés dejar algún otro feedback?\", replacements={\"ek\":\"el\"}, exclude=[\"es\", \"les\", \"por\", \"si\", \"los\", \"las\", \"para\", \"ya\", \"con\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "06fbb85d-0af8-4ef4-bb74-6d094168bfaf",
+   "metadata": {},
+   "source": [
+    "# Místico"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "46bcdeca-42da-45e9-af43-56d67a5ee348",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "¿Cuál es tu signo del zodíaco?\n",
+    "Acuario      4.000000\n",
+    "Aries        2.000000\n",
+    "Cáncer       5.000000\n",
+    "Escorpión    3.250000\n",
+    "Géminis      3.800000\n",
+    "Leo          2.250000\n",
+    "Libra        2.500000\n",
+    "Piscis       2.500000\n",
+    "Sagitario    2.500000\n",
+    "Tauro        2.666667\n",
+    "Virgo        3.250000\n",
+    "Name: ¿Cuántas veces te bañaste?,"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7d4872a9-1918-4c49-877f-32077d315d50",
+   "metadata": {},
+   "source": [
+    "* Fuerte influencia de *Geminis* en las comunidad\n",
+    "* Hay que trabajar en términos de inclusión (astral) para aumentar el federalismo astral de Aries, Cancer, Aquario\n",
+    "* Ojo cuando los de Escorpio, Leo y Tauro se junten\n",
+    "* Los de Aries podrían revisar sus desiciones higiénicas\n",
+    "* En peligro de extinción los Tigres que programan Python\n",
+    "* Tauro, Acuario, Aries, Cáncer son los que están trabajando en Python (atenti para recruiting)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "ec90c95b-dad7-41b0-83f0-b14eb6e49a2b",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/pycampana/pycampana_report_2023.ipynb b/pycampana/pycampana_report_2023.ipynb
new file mode 100644
index 0000000..5be48bc
--- /dev/null
+++ b/pycampana/pycampana_report_2023.ipynb
@@ -0,0 +1,295 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "eafb1160-3ab0-4215-9874-48eebc91898b",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "from wordcloud import WordCloud, STOPWORDS\n",
+    "import matplotlib.pyplot as plt\n",
+    "from collections import Counter"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "633b12ee-bc6e-480e-9d26-f4b3e52f0fd0",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "fname = \"PyCampAna 2023 (Responses) - Form Responses 1.csv\"\n",
+    "df = pd.read_csv(fname)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "977fcb91-ae0a-464f-96a0-8c52bba9c932",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "def word_c(col_name, replacements={}, exclude=[], show_counter=False):\n",
+    "    col = df[col_name].fillna(\"\").str.strip().str.lower()\n",
+    "    if replacements:\n",
+    "        for k,v in replacements.items():\n",
+    "            col = col.str.replace(k,v)\n",
+    "    show_counter and print(col.value_counts())\n",
+    "    words_count = Counter(map(str.strip, (col.str.cat(sep=\",\").split(\",\"))))\n",
+    "    all_words = col.str.cat(sep=\" \")\n",
+    "    stopwords = STOPWORDS.union([\"de\", \"el\", \"del\", \"la\", \"en\", \"las\", \"que\", \"y\", \"muy\", \"un\"])\n",
+    "    wordcloud = WordCloud(width = 800, height = 800,\n",
+    "                background_color ='white',\n",
+    "                stopwords = stopwords.union(exclude),\n",
+    "                min_font_size = 10).generate(all_words)\n",
+    "\n",
+    "    # plot the WordCloud image                      \n",
+    "    plt.figure(figsize = (8, 8), facecolor = None)\n",
+    "    plt.imshow(wordcloud)\n",
+    "    plt.axis(\"off\")\n",
+    "    plt.tight_layout(pad = 0)\n",
+    "\n",
+    "    plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "49decfab-e7fb-4c8b-8f81-ebb38f145a96",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Promedios"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "11bdff0b-7bdb-4546-aa7e-0376b39892ec",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "* ¿Cuántos kilómetros hiciste para llegar?              **808.833333**\n",
+    "* ¿Cuántas veces te bañaste?                              **3.525000**\n",
+    "* ¿A cuántos PyCamp fuiste? (contando el actual)?         **3.384615**\n",
+    "* ¿En cuántos proyectos participaste en este PyCamp?      **2.100000**\n",
+    "* ¿Qué nota le pondrías a la comida?                      **8.600000**\n",
+    "* ¿Qué nota le pondrías a los dormitorios?                **7.250000**\n",
+    "* ¿Qué nota le pondrías a Internet?                       **4.125000**\n",
+    "* ¿Qué nota le pondrías al lugar?                         **8.450000**\n",
+    "* Tu edad                                                **32.075000**\n",
+    "* ¿Tenés hijes?                                           **0.450000**"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f80c4041-6217-4094-b66c-69f3ea652cfd",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Dónde debería ser el próximo PyCamp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "5d47a5d9-3eb5-43be-8516-faa136867383",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Dónde te gustaría que se haga un PyCamp?', \n",
+    "   replacements={'cordoba': \"córdoba\", 'jesús mario': \"jesus maria\"}\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a48df15a-54fc-492a-9467-55f3803e2552",
+   "metadata": {},
+   "source": [
+    "# Nivel de manejo de Python de los PyCampistas"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "6324a4f0-7cf4-4344-8dd2-b4aa09abdc73",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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abbUps7FGBoPsf/4UG66vJ68oi77OYU4fbmXVdYvJK8qiq2WAkwdauOF1a8/H2JimRW/7EC1nugn6I2i2RAB6ZW0x+cVZ5+O6pJSMDgU5e7Sd4YEgbq+TZeuqiMd0Th9qZcc9a3E4bcRjOod2NjDU50/aRl+Omy23rcRm15BSMtTnp+FoO8HRME6XncUry8krzOLAi6epW11JcUXevF2XaZg8/9tDFFfmsXx99XlhUsu0aDjWTtvZHm554+Rl1HhMp+lUF13N/RiGicvjZPn6agpKc87vI6Uk6I/QeLyDoT4/0pK4vU5Kq/IpX1w0Icg+Q4YM8HJ7K5985vGUter+v5tu5w11yy5Dy65MhmINPNv5UXQrxOq8D7E46w241IJJ8bKW1OmNHOLY0LcZjJ5gcdYb2FDwCWyKZzanTRkMmjGcMmTIkCFDhgUkYzhdGkcG/4cTw9+j0nMLW4r+AbvqTbmvlBZd4d3s7v0nnFoeO4r/mVxH/WxOm9JwysQ4ZciQIUOGDBmuWAZjJwBBqXsbNmVqWRghFIpdG3GqOYT1XqLmcNrbkzGcMmTIkCFDhgxXLLoZRBE27KpvRnIqquJAUzyYMoopL120eToyhlOGDBkyZMiQ4YrFrvqwpE7cCsAMMsBNK4puhVCFE1WkX0fuskdt9gdDvNjYQvvwCKZlUejzsq68lFVlxQmNoCQMBEO81NRK29AIhmmR43axvLiA9RVluOwzLxkxFeG4TuvQMK1DI/QGggRjccJxHVNa2FUVj8NOgcdNWXYWSwryKfS65121VEqJPxajZXCE1qFh+oMhQjGdqJEI+nbabLhsGvkeN6VZPkqzfFTmZqOmUcwyHUgpGYiEaR0doTsYoD8cYjQWI2oYGJaFKgQ2VcVjs5PlsFPs8VLq8bEoJxePzbZg6rCvJSwp6Qr46Qj46Qz4GYpE8MdjxAwDU0o0RcGuqnhtdnKcToo8Hsq9WVTn5OBQL/tnZEripknzyDDNI8N0Bv34YzGiho4pJXZFxWu3k+dyUZmVw5KcXArdniuuz1zNXEv9PWYaNI8Mc3ZokO5gEH8sSsw0UBUFj81OodtDpS+L5QVF5LpcKYNkhBCX/bqklATicRqHB2n3j9IfDiX6hmkgJTg1Da/NTqnXR2V2NnW5eXhs9svS7lx7Hd3hPfSE97DIexeacE65f1/0MDFzBLdWhFPNSXt75vWLNxKO8tlHn+Z0bz8AuW43//W2eyn0eTFMk53nWvmvF3bRMjRCVDeQSOyqSpbTyT0r6vnQtk0U+TxjZSYkumnxQmMzX39xD+3Did9YSGyKisduY2VZMR+9YSvrKkpTGl3JkFISN01GI1FOdPfx5OmzHO3sYTQaI6rrxE0Tw5JYloUkIfqoKonO7lA1PA47q0qLuG/1cjZVleNzOi7p/NO1LazrNPQN8PCx0+xpaWckEiWqG+imiWlZ58UJFSFQLmiXQ1MpyfKxsaqM65csYllxAV6HA5uiLNjLP35v/fEYraMjvNDWwivdHXT4/YQNg5iZuA5j7DokY6rhQqAKcX7AtquJTryqqIibqmrYXlFFvtOFXVXnfC2jsSh/+fRjNA0nXwvfXFbOZ66/Ba99/hWwddPk24de4VdnTiSdWBV7vfzt9htZW1Qy63NIKYkYBoF4jJMD/bzY1sLh3m56Q0Gi48/Ess6/W+PPRBECVSjnn4lDU8l1ulhTVMKdNbWsKy4h2+FES/P71RcK8r7f/oq4OVG5fXFuLn+3/SaW5OZNur6YadDu9/NE01meaGqccG0XvmvK2HtmU1QcmobHZqMuN5/76pextbySQrcHbR6MqJ+eOML3jx7CmKWGVzq4t7aej1+3DbuavgLMV0N/n831dIeCPH6ugUfONdAbDBIxdGIXXIcAVEXBPvYe5TidrC0q4Z3LV7OysAiv3T5hTLApyry8V9NdiyklQ5EIR/u6eejsaU70941NJAziljmhzytCoAkFu6biVDWyHA62lFXyutp6VhYUke10oM6TwOTFVHhv4czoL+kI7aRh9JcsyboPm+JB8Or7kLi+GCPxRk4MfR/dClLpvQmvrTLt7ZlXw8mUFt3+AC1DIwAMhSM0DQxT6PXw/NlmPv/4s/QGJgr0xQyT/mCIH+8/TH8wxD+97jayXU6klDx07BRfeXYnQ+HIhN/ETZN4JGGINfUP8eW3vI4NlWXTtk8C4Vickz19PNNwjqfPnKNjeHTaVEJLSiwzYciF0RmOROgYGeWJ02e5uXYxH9y2kQ0VZWjq3F4qKSXHunv5yf4jPH2mkWBs6rVaU0rMC9oF0BMIcrizm+/vOciKkiLeuGY579qwBnuS8hzpRErJYCTMkb5edne28XxrM80jw5gzcLPKsd9bUqJbFhHDAGL0E6J5dJiHz56hwpfFvbVLeUPdUlYWFM3pY5pld1CTncszLU1Jt/eHQ/zhuo3U500uKZJuukNBnmpppGkkuRG3KCeH6qycWR3bkhZdgQCHert5sb2VXR1tdAX8M0qdlYy9X9IkbpmEDR1i0BsKcXpwgAdOn6A+L5/76pbxhrplVGRlp05JuUQMS9IyOkLMnKiwHtTj9ISCEwwn07JoHB7i/04d48EzpxiORi4+3ASsC96zsKEzHI3QEfDzfFszNTm5/N6qtby+dhmFHk/argdgJBqlZWQY3bp8htNAJJy2OoJXU3+f8TUBrf4RfnHqOL8+fTJpBtyF+xqWhXHBe9Q8MswjjQ3cXL2Idy5fzU3Vi7Apie+uS7PhSKPBOh2WlLT7R3mi6SwPnD5J4/Bg0moAF/8mLk3icZMgcQYiYZpGhvn5qWNcV1rO25et5JbqGvJd87/akmuvpTbrjZwd/TVHB79FV+hlSt1b8NjKUIUdiUXM9DMcb6Aj+DxRc4hsWw312W9HE660t2dBfexxw6R1aJjawnz+64Xdk4ymC7Gk5OnTjWxZVMG7NqyhoX+Qb7y4Z5LRdDFd/gBff3E3X3nzveS4p3bnISX72jr41ydfpGVo7pH3UsLzZ5toGRrms/fcytZFlbN+oSwpebmpla88u5OTPf1zbpslJce7e1lRUjipoGw6kVIyFI3wRNNZHj57hoahAYYikbSfsSPg5zuHX+GFthY+smEz9yypm7UnTQjBG+qWcf+xQ0kHsqAe55mWJupy8+f1AyGlpHF4kFMDyUu7aIrC9RXVZDsurQ6TJSU9wQC/OHWcF9paaBweJBBPb8CkJSWnBwc4N7yLlzva+OjGLWwpq5jXJa/haISBcCihzi4EhmXxXGsTX39lL8f6e6cdGKZCAk0jw3xp9072d3fyl5t3UJubd9mXV640rsb+Ph3jRtzerg6+9soe9nV1zMgATIZumTzVfI6jfb38wZr1vHfVWrw2O06bllZPXyokYJgmTzY38oOjhzjc2z1nY11Kyb6uDk729/HYuQb+YvMOVhYWnfcczgeKsLMs5z3ErSCtgSfoix6iL3oIVThQhA2wMKwYEhMQ+GxVrCv4M3LsdfPSpoU1nEyTs/2DdPuDnBsYRBWCAq8Hj91GRDfoDQQnfOx0y+LH+w6zvaaab760l25/AACvw06+x40iBIOhMP5obMJ5jnb28HxjE29cvXzam1aVm4Nnirgoh6biczhw2W3nO6puWoTicUYjUYyLXkIJNA8O87lHn+Xb734T1Xk5l3aTSLyYhzu6+cLjz5331l2IIgTZLiceuw27qqIIkZgdmCYRXScQjU9a1gDIdbu4fVntvHbYgUiYP3vyEQ50d877bDoxWPfzmRefpt0/wofWbcKpze6VXpyby5aySnZ2tCbd/vDZM7xv1Vq89vkrHmlJyW8bTk/yrIyT43Byb+3SS/4QHOvr5a+fe4LGocFZDwAzRbcsXu5oo2FogM/dcCv3LKlP27L1xRiWRdPIMIa0sEzJbxpO8fmdzxPU02cURk2Dx8+d5dzwEP95x+tYll+YMZ4u4Grt71NhSotHz53l8zufpz88+5JFF9IbCvKVfbs4NzLMp7bswGOz49LSE4+bCiklg9EI3z9ykP89fIBoiu/KbAnqcZ5tbeb04AB/tmkrb6xfjkvT5qV/CCFwa8VcV/g3FLrW0hJ4nJDeg24FsaSBEApONRe7mk2peyu1WW/CZ6tIezvGWVDDyZKSnU2txAwDh6bxhlXLuGdFPUVeD8ORKA8cOs5vj52a8HHvCQT5xot7eKW9EwGsKivmXRvWsKqsGFVRONzRxfd2H6Bp8FWPUSAW51B7F3ctq5syWFwIwaK8HG6oreZ0b//587ptNpYWF7CuopTqvBzKsrPId7tx2TVUoRDWdfoCIU709PLsmSZO9vRNmt22D4/wswNH+Mtbrr/kZTHTsvjurlcmGU2qECwrKeTmusUsLy6k0OvB57CjqSq6aRKKxxkMRega9dM0MMTp3n5O9fQT1hPLdsuLC1lRMr9ubq/dzvL8AvZ2ts/bOS7GH4vxzYP7qMjK5k31y2d1DLdm4/aaJezpap9kDAN0Bfzs7+rilkU1c21uSgbCYXa2JzfcAG6sWkShe2oNk2SU+3yUenycGZxdkeLZ0B8O88VdL1Ls8bKpNL3Fhy/k3PAQMcPg+dYW/mPvy2k1msaRQMPQIF/c9SJfuOkOqrKz036Oq5Wrtb+nwrQsnm1pTqvRNE7cNPnV6RNoQvDx67bNi9E3znhA/pd2v8Rvz54mlmQinS66ggG+uOtFhqIR/mjdpnmbmAsh0ISDJVn3UeW5Fb/eStjoxbCiKELDoWbjs1Xi0crmfXKz4OkwzYPDCAHv2biWv7x1Bx67/Xzwd2m2j/5giJ1Nrw4eoVicx042oJsm9UUFfObuW1ldWoyiJG5MTV4upiX50tMvEbpg+eFs/yDDkci0WXaqovDWtat48MhJHJrGXcvruGt5HUVeLzluJ3ZNSxrbsLxYcv3iKt64ejnf2rmPXx8+McHgM6Vkd3MbLWuHqS+6tNiYU7397GmZ+CESwBtWL+djN26lNMuHqqTOypBSEjMMRqMxevxBXmxs5tmGJm6uqyHfc+kD76XgVDVur1nCE02NdAUDKfezKQoOVcOmKhS43JT6ssh3unBqWiJQPxalI+CnNxQkrOvTdvyQrvPNg/tYWVA0qyUVRQg2lpSxKDuHxuGhSdv98RgvdbSwo7JqXj4MUkqeaT3HaCyadLtDVXlD3dJZeW/yXW7ura1nd2d7Sm/W+DnGA3OLPR6KPV7yXW5sikpkLG6j3T/KQCRMRNen9TB0Bvx8+9ArVGZlU+T2zMvHrHF4iOP9fXx1/66kA50iBC7Nhtdup9KXRZkvC7fNRsxIvGNt/hH6QiEixvTXs7uznZ+dPMInrtuGc47eApdmI8/lQp/H4HDdMgnFdawUC2fpeBpXa39PhpSSw709/PvendMaTZqi4NZsFHk8LM7JI9fpBASBeIzuoJ82/ygR3SBi6BPuviUlDzacotDtSVt8WTLCus4XXn6eRxsbpnyvBQKXpuGx2yn1eqnKysFrtyMl+GNRuoMB2gKJa4ledC0X4o/H+NbB/WiKwvtXr8Opzo/nabzNdtVHgboKWDUv55iOy5JHnOd280c7rsN7QayGEIKyLB/3rKznYEcX4XjCSyJJWOqqInjvprWsKZtY/0xTFW6tX8wP9h6kefBVw6l9ZJTANMHU41TkZvPVt76eRXk55Lpd59szFUIINFWlPDuLv7rtBoZCEZ5pODdhn+bBERr7B6krvLTYmL0tHcSMiQNcdX4uf3Xb9eR7pg/EE0LgtNlw2GwUeT2sKSvmT67fjGFZ87ZscuG5N5WWs7msgocaTk3oaA5VZXFOHotzclldVMza4lJqc/PIc7lQknzGLSnpCQV5sa2Fp5ob2d3ZPhY4mpzGoUF+deYEf7F5+yWnyAshqMvLZ31xKeeGhyZ9ICwp2dvZQbt/dFIWVzoIxuM81Xwu5UduXXEpy/ILZ3VsIQSvq63ne0cPcmpgYryc125nSU4ei3Nz2VhSxoqxgchrdyQdWE0pOTc8yPOtzTzT2syB7s6Uy38SeKGthZfaW3nL0hVpDa4e59zwEH///NOcG5lo7CpCsCg7l+srq7hrcR2rC4vx2u2T2mCOxZU939rMI40NnBzoS3k9umXx85PHuHtJPWsKi+c0MLxn5RresmzFrH8/HaZl8eCZU/zn/t3447FJ252qxpLc/Dlndl2t/T0Zw9EoX9n3MmeHBlPuowhBTXYur69byp01tdTnTb6HkkT83YHuLh5vOsvO9lb6LjDEoobB1w/snTfDKRiP898H9k5rNJX7stheXskdNbVcV1ZOtsM56alIYCgSYX93J8+2nOOl9taUQfKBeIxvHtiHz+7gnctXoV7DS9qXxXDaVFVOnntypLsQguXFReS73YTjoxO2+RwOblu2JOnHqtDroTTLR/MFy3XDoQiRuH4+cHQqFCFmlIWXDCEEWU4Hb123ksOd3QyGwue3xQyD5sFhTEuiqTN/ibpG/ZM+3uvLS/E6HJf0sRaJBgJgU1VsC5TF4VA13r58FY80nkG3LLLsDm5dtJgbK6tZUVhEVVY2Lm16fRZVCMp9WbxrxWruqFnCg2dO8fUDexiNTR4IIDEI7mxv5T0r1lCZlX3JA5tT07iluoaHG88QTfLBPjs8yOnBfhbn5KZ1NiWl5NRgP40pPtiaUNhcVkHBHLJX3JqNdyxfxT+99BwCKPZ4uW3REm6sqqY+r4Aynw+7Mn2qtyYES/MLqcsr4J4l9fzvkQP88tSJRJZdEmKmwSONZ3h97dJ5WZrQLXOy0QTcV7eMP1i7gWX5BVMOqpoQLMsvpD6vgJura/jmwX1TDjjD0SgPNZxiTWHxnNrt0DQc87RUI6XkeH8f9x87lNRoArht0WLesnRFWoL3r9b+fiFSSn7XeJo9Uyw5qkJw66LF/Mn661hXXJry3gkSXt47apZwfWUVL3e0880DeznU233esJxL4sJUWFLyUnsL/3fqeMp3WADbK6r4s01bWVNUgts2RTgLUOB2c8+SOm6uXsSejnb+98hBdnW2Jb2GkViUr7+yh/XFpSzLn1yEdy6MG5qmjBMyutHNABbTx21l22twpFnL6bIYTmvKSlLOdKpys8lyTg7AXVNWQrYzeZacEILqvBx2Nbed/5tuWQxPk4GXLoQQrCorpjovZ4LhBNAx4sewrEuSJtBNa5I6qqokm6NduWwsKeOty1ZS5PbwlmUrKPZ4cajarDxeQggK3B5+f816shwO/nX3iwxHky9pnRrop3FkiMqs2cWh3FRdQ5k3i6aRyct1cdPkd2fPcGdNbVqNUENa7OvqoDPFUkeB281NVYvQ5njO2xct4UhvD+uKS7m3tp4su2PWujiKEFRmZfNXW2/AZ3fy7cP7kyYkAOzpbKc/HJr1M7kUvDY7f7B2Ax9at5Es+8wnGooQLM0r4PM33o4mFH595mTKZYknmxr56IYt5M8i3my+kWNp55998Rna/KOTtgtgfXEpf7fjJvJc6UvTvlr7+zjNI8P8+PiRlN5GAdy5uJZ/uekOcpzOGb1XQgjcNju3LVrMyoIiPvXM4+zpap83owkSQej/uX83g5Fw0u02ReXty1fyZ5u2UuLxXlLfd2k2bqquYW1xKV94+Xl+e/Z08njQYID/2LuTL992NznO9LxjUkoiZj/NgUc5N/pbYtbomCE1/b3cUfJ5yj3Xp6Ud4yy4PK4iBJW52Sk7lNdhx5fEcFpaXDBlJ0wWuxNIMVOZDwo8boq9kys2j0ail9xRct2TO+axrp4JMVxXOg5V5fM33sZfbtnBouxcXJptzsuEdlXlDXXLeH3tspTHMqVkf1fnrNOh3ZqN19emrqT9ckfblHousyEYS8gdpHpPluYXsLqweE6Gsxibzf/HbXfzgTXrKXR7cMwxA0YIgddu54/Wb2RDSWqPbcw0OdDTNevzzBRVCN6xfBUfWrcxsexwidcmhCDL4eAT122jJic35X6jsSgHe+f/embDUDTC/9u/iyN9vUm3L87J42+230ip15fW816t/R0S2ZlPtZyjZXQk5T6ri0r42203zthouhBFCEq9Xv5+x00snUctOAn84tRxTk+RBHLbosV8cssOSr2+WU+Ycp1O/m77jdy2aHHK57K3s4PHzp3FTFOmpSHDHBz4L44Ofpug0YluBTFkCEOGp/1nyfQHxi+4x8ltt+F1pJZtF0IkNZzKc7KmfNDuJEHgyZZb5gtVUch2J9aIL+zEcdNgJlbxhdQXF6ApyoQZfOPAID/cf4g/3r4Zl23+Au/ShRBiXpYG3TYb71m5hgfPnEyZQXVyoC8xG5nlPbpt0WLuP3Y4aaB2SI/zVHMjf7BmQ9qewbmRIY73Jx/oBPD62qVpWdZRhJiXGLcsu4P3r1rHvq6OpMaflJKT/X1pz4C6mGX5hXxk42ayHdPot01DmS+Lty1byb/v2Zm050YMg5P9fdy+KHnowOVCt0x+dOxwYsCSkwcsj83OX2zexsaSsrS/B1drfx8X7ny+tTmlxzTb4eD9q9dR7pt6DJoKIQRL8wt498rV/Ouul1Iubc+F1pFhfnf2dMrt5d4s/nzzNvJdc/OUCiHId7n5yIbNNA4PcS5JMk1Qj/NQwyluXbQ4LYkhPeH9dASfR2KRY6+l2nsHPlvlmIbT1OQ70x9LuOAeJ4/djmuKNVUgaSxEoXdq5d5knXahyxk4k8zgx+XrL4Vti6oo8E58uU1L8r+7DvC3v32CXc1t06qIX8vU5eWzoaQ05fbW0ZFZz0CFEFRn57CjoirpdlNKnmo+lzLu4lKRUvLA6RMp4xFKvb55lUBIF+tLSqnLzU+6bVyBeT5xahof3biZgjkOCpDwXG2vqKIqxfKPYVm0+EfnNcX7UtEtk0caG/jWof1JJ4yusftzz5L6BS/1MVfms79DQuh0Ko/o+uIy7qhZMud4ME1ReGPdchZP4c2cLaZl8VTzuaTLs5Dw3v3+mnVpS2wRQrC2qIR3rVidMgh8X3cn+7s703K+jtDzWOgUOFdxS9l/siL3/VR6b6Xcc8O0/5xq8u/SXFjwHuTQVGzTxPtcPBtShJgygC3Zb+BS/TyTGS8FMNN/6SLX7eLt61dPuqa4afL4qbN8+rdP8PnHn+PJU2fPB8DPZ2rrlYYiBOunWBoaiUaTzrhnSpbDydbyClwpvDzNI8Mc7+9Nyz3vC4fY29mRcvttixbjs82f6GY6EELgtdlZmp/6AzU8x2cyHWuKSlhfkh79FiEEJR4vFVPEzYxEIwRTBF4vNFJKDnZ387X9e5IaTapQuLd2Ke9esWbes2rng/nu7y+3t6b0NqlCcEfNkjl7McfJdjq5vWZJWo51ISPRKPu6OlIa8zXZudxQ+WrJl3QghOC+umUUuD1Jt1tS8uAUsYKXQkDvBATV3rtwqnkIoZwvlDyTf+lmwZfqbKp6yTMem6qkvXBoKsbl9kPxOMFYnJFIlLahETpGRhkIhRmNRAnFdaK6QUTXiRkmUV0nahgMhsJpCfwTwFvXrqSht58nz5ybtE7cFwjx0NGTPHW6kcrcbO5bvYwbliyiNMuHx2G/Kj+Ol4KAKWdOhrQSIquzTFFWxjwOZb6spG7o3lCQ3Z3tbC6rmJOmk5SSF9ta6Asnj5nKdTq5pXrxgpRmmCsOTaPcl9rQ0E0T3bRQtfTP1TShcH1FFUUpPuCzId/lpmyKOKBgPE54AUMBpqLNP8q/7HohaUIDwOayCv5y845ZxedcCcxnf09koaUWnfXY7dyRZkPnzppavv7KXow0TSSklHQFAxzu60m6XZAI3q/LS7/nJd+VyLj7wdFDSbcf6ummdXRkypjBmSFRhA2Xlk96FMjmxoIbTuos4iwUsTBGU8wwONXTz/62Do519XKiu49uvx/TWlhvjhCC4iwvf3X7jWS5nPz22Cki+sSPtARC8Tine/s53dvPt1/ez/VLFrG9poqtiyopy55d8N/VQk6KDEsAJClnkDNlcU4em0rKkhpOEniutZnfX72OIs/khICZEozH2dnRRkhPHu+woqAoUQPqKniOmqLgs9tTbrekTJqBkw5ynE7WTpEePhtsqkq203m+nNHFxEwD/QpYqhuORvj3PTs5kmLQXJyTy2euv4kyX3qDwRea+erv/eHQlEHhawpLyE1TZtg4RR4vi3PzaBhKn5L/qcG+lKKddlXlhqrqeVmiVYXg+opqfnbiWFJx3ZCus7erY86Gk0crZSB6At1Kb2LObFlww2k2rrP5HjZMy+Js/yA/3HeI/a0ddI4uvLGUjPKcLD556/WsLS/h/r2HaBwYTNmukUiU3x0/zXMNTSwuyOOu5bW8YdUyCr2eeS20erlwqbaUgxrMfZlWEYnCvw+cPpE0RblhaIBTgwMUzjLwUUpJm3+UI73dSbdrisKWsgoK0+hFmU8ECa/TxckRE5mfPpXlcKSMr5oLHps95TtmWNa8Lj1Oh5SSqGHww2OHebr5XNJ9Ct0ePnHd9nnN5Foo5qu/nx0eRLdSG11ri4vT7sF3aiq1aTScLCk51JP8OwKJScD64tQxYnNhPFu33OejaWR40va4aXC0r4d3LF81p/tY4t5Ma/Ap+iIHqfbegSbSa8xeKpdFx+lKIhCN8bsTZ/jP53cxEp66qrdDU3Hb7WNxWoklx/P/VIXOET9DadaOynI6ePPaldy+tJZfHznBYycbaOwfSilNEIrHOdbVw4nuXn6y/wgf2LqBu5bVUZzlvWaW8BLG9/yfZ31xKSsLiziaJLXbsCx+dfoEN1RWz8qwl8C+rg5aU8x2sx0OXlc7uxIrlwMhBOIyudCLPV5Kk0iBzBWnpqW8JiknSa0tKBbwm4ZTfPfwK0mLt7ptNv50w2Zet6QO5SqfOM1nf28eGZ7SE7o8vyjtfdChamkNEJeQ9Bs1TpUvO2UcUjoocLupyspJajhJoN0/ylAkQsEcdM8qPTfT5n6GtuBz5DmWU+29A4eagxCX591+TRtOMcPgJ68c4X93v4I/OjnQUxGCipxsVpcVU1eYT6HPQ47Licdux2lLKP/ax+t7aSpfevolHj1xJq3z6sSABNkuJ7+/ZQN3La9jb0s7T55uZH9rR8qyMpaUdPsDfPmZnbzU2MKf3LCFTZXzX/zwWsKhady9uI5jfb1Jn+n+7k66Av4pg4hTYVgWj55rSPmurCsupSY755KP+1pkrqrRVyOHerr42it7CKSYQL25fjnvXLF6waoFXK10BgIptYbcmi3h8U3zu6UqSsJTTXp8sDHDoCPgT7m9Jid3Xqc0Prt9SqNoMBJmKBKek+FkUzysyHkfEWOAI4Pfoie8nwLnSry2clTFhZgizy3PsWwsNip9vGYNJyklLza28O2X9xGKT4wx0RSFZcWFfHDrBjZUluN12HHbbdMuec1ntWtIGHJl2Vm8ac0Kbq1fQueon0dPnOHpM+foDQTP1/e7kLhpsrOplebBYf7pdbexfXHVZV26Gw++j5oGMcMgbpoMR6P0hoL0h0MMRsKEdJ1QPE7E0ImZBhHDSAThGwZR0yBqGPhjly4seqmoQrC1vJIKXzbtgclpvsORCM+1NvN7q9Ze8sB9erCfYym0mxQheOvSlQvmbZJSYkqLiGEQN0xipsFAJExfOERfMMhILEpIjxOMJ55H1NCJjj8Pwxj7m0F/ODRPi3FTk24xxysZKSWNw0N8cdeLSYvqKkJwc3UNH924JWVW6EJyJff3cQ2nVGrhOU4nbpst7UaHIgTZDicOTUuL1uBAJDRljFfFPE8sHKpGgcudcinVH4ulLP0zU3b1/iMD0eNEzWFMGaUz/BLd4d2oimPMaEp9fduKP0e5tmNO57+Yy9+zLhPD4Qjf3Lk3qdH0tvUr+dMbtlLkTbg3Z/rSLdSgIYQg2+Uky+lgeXEhf7htEzubWnniZAMH2ruSLhd2jvr592de4oueO1lRsvABx6Zl0RMKcmZwgMbhQU4PDtAwNEBnwJ+ynMLlRghBXW4+60tK6QiMTnq+UdPgpfYWXl+39JICSC0pefjs6UmFnMdZll/A2uKSeX9GhmXRMjpM49AQZ4cHOTnQR9PIMB1+P6EUYoNXInlpDt69UkkM9BG+vPdlDqbQHVpZUMSn5qAMnS6uhv4eN02CU1Rj8NjsOObJY+e0aThUNS2GU18oPKU0Sjq0zaZCCEG204kqlKQq3cF4fMr7PBMCejthoy9xPhLPRCIxrOnfJck1oBx+JSClZG9rO21DI5O2rSkv4eM3bU9awmW6Y8YMY0Fn3OMfxly3i9evXMr1i6s53t3Lzw8c5bmGpkkzqbP9gzx45CS1hfnzVmD0QsZnmycG+vhNwykO9/bQOjrCcDQy796idOG129lRUcVTzY1JK7Uf708YGxuKZ57q3RsKsr+7K+m7Ml6Ac74+dlJKdMtid2cbj507y9G+XjoCowRiscviLZorgkQNrdcClpR8/8gBnmk5l/RZZdkdfGrLDpblF14Wo+lq6+9x05wyM9KpafO21OlQ1bRpKoX0OFPJLGc5HPMefeix2VAVgZ5k1TNmGkkz7i6FDQV/jm4lzxqcjjxH+isWvCYNJ9OSHGzvmqS+rSkKf7z9OvLclz6D1U3rsqp5CyHIdbu4fnE1GyrKePDoSb65cx8DwVdfNktKHjp2ig/tuI4SX/qDaS8kbpoc6e3mx8eP8GxrEyFdvyI/ntMhhOD2miV848DepKq8XcEAu9pbWVtUgjaDwUqO1dZqTqG5U+j2cGPlorRrN0kpx1KD2/n+kYPs7+4ibi6soT9fXA06V3Mlbpo8cPoE9x87nFRlPsvu4K+33cCOyurLklBwNfZ3U1pTainZFGXe7qUq0nfs6DT9eL68ZhdiVzVSlaHXLWvOUiRFrvVz+n26eU0aTqF4nN7A5HiMsuwslhTmzWq2NhyOEEgSYL7QCCHwOOy8ff0qAtEYX3txz4Tgx0A0xqmevnk1nEaiUR44fZzvHTmYNA7jaiPP6eKW6hruP3Y46fbHms7ywbUb0abQMRonYhjs7WpPWbKlJieXdfOwTNcXDvHNg/v4TcMpRq6QpZJ0ca3HhVtSsrernW8d3Je0XptNUXjnitXcV7fsspRTuVr7uzXmIUvFfNV2TPexpyukuxBZlaoQKcOMprvPVyOvScMpZhiEkniHCn2eWQV4SylpGx6hN3BliHNBIiPs7etX8YO9BxmJvDpQSqB9OHk9o7kipWQoGuEre3fxYMNJwimEHS9EFQKHqmFTFRyqRonXS4HLQ77Lhc/hwGOz47bZcGsaLpsdj82GU9M4PTjAv+/ZOS/XkYz76pfz85PHk7qczw4NcrS/l23llVMeYzwYNZVSsYLgzsW1+NJU3mH8nOdGhvm33S/yXGvzjGZ+NkXBPraU4LbZKPF4KXB7yHO58NrseMfqTbo1DbfNjkuz4dA0HjvXwAOnT6St7RkSz68z4Odfdr2Y1OMpgOsrq/nTjZvJcixsaZ6rvb+LaYwXi/krZZVOc2y6Jb/pDKt0YFhWyiBfVYiU9ewulcTzkJgyhiV1JBYgsCu+BZUmeE0aTkIIFGXyg7TNsqyLYVnsb+u4ogwngByXizy3e4LhBCTNvksHYV3ny3tf5qcnjk67b6nXy/L8IpblF7CuuJTa3DzKfFnYVXWGH5WFczMIIajJzmVLWTkvJjF6dMviN2dOsrm0fNqMxd2d7SkLcWY7nbxuSX1ar6wnFOSzLz7Dyx1tU+6nIFiUk0N9XgGrC4tZXVTM4pxcir1eVJHKCf8qlpScSJElmGH29IdD/PPO5zg10J90++qiEj53w63kpNHYnilXe39XhYI6xWBrWDJlxt1cmU3x91Q4bdqUdycdAejTETPNlF6lhNZhepYLY9Yo3aFddIZfZjTeRMwcxaZ4uL38W+clB0yp4483ETMD+GyVeGzFaTn3hbwmDSe7qiYtGjwajaKbJlLKS8qk6w+G+N3xM/NWUmK26JaZVJ8qy5n+maklJb9rPMNDDaem3C/b4eBNS1dwV00tywsKyXFcev0sKeWCSy1mORzsqKxmd2d70hiTw709dAT8VE+hvSSB3509k3L7jVXV5LnSlyFmWhbfO3KAXdMYTWU+H+9YvopbqxezOCcPj8126ROIa8wVf7mRUhI2dH5w9BAvtSX3UJZ7s/iLzduo8GUteDD4tdDfbaoyZcH5mGHM2zc9HXE/42TbHVPe09GxxI/5fENCejylkr5T03BoczOcEv2hl+PD/0tr4CkM+WrmuCV1EpKw4/taNPsfpzX4FEuy7mNV3gdRRHpNndek4eS228j3uCcJkLUMDtPjD1KaNTNdGCkl/liM/3hmJ00DyYN9L5WYYRDVDXxOx5zWwC0peamxBf9F8SyKENQXpbcEg5SSxqFBfnT8SMq6awKozcvn8zfexvri0sRM8yoKTlEVhe3lVVRkZdOcRCG3IzDK7s52KrOyUz63kwN9HE/hlXFrNu5ZUo89TTMzKSW7Otp5qOF0ypmtIgQ7Kqr4hx03szgnd8EKaWeYHktKHjpzmu8fPZRUGdxrs/OXW7ZzY+WiBddlu1b6u1PV8NpSxyWG9Pics8FSER3TtEoHxZ6pq0KkqmGXLiwpGYlGUhqCXrsDr21uk3VDRjg29G2aA4+jCjtZtkXYFR8DsWOT9lWFnWzHYnR/kL7oISJGPx5bekvOXN1a/LPEpqosLynCdZHXKaIb/OyVIyn1dS5Ejilzf+XZl3n6TGPa3K7n+of4yrM7+cn+w5zu7Uc3rUs+tmVJjnR08+1d+yd1zoqcLGoLUlcanw2WlOzubOf0YPLlBEhUN//CTbezuawiUdNsjh/RhVi3vxABLM3PZ3VhUdKZW0jX2dPZnlKvRErJi20tBFIIwa0oLGRFGtPII4bBk82NDITDKffZVFrOv9x8B0vzC7DNcWCTcM0FgF4upJTs6Wzn/+1/mYgx2TCxqyq/t2ot99UvvyxittdKfxdCkOd0pTQ6RmJRIjOI27pUJAmjLJrk2c6GXKdrSgOw3T8yb7FakDACByOpy5Vl2R34HNMnzkzFUPQULcGnUIWd1Xl/zG3l3+Dmsq+c13S6ECEEOfZaNMVNSO8iYg7O6dzJeE16nAA2V1eQ53ERHpn48j51ppHynCzee906clzOCVkqkkQ8U0w32NfawXd3v8Lxrl7ipokgYZDNdRYR1nV2NrXy4NGTlPh8LMrPZcfiKq6rrqAyJxtNVc5nZCS6u0CSyFowLclwOMwjJxr41eHjtF0UBK4IwX2rl+OZ40t8MXHLnDLw2KlpvHfVWjaUlKYtkyS8AOv2F2NXNe5ZUs+j584mvdY9ne30h0P47PZJA8VwNMLBnu6ky3yqEGwqraDMl5W2tvaFgxzs6SKV2V3k9vBH6zZSnqZzjqtDZ5gbUkpODw7wlX27khq9ihDcVVPLB9dumJH8xXxwLfX3Ml8WmlCIJxFuDMXjCYPgEkI3ZoJlWQxGIkm/BbNBVRRq8/LoS+FZOjc8hCVlEhMjPfhjsZTnBshzuch3zk2XriP8EpaMU+27h7rsN6EpbuJm6gxOt1aMKuxEzRHiVvpjj1+zhlNVbjZvW7eK/3ph94SZckQ3+J+X9/HEqbPcWr+EusJ8vA47umXhj0Y50zvAvtYOWgaHz7/4AlheUsQHtm7gc488M6PskumIGSatwyO0Do/wYmNzQqbf5aQmP5fynGyynQ7c9kQsSlTXGQxFaB4cpmlgiIiuTxouBbBjcTVvWrMi7SnLUd3gQE9nyu0lHi9vrl+RNsE3CfRcprTnGysXUZliua4nFGRne+ukAp5SSs4ND6dcpst2OLl7cW3anouUkr5QiLPDqWda60tK2V5RlbaBTTdNBqfwbmWYGf3hMF/a8xIHUiiDbywp46+33ZCodXaZDKdrqb/XjC1Rx63JhpMETg32c0fNkrRlhUHC8GxPkSAyGxQhWFdUyq6O9qTbe0JBOoN+FmWnr7DwhQxGwrSlKFYugApfFrmuuSUvjEQbECiUuDajiunjQG2KByGU89l36eY1azgJIXjL2pW80tbJzqaJwZeWhKbBYZp2vwKQsgbPOJW5Ofz17TewrqKU/9m5j3NpincaRwKmlAyFIwyFIxxoT/5RnYr6ogI+cfN2KnLSH0jaHQpMaSyuKSohO42p0glDJL33eKY4xwr/fvPgvqTbH21q4PdWr5swu7Ok5Hh/b8pZWX1ePisKitLazs6AP6X3U1MU1haV4JnCvX+pRM2pC41mmJpxRffvHnmFF9paku5T6vXxV1uvp3IWRaXTybXU3+vy8tFUBVI4tI719abdWxMzTJpSCODOBgGsLylDFUrSAG3dsjjU0011Vk7av/1SStr9o3QHk3t17KrKqsJilDlKBRgyihAaqjKz5BmJARIU1CkLAM+W12SM0zhFPg9/c8eN3FRbg22K2X4qo8mmKqyvKOXLb76HLYsqsasqm6sr5tQmu6riTeNHJ9vp4HUr6vl/b72XVaXzU6NuIByeMg6rPi+9wehxy+SVKWa884kiBLdU16QsiXJ6YIAzF8V+xE2Tp1vOJX2PBPCWpSunfP8uFQlTxjapQrA4J31xblJKRqJRTg8OpO2YrzV0y+JnJ47ysxPHkr4n+S43f7X1ejaWlF2G1k3kWurvJR4vVVMYogd7ulKK1c4WfzzGyYG+tB5zcU7uJE/3OLpp8mJbS9qC0S/ElBbPtzWjJ/HYAbhtNraUz21MBHCoOVjSQLdm5nkM6B0YMopdzcKmpL981WvacBJjGWb/et9dfHDbRpYU5M1o6UIVgiUFefzJ9Zv5yltex+qy4vNxR5urK+aU9llflM8nb72et61bxbLiwlmlcQqgLNvHXcvr+Od77+CL993JkoLZKaLPhNg0HTKZ9MNcONjdRedl8m4IIajNzWNDSfIsjbAe57mW5gnBmN2hIAd7upPuX5mVzfaKqYUzZ8NU2UBCiLQ/k53trQxHJxeXzjA944kD3zq4L2nygE1R+NDajbxuSf1lCQa/mGupvycyS6tTbg/G4zzb2pTWc+7tTF05YDYIISjxeLmutDzp2COBw309Uwbzz5a+UIinm8+l3L6ioIiaNCwRFjhXAhY94X2Ycup7Z1oxOoLPEzf9+GwVuLX0evNhnpfqspwO/uGuWwhc8JJ47HbKc6YOSP3Q9k28cc2rhfnUGaTQ31a/hJr8iQ9o8Qyzx3LdTj5641Zev2oZhzu72dfaQWPfIIOhMKG4jqoIfA4HxVle6osK2FhZxrKiQmoKcicVgdyxuJrvvfct52dkOS7nJamRO202blhSzaaqcrr9AXr9AU73DtA8NET7sJ+BYAh/NEY4rmNYJqqi4LbZ8DjslGT5qC3IZ1lJAcuLCynPziLbdem6KZfKdLXCwknKRMyWiKHzYMOpeZk9zZQcp4st5ZW82NY6KSBatywO9nYxGouS43QhgRfbmlNm0NxYuYg8lzvtz8iupn7nxjWC0kVQj2cUw2eJlJI2/yj/vncn3aHJyx0CeF1tPe9dtXZWVQ3mg2utv99YtYjvHTmQNFjbkBaPn2vg7sV1aVFm102ThxtPz/k4F+O22dheUcUj584kNcra/aM829rM8oKitNV2tKTk12dOMpRiwiSAN9cvT0scZbnnJk6P/IzO0Ms0Bx6lxnfvmGp4gkSClIkldZoDj3LO/1tAUuTaePUZTjZVZU15ySX/rr6o4JK1hkqzfZRmz0x/6WKEEDg0jbqiAmoL83nLmpVjyq6SC5XDxiX6xzPaLh7sxFgA9/bFqWcwM22P225jSUEei/Nz2bqo6rz8v5Scr4Qt5at1usbbc2EbF4pCt3tKL1tTkkDq2WBaFk80NfJca9NlLU6rCMHti5bwg6MHafdPngmfGRygcXiITaXlxA2Dp5uTV7PPc7q4sWoRrjQPiAIocKd2T5tSpgzmvFRihsH9Rw/TMJRZprtUpJR0BQN87qVnaUiyzDmus/VXW27AN4M6iAvFtdbfl+Tksr64lH3dyZcDD/R081RzI2+ao/yDJSXPtDRxpLdn1sdIhRCCm6trWF1YzM4kgreGZfHj44e5uWoR69Ow3Cul5JXuTn556kTKUJY1RSVsr6ia87kAsuzVLM/5PU4M38+Bgf9HS+AJCpyrkFhjxtJj6GaQ3ugBhqJnkBgUOtdRn/1WFJFeDyi8xpfqLkaQ+FhpqoJdU3FoGg6blvhfTcOuqmhjFbMXKqNlvDyMpijYVPXVdmkazgvbpmnYLmjfQlLs8eLSUr+cR3p7UuobXQpnhwf5n4P7GYxc/iWhqqxsNpaUJ93WEwrSMDSIJSWNw0MpS6wsyslh7TwU9AUo8/pSimkalsWR3p6kGkGXgiUlL7a38LOTR6ddvskwmYhh8J3Dr7Croy2pYVCdlc1fXLedcp/vihKPvJb6uxCCfLebm6pqUmYBjsai/PDYYbqCgVnrIUmgOxjgJyeO4E9zzNQ4Xrud31+zPmV27mAkwlf27aJ7jhmKUkoGImG+dXBfyuxAp6Zxb+1SCj3pyf5UhY3a7DexIvd9KGj0Rw9zauTHgMSQEY4M/jcnR37IYPQEEosi53o2FHwCp5o/53MnI2M4ZZgzLs3G8oLClNu7ggF+1zi7kjRSSgzL4lhfL59+7klOzcM6/WwQQvC2ZSuTpikblsW+rg5ihsHh3u6kyr2KENxUtYhCt2de2lbgdk+ZfXWot5v9XZ2zEq2UUhIzDV5sa+EfX3z2ssWbXc0YlsUDp0/wsxPHkhqdPrudv99xM+tK5sewngvXWn+3KSp3LK5lUU5Oyn2O9vXw+Z3PMRgJX3KfkWPK2l/Z9zK7O9vn1Xu2rbyK++qWpZw87+po4wsvP0/zyNCsjEBLSvrDIT774rO80NaSUiduXXEJb6xfljZJCkgEiC/LeS83lf4H1d478WilOJQc7IoPu5KFU80jx17LhoJPsL3kn8lzLJu3vnNlLJpnuKqxqyo3VdfwSndn0m4UMXS+e/gAJV4vN1XVXJJHbDga5ZHGM3zvyEGaR9OzBJAuVhQUsbqwmMN9k13v+7s6GIyEOdTbTSSJeJ/HZuP1tak/cHOlyO1lbXEJ51KkPXcFA3ztlT0UeTwsy089CF7MePrxgw2nuP/ooZTxDRlSY1oWL7Q289X9u5IG8Xvtdv5s01Zuqlo05zTu+eBa7O91uXm8c/lq/mXXC0kNIwk809LEXz37BB9efx3XzaCgtwQM0+RQbzffO3KQJ5rOznuIgcdm40PrNtEwNMDx/smZe6aUPNLYQGfAz8c2bmVLeQU++8xityK6zovtLXz/yEH2daeedOW5XPz5ddspmodJoaY4KHJtoMi1Ad0KEtQ7iFshFKHiVPPw2EpRSHhD53PCkTGcMswZVQi2lFZQ5s2iM5jc+3BuZIh/euk5PrjWz+tr68keK/Z54as93g2llIzGojzT0sRj586yr6uD4EUBpwUuNzZFSRpQu1D47HZuqV7Mkb5eLq513hMKcnygL2Xa8abS8nnV4/HZ7WyvqOLJ5saUyyb7uzv5u+ef5g/XbuSmqmpcmi3pM5Fj8XXdwSBPNZ/jd2dPc2Kgf8KgL4CKrGxGo1H8KcrKZEi822eHBvnq/t0MJ1mCUoTgxspqblu0eEHuo9dmv+Q6ctdifxdC8Kb65Tzd3Miero6k+5hS8kJbC03Dw9y1uJZ7autZnl+ApqiTriukxzna18vj587yUnsLHQH/hC9EoctN3LIYjUVJJ0IIlubl84nrtvGXTz+essTT4d4e/vb5J9lYUs5di2vZXlFFnsuFclH0mgSGIhH2drXzVPM5do9VR0iFS9P40NqNbCwtnzfDZfy4dtVHnrp8mr3nh4zhlGHOCCFYXVTEPUvq+MHRQxgpqmS3jI7w+Z3P8a2D+9hYUs7qoiIK3B7cNhumZTESi9I2OsqZwX6O9CXiJJJlupT7svjybXfzSOMZfnT8yHxfXko0RWFbRSUPnDkxaa3flJLfnT3D2aHJ6t02RRlTVp4/b4IYK83x8NnTKQUVIaFTc7y/lwpfNlvLKqjLyyfP5cKpacRNk8FImNbRUU7093JyoJ+ombxi/KbScv7x+lv4/MvPsy/FwJMhsUT3jYN7Od7fm9T7YEnJU83neH6KZ5ZOvnjzHbyhbtklSahcq/093+XiU1uv59PPPUljCsFNS0pa/SN898gBfnj8MAUuNzU5ueQ4XahCENbj9IaCtPpHieg6umlNWs7Kd7n5pxtv4+Gzp3ms6Wzar0NVFG6tXszfbb+Rf9+zM6VXuD8c5ommszzT0oRT0yjxeKjKysFjtyOAgB6nOxigY3SUmGWim+aUHjOXpvHBtRt536p181IOSEqJKaPETD+mjCGZWVylWyvCpqTX+5UxnDKkBadm4/2r17G3q4NjKUqLQCJdvysYoKvx9KzScquysvnbbTdyXWk5jcODuDQt6VLYQiCEYHlBIcvyC5MGST7elLymXX1eASsL50eM9EJ8Dgcf27iVUwP9U9aSipsJJePZqhmvLiziM9ffzOqiYpblF7C/q+OyZj1eyUigNxSa8v7olpW2OmbTMZs4JLg2+7sQgnXFpXxyyw7+4YWnpwxKt6QkaiTU8i9FMX/cI3PX4lpODvShCoE5DwV4VUXhzUuXY0qLr+7bzUAkuSCuBHTLRI+bBOIxzs5Sod0xVnj6TzZcN+Olv0vBkgbd4d10hl7GH28lbvmxpD5BkiAV1xX+NSXuzWltz5W3gJ7hqqUyK5vPXH8zi7Jz5iQCmgxB4iP6hZtu5/aaJaiKwrL8wrRoq8wFr83O7YsWJ/UeJRuUFCHYXFZBRRoL+k7F+pJS/mrr9fMSb6AKwZayCr5w0x2sKiwGEp4n9QqMy8mQfq7F/q4pCrcvWsLnbrg1UQ8wjcfOdjj4kw2bed/qdShCUJ+XP699xanZeNuyVfzrLXdS4cuat3jKYo+XT225nj/btA1vGss4XUh3eDd7+r5Ao/83DESPEdQ7CRv9RIzBaf+ZMn26YuNkPE4Z0oYQgk2l5fzHbXfz1X272NXZPqusrYtxqhrbK6r41NYdLM8vPO+pqc8rIM/ppjeU2psy3wghuKOmlq/u3z2jNN9sh5Nbq2vSJkI3HaoQvHnpCnwOB/9v78ucSbJ0OBuy7A7uXlLHJ7fsoOiCgrObSsuwayqGvjAekwyXj2u1v9tUldctqSfP6eIbB/exZ47XJUgUE/7Yxq28oW4pmqIkYpHyC1EVwQycJrPGqWnctmgxlVnZfPfwKzzR3Jg2OQS3ZmNjaRkf3biFzWUVSbUN00Xj6G+ImSPk2JewyHc3WbZqNMWNmIFpm+2oTXt7MoZThrSiCMHGkjK+cNPt/PTEUX595mRKN/F0CBKz2g+u3cBdi+so8XgndEyfw0F9XsFllyjIdji4tXoxPzkxffxFZVY2G0rKFlQHTBuLdyp2e/jJiaM8dq6B0BRFWqc8HrCuuJT3r17HrYsWk2V3TLiWfKebmuxcTqS5FleGK5Nrtb+risL2iirKs7J54PRxHjh1gt5Q8JKXoN1jekbvXLGaDSVlE7w+FVlZuG22eQ81SBhpBfzD9Tdzc3UNPz95LCGXMkvtNUUI1heX8o7lq7ipahHFFz2n+SBuBRFo1Ge/gyVZ9yEus1c7YzhlSDtCCKqzc/jU1ut598o1PNJ4hqdbmugPhwjG48QMg7hlYkl5XnRUVRQcqopLs+G126nJyeP1tfVsr6gi3+VOKuomgNtrFtM4PNGL4rbZUorAzQeKELxl2XKO9/dOGzPyrhWrcF8GFejx+I3lBYV8YM16Hjh9gle6OxkIhwnpOrGxoO9Xn4mCpig4tcQzyXI4WFlYzOuW1LO5rByv3Z50mUFVFO5ZUjfp74tzcmedWm9TFVYUFCYtuyFEwos3HxS4PKwsKEwab1STkzurEigCqMnOJZQGgch0kON0znk56lrt70IIqrOy+fimbbx7xRoePdfAE01n6QkGCcbjRA0D3TIxpUxck0j0F7fNRoHLw8bSMt65fDVLcnNxqNok48KpatxUVcOZi1TjvXb7vLzTWXYH9yyp5+aqGhqHB3mw4RQHu7sYiIx9A8auZ9y7pgoFTVVwahpuzUaO08l1pRXctbiWVYVFeGz2BaudWOreymDsBDFrFAsT9TJHGYlpRLAyMZ4Z5owkoQHSMjpMy+gI/eEQgViMuGUiENhVFbdmI9flosTjpTo7h2KPd8EV0K8GpLQIG72MxM8QMfowrMTsXhVOHGouXnslPls1mkhe/y5s9NAZeh7dCiKtIsLxNXQFogxFwgTiMQzLQhUJ5Xy3pmFwCIfWyZLcIlbl343Pvuj8sSxp0BV6Ab/ejM9WTaX3DqSURM1BhmLHCRs9mFYMm+Ilx1FHtr0OTXHN+FpNGScQb2U03kDMHEZKE5vqxaNVkutYjk2ZfqYbNYdo9j+ExKTGdx9ONaFZpVt+BqPHCRkdGFYEVThwaHlk2Rbjs1ejCNuMlgEyTGYh+nui/FQEXT+ObjRhWUOAiRAuFCUHTa3EZluJonjTem0xw6BldITmkSH6QiECepyYaaIJgctmo8DlptyXxdL8gnkz6NNJSI/TNDxMu3+UgUiIQDxO3DQRgEPV8NrtFHk8lHmzqMnJxWOzjfU5iWG0E409h8CJ03krqjpzPbhLJWaOcHjwmwxEjlLtu4N850pcav7Y92RqI8qp5qIps3oWKV/IjOGUARj7EAGmtBI18EjMuNQFLC+TITUSiW4FOTvyU7pCzxMx+tFlCEsmltwUNFTFmVDQ1QpY5LuPRb43oIiJsVQDkUPs6ft7IkYvJe7r2VL0Bexq8hqPUpoc6P8izYEHUYWLLcWfp9xzy/ntphVjb99n6Aw9Q55jFbeU/y99kX2cGPofQnpnwjjDRBF2HGouhc4NLM/9Q7y2qinfKSktQkYnp4a/x0DkEDFrCMOKAhJF2LEpPrLsi1ia8/sUua5DkFqHaDR2lqc73oeFzg2lX6PYtYWB6FFODH2TgN4ylp1jnL9/DjWXTYWfocC5PvPeX6FIKTGMc4z4/z90/RiWNYKUURLBQhpCOFGVfPLzv4vdtvJyN/eaRMooo/6vEAx9B9DIyfoHPJ7fQ4j5id2U0mQgeoLDg99gMHYSh5KFprhQhMYU9g0AGws+SYl702xOm/LAmaW61zhSSoZiERqGB2gaHaIz5CcQj2FXVPJdbmqz86nOymFJdh5aGuXzM1wacXOEg/1foiP0NGBhV3Lw2apQhAMw0a0wMXOIkNFJyOii0LkeMQN3drpMg4jRz9mRn9Iw+mN0K4xbK8ZtK8WScSJGH2Gjm9bgI4zEz7Kl+Atk25ckPY4lTfoj+zk88GX8ejMALrUQj70SIQRxM0DE7KUvsp+R2FmW5/4BtdnvRDB9Ic+Q3kWH9SxHB79K2OjFrvhwqUUIoaBbIWLmMHYlC7uak6a7kmE+MM1Whkf+ilh8DwCKko+mLUJgQ6JjWX4QdjS15jK39NpFSh3T7BwzWMGwugETmJ8xoj96jF29nyFsJGInY+YIuhWe0eTGlOkVGYWM4fSaxrQsnus4xy/OHudgXycD0clBnU5VoyYrlzuq6nj30rWUuOc/EDDDRKSU9IR30RN5GbAodG6iLvudeGyVaIoLKU10K0DY6GUodpKB6CEqvXcv6HOKmoOcHvkBDjWXVXkfI9tei031YVlRAnobp0fuZzh2gtF4I2eGf8Dagk/hUCcqp0spCRudHB38L/x6E5riodp7L+WeW3BrxYAgZg3THznI2ZGfELOGOTX8fbLtdRS5Nk97vf3RA4zEGjCsCEtz3k+Bcy12JQchFOJWAH+8EUsauNT8zDt+hSKlRTT2MrH4IQBstnVkeT+CzbYMIexIGUt4oLAQ4spfKrtaEcKFw7GdaGwnipKN074NZjB5mS2N/gcJG304lBxqsu4lx74ETXHOaHKY61ia9vZkDKfXKBFD5wcnD/LNY3vOl3YQJApeqkKcF0aLmganhvs5OzrI7p5W/mnrHSzPLcwMLAuIxGA03ohhhbArOdRlv5Myzy2TnkGuXEmp5wYMK4JdSb78NvnY6WujprjYUPhpCp0bJ2S9ZNlr8djK2Nf3OfzxRrrDL1MRvYNS9w0XXYPkzMiPGIk3IFBZmv0+6nPehypezdzzUUWeYwVONY8D/f8fcWuE0yP3k+9cjSbcU7axM/gcblsJ1xX9E8WuzajKq5pAUkqKXVuQ0kARCx+8n2GmxInHDwIxhPDi9fweLtfrL3uW1WsNITQ87rfhct4OqChKzryOCWGjF1BYlfdBarPehCLsl3UMyhhOr0Hipskvzx7jv4/tIRCP4bXZWV9YxrLcQgrdHjyaHd0yGY5FaPEPc6S/h9bAMPt7O/ncnmf42s1voNid3qDLDNORGBgsGSdmjZKI55joFhdCoGJHVS/HwC8odm8jz7Fq0iAmhCDbXkel5zZOxluIW6P0RfZR7N6KyqttDeoddIVeBCReWwW12e9MGtSpCBvlnls4O/pzRuMN+OONDEaPUzydOrAQLM56GyXu7ZNivxJ11FSYpxiNDOlBSgPTTBTVVoQXm1abMZouE0I4UNXiBTlXuft6BqInEEJNJG5c5ol7xnB6jSGlpCM4yv2nDhKIx6jJyuXj67azrbSKQqdnQnqplJKgHqc1MMK3ju3h0eYGDvV38quzx/mTNVsyWW8LhEBLLH0pPnQrwOnhHyClRaX3djTFi0CZ9YckXU9QEXay7UtQU2SvKEIj17ESu+IjZg0zHDuNJXXUC7w7g7Fj6FZC3LDItRlNSe1BUoSdXMdyRuMNxK0gfr2JYqY2nOyKj3LPTZOMpgxXE/J8XA1CRYjLWzkgw8JQk3UvYaOfJv8jqMJJsWsjTjVnRkt1CUMrvcZ1xnB6DfJE61nOjQ7hs9n5p623c33ZokmVyyExC/fZHazMK+Izm28jblo81XaWpzsaubdmKdVZuZel/a81hBCUeW5iMHqElsDDhIwODg38Gw2jP6TMcwtl7hvw2qpwqvmXbfatCjturWTKFH6PrQxNcRGzhgnqbUg5UfjPH2vEkollY4lFb2RvyuNZ0sSwgmP/PzYmVyCnNCAdah4ereJSL+2aR8o4un4G0xqYfucxFOHCZluBoqQuHSSliWn1YZmDWDIAMg4oCOFAUXJQ1RKE8KV8ZlJaWFYfljWKJcNIGcEy+zGt/rHtUWLxA5jW8ITfCRRs9jWoSurvUyK4uRfLGsKSQZA6CAWBC0XJRlXLUGZQGNayRsbirQQO+2YUxT0mlRDCNDswraGxY9tRhBdVLUJRCsb6aarrHv99N5Y1hJQxECqK8KKoxahK0ZT93LKC6PoppAyjaUvQtIqxezmCaXaMPQvzgudQiRCuaSZfklj8YCLw/iIECpqtDk0tm/Z+zZbO0MvoVpCoOcS+vn9BCAVVOLApnrHMutRcV/g3lLq3pLU9GcPpNYYEdve0AbC6oIRtJVXTeo6EEBS5PNxZVcuu7lY6AqN0hvwZw2kBsSluVuX9KR5bBa2BRxiNnyWod9Aw8iNa/L8lz7mSEtcOKry34dLmT08lFQIVTUyt0WRTPIixj5xuhZAXRFhJaRG3AueLdjb5f0WT/1czPr9pRZGYiCk+afYpBvnXMpYVwB/4CpHo4zP+jabWkJf3NRz2jZO2SWkQjx8kGnuOWPwQptGKaQ0gZQRQUBQvqlKCzbYCj+edOOzbzr8XE48Twh/4L2KxPVjWCJb0I2WY8cg8yxpkZPQfkrTOTmHBT1EdO5IcM0osvp9o9Dni8SMYZgeWNZAwTlBRFB+qWordtg6P513YbeumTLHX9TMMDL4XgOLCJ7DbV2MYpwgEv0ssfhDT7EDK6Ji+VD42bQk5Of+Mpi4m2WdXSkkstpNw5EHi+lEMowMpQwhhG/t9LS7Xvbhd96KkMAwNs53hkU+jG2fIzvprfN4/JRp9ilD418T1I2PXqyOEG00tx+HYjMfzAey2paT2QUtGRj9LPH4g6f3OzfkiXs97Ut6nuXJm5OeMxM++2hppYkkdfWzyNBUJKZP0knbDSUqJaVoYpoVljSmqagkF0su9LpkhQZt/BIC1BaUzVn4VQrAkJx+vzc5wLMJomuodZZg5NtVHXfa7qPLeSXd4F62BR/DHm9CtAD3hXfRHDtAa+B1Lc99PmecWVDH3LBfJzMsyTB9o/mr/v7iquUROOJcmPCiX0P5US4QTzp5ZokuKEErC86BMHa8iMbCsYcACoZBKeFA3zjE4/BFMsw8wADtCOM97p6SMohun0I1TxOJ7yc76NG7Xm5I8HwvT7BsTt0zENEnhGWuDTsIIy51sLAs7gslxflJKYvF9DA59HMvqJ/HGjrfNCdLCsoJY1nF0/QSx+C5ysv8/nI6bZjR2GWYXVszPyOhn0fVTJDSl7AjhGvNwtYKMpTDuJZYVJRT+Kf7A17CsPhLeOTeK4kNKC9PsxzQ7iMX3EY29SE7WP6Kq5VO0zcQw2giGfoA/8BUsKzDmWXIicGDJ8NhzOENcP0Zu9r9gs61JcTyBw74VgYZpjSBlEMsaRcrpDZd0sL7gz4jPwEhKRr5zRZpbk0bDSUpJV88Ip8720N41xOBgiEhMx2HXyMt1U1mWR21NETVV+SgLWA4jw2RiZmKJxHOJlawdioYiFAzLwpSzq3OUYfYIBEJoOLVCanxvpNp3LyOx03SGnqU3vI/R+FmG46fY3/fPbCq0qPTdNSf1awkY1swKqkpMTCsy5T6mFUGOvTc2MbFAp0AZUwFOqBIvzX0fpe4bmGkUllPNTQR3Z7hkhMgmJ/ufkFl/P8VeknDkIUb9X0TKKHbbWjS1Mume2pjHRuckdvsGbLZV2Gx1KEoeSANdP0ko8hvi8QOYZgf+wH/idFw/KdBYCB95uV9GylfrKkoZZHD448Tj+1GVYvJy/x+2JCKXipI96W9CCDR1CTZbPaaZg8O+HpttBTatHqFkJQy6+BFCkd+g68cwjCb8gX/H6dgCTKd4L4nFXiQW349htONyvR67bV1i+UoomGY38fhhVLUERcmbZJxIaRIO/5xR/5eQ0o+qlOJyvQ6n4wYUtXBMJf0kkehTxGI7iUQeRso4eblfQRV5KVsVjT5DOPIQivDi9bwJh+MGVLUYKaPE468QCv8KwzhLPH6QQPBb5OV+FUgeN5Z9wfshZQR/4MsEgv89zX1JDyWuaRI/Fpg5G05SSsKROI8/d4KnXjhJc+sAkejkAqIOu0ZFWS43bq3jvrvXkZeTvCREhvkn1+miOxygOxQgMTxO/xyklAzGwsRNA5dmw6nOn2ZHhqkRCBCgYiPfuZpcxzIW+e6j2f8gDaM/w5QRGv2/oMh1HU4t/6IfK+cNFimtabxEkrDRM6M2WVInag5OGWcUNQcxx2KYnFrRBA+DEAK3VoIitIQauhTk2OsyXqIFQAgFIaaKVZLo+nGCoe8hZRibtows3ydR1YIUx/OSnfVppAyhabWTyp7Y7ZtwOLYxOPQRdOMUhtGIrp9KYjgpCDHRALIsx6tip+OeshTtSIaqFpOT/VlAoKk1KBeVAHLYN+NwbKN/8PexrF70+Al0o2lGCuThyIMI7ORkfwa36/UoSs75bVJKpDsRpyXE5Ngp0+zBH/xvpPSjKAVkZ/8DbtfrxoLfxVjbtuNy3snw6D8QjT5NNPo84fADeD0fShnzZFo9COEhJ/tzOF13olywnO6wb8ZmW8HQ8CewrCEi0WcxrWE0tSTJkcRFS4v2BdXJuvCbkqh2IpFYmFYM3QqhCNtYKIA6p2SZmTJnw2nUH+G/vvssz798BsNMuN9VRWC3a6iqgmVJYnGdWNzgXEs/LW0DHDjaxqc/fjcVpZkYmYVGAGsKSjg51MfOrhYGoxEKXdMHQcYtkz3dbYzEoyzy5VLimZlOUIb5RxE2suw1LMv9A0biDfRF9hMx+gjqHZMMJ1U4zy8VxMyhKZfiIkYffr11Rm0wZYzR+FksGUdNkukkpcVQ7BS6FQAg17EM5SLBvHznOjThJi5H6Qm/TF3Oe7BNo82UYX45X95k9LMYRguqWk1Ozr+iaalVuYVQsNlqx/8r6XZNq8fluhc9cBqQ6PppnM6b5+UaJp5bw24bX7pJ1jYVm20NLucdhMI/RmKi62dnZDhJK4Iv60/xuN/BxWKQQogxgyn5tzYU/j9MswMAj+stuF1vnDRpEEKgqlVk+f4iEcxvthMOP4TTcRs2W3IlfgCP+524XPdOiiMTQsPpuBW7bR3R2LNIGULXT6YwnK4MLGkyEmukI/QC3eHdjMZbYWzZ36Z4yXMsZZHvbopc68eSZebHgJqT4RQKx/jJr/fx3MtnME2LvFwPm9ctYlFVPjnZbuw2Dd0wGR0N09oxxIEjrfT0+zl6soPv/Ogl/vzDt5ObnfkwLjS3VCzm140n6AiO8s2je/jY2m3kOVM/Byklz7af46Gmk5iWxcr8Yqp9OQvX4Nc44zOs6TLmBBrq2Cwwsaw3eX+nmndeGymgtxLSO3EkKTFiSZ2WwMPTLr9d0Er6owcJ6C1k2+snCVtGzQF6wi9jyhiqcFDo2jAphinXvpRcxwp6I7sZip2kPfjEWL291J+pRI1FKyMxME9IGcQf+Cqx+D4UkU22789x2DfMYECaPuFE0xYzvjRryUC6mjwDph9MNW3cEJHIGbZNUYtxOe9CXKKAqpRxorHnx4+C2/2WlJ5WIQQ2bQl2+3oikXZ04zSG2YymLU76TIRw4nLdQ6pSKAkjt55o7FkScVaDl9T2hcSworQFn+HE8PcI6B2Tt5sROsP99ET2UeLawpr8D5Njr50X42nWhpOUkqMnO3jyuRNYlmTDmir+8D3Xs7i6AJfLPiFTS0pJJKrT2TPC9366k92vNLH3YDM79zZy7+2rUZTMkt1CsqGwnOvLFvFcxzl+euYIZ0cGec/SdWwsKsOuaigCpEwU/G0PjPJw82keajpJfyREvtPNe5auxXuJ8VEZZk/MHKJh9Md4tDJK3NuxKVkoQjuvYSKxsKROR/Bp+iOJrBenWojXNjkGxanmk2Nfymi8EVNGOD7036wv/OtEzTYUJBJDRmgLPMY5/68QiBmriwfibRwd/C/WFfwVLq0IBXWsOHGIE0PfOd+2XMfKsSK6Ew07RdhZlvsBRuJniJlDHB/6b8J6NzVZb0pkxAkFkCAlFjoBvZ3e8G4ECivy/mjW9zdDcqTUCQS/QzjyMCDwev8At/tNiBkG7ScMfgtJHKSeSAiQFonwAAnyggSTBY6ZTLTNHIufStI2Lgg3mWHbVLV4Sk9cKkyzC8tMSCwoSgGqWjXl/kJkjZ1HRcowunEWp+MWkhlHqlKCqhRPaTyIC7y6Ul6ZST+WNGkNPMXhoW8QN0dxKDnkOGrJsddiU7xYUids9DIYO0XY6KEzvJOYNcqO4i/gsaVfpHPWhlM8bvDCrgaGR8NUV+Tx8Q/dRk1VPpPXQsfiF1x2ahcV8md/eCuBYIyjJzvYtb+RG7fWkp2V8TotFEIIClxuPr5uO/2REMcGe3ipq4WdXS14bHaK3V48NjuGZTIQidAfCZ4fOPOcLj654QY2F1dk4tMWEAuDgegRzkR/iCpc+GzV+OzV2JUsBIKYNcJovJFAvBWJiV3JoT7nPdiTBsgq1OW8K7GcZ/bRG9nD850fpsC5Foeah2EFGY6fwR9vwqOVU+a7gebAb6ZtY8JNvpqB6EGe6/wg+c41uLRiDCvEUOwEQb0dkLi0YpblfgCPVp6kbYIC5zrW5H+CE0PfImx0c2rkf2n0/x9ZtsXY1WwkFnEzQNjoImoOApJq7+vmfpMzTEDKOKHwgwSC3wEs3K778Hk/OuO4FstKZGzF44fQ9ePoRjOWNYhlBccELGNIGYeLsisXAssKEtePEo8fRtdPYhjNmNYwUgbHDIf4rAwIVclPKqswHaY1ghwz1FS1KKW3aRwhBKqST2L4NrHMPpJVEgDGSqFMJxJ65X/LQ0Y3x4a/Q8wcZZHvLlbkvJ9sezUXZ3aaMkZL4HFOjvyIwehJGkb/jzV5H55QXikdzN5w0k1ONnQDsGFNFTVV068nCiEoLc5my4YaTpzpoql1gGAoljGcFhghBGsKSvinrbfzpQMvsK+3A2tMJTw4OjR5f6A6K5ePrdnKvTXLMkbTAqMK+5hHSMWUEUbipxmJn06ypyDLtpj6nN+jzJM6hTrbvpTV+R/jxNC3CRmdRM1+OkJPTzhOjr2elXl/giI0mgMPzaCNLuqy30W2fQmN/l/QHX5pUtu8tipW5n6YYtfWlG1ThEal906cah6nhr/PYPQouhVkMHY06fXalSxyHPXTtm+hSIgXJtmQiOe/KvqOlJK4fpRA4GtIOYrdvpks359P8ExM8WtMawi//6tEo89gmOMxKILEpNqOEF6E8CFlfCztfmFISOW04Q98nWjsWUyzm1eTY0QiTV94ECIrIbZ5ictWYrZFbqWOlOMGpMZMDBlBQg1bymm8RMJGKtmIq4mu0C7CRi/5jlWsy//IWNHvyWjCyeKse5FYHBr4Gn2RQ4SMHrLs1Wltz6wNJ9O06B9IrP0uqy2Z8QdBCEHd4iJURTA8EiIWz6S1Xw4UIVhfWMq3bn0Tu7vb+HXjCZr8Q8RMA8OyUITArmqUuL3cVF7DW2pXUeB0z1j3KUP6sCvZbCr8e5Zkv53+yAGCeisRox9DRscKM2fhtVVQ6NpIoXMTdjVrylIEQihUeu+m0LmJztCzDEQPEzH7EQhcWhHFri2UuG/AqeYS0FspdG7EQsc2ReHgRJHfhEhnuecWOkPPMRI/iykjONQ8il1bKXXvGPvgTf0OqcJOsWsreY5VjMQb6A3vZjR+lriZUC22qdl4bRUUONeS51iNU81PeSxFcZDjqMeSRtKly3Tz/LEm/vVXzxHTJ6qil+Vl8e2PvhWv68ovEWKanQyP/C2GeQ5VrSY3+5/RtCUz+sZbVpjhkU8TiTwGmGjqYpzOW3E6b8Km1SGE93xmZzjyO4ZH/oaF8jpJOcLg8CeIx/cDYNOWJdrmuAlNW5QwDMfaFgh+H3/gSwvSroSxpo218VWBz6lIKKknxk5F+LgavEZzoSeSeGbVvjtwTpNFqQgbVd7bODX8YwJ6O2Gj78oxnCScz6Kz2y/tMDZNBSEwTGtsrTnD5UAIQY7DxT2LlnJXdT2D0TADkRBhQ8emqOQ4nJR5fGhKJvD2ciKEgk31UeTaSJFrslLzJR8PgRAqblsxdTnvpo53p9w3y17DzeX/M+0xpZRYGKiKgwLXOgpc6+bWRqFgV7Mocm2iyLVp1sfx2aq4reKHc2rLpRA3TEaCEaIXGU4ep33GsWKXE9PsY9T/r+j6SRQln5ysv8VmWz3jiXE09izR6IuMG015ed/AYV9L8oF9YQtXhMK/JR4/CFjYbevJy/0aNtt4gPqrJCQ1Fm6CqKqF55dATbN72mVCKU0sq5fxOCxVK+Na8CpNRdQcQhE23FrhjBJBHGo2dtVHyOg5L4GSTmb95ipCkOVz0T8YoKfPP22dqHGklPT2+7EsC6/HgaZd2w/8akERgkKXZ0bSBBkyZLj2sKwIwdD9RKKPIoQTr+cPcbnuTFoaJDmSePwEUiZEU13uN2C3rSKZ0SSlxDTamIl3JT3IsXIhY+K/nndekNU3GcOYmQxHOhgvpWIYjUgZJK4fwaXenmJviWUNoOtnAYmi5E55HdcKqrAn6u1JY0a2hiVNTKlPSKJJJ7M+os2mUr+4CIDdrzThD8ysHkwwFGP3K00YhkVNZQFez5Xvus6QIUOGaxkpTSKR3xAIfAMpY7jd78Dn/SPAyaUMypIojGmDJYrsJvutxDQ7icSeYeEMp4nLYIqSank3oVsVjb24YO0SQsHjfhcJP4YkGLofyxpJ3jopicV2ExurGWe3bUgon18FsXNzIdtWg8SkL3IIS8an3X84dpqYOYxTzceuTk6SmSuzNpwcdo0Na6rRNIWGc7088PABQuHYWHDkxM4w/rd43ODhJ45w8FgbmqqwblUlWd7ppOwzZMiQIcN8kajhtpfRwFeRxLDbt5Ll+/h5hevx73eyfxMRaEoJ4yU7otGXkTI66TeG0cNo4D/Q9TMLeJUCTatgfMiLRp8jIUcwsW26fo5R/xcxzZkp5qcLh2MbDscNAMRiu/AH/hvLGr6ofRbx+D78gf9ESj9CeHC734SiLHRR7+TG7nyG3ZR5dgAK7cHn6I7sS/oOjv93xBjgzOj/ETNHyXXU4rWVpb09s1+qUwTbNi3mpb1nOXy8nZ/9Zj8nGrq47661LK4uxGHXUBQxZiEbtHYM8ejTx9h/pIVYzGB5fSm33bg8s1S3wEgpGY5FsKTEZ3dgV9QZz1bipknU1FGFgkuzTdDqypAhw9WJYTaPGQvtKEo+LuetGHojBudS/0gIbFodqlo04c8O501oofsxzBaisecZHP4T3M7Xo6rFWNJPPH6cSOQRTKsPl/N2ItEnGF8+m29crtcTCv8CyxomHHkQKUM4nXegKvmY1jDx+EEikcewpB+X824i0ccWpF2QqMuXnfUpRkZGieuHCAS/TTT6LE7nLahqGVJGiMcPEovvw7L6ETjxuN+D23XfvMdjSWlgWYNIGUtUGpAmlgxgmJ3je2AYzej68QsC7NWx4sn5aSmbVOhcQ7lnO12hXezr+xcqPbdQ5b0Nt614rEalxLAiDMZOcnb0V4zEzuJQs1mS9UYcF5S+SRezNpyEEJSX5vLBd+/gS19/nI7uEV453Morh1txu+zk5Xiw21V03WR4JEww/GqAVkVpLh/5/RupKk9dnDDD/CCBv3n5cfzxGH+5/no2F1fM+LdHB7r52ZkjFLm9fGDFRord3ul/lCFDhisaw2glHn8FAMsaZNT/hRn8SiMv98tj5UVexW5bTpbvzxn1/xum1T1WU+3pCfsIkY3X8/t4PR9AN85gGI3pupQpsds24PN+lEDwW1jWAOHIQ4QjE6U2FKUIn+9PcTvvJa4fXjDPkxACh30DuTn/xmjg34hGd6IbJ9CDJybtq6oVeNzvwef90IzFSOeCafYxPPIp4vpJpAwhZQQmlGrSCQS/TiD4dUA7L+vgsK8lN+dLk2oQzgab4mVN3ocxrCi9kQOc9f+Ks/5fYVd8aIoLS5rErcD5ZTynmsfK3D+gzL3jylIOBxAC1qyo4JN/ehff/9lOTjX0oBsm4UiccGTyOqRNU1m9opz3v30ra1bMf2rwQpEo+yCxxv5XIhPCuBe4NMcfnkiUIEzULhr734Xmld5OhmMRBqPhS/pdUI/zfGcTXpuDO6vqMobTDOmM9PK/Tb/ESuLKLnTk8b5FbyTLlrmXGS4PiS/SJRZsFRqpyni43W9G1SqIRB4hGtuJafYCElUtwm5bjdv9Zhz2rQjhwG5bn6jRdikGgLAjcI5lol3K91Pg9fwBNtsKIpHfEIvtw7QGAQVVLcZh34jb/RbstvVIGcNmW4lljY5dayqUsXZIuMRSK8mw2VaSm/MlYrFdRKJPE48fQlojCOFE1Spx2Lfict2DTVuGoiTX1UqMK46xe/RqkeBUCKElnr9QSP5MDUxrAGmNjh3fxsW1+CYgDaQcxbQGz0smzBUhBDn2WjYXfZpTwz+hLfgsuhVCt0LEreBYuxQUYafAsYqlOe+k1L0tLedOxpzzQYUQbFhdyfLat7LvUAvP72qgp3+USFTHNC1URcHlslFWnMONW+vYumkxDrt21QezSSkJGCEG46MMxEZoDXXREemlPzrEUNxP2IwSt3QsaWETGnbVhk/zkO/IpsCRS7W7lHJXMXn2LAocubhUxxV/T3IcTmyKylA0zFDs0oyu1zIxU+dcsI2oFUe3jAkGdYWrBN1amKWKdCOEQo69HsMKY1O8OJIolWe48nE4rqe87NQsfpl88BTCjsO+HYd9CwnPxPj7LkjEGCW+/1JK8nK/DHyJmQ5FQngpzL+fV0U1Z25wJQrtunE6bsbpuCFJ21RAHWubm4K874ydJ3Xb7PaNlJeeHPuvuS+ZCSHQ1BJU15txu+4bO/+rIp2JNipTjhWaVk9R4YNjv1OY7h75vB/D5/2T8V9P2q6qFRQXPsylB/ILIH2luYRQ8GoVbCr8FCtzP0B/9Cij8SZ0K4Qq7Li1IvIdK8h1LEURtnkdT9NgOAEI3G4HN+9Yyg1b6xj1R/AHo+i6gc2m4vO6yMl2XRPiiZa06I4McGD4JMdHG2kLd9MTHcSczrI2oD82TFPo1eKEDsVOqbOAGm8FK7Jq2Ji3kgJ7zhVrQLk0G6pQiJoGUePqHOwvB8XOPD685N1EzSgRM0ZfbIgX+/cxoi9kYdP0owgbK/I+dLmbkWGOJGJQ0qvVlviGaUw1xCT2mcZ7kfQ3cxuMZ9626c+TiC+6RG/d9EcdO//sxstEm2aerZ4Q35zqXlza8eaTxEqNhsdWgsdWctnakXYFMlVVyMv1kJd77egBSSkxpElvdJBHul5kz9BR/HqIuKVP/+MpiFlxWsJdtIS72DVwmF93PMNNRddxc+EmSpz5qFeY8KRuWUgkpkz8yzAzPJqb7QXrgcS71BXt48jI6avecMqQIUOG1yILK916lTIUH+XJnt080bOLwfjIvJwjZsXpjg7w87bHeLZ3L28uv5UdhevJsfmuCA+UJSVnhvsJxOM4VQ2Xlnl1ZoMQAgXlGpery5AhQ4ZrlzmNfuMaClfCwJ5uxq+tMdjOz9oe5dDwGQy5MMtTfbEh7m95mOP+Rt5f/QZKXYWzuseJMhhyQlDyhboXlmVhSGvapWvLkuztbedHpw4R1GNU+nLId147HsUMGTJkyHDlIqWFKWOoY8HuF46H42Na1BxkMHYKKS1yHXW4teIZlWeZDbOvVTdWOqW3309FaS65OW6UGcQwBUNRunpGsaSkuDCL3OyZVNxeeCwkewaP8oPmh+iJDiz4+aNWjF0DR2gNdfPRunex3FdzyUt3EvjGkT389MzhCX8biSVU3v9h91N8Yf9z0x4jbpqEDZ24aQCCTUXl1OWkLqyaIUOGiQjI6J5lyDBLImY/z3d9kkLnatbm/yl29cKC45L20PMcGvgaETMxVmvCxYrc91Gf/XY0Jd0xaHMwnCxL8vyuBu7/v91sXFvNB965jdqaoml/1941zL9/4wl6+/285y1beOcbN6FpV1YsjylN9g0e5zvnHmAwPnrZ2iGRdER6+VbjL/jQ4rewJqce5RLFznIdLgSCnnBwQjYXwEg8CtOr109gZV4hH1y5CZ/9yggWNCyDXYOHaAt3U+kq4aaizUgpGdH9NARa6In2EzFj2IRGoTOPWm81Jc6ClPexLdzNroGDGNKkzlvN5rw1Kb19cUtnZ/8BuqJ9eFQXOwo2UuRcGG0yKSWjeoBzoXY6w72EzQiaUMm1Z1PtLqfGW4G6gIVKM0yHyBhOGTLMkv7IUUbiZ4lbflZdlJAyGm/m8OA3CBldgEAVDuLWKCeGv49HK6HKe3vaV8VmbTjFdZNTDd2EwjEam/uwzdD4qSjNJSfLTWNzP8dPdXLvHavJybpyvE6WlBwePsP3mx+akdEkENgUDZvQUIWCx+YmW/Pg0dzYlUSBQUMaxKw4AT3MqB4kbsUxpIluGRgz0LloDXfzP+ce4O9WfIgKV/GMXwIBvGnJCq4vq6ZxdIiXOpvZ29NOw8ggEonXZsc+Ay+WEIIit4ebyxfzltpV1GZfOcKlhjTZM3iE3YOHWOpbzLaC9RweOcXP2x6hPzZM1IxiSgsFgUN1kG3zcnvxDu4tuwmHMjlrpivSy286nyZmxbmz+Hquy1uNSBGRpFs6OwcOcGjkJIWOPJZlLZ53w0lKSdzSeaF/P0/0vMRAbJiIGcWQJgKBXbXhVd2sy13OfWW3Uu4qvmRjO0P6UQRo6sTnYFoWoViczgE/exvaONc9SO9IgGA0jhCCLJeDioJsllcWsam2koIsNy773NOspZRE4wbh+ORZk13T8DjtaTHyApEY8STZty67DbcjfWnqumkSjup0Dfk51NTJuZ5BuocCBCIxdMPEadfI9booy8tiVXUJq6pKyPMl7qWizP06TcsiGIljWK9+yxWh4HXaJ42LUkrihok/HKWha4BD5zpp7R9hMBAmEtNRBHicdgqzvSwqzmXtojKWlObjc9mxqTOv8jAbpJTopkUkFqetf4RDzV209A7TNeQnFI2hmxZOu41cj5PqwlxWVpewsqqYXK8Lh02b14lBf/QIAEWu9diUV8NETBnnnP8hQno3Hq2UNfkfxmer5PTIz2gPPkdL8AmKXRtxaun9Ls/acDIMk+a2hFusrDibyvLcGf3O63FQXZHHgaNttHQMEgrHryjDqTPSy/eaH6Q72j/lfi7VQY2nnGp3GXW+Kmo85RQ58/FqrpQDLSQG+hE9QGe4l3OhDpqCHTQHO+mO9k9pRHVEevn2uQf4i6XvI88+M70cIQQ+uwOf3cGirFxur1xCxNC59dffpScc5J+33s7tVXXTBirbVRWbop7f70qNaRuJ+3mo82ke7nqOiBkl35FLmasQgWBED9AXHSRsRvh52+8wpM4by27HoabvAz7fSBJepl+0P8ZTvbswpIFdsVHqKsKtOjGlyWB8hKH4CE/37qIh0MwHa97GmuylV+wze62gKMp5w0lKSf9oiOePn+OhvSc509GHblpT/t7jsHNdXQVv3LKS6+or8bnm5vH9+UuH+c/f7pz099vW1vHZd99Olnvuyxuf/emTPHvkIlVwIfiD2zbyiftumPPxdcOksXuAl0628NShBs71DGFaU99HALfDxoYl5dyzcRnX1VVQlO2dU/9o6x/h73/0OCfbes//rSDbw+ffexfbllWf/1tMNzjV3sfjB8/w1OGzDPpD0yojCSEoyfFx5/o67lxfT315IfZ5WKGJxHUaOvt55kgjL55ooq1/BNOaPnPa47Rzw4oabl69hM31leR5XfPyrfHH2wDId6xCvUBodDTeTHd4L4rQqM95B9XeOxEorMx9P32RQ4zEGgka3VeO4WSaFoPDIQBqqgpmFN8EiRehtDgHRRGMjIaJx68cPSDd0vl1xzO0hVPL7NuExobcFdxYuIGlWYvIt+egXULskU1oFDpyKXTksi53GVEzTmekl1P+Jp7s2U1zqDPlb0/6m3i2dx9vLL8Fm3Jpj278ZXZqNmqycukJB3FqNnw2+zUzqA7Gh/lt17NY0uKdlfeyOqeOLJsvYTjF/TzXt5dn+/agS4MX+vazMXcViz2VV831m5bFk70v82zfHgxpUOku5fWlN1PnW3TecBqIjbBv6AhP9OykLdzN/S0P8tfL/ohiR/5Vc53XIk7bq6KPx1p7+M4T+9jb0EZMn9n3LxSL8/zxJg43d3H7ujo+ePt1lOVlzfqZSpLnhFy8nD8XEhUVJv2RuSqZSCkJxXR++sIhHnvlNK39wzMa5McJx3R2nmzh4LlO1iwq5Q9u38SW+ipg9pNCKSfez5FglAF/6Hzgckw3+cEzr/DwvpN0Do3O+B5IKeke9vOj5w7ywvEm3rJtFe+5aT2aOrUI5szbLen3h7j/mQM8f/wcHQOXFpoSisZ5/OAZXj7Vwsbacj54+3Wsri4ZExtN3/cmbgVQ0HCquYwroUtpMRg9SUDvwK0VUum5+XwweJatBrviJWz0oVvpl32ZU3B4JJpw9ebmXJrHyOd1IgREojrWDGYIC4ElJbsGjrBn8GjS7QqCMlcR762+l015K3Ao6TE4nKqdJd5KFnnK2VGwnke6XuTJnt0M6/5J+8Ytncd7XmZ97jIWeypmdX4BrMwvYXdP+5zbfqVhSBPDMvijxe/kxsJNaBcYl8WOfEqcBQSMELsHD9Ed7edcsI0aT8WUHsIria5ILw+NLSOWOAv4WO3vUeutmlC6p9RZxFJfDS7VyYOdT9ES6uTBzqf44KK3XlXetWsNl8OGYVrsbWjjcz99iv7R4KxMlJFQlF/vPs7x1l4+/967qC3Lf03FTlmW5HRHH19/ZBf7Gtqm9dRNRTims+dMG2e7Bnj/LRt5647VeJ3p+a7rpklb/wiGaTESivKfD7/E4wcb0I3ZlSCxpKSlb5hvPLqbPn+ID9+1Zc5eQd0wOdzcxb//+gUauwcuyfi8mEAkxgvHmjjR2svv37aJt2xbhceZRtVwBEIoKOLV5UpTxmgLPoPEoNS9DY9Wen5/VbFjV3349XZMeYmBvDNg9sEPQpxfv9X1S3sZzLGXPbG+fGV0er8e4IX+AwSNyaVEBIJV2XV8cun72VGwDuc8lEdRhUKuPYt3Vd3Nn9S+nQJHTtL9eqODvNB3YE4zwxV5RWji2lQTWpOzjI15KycYTTBe6yiLVdl12BUbEklnpDdp/bgrlef69xI2ExmRNxZeR71vEYqYOPMUIhHndEvRVqrcZUgkx0caaAt3X65mZwDcdhsHz3Xwbw88R98sjaZxxo2Hz//f05ztGpggMXKtc6y1m8/97ClePtUyJ6PpQgYDYb71+G6+99R+4rM0bJLR3DvEUDDMNx/bPSej6UJiusGvdx3jly8fnbG3MhmWJXn2aCOf/elTnOnsn5PRNI4E+v0h/uvhnfzgmVcIRGJzPuY4TjUPU+rEzFGkTDz30XgT/dEjKNhY5Ltr0pj8/7P31uF1pOfd/2foMInZQlsyM3ttLzNDsslmw2mSpk3aNG3Kad8U3re/QNs0zMlClpLsZpltr5nZsiWLWUdHh2Hg98eRtZbPkSy0bFef60p8rc6cmWfmzMxzPzd8b91QOdchdrIZt8dJFAQcDguRaILWDh+GYYzKmDAMg66eALpu4LCbUxImpwPDMGgItXPEdzrt50XWXD5b9eCYErPHiyzKrMlaRFxP8MO6ZwmooZRttnTv4/6SG3CPszHs9SWVPHXbh6hwjy4v7UpBFiTmOMtwysNrTGWa3CiCTJwEITUyqaGJqSSmxTnprweS3s81WUuG3VZAINucQbWznLOhFjpjvbRGOpPeqf9F3onLCW8wwvde3klTt2/wb5Io4LCaqS7MYVFZAfkZTmxmhbim0eULcrC+jaONHQSj8bQG/rGmDn7wyk7+/gPX47FPTW7J5YJhGJxu6+E/nnuXU63p809NskS2y87SiiLK8zLIdNqQJZFAOEar18+hs23Ud3iJJhIpobJIXOXJrQfJdtv5wIbFkzIvne3s4/ldx3lxz4khRpMoCjgsZmYXZrO4vICCDCc2s4loPIE3GOFwQzvHGjvoD0fTGjThWILH3jnA2ppS5hbnjvl31w2DvWda+MbvttDpC6bdxiRL5HkcLC4rpKowiyynHVEUCEXjtHv9HG5o52RrN5FYIuXejKsav35nP7Ik8ui1y7FMQm/aTEsNreGttEd2UeK4FoCTvifRjTh51uW4TRVDtk/oYeJ6EEkwI42hpc9oGbfhpCgSFbOy6e4JcOpMB929QXKznRf9XiAY5VhtG7puUJDrxmKZ/JMaKwYGW3v2EdVTLWSHbOPj5XdfEqPpHAICa7MW0xLu4rmWN0hcILzZnwiyu/cIN+aPvfuzIAi4zRaW5RZO1nAvGyySeUSpAQBZeP8hHk1F4+VCT7xv0IjONHnwKK4Rt1cEmXxLNrIgoRoaLZEONENDHrHT+wxTxfHmziH/net2cPvKGh5Yt5CCDNdATsj7nxskvQKNXX08/u4BXtl/imB0aMhB0w3eOnSG+bPy+cQNK8Y2oCtjvQAMLLb7g/zXC+9xtDE1/1SWRNZUz+LOVfPYtKACkywN9DQb+P7A/+mGwfHmTn6z9RDvHKlLuZ7hWIKfv7GXwgwXmxZUTLji7kx7D//zUs8QIy3f4+SW5dXcv24hhZkuxDS/u2EYdPQFeHb7UZ7bcYS+YCRl372BMD9/cy//9uitSGOYlwzD4HRrN//x3DtpjSZFllhUls8D6xaxeWEF5oHcPGHIPkAzdBq7+vj9zmO8vP8U3f1DF/jhWIKfvrGHbJed+9YuGPX4hqPEfi2nfE/RHHybqNqLZsTxxU6jiE4qXXdjEoc6EfzxRlQ9gklyo0iTL9Y8brPapEjMrylEADq6/bz6zjHicXVEt7Gm6ezcd5bauuRLpLI8B6dj8sWpxkpCVznYdyrtZ8sz5jLPXXlJV3OCIGCWTFyXt5IcS6pXSDNUjvafQTcuj/ywywVJkLBK038/TQVRLYaqJw1ou2y7qEaTIAhYJSvSQLJkUA2hX0mz5VVMcZabr9y3ic/fto7ibA+SJCKKwmBCrSAkNZ9kSaSyIIsv37uJT9y4Mm0lnQE8t/0ITd2+sYXsriDnlGHAC7tPsONUY8odbFYkHtqwiK89fCO3LKvGalKQRHHAIHn/Wopi8nouKivgrx+4ls/esgarKXXR3tUf5PF3D0xamOn8n6SqIIu/fvBavnD7OmbleJCH+d0lUaQoy83nbl3D525dQ6YjfQ7xvjOtQzyYoyEcS/Dk1kPUdfSmfCYIcO+a+fyfD9/MrcursZlNKddSGLiWiiRRVZDNn961ga/cu4nyvNSqtWhc5aev76G+wzvhcLLTVMIc9wNIgpnu6CG8sRMY6MxyXEeBbc1AI+IkhmHgjR0noYewybmYpcmXiBm34SRJIiuXlFFSlEkspvLkb/fwm9/vpccbJBpLDF4owzCIx1X6fCHe3HqS7//iXfr9ETwuK2tXVGK9DDxOjeF2+tM0XHXIVlZlLcQuWadhVFBgyWFlZqq1bgDt0R680yjOeTkiIEyZxH46DLhkxohxXlBxtAthQWAw8f1/Ux7M5YzNrPDn92zk+sVVoy4rt5pkPrRpKR+4ZjFKmhBSR1+A53cfn5Q8lcuRs11efv3OftQLcpoUSeSB9Yv43K1ryXaN3qvgsJp5cMMiHr12GYqU+hvsrWvh7SNn0nxz/OR5HHztQzdxzfzyUWseKrLE3WsWcO/a+WlDh4FIjN21zaN+tg3D4EB9Ky/uPZlyr0iiwJ2r5vEnd6ynKMs9akeBIkncsGQ2X31gMwUZqRGnVq+fn7+5l1AsMar9DYeIwryMR1iX9zXKnLcwy3E9K3P+kqVZf4pJGup9V40IgUQzVjmbfNtK7HLehI6djnH77QVBYE5FLnfcuJAfPbaNQDDKjx/byjvvnWJBTSH5+W7Mioyq6XT3Bjh5uoPjp9pIqDoCsHHtHFYuKbss4vJnQ61oabw3bsXJXFfFtI1REATWZi3i+da3U6ZnXzxAb6yfbPOlzVNqDfbTF41Q7HTjMU+PQTkSl/KXMgyDqDZ5CZAjYRUtg7IXITU6Km9jVIuhDYQjbbLtiqkevJq5fvFsNi2oQBqlfAsMeA9NCo9sXsb2k41D9IIAVF1n56km7lo1j9LcqytvMa5qPL3tMP2haMpnC0rz+eh1y8dVXWYxKdy7dgF7z7Swr26oBIyuGzy3/Sg3LpkzKZVhFpPMp29ezfySvDGH/yyKzP3rFvLi3pN09A1d3McSKidbulA1fVTGWFzV+NXb+9Mmlc+flc+nblyF0zr2aymJImuqS/n4DSv592feTumN+t6JBg7Ut7Jh7vjne0EQkAUbJY5rB3OchkMWLCzI+BTzMz6OLFgQpyA9YUJ7VBSZO29aTFdvgOdfOUQ8oXH6bBenz3YBSStWv0C3Q5JEVi8r59GH1mCzXh7l0V3R3rTJl1lmz6jFJqeKQmsuDtlG4IJqv7AWSZs4PtX88sQBXm86zd+svJYbZlVd8uNPNeJ5TtiLGSeqodIX903xiJJkmFzYBjyf3ng/ES2GZ4TtNV3DG+snMVBZkmfOnGnBMs04rWZuW16DNM7cGY/dwgPrFvLPFxhOAHXtPdR3epmV47ksFqOTgWEkc7z2nmlJeT8LgsD96xaS57l4Xu1w5GU42TC/nEMN7SnerKYeH8eaOlg1oO80EZaUF7Jxfvm4c6YKMl0sKS/glb7UqEi3P0QgEiPTeXFJoGNNnZxo7kr5u0WRuX3lXIqz3Uzk1rl+cRUv7j3BobNDK3h7A2HeOVLHqtklmJWpz7EUBBGTNL7CqdEy4TepzWbiM49s5Kt/eivLF80iK8M+6FbU9KTRJAoCLqeVmqp8PvfRTfz1n95CTtb4b/jJxhv3Y5A6SRZacqZ9slFEmVxzaow2osUIqalJg1NNvd9Lvb+PYGLytTEuB6yyZdAz4437RgzEtUa66I71XZpxSRZqnMnKEdVQ2es9Muy2BgbeRD+1wbNAMpm82FYw43GaZuaV5FFZkDkhw2ZtTSkl2amLuUhcZfepphQD4ErGMOBAfSuNXanPWFV+FpsWVKT51ugRBYEbFs9Om+vkD8fYd6YVfYLhT7Mis3lhJbnu8U/kArCsqjjtZ/2haEqSezo0Teetw2cIRFM95HkeB7csnTMmL2g6Mh1Wbl8xN20I+s2DZ/CFLv18NVVM2PwTBAGLReGGjXNZvqiU2vpO2jt89PWHicYSyLKE22klP9dFZXkuhXmjj59eKmJaPO0E6VImPxt/rIiI2OXU1YRmaNNSFRZM09/qaiLnPM/M2VAL3riPnDSGa1xP8FrHtksmZyAIAptyVvJ653vE9DjvdO9mVdYi8izZqRsbsL/vOHXBpMhppWMWs2wFl91zdw7DMOhu7mX3KwfoqO9EMStULilj9W3LUMzTnwM5GQhAeX7msIm+o9qHIOCymVlUVkBzGoXno02daLqOwihyaK6AdKhoIsHhs+1ptZWWzy7GMgnei8JMJxkOa0oyuKbrNHT1EYrFJ9TexmUzs7yyaMLPXmlO+hBsJJ4YlZ6TNxjmdFtPWkNw5ewS3PaJF9WIosj8WXkUZLho7B5q7PpCEQ6dbeempZePw2QiTKrfLMNjY/WycgzDQNMNdF1PVjRI4mWtbqul8TYBKOL0v7QFSNvSRTP0wfyVS4VhGAQTlyanZ7rIMWdQZi/imP8MvkSAxxqf56GS2/AoydJh3dDpTwR5tWMre7xHBsv9R8O5JE79gpRyA2NUOmil9iJuyt/AS+3v0hBq5Uf1T/GBktspsOYgCxIGBjEtzv6+YzzR9AdiehyX4uDWgo0jaltNN11NPfyfh75Bw7EW4pE4gihgd9m4/TM38JF/fBDTJCoQTxcmRaZsoJJqIthMJuYU5fDyvlMp4avTbT1E4yqWNB6UFC7f1/EgkViCw2nkBxRJZFFZ/qiTrEdCFEVmF2anrU5r9/rpD0UnZDhlu+yU50+8qss9TB6Xqumj6s/X0RegeZgKvPXzyiYwsqGU5WZQmJVqOBnAjpON3LhkzoTCgYZhoBtxdBKjToqXRQuiMLlz+ZQEHAVBQJYEuAzELUeDeRgDKaZNv3fl3GR4IZIgDpaaXyriukZcu3K0j8aDiMhdhdfTHO7ArwZ5t3sPx/11zHGUYZUtBNUQZwJN9MT7mOMoJ9vsYXvvgWH31xXtpSHcSkyLk9ATxPQEPTEv/oEqzoAa4rWObWSY3JhEBZOooIgys2wFFFiGitvJgsTdhdcTUsO8272HfX3HOOmvp9pZTobJTUJP0BhuH9RscitOHiy+hcXumsvW2wTw/HdfoXZv3WAupKEZBPqCvPXENlbcvITFm+dP7wAnAYsiUziGaqXhEAQozHThsJrwh4cuYuKqSnNvPx7H5Ve0MR76wzFaenwpf3fZLGQ7J2chIMCwXsC+UIRQbGJzQE1RLvIEQ2CCICRFJEl1FF6YQ5yOc/3ouv2pObE2s0JlftaExnc+douJstwMdp5qSjFsTrX2EFfVcec5JfQw3ZGDdET2EEq0oRoxRuM6XZDxSXKsi8Z1zOGYUcMjKZwoIKSEXfoSfgyMac0N0QyD/kSqUJksyMM2+vXHY/z8+L5JH0tM0+iOprakuZoQBIHFnho+OOt2nm5+BV/CT3fMS3fMO7iNLEgsdtfwkbK7ORmoZ0fvwWH3d6j/JI83/oGIFkU11JTqzf5EgKdbXgFAQkQWZWRB5v7im7in6IaUsWWZPXy49C48iovXOt8jpIbZ7zs+ZDsRkTJ7EfcW3cjqzMUTvCJTi6bpnNx9Ju3Lv6+rn/b6zqvCcFJkcVQJvBdDEAQyHFZs5lTDyTCgzetnYWn+xXd0BYTqGrq8aSUWnDYzNouCOhl9To1kH8F0BCOxCbU1ASjJmcTUlHSWk0GaPw5FHxDUTBfyzPM4sZiUSRujIAiUZLuRBAH1goc6EEk2Pi7KGnvBlWbEOd3/LCd9TxDVUjWohhkNAiKzXfeP+XgXY8ZwIhmeEQUB7YIfujXShaprwxool4KIFqUrlnqj2CQLzjS5TwCBeIz/PPjelIznwms03YiCSLE1n7muSpyy/aKaWw7ZRrWznLAWpciam9YoNkkKN+VvYHnGAnb0HqA+1IQvHkARZbLNGazMWEiNqxKbZCGsRljsqcEqWbClEd90SDZKbPljzkdzjpBfl6G4eHjW7VyXu4YDvuOcCpwlkAglCwksWcxzVbLEMxerZBlRRf1yQEuoxMLpV/VqXCUWmX6v72Qgi9Kw4Zax4rJZ0iY0G0BP/ygrbS9fB+Qgrb3pdeqaunx8+r+fnbT0j7ia3jiKq9qEk+1z3dOf06MbxrCtVXJcdkzy5L4jCjJdyQrCCy5dLKHS6w+Py3Dqj9Vz1PsTVCOCQy7CaSpBEiy0hN7FJuXgMc9GN1Riuo9gohVVjzDbfR8VrjtwK+WTdGbvMy0WgWEYHDrWgq8/zIolpTgmITFtIuSZsxAQufCX7ov7aY90M8tekP6Ll4CTgbPE9dQH26HYcA3bq8647AycqcIkKnyo9I5Rb1/jquDv5n1+xG0EBCRBINeSyd1F14+47UJPNQs91cN+vjZ7KWuzl456fKMhqWkiU2TLo8iWxx2MrGtyOSObZBye9AsAi82Mw3P55maNBVEUsJom53VrNSlphTDBwB9J1Tu6Uunxp/du64ZBJD4xQcXRoOr6hJuATyQ/arIwDGPYijaH1TTharoLcdksaT1YCVUf9/3ZEtqKakRwKqWszv0bsi0LUfUIv23YRY51Maty/wZZsBLT+mgOvc2JvsfwxU4jCzYkcfJ/g2kxnHTd4FdP7+DkmU7++18/OO2GU7mjCFkQUS94RnzxAEf9Zyix5U9LjohmaLzXnT5/JtPkTlvtdT6iIPBnS9bjsUxOzkNMVfnB0d10Ry69ftQMVyeiKLLi5iUcfPsY2gWhhOI5hVQtnfzV4nQgCsKkJDNDMjlaSmc4GUw4tHQ5MdH8ogkzCWtPk3Jp81DTYRjJ9ifpMCvypBduWQfysS5EM3RiifHlyPbFki3Ryp23kG1ZkOwQIYAsmpO5ToaOIApY5EwqXXchIHGg9zuc7H+CpVl/giJOPEx+PtPjcQK6eoMEgtEJ62RMBgWWHHIsmTSHh1ZwxPQ473UfZFXmQrJMl1ZGwTAMjvhOc9xfn/KZiECFvXjYUN05JEHkwzVLyJgkhe+4rvH06SMzhtMMk8qtn7ye+sON7H/jML6ufhSzQum8Eh792oPMmls03cObHAQmbYISRWHYvMurSccpfhUYgZdLNflw94UkikyozC0Ncpo2NgCGbqCOs7goqnkRUXCZShEG5DaSkQELCT2Ifl60SBQUSp03cqr/SbrC+wi4msk0Dx8VGA/Tk7xjGISHyWuYDkRBYHnGvBTDCeBkoJ73eg5wZ+GmS5YkbgwkhL/asT1tYrgiyqzInHdRQ86uKJgkedIMPpMoYZZm0uJmmFxsLiuf/cZHqT/ciK/bj2JWKKkupGRO4WVdDTgmDCYc9jmHrhvDlmJPdthlvExGb8SRfvtLcVdcNfceIEnpz0XTDS5aljdGhpNHEAYaGE8eAibRQVT1YjDUIFNEO3a5kK7IQWKabxKPmWTacpwio1A7vVQICKzJWsTrnTtS1Ljjuspvml6hwJLN0oy5lyRRPKLFeK7lDXb0Hk4rsFhuL2Ku6+KquRlm68Sl4c9DEAScpumP2c9wdSEIAq4sJ0uuTW1ofbWgG8akeYMSmpZ+chLAfBmEhiB5vhNtOjycwOX8WXl84fZ1Uy67IAoCJdmeKT3GpUAArEr6ysG4qk6aQX+OaFxNG+UURWHUja0vxCJlopMgovaSjFklK+ZsSj4doV1EVS8W6X2R0OS8aaAZETRj8m2Ni1oBiYRGKBzDYTcjT1KMPhJNoF1GLmVBECix5bPUU8O2ntScooAa5od1z/LQrJvZnLsC0xQJYxqGQU/cxwut7/BC27tpBS4VUeaOwk3II2g42WQTD81eSLHDnVY8cyLMGE4zzDB2dN0gPMEO8eeIxlUSw7w/L4dkZIDEJFSkDVeFaJIlyvIyKcx0TWj//1sQRAGPPb2RGYzGJ2zgXog/HEvrcVQkEcc4788M8xxaw1vxxk6gGQlkwYwoyGSa5tAW2kZ94EWWmD4/2NA3onYTSLQgCibEKfAPjbjHHm+Qnz+5nZOn21kwt5iPPLiGrIxklUswFOVfv/3SuPLn4gmN2DDJatOFU7ZxTc4yDvtq8adpntsZ6+XnZ39HXbCJe4quI9ucgSxIE3bnGkbSNk7oCY7763mq+VVOBRqGLV9f7KlmkWfOiPt0my384+rrkwmpk+y6L3N6KHNl4FCufDXnGWa4VKi6ntLWY7wEoun1hQSECbV0mUyicXXYMv/RkudJXzUcjiUIT3fi+BWEKAjkuNNXp/YFI+POOxqOHn8wrRfLJMvjbu2Sb1vJsb6f0RHeQ0IPIotmBCSyLQsxiU7q/S8gIFJoX0dCD3I28BKhRBt2pQiLPHHl9gsZ0XBqavXy6tvHiMVVmlq9rF1RQVZGssolntB4b0/dZIdHpw1BEFiVtZCDvlO83L4t7TYBNcxL7dvY2XuYtdlLWJ25kHxLFlkmD4o4tlwiwzAIqmF6Yj7qQy1s6z7A4f5a4vrwq9Jccyb3FV2PR3GOeCxRELBPkWHzlRUb+YvlGy+bpMcZZrgSiKsaPWmUm8eDNxAhlCbVQRCgKE0D4LRM8Xu7PxxNO8axMFyrkr5gBF/w6mkYO9WIgkBxthuTLKWIYLZ7/UTi6qhaPo2Wxi5f2qIvu8VEvmd8ulYe02zyrCtI6GGimhernJUUBLbMp9i+ibOBlzjh+zUnfY9xrrGVgEyx/RpcSumEzicdIxpONqsJj9tKZ3cAl9OK3XZ1exlkQeKeous45W+kPtQ87HbeuJ8X27awpWsvRdY8CqzZFFnzyDVnkGX24JBtWCULiighIKAZOnE9QViL0p8I0BvrpzXSRXukm/ZoD22RrosKJEqCyN1F1zHXVTGtSYuSIF4R4nkzzHA5EU+odPQFJjxBGYZBV3+QYJou95IoUjxKccHhFj6abkxKzktfMIJ/gh62ggwXLqs5ZT99wTCd/cFJneyvZgRBINNpI9tlp83rH/JZIBKjzeunZLQG90WIJVSauvvS3kOFmS5s5vHZELJoZVn2F5FFK3b5fV1Fs+RmXsajxPUAraFtg0nikmCm1HkT1Z6HkMXJlzsa0XCqKsvh//zV3dQ39lA+K5uqityUbQQBvv7Ve8jLGYg3p5OFv+DvgWCUr379ucsuXAdQYMnm4xV38YMzz9AS6Rxx24Aa5mTgLCcDZ5EFCVmQkEQJCRFBEIfYFwYGuqGjGTqqoaHq6gWtXofHJCrcVnANN+avmfScpRlmmGHqiSVUGrr60HR92HLt0RCJJzjT1pM2L6UsNwP7KCem4TSlYgk1bWuOsWAYBm1eP97AxNoz2S0m5s3KY+eppiF/T2g6B+rbuGHx7HH3PfvfRn6Gk1k5nhTDCWDnyUZWzymZlOM0d/toTXMMgBWzi8etfCAKEh5zVdrPnMos1uT+Pf3xBgKJBkTBhNtUgUMpQhampoBgxLtOliVqZhdQM3t45WxRFJlfXUhmxugVfiPRRHoBt8sAQRBY5J7Dpyrv43tnnqIzOrq+OKqhJb1Gk5zzrggydxZu4r7iG7BKl0fi51RhGAZqXKWnrY+upm76u/2E+sPEowk0VUOURBSzjMms4Mx04sp2kpHrJrsoE2WYflOTNa5gX4jOpm76Onz09wSIBKMkYgkwDERZwmwzYXNacWe7yCnOIqc4C8UyeT2gxjLWsD9CV3MPva1e/L0BYpH44DVUzDKKWcFiM+PKcpKR7yEzPwNnhh3xMn0mrwYMoK69hx5/mPyM8bfhCERiHG5oT/vZovIC5FH+hi5b+neJ/1yIbQIOiLiqcby5c8LJ8DazwvKqYnbXNqd4MLYeO8unb1o9bB7UDEPJctqYW5zLntPNKUb3eyca+PTNq7FbJhZR0g2DEy1daVvlmGWJNXNmTWj/wyEIAibJSY51ITnWhVNyjAuZsLlus5qQxtjrRpFFTCaJ8GUaphYFkaWeGj5b+SA/P/s8TeG2aemJaZXM3Fd0A3cUbcRxEbHLKxXDMFATGp0NXex++QD7Xz9MT5uXgDdIJBglFo6hqhqGpiOIIpIsIskyFocZq92CzWUlqzCD8oWlLN44j5o1s7E6LEjy+BL3z1WDaKpGoC/EgTePcPjdYzQea6G/x0/IH04aTdEEmqpjYCCKIrJJxmRRsDosODMcZOR7WHb9QtbetZKC8lwkZeKFBCONWY2r1B1qZOtzOzm1+wy+rn6CvhCRYBQ1rqImNAzdSF4/RUI2yVjtFuxuG3a3jYKKPBZvns/89TXkleagmJM5exMZs67pvPv0Dl756Vvj+n5JdSEf+YcHcedcHdVTp1q7ae3tJ8/jGPe9ebKlm4bOvpTPZElkaUXRqBekucMYHJ2+AN5AmLLcjHH/9oFIjB0nmy6+4UWQRJHFZQXkuu10XNBrrbMvwGsHanlk89KZcN0okESR9fPKeHbHkZTm0K1ePztPNXHdosoJXctwLM7WY2fTGswLywoomGAVZPLdbGCgnyfTc/GZWURGmOSenRM2nFxOy7gShR02M77+y9RyIlmhsjxjHvmWbH7T/Cq7e48Q1i5NHygRgdnOUu4rvp6VmQtGlB6YCIZhENNU+mJRopqKbozeXZZrdUxImsAwDCKBKLX76njxh6+z55WDRIJR9BFKmA1NR9d0EjGVaCiKj+TKpu5gA3teOciz33wBT56HtXcs5zP/8SgW+9jGp6ka3vY+avfWs/XZnex7/RCBvhC6po8o6KdrOvFInHgkTrAvRHdzLxxu5MCbR3ji337LNfev4d4v3sasmiKkSZL0OEckEOHwluP87juvcGTLceKxBMYI5cVqQkNNaMTCcUK+MD2tXgCO76zlnd+8hyRLzFlRybUfXM+iTfOZNbcIcZyVmYZh0NHQxf43Do/r+yFfiPgklfBfDvhCUX6/+ziLygrG1X4lEk/w2LsHUNNoOFXkZ1JTnDPq9MOCDBcOi4ngBQncPf4w++vbWFJeOKxo4kgYhsHrB09zpr1nzN+9EEEQWFiWz9LKIl7Zd2rIFGkAj797gEVl+SwsK5gpVhkFSyuKWFhawHsnGob8PRSN8+z2wywozSfXbR+38bTvTCtvH6lL+btZkbltRQ2WCfRqNAwdf6KB7shhemPHiag9aEYUYxRz1qKsz5JrXTLuY6dj3Gdis5j4/Mc343bZMJvHuBtBwDaMq/hy4dzNU2zL47OVDzLPVcEbnTs5E2gadW7SeMgyudmQs4xb8tdTZMudMrVyVdfZ0d7Iiw2naAn2E4jH0cZgOP3FsmvYXHxxEc7h6G7u5Tf/73dse24X3g7fuPdzDkM3UHWNnpZeGk+0II1RCDAeS/DKT95k2293c3zHKWKToGyvazpBX4iXf/omtfvqePQfH2L17csmzXjqbfPy3H++xCs/fQt/b2BiOzNAU3U0VefotpMc33GKe/7kNj79748gmmZCeJPFmwdPc+uyatbWjK3SR9N1XjtQy+GzqWE6URBYWlFEcZZnVJOeIAjYzArleZkcaUztlvDSnhPcs3oeOe6xh8FOt/Xwm62Hxvy94bCZTTywbhHvHq1P8WR09AX47ks7+JsHr2NWzujOfTScCwtebcaYJAp8aNMS9p1pIXqBnMW+M638dsdRPnXTKuRxGMxN3T5++OqutPlxNcU5rJpTMiHV8L5YLbu6/wVf7AzGGPNhYlpq6HCijNtwMptlHrprxbi+Kwqwcc1sSoszp73B72iwy1Zuyl/LmqxF7Oo9zBudO2mNdBPRomMyNtIhAGbJjFtxsCZrETfmrSHfko1JVKbMaIprKk/UHua7h3fSGU5t6TISkiBgkWTCifF5AjRV48TO0/zgK7/k9L46NHVyk8JESeSmRzcjj9Fw0jWdE7tOc+DNI5M6HgCMpFfsPz//Q/76119k8eb5E66s6uvw8YO/+CVbn9uFOgVFFiaLiQUbasZsgF6IKAqIkjiiJ/F/E8FonG8/vxWTIrOkPOkpudi9oGk620828uPX9hCJpz53GQ4rt49xRe+0mllSUcjRxo6UZWBDVx/ff2UnX7rrGhwW06juVV03ON3ewzd+u4XGrtRQ4kRYXF7AXavn89S2Q0PK3HXDYHdtM3/361f5q/s3M7swG9MYQ/TndPRiCZVgJM7+ulZe2X+SL9+7adQVilcSSyoKuW1FDb/beWxI3lg0ofLLt/bhcVi4e9V8LKbRyevohsHZTi//+fw2jjelFlPZzAoPrl9EUebErmVt/9P0xWpRRAf51lV4TBXIkh1xFL0xPObKCR07HeM2nCby4hdFkY88uGbc358OJEHCY3Jyc/56rs1dRW2gkYO+UzSG2uiM9dIT8xFSI2lbpFyISVDIMLvIMWdQbM1jgbuKRZ45eJRk0uhUxuwNw6DW18v3BowmAci22il2uLFIMse9XQQTMcpcGWSYrQQTcVqDfgKJGBlmK3dVzGV5biEr88befNUwDPa+eojvf/nntNSmT3A9H8Uk48x0YHfbkE0yuqYTi8QJ+kIE+9Jr4syaW8yCDTVjvoZmq4lr7lvD7pf24+9Nb0xKioQnx0V2cRZ2lw2zzYQsS8RjCQLeYDJ5vD29hgmAtz1p7Pzz7/6SnJLsMY3vfHRN56n/+D1vP/nesNvYXVZyZ+XgznFhdVqQlfevXyQYwdvuo6+rn2gwffi5emUVc5ZP7IUjiALz19Xw0F/cNZhvFQ3FiIaS/0YG/g30BQkMc82vRk62dPOPj73KR69fweYFFWS57Gm9G4Zh4A2GeedIPd97eQfd/env+VuXV7OobPgCnnSYZIk11bN4ed+pFH0p3TB4ftdx4gmNhzctoaYoF1FM/zzphkGXL8ju2mZ+9uYe6ju8YxrHaJAlkY9et5yzHb3sPt08RDtQNwwON7Tzpz/8Pbcur2bjggpmF2TjcViH9RgZRjLs6Q2E6PQFOdvp5XhzF/vPtHK2Kzn+P7ljw6Sfx3QjCAJ2s4kPb1rK6baeFG9jKBbn27/fRm1rD3evns+8ktxhQ8rJezPC3tPN/PSNPZxs6U5zPLhh8WxuWV497P0zWvyJJgREFmZ8kjmeDyBMajOxsTNttZxXYkKfgJDsByWZWOiZzXx3JUE1gjfeT38iQH88iDfejy8RIKLFSOgJdAwUQcYkKjgVG1kmDx7FidvkxKM4yTC5JkWBfCxsaT1LRziIKAhcX1LJx+Yup8jhwiRKfHnrSxzu6eAjNUu5rqSSiJqgKdDPdw/vpK6/l0K7kzvK547ZjW0YBg1Hm/jhX/5qRKNJMSuUL5zF6tuXUbm4DFeWczDZW9d1ErEEkWCU3tY+6o80cnTbCeoONpIYWIkv3jSP7KKxK8UKgsDcNbOZs6KSva8eGvybbJIoqipgxS1LmLtmDpn5Hjw5Lix2CyaLgiiJqAmVsD9CX4ePw1tP8PKP36T9bGfavMWmEy28+/QO7vvi7eOqYjMMg5O7z/DWE+lFWjPy3Gx8YC1r7lhOVmEmdo8Ni8183vVTiYVj+HsDBLxB6o80cujt45zcfZpgXxBdN5AViUUD13GiC6QFG2pYsKEGQzeIxxLEo8lcsHg0MVDtF2fvKwf5+T/+ZsTcrCudyvwsuvuDg5pEzT39fPN3W3h530kWlRWwqKyAggwXdosJVdPp9Yc41NDO7tPNHGvsSMlFOsfcklw+cM3iMY9HEASWlBeyuLyANw+dSfk8rmq8uPcEx5o6WTG7mMVlBczKzcA10DKjPxylzevnaGMHhxvaqWvvHTLGPI+D2YXZ7DjZOOGWHoIgkO9x8oXb1/P3j71KQxqPVm8gzGPvHOD1g6cpznZTlOmmJMeN227FJEnEEiqReIJgNE53f4huf5D+UJS+YISu/uCk9RG83BEEgYqCLP749nV89Rcv4QsNXThF4gl+u+Moe043s7A0n8XlhVQVZJHptCFLIuFYgs6+AEebOthf18ap1m784fSLr6UVRcnQ3yR0r/CYKuiNHkORnAhMrGhlMpgRwZgAoiDiUuy4lKQUQ9Lte05AbqjvKfljg0BS32m6fngD2NWRFPcscbj517U3k221DY7HZTJjYOA0mZnl9AAwx5NNhTuTv9z2Mt85tJNCh4vby2pGbTwZhkFPq5cffuVXNJ1sSbuNxW5m3rpqPvhX91KzshKT1YQoiWmvk2EYYMBmbR1qXKO3zcvulw9w6N1jrLt7JSbr+MpqPblubnhkE2cOnCUjP4Nl1y/khkc2UlRVgGKRR6zU8+S4KazMp2b1bDbcs4qf/8Nv2PbbXSkhqng0wc4/7GPjA2vJnTV2r5Omarzz5Hv0d6dqpZTOL+HLP/ocVcvKkS9SxVdQkYdhGCy9YSH3/PGtRIJRdr98gO2/30Nvex8bH1g7qYnsgihgtpowW02QMfSzjvquSTvO5YggwJfu2kCr1893X9o+WNUUjiXYd6aVA3VtyJI4GLYzMJKVkpo+otFRlpvBl+7cQHH2+PJ77BYTn79tHcebO2n3pubIabpBXUcv9Z1entt+FEkUBnV4dGOgka+mp0gF2M0mHr1uOdVFOew53YKmTzyULIoCC8ry+ddHb+FrT7zBmbaelOMaQKcvSKcvyH5aEcXk9TwnIZh8bRgY+mjiAlcvoiCwak4J//DBG/j/frslRdtJNwyaun00d/t49UAtkiiSdBgJGIYx0MB5+HtTAJZXFfNX92+etNyzeRmP0h9v4HT/s1ilbFymWciCFVFQuJgisyxaBnvYTRaTbjgZhoGuGyNWIZ2PNMzkeCWSfEgFJuiVnHJagslkuQ2FpWRZrUOuv1mWUXWd+Hn9iwRBoNyVwT2V8/i3Pe/wVO0RVuWVkGcbXfKomtB46/GtHN56Iq0Xxu62cd+Xbueuz92MO8d10ftBSFqgyKKMrMgUzS7gnqp87vjsTRMySgVBYM0dyxElkZpVVeSV5ozZKyTJEiU1RXz2G4/S3dLDiZ2nU7apP9JId0svOSVZYx6rr8tP44mWlHCgJIs8+g8PUrO6atT7FAQBSZKQrBImq4kbH93E5g+up7Ohi8KqsYV+ZhiebKedmpJcllcVE4kl+P4rO4f0mtMNY8yik3luB1+8cwMr55SMO4lZEAQq8jL50zs28O3nt9LpSx8uNQyDhKaRGMUQTbLEQ9cs5v51C4klVBRZSttXbzyIgsDckjz+6UM38pPXdvP2kbphJ28DBj7732wiDY8kimycX4EiSfznC9s4056qV2gAqqaPyRsniQLrasr40l0bqCocfzrChdjlQpZm/wn7ur/Fe51/i1MpxSpnIQsWuEjYrsbzMFmWuZM2Fpig4aTpOr7+MO/truPoiVbau/oJheMDL/XR3bD//Fd3M2scoZUZxk8gkVzxFjrcXGit22QF1dCJakP7F4mCwNKcAtxmC6d9vTT4+0ZtOHnb+3jxh28Qj6SGG2STzCN//yB3/NGNY5YPOB9BEFAmUO56DrvbxrUfXD/h/WQXZ/HQV+7hXz/0LRKxoRNHoDdIS20b89bMGXP7mmBfMK23Kbc0h5rV6ZV1x4JikimeUzjh/czwPgvL8rGZFewWEw9vWoLDauJnb+yloy8w5vYmsiRSU5zLF25fN+FKJUh6cm5YMhurWeHbz2+luds3rtCaAOS4HXx481LuX7cQiyKjSBJFmS5Otabmv4x7vILA3OJc/u4D17OorJAntx6ctFCbJArYzCbmFGbjHKfX+kpCkSU2zCunMMvF91/eyfaTjePuLygKAhkOKw9ds5h71ywgd5imwuMlpLZzqPf79MfrUY0w3tgJhJjAaF6gpY4bgMvEcNJ1gwNHmvnOT97ibFPPuJv9xi/DtitXO6aBti1RNbVCx2O2ggHdkRAJXcd0XnuIXKsDiyTTGvTjjY6+ncJbT2yjvT614kKURG766Cbu/NxNyRDOVUbNqipqVs/myJYTKZ+1nGpD13WkMbbQURMaiTTPjM1pRZLH1mh6hqlHFASWlBdhNSWV7S2KzAPrF7GkopAn3j3IzlNNozKgTLJEaW4G1y+u4oF1C8l2Td7EZJIlNi+oYE5hNo+/e5DdtU3Ud3pHZYwIgkBBhpPF5QU8snkZ82blDXp9BcGgpjhnUg2nc8f02K08et0yrl9cxUv7TvLeiQYaOr0pOTsXQxIF8jOcFGW5mVucy01L51BdlDNqBfYrHVEUqMzP4uuP3MzOU038dsdRjjd30e0PjmpOVySR8rxMllQUct/aBdQUJ9uyTfZ76ITvMToje5AFK/nWVTiUIkyiA2EUGodO0+S0kzmfcRtO0ViCp5/fS31jUujMbjNTXOjB7UomkY32wl3tjYMvR7ItdlqCfpqD/QOZWO//VgV2J4IAZ/u9RNXEEMPp3HOU0DUS+uhCC5FglG3P7Ur7WdHsAm795PWYLFPXLmW6EAQBR4adsnklaQ0nX3f/uBYbsinZcuZCupp6CAciZBqTp2czw9hZVJbPP334JnRdBwTEARFHcUC5+FzOzZzCHP7yvs2cau3meHMn++paaej00tUfIhyLIwoCDouZgkwnswuzWV5ZRE1xLhX5WVMyqQuCQFGWmz+9cz1N3fM53tzJ0cZOzrT30O710x+OEktoA14ZhTyPk9IcD4srCpk/K4/ZhdnYzUOlC0RB4EOblrKmehbnv2Mq8iceYRjU2ct286kbV3H7ihoauvo41drNqZZuWnr66ewPEIrGiakaiihiMcnYzCYyHFaKs9yU5HiYleOhNCeDoiwXmU7buDx4OW47f3z72kGjbSCTABCoKsia8LmeO8a/fuRW3n8LJzO37BYzhRMs9RcEAYtJYdOCCpZUFHKmrZcTLZ0cbuigqbuPjr4g4Vgc3TCwmBTcNjNFWW5mF2YztziXmuJcZuV4prRvoC92GhCodN3DvIyPYJEmVrgyUcZ9pvG4ypETrQCsW1nJFz5xLR63bSAhb/T7MZuuvknzckYA5mflcbCnnYPd7cQ1Det5LXPmZeYiCiK7O1toDvYzz2ROJqwaBmf7vQQTcUyihDJKT8mpPWfobEhN/hUlkTW3L6NqacVVO9GbrSZySrIHr9/5RIJRxpN/4cxw4M5NbV0Q8AZ54fuv8omvP4zlCtBGu1opyHSNurWE1aywuLyQhWX53LtmAaquo+nvq9QLgoAsisiyhEmWLokgo1mRqSrIorIgi1uWVSdzXHQ9mbeKMehNkkQRWRIxydKwxoYgCNQMTKxTiSgmjb7CTBer58wioWloA4n1unFu3APFOYKAJAhIkogsiskcW8Y2Z12Iw2JGyInyZP/LFFgy+HLNPeRZJncB47CYuW1FzaTtLx3nPHkrZheztLKQB9ZrAwUK+sAiL3kdRTH5+yuyiCxJl6TYKdNcQ2/sOBnm2dNuNMFEcpwEBvsiXbu+muLCjIt8YYbLhbUFs3j81EE6QgEOdbezpuD95os1GTnk2ZIeqW8e2MYXFq+lxOGhIxzgVycP4I2GybU5yLRcvHdesnT+NCF/amsdi93MuntWjVmo8kpCEISkhpJJSslzUkeTaZsGT66LsvklHHzraErF3ss/fgub08rtn7lxwlICM1waBAEkQcRqvnxCQ+e8YmZFZgp7Z086giAgS8K0hNm295ykIdhJY7CLrlg/eRbPJR/DZCKJItbLqGNAtecDBNU2moJvYlcKyDDPRhHG1/NxMhi34WQxKaxeVs4bW05Q19iNqmpXVYXc1cy8zFzKXBm0Bv281VLPqvz3K3NsssJd5fP43pGdvN1Sz6m+HlwmM8FEnPaQH80wqB6QJ7gY8UiCltr2tMrWnlw3c5aNv2XLlYKsSOl7vY0zJ1CSJdbfvZI3frUlpc1KNBTlmW++wL7XDnH3F25l1a1Lsbttw8o6zHBpMAyDV187wosvJfXBcnKcfOTD6ykvz5nmkU0vcS3B71t3M9tZwEJPGdIkN2K9lKzOmsM+7xlm2XKuSKPJMAx29JyiLx7gurxFWOXLqyVaTOsnyzyXs4GX2dH5T1gkD4poRxEdA1IDw7/f5no+TJZl3qSOZ0ItVx59cC3xhMYb755AlkRWLikjM8OOxawMGFEX34/baUWe5ManMwyPIAgU2l18ZO5S/LEYH5izaMgtJwoCH5izkMO97WxvbxqULjhHicPNpxasJHsUHqeAN0B3U/pmn/PWzEG5CnObUpl8g2XBNXO57uEN/P67r6SIRsbCcU7uPkPtx/+HkupCrv/wNSy7YRHF1YXYnNYZA2oa6Or289jjO2ht60OWRVatrKCkZKaSuDHczXdqX+TDZZuY7551RRtO1+TMY312DQhJpb4r7TkLqBF+07QVfyLMmuzqy85w2t397/TFajm34gyrqT0Wh6PUcROTk2n2PhNquVJSlMEnH17Pt3/4Jo89u4uX3zxKdqYDq9WELIuj6rX255+7kaJ8z3iHMcM4sMgyj1QvTcb6L/CGCIJAidPD3668lp8d38dbzXV4YxFcJjMrcot4uHox6wpKR/ViiISi+L3ptWFm1Yy9Zct0cGFukhrX6G7pxdflo78nQDgQIRaKEYvGSUQTJGIJ4rGBf6MJ6g81pq2CmwiCIPDAn99J44kWDr51NK1mmq7pNB5v4Wd/9ySv/PRt5qyoZPVtS1l242Iy8tyD+5lhalFVjVdfPUJnV1JCYv26Odx997KZxSJwoK9+wr0+LxeSuVNX7m/aEu6hM+rDIimXpfJVmeMW8qzj643rVIoneTQTMJwMw6C2rpPv/vwdTtS2YxjQ2xeid5geYsMRSaPtM8PUc3613IWIgkBNRg5fW309f7HsGlRdRxJFbLKCXTGNOkk1GooR9KW/H/LKLu8whWEYxCNx+nsCtJ1p59A7xzix+wytp9uJhmJoqoamasmkWV1PqhEbRuq/U/AWEgSB3FnZ/NkP/ohf/tNTvPe73UQC6cuwDcOgra6DtroOdv5hLxl5blbespQbPrKJoqp8HBn29KHEGSaMYRgcOdrCK68ewTB0rtkwh09/ajNOx0zyvqpr7O09M6renjNMLYZhcDbYRVe0n1n2yROtnEzmeB5kvC/TyVYNhwnKEfzy6Z0cOJJs3+FxWSkpysTtsiaT80Y5uTomIHo4w9QhCAI2xYRNGb9chBpXiYXTG8bunMuz87hhGMTCcY5sO8GeVw6y5+X9tNV1piRiTzeCKFBQkceXvv9HzF9bzWu/fIfavXVo6vDjjIZitNd38fx3X+X1X77Loo3z2PjAGpbftITMghkZg8kmFlN54skddHb5ue7auXzyE5vIz5v++14zdBqCXZwNddKfCAMGLsVGmT2XCkd+2pCZYRg837qbuK5yXd4iMk0O+uJBTvpb6Ir1k9A17LKFYlsW1c4iTOJQTTHDMOhPhGmPeOmI+mgOd3PSn2y/dKy/iaea3kO64P6rcZWw2FM2ZD+vtx+kN+6nyJrN2uxq5DTVvQldY0vXUbpj/ZTa81iRWYkipk51cS1BU7ibhlA3/kQYVdcwSTJO2UqhNYtSew62YUJW3niQd7uOEtOGvt9skpmNuQvwmC6us2UYBt54kIZQJ51RHyE1hgDYZAv5Fg9VzgKc8sXD68FEhNpAGx3RPsJqDAMDi2Qi0+Sk2JZNoTUzpQo6ridoCfXSFeunPdLH212HiekJ+uIhft+yC/sF551tdrE2uwa7nGr0q7pGe6SPxnAXvbEAMT2BLEi4FCvFtmwqHflpr/9YkARlKrIexs24zyYWVzl8LHnjz52dz2c+spHCfA9Wi5LshDxaHafLQPjQMAx64/0pIQ9ZlPAozmmdUDRDS3FnC4AkyJekPHkiaJqOOky7hctNuynpHTJoO9PJY//yDAfePIK3w3fZN541W03c+qnrWXbjIt777W7+8IPX6GzsQbtIC49IMMqul/ZzZNsJqpaWc9NHN7P5A+sxWZQZA2qSUBSJDz28lg88tIaK8hwyMiZXTXmsJN9zAX7bvJMtXUfpivUT1eIYgEUykWN2cU3OfB4oWUeWeeh7z8DgZ/Vv0hPzM8uWgyJKPNbwLrWBVgJqBE3XMUkKGSY7KzJn85mqm8hQ3q96Ug2NF1p381LbPvyJMEE1imok79G93jPs89alzIsfKtvEYk/ZkL891bSN4/5mNubMZ0VWFTLpDCeVZ5u3c8jXwM35S1nkKR0ycZ8zWH5S/zoHvfX0xgNEtTiaYSQrHCUTbpOdYmsWn6m6mTnOwpRnoifm5xf1b+KNBwd7lBpArtnNAk/pRQ2n7mg/L7btZXvPSbqj/fgTEeJ6UpDYJCq4TUlD9pMVNzLPXZL2mdQNncO+Bp5o3MrpQBv+RJi4pmJgIIsSdtlCpslBtauIL9fcg0V6f6495W/jGyd/hy8eJJCIEB04dk/Mz8/q30z5LRZ4SlngLk0xnE72t/Bsy3Zq/W30xgMEE1E0Q0MURCySQqbJwersah6etZFci/uqebeMP8cJAWWglPzuW5ewbNGsK/aiaIbOF/f/XyLa0HBHqb2Af130RazS9HnFXu/YwUvt24YYdSZR4XNVH6DKOfmKqJOKMXzPQvEya+inqTrbntvJz//xN7Sd7rhor0WT1YTdZcXqsGCymFDMySbAkiIl/5UlFJNMV1MPDcebp7RlliRLFFbmc/+f3cGNj25ixwt7eePXW2g83oK/JzDiuYT9EQ6/e5zj20+x5ZmdfOAv72be2jnIUyhm978FSRJZsrh0uocxSE/Mz78ff4bdvadxK3YqHQVkmOzoGHhjAc4GO/l1wzvUBlr5m/kPkm1O1aMyMHir8zC7emtJGCqlthwyTA4ShkZLuJeWcA8vte1F03X+pPp2XEqyiERAoNSey8bc+QAE1Shvdx6mPxFmgbuURZ7SQZHQcyzNmJqqW38izL8ce4rdvadxKdbB6yAKIoFEBF8iRFe0nza8wyasF1kz+eq8B+iNBehPhNjde5p93jOjHkNvLMDrHQfpiPrIM7spsmXhHmgW3xPrpyHUxa7eWnpifv5u/kPMTmO81frb+McjT9Ab81NkzWKBuxSXYkM1NPyJML2xAG0RLwXWzBSPj1uxsTa7Otmw19A50FfHSX8rGSZHsqpOGurQyLdkpPU21QU7eL39EFbZRJ7FwxxnIQ7ZQlRL0BHtozHUzTNN2+mLB/nqvAdS9nulMn45AovCNWtm8/yrh+jo8nNZ+dHGQcJIkDCGekcSujbuuOpkIQoiZ0OtQ/4mCxK1gYZpMZwOdLfR6PexPLeIEufIYQdRFJGGSYKNR1PbvUwnu1/ez/f/4pf0tnqH3cad46J6ZRVzlleSV5ZNRp4HV6YDq8OKxW5GMSsoZjn5r0lGUiSe/sYL/OSvH7skoT5REvHkurnlE9ex9q6VHN9xiv1vHGHXi/vobOga8VZWExq7X9pPy6lWPvS393PTo5sRLjPjdrLQNJ2f/nwLGHD/fStwOCwcOdLMkaMtKIrE0qVlzK0pAATicZU9e+qpPd2BySSxcEEJ8+cXDZvcbRgG4XCc2tMdNDX10tMbJBFXURQJt9tGcXEGC+YX4xhDnlMsluDEiTYaG3vo9QaJxVVkScLlspKb66KyIpeiooxBXb10JHSNJxq3sKu3liJrFp+uuplVWbNxylYMoC8e5K3Ow/zgzCvs7q3lt807+WTljWm92i+376PAmskfld/C+pwaXIoN3dA5HWjnR3WvsbPnFDt7T3JbYDlLMsoHhDwlNubOHzSc2iJeDvbV058Iszyzko9XXD/hcM5oOeRr4IS/BYds4dHy67itcDkuxZZsZmxodEX7qQu2o+o6hdb0emh22cKa7OrB/zZIJruPlnJHHvcVr8UkKVQ7Cym2ZQ8aFd54kJfa9vLrhndoCHWxx3uGCkc+8gXJ5692HKAn5qfYlsXfzHuIGlcRZknBMAwiWpzmcA+nA22U2nMRL5ifZ9lz+KOqWwCIaQm+d+ZlTvpbyTY7ebT82rRGczo25MylNdLLbGchc5yF5Fo8KKKEZui0hHv4ad0bvNF5iK1dx3m0rJdK59XRPHzcd6pJkXjkgdUAvP7ucWxWE+tXVWK3mpPq4eJoauqSrVpGeuD/t5NrTi2k1Ayd+lDzkCa8l4onTh3ipYZT/N/1t1zUcJIUKW17EIBAX/pqu0uNYRicPdLET//28bRGkyAKZBVmcMcf3cTGB9biznZic1mRZOmy9bAKgoAnx8XaO1ew7IZF3P9nd3B8+yle/umb1B9sJOQPD2vItdV18pO/fgzFrLDpwbXDGr5XMoZh8PwLBwiH46xcUc7Zhm4ee2IHPl8YURR44Q8H+MIXbmTl8nJ+8rMtvPLqYcLhOIIg4HRY+PjHN3LHbYtTcni6u/28/MoR3tlyAp8vTDSaIJFIFhCIYlKY0WxRKCjw8NADq9iwfg6Kkv4+MgwDTdM5eKiJx5/YwdmG7iH7EwSSiuKKjM1moqIih09+YhOVFblp93eiv5l3u45ikUx8qGwT1+YtHPSmCECW2clthSs4FWjl5bZ9bOk6yk0FSyi1p6p+i4LIR8o2c1P+4sFei6IgMsdZyP0l6zjW34Q3HqQ+1MHijLJRVVdfSnpjfmJagmyzi/nuWThlK5B8bkyCTLEtiyJr5qDi+FRglhTuKl6FLKT+/llmJ/eVrGVr93GO9TdxJtBGXFdT8rnaIr0AFFqzmOMqxCwpg+dhk81Uu4qSnqopOYMkLsXGxyquR7ngPCRBpNSey8cqruedrqPE9ASnAq0zhlM8obF7/1ncA9ow3/3ZO/z411vJyXLicJgxKzLiKAyiv/rCzRQVzKiOD0e22ZPyNwODzmgfYS2KfeChv1T0RMIEE3ES+sU9KGabGbvHRndLb8pn3c2pf5sOoqEYL/3oDZpPtqV8JogCS69byCf+5WFmL68cbNkwNqbPYykIAhabmfyyHPLLctj4wBpO7Kzl3Wd2sPulA3Q2dKcN4/V19vPY15+leHYBs5dfvS1xDMNgy9ZTbN95hqwsB9nZTs6e7aarO8CTT+7kbH03r7x6mNxcNzaridNnOvH1h3n88e2sWllB3nmtbwwDDh1u5qlndhGJJJBlkewsJ1lZDsxmmVhMpa29j76+MIFAB9/6z1eRZJGNG6qHHd+u3fV889uv0NcXQlEk8vPdZGbYkSSReFzF6w3R3RMg1BPDZJbRtPT3mm7oHPSdpTvmp9yexyJPWYoHAsAmmVjgnsWrbfvpjQc4G+xKazhlmhxJw+uCiVwQBKoc+VglE/5EmJ6YH90wuNwcl/nWDKySic6oj1fa9+FSbJTYsoaECpPq6VM78JE8bDbJPOj1CahR9DSyDRX2fLZ1n+BYfyNvdhxifc5cPIo9pV/gVHLO2ByODJMDl2LFGw/ii4+t4v5yZtyGUzgc45vff4PEeUmo8YRGa4dvTPuJXGYhm8sNu2zFJMrE9aFhxJAaxp8IXnLDKZiIjXpbi92MM8OR9rOW2lRD5VJjGAZdTT3se/1QWg9M3qxsPvetj1E6r3hcxoNhGOiqPu0J5ufGrpgVFm2aT82q2Vz7wQ289dhWXvvlO2krH5tPtfLWE9uoWFSKbLp6853eeucE126eyz13L0PXDR57fDtvv3OCuvoumlu8rF5VyYceXovZJPO75/fzzLN78AciHD3aQt5176sRi6LAwgUlLJhfgstlYfWqSoqKMnC7rCiKTCKh0tbu4+lnd7N371lCoRhPP72bdWtmD+aKno+uGzz19C76+kKYzTKf+sQmFi2ahctpQZREEgkNvz9CV5efAwcasFhMlBSnDytFtQQt4R40Q6cr5uO/al/ALKb3BHdGfRgkwzd+NZx2m3J73pBE4/OxSKZBoyyuTa5+2WSxyFPG8swq3uo8zB9a93LS38qyjAo25y6k2lX0viduio0OwzCI6Qnqg53UBlrpjPqSidpagrie4Hh/E0BaowngxoKlvN11hOZwD9+pfZHXOw6yLruGTbkLybG4LokQ57nE+EAiwgl/C2eDHXjjQYJqlJieIKTGCKrRgfO4vAttxsK434iSLDG/pvCiSbQXw3KZVVddbkiChFO20xsfquAdUMP0J4IUWC+dHpJuGIQSo9fdcmY6yC5Or5B8YmctmqpNexJyw9EmWk+nqtCKosDDf3M/s+aOz2iCpAhlJBSd8DMy2ZisJuavq6Z6ZRVLr1vId//sZ/RcEKY0dIM3H9vCw399L+7s0eU7XIkIAnzwodXk5roBg+uuncf+A434fGFkWeLRR9ZTUpKFYRhsvKaaN948RiAQpSWNFzUvz8XX/uEeJElMG4IrKPBQOiuLP/6TX9HTG6C1rY/Gph6qKvNS9uUPRGhsTKru11QXcNedy1IMrMICD9Vz8lm7pgoAWU7v4Y/r6oDsAAQSUQ546xkpJ1UWJCRBQh/Gq5xpdo7si7nMPZR22cJX5t5LiS2Ld7qOcibQTq2/ledadjLXVcwtBctYkVk16Y16z2EYBiE1ypbu4zzR8C6tES8GBlbJhCLKA9dfIKCm9vg8nzJ7Ll9f9AiPN77L3t4z7PfWcbCvnl82vM3yjEruKl7FHGfRqCQNxnsenVEfTze/x5sdh+hPhBEFEaukoAjyoAGq6uPry3k5M+5Zy+Ww8F//8sHJHMsMaRAFAbtsSzGcYlqcsJZe9BCSN2t/LIbDZMIsTY5xEtXUUYXozmF1WCkoz0OUxBSPTmdjD82n2ihfMGuYb089hmFQf6gxrWGTU5LNvDVzJjQHxCJxvO2+8e9gChEEAcUks/auFfR1+fjp3z5BqH+oh8HfG+Ts4SaWXLdgmkY59WRnOcnNdQ38zgL5eW7sNjM+X5iK8hzcnoGqMEHAbjPjdtvw+cL4/anPniAIWEeQVxEEgYwMO4sXl/DmW8dRVZ3e3mBaw0mWxMHkfG9fiEAgQmZmqvdWEIS0HqvzMTAGvRYltmzuKFqJZRiP0zkkQWThBVIA51Auc4Vs3bi4rKZTsfKJyhu5Pn8x73WfYI/3NMd8TRzoq+eQr4GlGeV8uGwzyzMq02pFTYS4rvJ083aeaHyXqJagxlXMmqw5lNhycCpWbJIJRVT4Tu0fOOg7O+x+REGgylnAV+fdz35vPXu8p9nTe5r6YAdvDlQ+bs5dyCPlmym2Zk268dQZ9fHftX/g3a6jmEWF9dlzWZRRRo7ZjVO2YpYUYlqCvzn8K0Lq8HPVxdBUjURcRRQFFJNyWRStXL0++KsEAQGblFqBE9VjKfIJ5wgl4vx/+7eypfUs5a5MvrpiE1WeZJK5bhh8/q3f4R9DyO0cmm7QfEHvupEQRYE5KyqxOa0pCuLRUJTtv99D6bzi6VOuNqC3PX0VXV5pNna3bdwvG8MwCPWHaTrZevGNpxHZJLPhvjW88astnNh1eshnhmHQVt95VRtOOTnOIf99rl1U8jPXkOo5SRYHjZREQh1M+h4LgiCQnZU8pmEYxGLpw1l2u5lFC0vYuq2W1tY+/v3/vcj9969gXk0RNpspWYAzyntTFiRsA5IqHpOdG/OXkGuZfiHOcTGKU47piWRF9EWQBJFyex6l9hxuK1xBc7iH37fsYkfPSfZ76+mJ+fmHBR+k2lk0qUZHV9THU03bCKkx1mXX8Gc1d5NrdiMJ7zfjNgxj2HDohZhEhdVZc1iaUcH9Jes46mvk+dbdHPU18nL7PrzxAP+y+BFMwuRFd3RD573uE2zvOYlZVHi0/FruKV6DSxn6zuyLj60IKClAHOPs0WZ2v7SfY9tP4u8Joqkac1ZU8sl/+zCZAy3adF1PLvaMpBfdfAk1IafEcDpXEaLrBpIkjukhn2EoAkLafISErg4Kpl2IPx7lqdrDhNQETQEf6wtLBw0ngN2dLXhjI7uBJ4v566rJLPCkGE5qQmP773ZzzX1rKKlJ1Si5FBgkvULpsDptE87taT7VRt3B4VeMlwsZeW5yS3NSDCeAUP/Vk9CZjgtlAYTzxHvtdvMQw0gQhMFk22TamkG6mdwwDALBKL29Qfr7I8RiyWo4TdVJqBpN5xdGDBPGFQSBRz+ygd7eIKdq29m77yz7DzQwt6aQDevnMHduIZWVudhtF9eYs0omimxZCAh0R/tpj3gvK8NpLG1XlIFE5LiuDnvtumP9BC8S5jqHIAhISGSZnWSaHCxwz+K9nhP867GnaQx1s637OLOdhUiTmCh+3N+CPxFGROC+krUUWDJS3n9RLU5/YvTPniAImCWFAksGBfkZbMpdwA/OvMpvmray31vH8f5mloxGF2uUP0VUS3DS30JcV6lyFHBd/uIUowmSmlkRdXSLdF03aK1t4zf/7/e8/Zv3iF/wbnZlO9HOE1SOBKL80/3/H71tfVz7wfU8+rWHRjf4SWDChpMx8ALRNJ3auk72H2miraOfUDiGrhtcf00NG9cmQx7nQiLGwPtGYKbR6MUQIKV6BZIWvzZM2EwRJYqdbmr7erArJnKsQ1Vszz0b47nyY83Wcee4WHHTYppOpHpezh5t4q3Ht/Lhv7sfZRjZgqlEILlSSUcilpiQ9pKhG7zy07eGbTlzuZGIpTfCL+UqbjoYKcwljVJSBd5/t3V2+Xnt9aOcONFKT28Qvz9CLKaSiKuomo6u68NWv52PIAiUl2XzF1++jVdeOcwrrx3B749w7HgrJ062kZPjZN7cIjZtrGH1qkpMpuHlMWRRYq6rGLdiozvWzx7vaea6SzANU9V17lym8t0sC9JgFVtIjY46cdgzIKjZGulFTZM0ndSTaqMn5k/7/fPD8heenyAIyILE+uy5ZJvdBNUovbEBAdlJvBSDbVoEAbtkThmHYRic9LfSEwsMu4/hfqNz/20SZW4qWMLvWnYmBU5H8PwIgjBokCYMjYgah4vY4zo68QHdQ0WUMF/QYufcGLd1n0AfxaxhGAbtdR18789/zr7XD7//7hUYdtJRzAq5s7I59M4xtj23i3u/eNuwxUiTzSQYTga19Z38+umdHDjaTCQaR1Pfv1RV5TkDK4rkRd21/yxPP78Pq1Xhw/etZu6cq0PXYaowAFVPdefrGOgMk7xpsfH96+7laE8HBXYXi7Lz02739bU3sSpv9J2jw1qCP33nBRoDvlF/RxAEbv3UDbz5+Db6u4e+zBIxlWe//QfK5hez/r41KJe6ekuAnKJUnSyAjoYugr7QuHq4qQmNrc/sYOcf9k7GKAeZqgmts6GbrqaelL8LgkBBRfp752phxEs5hsusaTpvv3OCX/36Pdo7ku2bXE4rDqcFl9OK3W7GZjOhKDKNjd00NQ8vtHoOURQpnZXFJz6+kTtuX8KWrafYsvUUHR0+uroCdHWdYPuOMyxdMotPf2ozpbOyhg17r8iczdKMSt7uOsxTTe+RbXaxIWceTtmKLEqDFV5hNYY3HiCqJVicUT76CzBG3IoNl5KsCD7grac94mWWPQdREJPVqOgYBkPCVwCLMsp4t/sYreFeXms/wC2FywbDkHFdpTbQyjNN24lo6RcsmqFzKtCKIkjkWNzYJTPKwKRvGAZRLUFtoBVfPIgAFFmzJr2kv8iWhUjyeHu8Z5jjKh40PFRdoyHUxa8a3qZ3GOMPkuHIA331lNiycSk2bJJ5MBdLN3SCapSDfWeJ6QlskpkCy/CSP7IgkmdJhgp7YwH299WRa3EPGtbJHDljyG9hEmRyzW4EoCcW4FSgjSyza7CiMqLF2ec9w7PN20eyfQZJxBL86p+fZu9rhxBFkcolZSy7YRHVK6vY+uxO3n1qe+q4TTKLNy/gjV9vwdvp48yBsyy9buFFjjQ5TGimMgyDw8db+Mb3XqOx5eIvAkEQcDmtdHT109bZz5yKPGZX5iWbAs+QFh09rdtZREAk/XUTBYFyVwblruEfFhGBORnZVHlGnzSo6jpWeeyeoYKKPG56dDPP/eeLKT3UoqEY3/vyLwn6wlz/4WuwOCwTMgyioSjxWAJnhuOi+xEEgbIFs9Kuajobuji56zSz5haN6fiaqrHnlQP88p+eJhIYf0JkOnRN58iWE2iqxrx11VjHoD49HPFognee2k7r6faUz6xOCxWLpi95/0qitraD7/3gLXy+MDabiRuun8+a1VVUVuTg8diRZQlBSBpY3//hW6MynGBAJ8ckU1ycycMfXMMdty/h0OEm9h9o5L33aunpDbJzVx2hUIy/+PNbKR5GksAqm/hM1U10x3wc7W/iP0+9wJsdh6hw5OOQLSR0jb5EkJZwD2eDXdxUsHRKDSezpLApdwGH+xqoD3Xy/078lpVZVdglC3FdJahFWJFRxfLMqiHf25i7gOead9Ia6eWHda9y0t9CmSOZXN8Z9bG9+wQmUabElk1zOHUxoBk6L7Xt4+3Ow8x1lVBizybb7MIkJCVfWiO97Ok9Q38iRLkjnzXZ1Sl6TrGB5sBRLU5USxDV4tQF2jEwiOoJdveepiPSh1lSMEsmPIqNPItnULep0pFPtauYE/5mnmveQVCNUm7PQxCgI+Jja/exZCsaTymHfQ1pr19US/DNk79HFARmOwsHDSgJkaAapSHUyXs9JwFYk11N1QjCk6IgMs9dQqE1k+ZwD784+xYNoU7yLBmAQUiNkWV2ckP+EhwDbVcUUWZZZiWvth+gO9bPj8+8Rn2ggxyLi5imcirQwnvdJ8kw2bHac2kIdY14PzQcbea93+3G0A3W37eSz/zHo+TOykYQhGHTHURRIK80G1emg2goRmtt++VhOHV2++npDVBdlY8kDbX8DcOgpa2Pnz35Hk2tXiRJpCDPzaqlZeTnuvnlUzsIhlJjm7OKMsjLddHc1sfJMx2EQjHcrkurRXQlEdcSdERTXwCyKE+oRYFFljFLqe7VkZBEEYs89mOaLAq3fOJajmw9zsndqf2cvO19/ORvHufw1hN84C/vpnh2AbJZGTE3zjAMDN1AUzXUuEpvWx/bX9jD3lcPsvH+tdz+mRtH5TEoqS4kpzgrRZBTU3We/sbzzF9fTWFV/ogJ7OcaBMcjcd749VYe/5dn04p+ThRd09n+/B7efXoHZfOKueaBtSy/cREZeR5kk4wkj05/xjAMdD053pd//CbPfON5IsFUI2/5DYtwZjrT7GGGC3nl1cP4fMmqxJtuXMCnPrEJq9Wc4tEyDIPoOLXrBEHA5bJyzYZqViwvZ9PGGn7xy60cPtzM8RNt7Nxdx32FGUhS+t+/2JbNX869n980beXdrqMc8jVwoK9+cM0gIiAJIhbJRLE1vYzIZHJz/lJO+Vt5p+soR3wNHPE1IAkiOgYC4FEcKYZTnsXD52ffyg/OvEpbxMvL7fsRzxOrLLRm8sdzbmd/Xx2/adyWckxREHArNhK6yl7vaXb11iIIICIOhuQkQWSuq4TPzb6VMnuqEnt7tI9/PvIkIS2GZuioukZEi6MZOoFEmJ/VvzEgKyAiCRLz3bP4wpzbB/PKnIqNT1feyHdOv0RTqJtnmrcnPU4IqIZGttnFH8++DZOocNTXmPbayYKER7FzJthOe6RvQGg0eR10Q09WeEombi1Yzscqrk9p13Ihs52FPFp+Lf9T+xI9MT9PN703ICcgYGCwJquaa3LmDxpOgiCwNKOCh8s28rP6Nzkb6uSn9W9gEuVBD9V89yw+U3UTb3YcvqjhtPe1Q8SjCTLyPHzob+8fNJouhs1lw5npIODrxNvpu+j2k8WIs2BjSy//5xsv8uhDa7n9hgXYzktE1HSDrbtOc/hYC2aTwn23L+Xhe1fhHFgFP/3CvrSGk91mprQ4i32Hmmhq8RIKzxhOI3G0/3Ra2QGLaMaWpuniaHGazJjGWGYrAC7T2BseC4JASU0Rn/jXD/EfH/+ftKrhQV+It5/Yxs4/7GPe2jmsvGUJJdVF2N02LDYzgiSgqzpqXCUWjRPoDdLd3EPd4UaO76il42wXalzFMAyWbF4wqnYJgiCQX57LshsW8dov3kkRqmw80cK/fPDbPPDlO1mwoYasgowhCePnKud627yc3n+W13/5Lke2HicxUCklSiJ5pTn4uvrTGibjQVM1vO19eNv7OPD2URSTTPXKKhZeM5eKxaVk5mfgzHRgc1pRzAqySUIQBfSETiwaJ+wP4+vyc+bgWbY8vYNTe+pSvIAAmQUZ3PbpG1HM4zfOzxmUalwlEVNJxBIk4hf8G1NpOpW+8jAcjFK7tw5vRx+KKdn/71wfQHmgJ6BsklFMY1sATDaGYXCmPjkxCAJct3nekHfl+SRUjTN1I08io8FqNbF4UQkPPrCK+rPdBAJRzpzpRNf1YVtYiYJAhSOPr867n/tL1rHPe4aWcA8BNYosSORYXFQ6CljkKSXP4rng2wJrsqvxJ0LMcRUy3KpEFiRWZ82hLx6gwpk/4u/iUmx8Ze693FywjD29p+mK+Qb/XmjNZF12Teo5ILApdwELPKW823WUM4EOQmoEp2yl0lnAxtz5ZJmcKKJEZ8RHjbsY6TyjQRYkPl5xA+tz5nLE10h7xEt/IoxqaJhFhXxrBnNdxSzLrMQqmtKO3yzKVDjzSaRJoUhHkS1riKSBJIisyprDt5wFvN15mDOBdiJaHJdio9yRx4aceeSa3fgTYTblLqDKWZCS52qXzXxr+ac42FfPmUA7HdE+wmoMA3DIFopsWazIrEp+F/Giz4ciytxSsJy5rhLe6zlBY6iLqJbAKiWb9y7ylOFUhs7TFsnEQ7M2sMRTzvaek7SEewEDj8nBsowKlmZWYpPMhNU4XbF+SuzZwx6/4WgTuqZTvbKS3JLRGU0AJrOMyWJC13Ri4bFXio+XEd+KhgH9gQg/eXwbgWCUB+9ajsOeTGaLxRLsPdSIphssmp3Pw/euGjSADMMYdsoSBIH8HBeiKOD1hYgnrj5xrMkg2agxxhudu9J+bpctOGV72s9GQgD+duW1KKJIgX3s3gSnMnbDCZK/++LN83n0Hx/ip3/3BH3DKMxHAhH2vXaIfa8dSiqPZzqxOi1Ikoia0EjEEkRDMQLeYNoJf6zYXFau/cB6dr24H1/XBVILBpw5eJb/+uMfUbWknMLZ+WTkujHbzMQicYK+EN62Pjobumg61ZZSBVI6t5jPfvOj/ORvHqd2b92Ex3ohhm4QjyY4svUER7aeGGzym5HrxpFhx2QxYbLICIKImlCJhpPXzdveR1/n8LISsknmpo9uZt6a2eMySLwdfbz52Da6mrqJhmLEowni0fj7/0bixGOJ5L/RBKH+cFp19ba6Dv7rj3+MxW4eOBflvP8l/1sxK5htZiw2M9lFmdz/Z3eMqtXTZHP+VVI1PaWP5Ln8tD17znL2bPdF96dpekpF3/mcy3E+fxtFkbmYm/VcK5FqVxHVrtGHoUVB4Kvz7r/odlbZxFfm3juqfQqCgEUysSprNquyZo/6OwDZZhf3l6wbdrtVWXNYlTUn7feVAS/QfPf4wtAF1kz+aeGHxvXd88eRbXbx4KwNw27jNtn5+uJHhv2+Q7awIWceG3Lmpd1mrIiCQLkjj3JHqq7YcEiCyFx3CXPdwzecX509h9XZqb/F+YQDyXQUR4Z9TP0xzy3OBEFAuoie2WQyouGkyBIWs0w4Eufx3+4iFI7xiQ9twG4zoao6ZweUbdesqBiT18jhsCAIyXYr2iXoGn+lcc5oer7tbY7700+4bsVJlskzrv3fXzV/3GO7trgCp8lMqWvsxxYEgRse2YjdbeNnf/8kLadah6soBpL5T9E0XsvJRBAEFl+7gHv/9FYe+/qzxNOEUcL+CIe3HOfwluOIA/Ia5yQ30mU9CqJASXUhf/7jzzFnRQU1K6uo3Vc35W3rdE0f9EaNF5PVxPUf2sDDX70Xq3N8nuC+zn5e+vEbtNa2T0g1XUtooz4XQRTIK83hvi/dPu7jjRdBEKiuLuDEyXYMA1548QBFhRk4nRYkSUBVdUKhGLv31PPrx7ePyhjdsfMMW7fVsm5tFZUVudjtZhRFQhQFdMMgkdBoa/Px7HN7CQajKIrEgvnFMw3TZ7gisbvtICQlBjRtdAvipMc/QsAbRFZkXJcwrWBEw6mqPIfPfnQTr71znBOnO3juxf1kZzl4+N5V6IZBIJQMP+TljK0lw7nXxlQ3ILwS0XSN5kgnr3a8xxsdu4il0WoSgCJbHpnmsWuxTDSk8cDshTwwe3wJeIIgIJtkrrl/DQUVeTz+b8+x77VDhP2XRlNqOGRF4r4v3kE0FOPFH72Bv2f4MmBd0xlJW0+URFbevISP/ONDzFlegSAKLNo8nxd+8NrEW68IwpS2qMkpyeL2z9zIPX9yK1bn+MPAhmGgD3hdLhXn8t2mi5tvWsSWrafwekNs2XKKttY+aqoLsFhNBINR6uq6OH2mk8JCD/fdu5ynn9k94v6ikTjvbjnJ628cxeOxUVKcSUaGHYtFIZHQ8HqDnKnrIhSKIYoC69fNZvmysjELcs4ww+VASU0hoiBQd7CBgDeIw2O/6Fxl6Ab1Rxrp6/Rhd9spnTf6CvGJMuJb2OW0cs+tS1ixuIyX3jzCi28cYcfeeh6+dxUCYDYpxOMasfjomzkahoHXF8IwwG43DdtfaSLE9QRNofYRW5Kcj2boaRspRvUYx/x1mC7SnmCi6OiE1Rg9sT5OBRpoCLXSGulCG6a5oyzILPFUD/YCuhKpXFLGn37nUxzecpznv/sqJ3bWosaTasxjRkiWblvsZhZsmMvizfPHbCCabSY++Ff3UrGolJ/9/ZN0NnShqaP3hoqSiDPTwa2fuI47P38zOUVZg60B5q6uwmRWhhXbHC2SLHHTxzajaRpbntqBvy+YbCI8AQNFlESsDgvLb1rMfX96G1VLyzGPQlRxhqFUVuTwmU9t5he/eo/Ozn5O1XZwqjbZA1EQQJIk5tYU8rGPbsBuM/PW28cJjFB1mZ3jIiPDTm9vAL8/2VT4/F9ZGLjnbVYT1103j4c/uIbs7EujYTPDDJPN0usW8vi/PkdnYzev/PQtHv3aQ0jy8NpkhmHg7ejjxR++jqbqZBZ4mLO88pKN96LLV1EUKSnK4NOPXMO6lZXsPdgAJNsPFOS6CASjHDvRys2b542qdUY0pnLidAeaplNSmIFtCgT2+hNBflD3DGeCTaPa3gA0I3W12hnt5evHfzSZ2mfDHh8MDINhtZnOp8Caw8rMK7sNhiAIeHLdXHPfGlbftoz6w03s/MNejm0/RX+3n0BfkEgwSjyaQFM1DMNAkiQkWUQ2yVgdFqxOKw63jcLKfKpXVbHyliUUlOeNKUZ+/nhsLisbH1zH0usXsuWZnex4fg+djd34ewJEw7FBUUxREpFNClaHBWeGHU+em2XXL2LTg2uTFXgXVKC6c9zc+NHNdNR3Dv6tamnZmI07URSoWFTK5775MR75uwc4+PYxjmw7QePRZgJ9QUL+8EBOURw1pqKp2qAhKooisknCZDVhdVhxZTrILPCwaNN81t21goLKfOQ0jWnHg81pZeGGuRRWjD5XYjJw57hG1WBWEASWLS0lEk1QXjq0SbbZJLNwfjE5OU5KZ2UPeadZzArz5hXiclspK8vm/HwiSRK54foFLF1axtatp6g93YHfH0GSRXKynSxeNIsVy8ux2Uz0+cJsvKaG9nYfGRnp8xQXLSzh+//zUY4db+PMmU7aO3wEQ1EScQ2TScbjsVFVmcvSJaUUFHhSqp5nmOFKYs7yCtbdtZItT2/nuW+/SNAX4roPXUNBee5g+oShG0TDMbqae2g83sIT//Yc9YcbkU0yd33+FlzZly5UJ1xktTrkw/MF+OJxle/9/F2efXE/hXlu/vErd1JTVTCoEP7gp35AV0+AT35oPY88uAZJTJZ77tp/lv/4n1fp8Qa5/45lfOYjG7FMsmp0V9TLv5/4CadHaThdSciCxGcqH+CW/PVX3YvSMAwigShdzT30tHrx9waIBKMkYgkM3UA2SSimZGKwK9uJO9tJRr6HzPyMKQlRRIJR2uo66GrsJuALEQvFUFUNWZEwW804sxxkF2aSX547KtfyZBCLxHnnt3toONEGDFyzYBRvWx+BviDzV1VQMa+IWDhOIq4OKvCKkojZasLmtOLKdpJTnEV2cRYmi3LV3UczzDDDlYVhGNTureNbf/QD6g42IAiQVZhJ2fwSupp6aDrZSma+h3nrqgn6QtQfbsTfE0AQBTbcu5ovff8zuLIm3XAa9sU4poSJ81+wiiKxfnUVW3edpqPLz7e+/waf/PB65s4uwGSSB42sc4mM4USck2c6+J+fvk1Pb5DcHBfrV1VhvtRq0VcwIgJrsxazNmvxiNvphkEgPrVJ1VZZwSRNbhXDOa9P2fwSyuYPX6VxqbA6LFQuLqNycdl0D2WQRFxl39vH2fHyITRNH1KNZrIoXP/weq7/8MZpHOEMM1zdGIbO3t4fcTbwDrJoYU3OFyi0LZ/uYY2KhB7haN9vaAy9R4ltDYsyH0YRbdM9LARBoGpZBV/63mf4/pd/Qe2+enpavfS0vi8U6+3wse2596vMrQ4L6+9ZxUf/+QM4My9tmHrcVosgCCycW8Tdtyzh57/ZzskzHfzNv/yOBTWFlJdmExro0XXkRCvhyDbONvZy8Fgz8biKLIncffNiFs8vnpLVblLEzTwqqfcricWeaj5UehtuZWRVbG80zJ9veXFKx/LZRatZV1A6pceYIRWzReH6B1dTNreIYH+YsD9C7cFGzh5Pr4V0tRCPJuhu8yLLMnmz0rfJmWGGS4GBQUTtw59oQRasJPTpLW4ZCxHVy+G+J0noIaKqj0LbcgpsS6Z7WEAy3F29qoqv/fYrvPqztzn49lGaTrbS19E/2EtTMStkF2VSOq+YtXev5LqHN2C2ptfbmkom5O4xm2TuvW0pwVCU3750kGgswYGjzRw42jy4zd6Djew9+L76qcWicMeNC7nntiXIk+yxOIdLcfCx8rs4FWjksK+WU4EG+hNBDGM07QYvPyRBZHnGPD5afhfFtovnjcQ0lS1tDVM6pvurruwcqysVxayw+qZFrL5pEZD0QD3xrZeuesOp4UQrv/i35yksz+GP/+/D0z2cGWa4YhEHpn1BEBEuswIjQRDw5Lh58Mt3ccMjG+lq6iHgDRINxzAMsNjNeHJc5JXm4Mp2jiqveiqYcJzMbjPxiQ9tYMmCEn738kHqG3vwByJEY+pguM5sknE6LZQUZnD/7ctYtax8SkN0iigz21lKlWMWN+evI64nqAs2c7DvFLWBRrpiXvoTQSKjrLqbLuySlQJrNrcWbGBd9hLs0uh0dSRBpNgxvESEKAgoooQ3GqEvFhn4joBDMWORk60CDCChawQTcaJqAgOwyjIVrkyKHG5mjUPHaYbJR5REpClagFwuGLpB3dFmjuw4PdhWZoYZZhg7Njmb5dmfoDm4kyL7SrLN1dM9pLSIkkhWYSZZhcnWP1PV4Hy8TNh6EQQBs0lm7YpKli6YRW19Jy3tPnz9YWKxBIos4XJaKCrMYE5F3qDy+FQjkOxzZhJETKLCYk81iz3VxLQEzeF2msId1IdaOBNoojHcTlANT/mYRkISJCyiCbfJSY7JQ6m9kNnOUha4K8kyecZ0zTIsVv5z053Dfi4LIh3hAP9zaCfBRIyF2flsLqqgwp2Bx2zFLMlgGITUBB3hACe83bzYcBLdMHikZikfnLPosrmBZ7j6icUSnD7cRGIMsiczzDBDKrJoZp7nPuZ57pvuoYyJy22+mVS3j8WisGheMYvmFQ9IoSergy+nkzZLClXOWVQ5Z7FBX0owEeZMsIn/e/JnxC8Qmyy05PCl6kcwi5MvmXA+AslrJAoSJkHGLJmwy1aUgcaPY8UsySzPTd9OwTAMeqNhfnR0D6d83Xxg9iI+t2g1eTYnchq3p2EYRDWVa4sr+Kddb/Lfh3ZQ4c5kVd7U5KfNMMOFRIJRTu5rmO5hzDDDDDMAk2w4nY8gCKORVJlWTKJCptnNQnk2FtGUYjgpokKZrRDrBJrpXo5saT3LS42nKHNl8BfLr8FtsgxrBCX7SclcU1jGB+cs5psHtvHDo7uZ7cki0zI51RiaqtHd5qOjsZuAL4ymapitJrLyPRRV5GJzDj++YH+YvW8dQ1N1zFaF+auryBhByd7b2c/RXWdIxFRkRWLlDQuwOUb+fdW4SmeLl+5WLyF/hHhMRRDAYjPjynSQle8muzDjou0uDMPA7w3SWt9Nf0+AWCSObJJwZTooqsgjI3f6YvaGYeDt7Ke9oQd/b5B4PIFiksnIcVFYkYs70zEo6Jnuu2ePtXL2RCs2p4XVNy5ElERikTjNpzvo7egnMqBw7fDYKCzPIacwY1i9rURcxe8N4u3sx9cd4OzJNhpPJuUXett9vPl0+v6NhWU51Kwov6hBHw5Gaa3rxNvZTzQUR5QE7C4bBWXZ5BZnjksHbIb/vYxncTvD5BHwBvF19ePIsJOR57kkx5zRAiBpQBVYc/AHQtM9lCnHAF5vOoNuGKzJL8FlunjoVBAEJEFgYXYeLpOZk95u6vq9EzacDMMg4Avz0i+2sueNI3Q09RL0hVBVHYvVRGaem7J5Rdz1yc3MX12V1nupqTrvPLeHXa8dwWxV+MCXbuX+z96AYpZTmqzGown+8LN3eeZ/XicRV9lwx1KWXzt8g0xd12k43sbrv9nBib31dLf2EfJHSMQSyRC1zZQUksxzs2xTDfd//kYsaVS3zx1739vHefXx92iq7UgaTtEEspI0nEpm57H+tiXc9PA6ZJN8ybx5hmEQDcV478WDvPH0TtrPduP3BonHVBSTjCfHScnsfK5/cDUb71qOIAppx7btxQM88c2X8GQ7+dmer9PX1c8z332dIztO4+3oJxqKIUhCUrC0PJd1ty3hzo9vwmRJ1XDb/84JfvuDN+nt8NHfEyDYHx7saVh/vJX/7ws/T3suNz28luplZQhS+munqRrHdtfx6mPvUXuwib6u5LhEWcTutFJYnsOKGxZw20c24MocuXJ1hhngXLQgKb8TVDtoCe3CF28ioYcxS05yLPMptC3DLCY1hkZSwgbQjQTd0RP0xGoJJNqI6yEERMySC49pFnnWRbiVYiD9c3iOnugpjvueQzNSW3adQxYtVLtuJ9c6mt6lyQhSROujI3KI3lgtUdWHIIjY5GxyLPMosC5GEi5NKs757HxxHy9871U2PriOB/7sjktyzGkxnAzDIBiKoao6TqcFeZobUwoIVDiKORVomNZxXCpO+ZLNmQvtLi7WTf18PGYriijRGw3TG51YTpihGzSeauMn//QcB9+rRU2o2BxW3NnOpMBqNEF7Yw8t9Z2c3FvPB//sVm764NoUo8KVaefDf3E7vR0+zhxu5vc/fIvK+cWsvGFo1Z9hwK7Xj/CHn28hkVCpWV7Oh758O/ZhmlPHowm2vrCfn/zzc/T3BtE1HUlOtnWx2s0YhkEsEqejsYeOph5mzcnHbEkf0g35Izz5rZd5+dfbCAejmMwKDrcNV6YdNaET6Atx4N2THNtVR92xFh79q7twZ039xG0YBt4uP7/8t+fZ8vu9RMNxLDYTdrcNlyyixjW8nf10NvVyfHcdjSfbuP/zN2J3WYcdW8gfYddrh3n+x29zcn8DVrsZq8OM3WUlFonj94bwdddx+mAjfZ39PPrVu1KMp3AgQn9PAFEUych1Y3fb6BhoKG6xm8ktykx77Kx8z7C3czyW4I3f7OTn//I7gv1JRW+Hx47dZUXXdcKBKMf31FN7sJHD79XyxW98mLySrBnjaYaREQQMQ6PW/yL7en9KTOtHN1QMdAREJMFEhqmcpVkfo9i+GoFhvKxGhOO+Z6jzv0lQ7UAzEhiGhjHQSUJARBRkZMHCHPftLMx4CKs0/P0ZVr00hXaQ0EMYho6OxoXiPCbRQZFtBbmMbDgZhkFcD1Lnf50jfU8S0bzJ8aGTnD2T55lprmRZ1sfIty5FnuL0lvPpONtF7b565q29dInu02I46YbBr57eSUNzL1/6zPUU5numYxiDCAiU29PnBF2NRNVkkq0vNjb9kWA8jqrrg/+bCP3eID/6x2fZ/+4JFLPM2luWsP72JZTMTrb+6Ovyc3DrSd58ahc97T5+9f9eIK8kK8VDJAgCVQtn8YEv3sK3vvQr+nuD/Or/vkD5vCJyzptgOxp7eOw/XiTQF8KV6eDhP7uVsrmFaV88akJj6wv7+eE/PIPfG0QQBBasqWLpprkUVeRid1nRNB1vRz+Np9o4e6yFGx5akzaUpSZUXvjpO/z2h2+iawaVC0u44aE1VC4sweGyEg7FOHO4idee2E79sRbefGoX7kwHH/jiLWm9V5OJGtd48lsv89qT2xGAhWtns/GeFVTML8JiMxPyRzi+u443ntpJy5lOnv/xO7izHNzx8c3ISvoJQE1o/Pxff093q5c1Ny9iwx1LKSjLQTHLeDv62fXaEV57cjuJmMqbT+9iyTU1rLh+6It7/e1LWX7d/MH3fFNtO1+5+xsAzF1ezld/8Km0x77Qy3gOTdPZ/tJBfvb13xHsD5NTlMnNH17H3BUVeLKdxKMJWuu7eOvpXRzYcpJD207xi397nj/6Pw/iuYRtHGa48jAMjbrAG7SEdqKjkWWejUXKQDNi9MebCKpddMdOsK3rP7gm76uU2Fen3U9M83Pc9zvCajcCSS+OUynALDox0PEn2uiPNxEz/BzzPYNuJFiR/RkUIf3CL9Ncyeqcz5PQw6h6DNWIoRlxEnqE9vAB+uJ1oz1DYrqffT0/4bT/JVQjhiSYybZUY5UyMdAJJNrwx1vpih5lS8e/szTro1S770QULk3IOxKMYmiXVmhomjxOsO9wI6fruwhHrpmOIaRQZM1FEsRhG+teTeTZHLSF/OxobyKciGM3mS/qd9J0nUM97fTHo9gVBbsy/hWFYRi88ZudHNp2CoBr7lzOp79236C3CYD5sGBNFfml2Xz/b5+ivyfIU//9KovWzUnxUAiiwOqbFnHrR67ht99/g/pjLTz9ndf4+N/di8VmIhKM8uS3X6b5dAeiJHL3p69l2eZ5aSdZwzDobvXy2++/id8bRDHJ3PTwOu7/4xvJK85EPM87ahgGibhKf0+AjNzUvCrDMDi+p55XH9uOrhnMmlPAF7/xCJULiofsZ+7ycsrmFvI/f/Ukzac7ePXx7Wy4cxkVUyQQe25se986xru/3QMGVC8v58++/RHyZmUPaV8zd0UFpTWF/PdXHsPb6ed3P3yLa+5anvTuDLPfzuZern9wNR/967vIyn+/IrRyQQk1y8uJxxO8/sQO+r1BDm+vZcnGamTl/VeRyaIM+Y3P9womQ5vp+7sNN56Oxh6e//E7BPvDZBdm8Omv3c/aWxcPMf6ql5Uxe0kp3/3qkxzadordrx9h1Y0L2HTPyilp5zPD1YFqxGgIbsGtFLMy57N4TGXIghkDjYjax6G+xzgbeJuw2sMh76/xmEpxKvkp+7FJmVS7bqMnVkuV8yYyzOWYRAeSkHzPRrV+6gKvc8z3LAk9xGn/K9S478RjSp/T51Byma3cMuRvhmGQ0MPsNr4/asPJMAxO9f+BWv+LaEacDFMFS7MeJccyF1mwYmAQ1wO0hvZywPsLwloP+3p/gsdURr518SXxmkeCUfQJLuTHynRlohIMTW1LkDEhgFtxkG3KmO6RTDkCsLm4HIBTfT1848A22oJ+9BF6FsY0ldeaTvPrkweIaSplrkxKnZ5xj8Hb6eeN3+xA03Q82U4+8ld3DjWaBjBbTdzwgTWUz016A+uPtXBkR23afcqKxP2fu55VNy0E4K1ndvPWM7uIReK8/KttbHthP4IocM2dy7jzE5uG9ZgA7HrtCHVHm0GApZtq+PBf3E7+rKwhxg4kvV0ms0JOUeaQif8c8WiC7S8epKulF7PVxL1/dH2K0QRJzZJF6+aw9tbFiJJIX5efLb/fd/ELOQFC/ghvP7eHgC+MzWnh4T+/jfzS7BQjQVYkVt+4kCXX1ADQ2eJl+0sHR9x3UUUud3/62iFG0zkcHhvX3LkMV6YdQzdore8iHJg6PTXDMDi07RSn9p9FlEQ23rWcNbcsStGDEgSBkqo8bnhoNTaHhXAgynt/OEA0dHlrvc0w/djkTNbmfoli22qcSj5WOQObnE2muYq1OV8cbMfSHT1Bc2gHRprFuSgoLM36ODcW/hsVzuvJNFfiUPKwyhlY5Qw8plKWZD5KiW0tAHE9SGf06JjGea5yWxyD6KU/0cqRvifRjDg2OZtN+X9LueM6HErBwHlm4lZmMc9zH2tzvogsmIlqPvb3/pSYHhjT+MaDpurEwpfelpi25PBwJD5dh05BQMAmW8m2eOiM9U73cKac60uqePbMUZoC/Txx6hAnvd1sLi5nYXY+eTYnNllBM3R8sShnfL3s7WrhjaYzdISDKKLIpuJyih3ucR//zOEm+rqTD9WCNbPxpDGaziHLEnNXVnD6cBOxcJy6Iy0svzY1Jp9UnHXx0J/cTOPJdtobunnue2+gmBWe/8k7REIxyuYW8uAXbsLhHj6p3TBg39vHAFAUmQ13LEvrTRoNfm+IUwcbMQzILc6kalFJitF0/vjnrqhAkkV0TefYrrpkqGqKFmxdLV6aTrUDUFpdSElV3vCVlaLAgjWzeeuZ3WDAsV113PmJzcPue9acAkqr04dBBUHAlenAmWHH7w0lmzhPoT6Trukc2HISXTewuyws3jAHZRjxXUEQmFVdgDPTTjgY5czhZmKRBDbn6IRnZ/jfSba5hmxLdcr9nqxIdlPm2ERn5AiqEaUzcoQq502YJHvKtsPlP537XBbMFNqWcTb4NgYaoUT3lJzPOQzDoCG4hbgWBKDMsYksc1Xa8wQotq8iz7qI1vAe+uINdEaOMMu+DkEQMAyDl3/yJvFJnvfVhEbDseaLbzjJTIvhFE9oJBLadBx6WOySlTxzFscYbez3ykQQBKozsvmTxev4xv5tdIQD7OhoYl9XKxZZRhGl5INgGGiGQUxTiWoqumGgiBLXFVfwiXnLJ9Tgt+VMB+FAMr/KneWgo7FnWEVoXTcGjQ01odHT1odhGMNOytVLy/jIV+7gP7/yGG1nu/n+3/6GSDCG3WXlo399N+Xzi0Z0H6txlbqjLQDIJolF6+eM+zxDgQgtZzoAsNhMRMPJ8vzhiEffr4DpbOpJnucUWU59XX66Bhpo2pwW/N4Q6gjPpKa9v0ruaOod9jcQRYGyuYXDGieQNIbPlfyrqjakUfFko2sGpwdaPomSiCiJI/4Ggb7w4Hn1tPuuKNFNwzDo6w8TGKWXzOWwkjHCIuJyJBpLEAjFiMdVNF1Pen0VCYfdjM1y6XuWichkmauQhfSSJoIgkmWuwipnEUi04o3VkTAimBh9uPl8bHIWAgIGoBpT6w1VjRjd0RPoqAhIlDo2MNJKThFtFNlW0BreS1Tz0RurpcS+BgEJwzD41T8/jb9ncr1QBqBNwzM6ouHk9YU4OqCfMpmEQjFU9fIynCySmTxLFiICV2ZHu9GjiBL3Vc7HZbLwk2N7ONzTQVRTiceH/01KHG5uL6/hk/NX4DaNX9fqnATBuUn6xV9s4cVfbBn196OROJqqpQ2NQXJy3HDXMk7sq+cPP99CJBhDlETu/MQmVt6w4KI6ScH+8OBkqZiUYXN5LsY5CYKQP2kgnj7UNJjgPBoScZVYNI7VPvkaYoZhEAlFiQ6Ey/e9fZx9bx8f9ffjsTiJWAJTuipCQbh4QrUw9PU7lU+bpun09yZf1oG+EH//8HdG/11VIzoNYYDxYhgGv3h2J8+8fGBU23/gjuX86ceuneJRTQ6apnOqvpPXt53kwPFmOrr8hCMxTIpMTpaDBXMKuWZVFWuXVqCMEIafbARBwq7kjmiwWeVMTGLSQA2p3ejG8F6XZB5ShIDaRljtJa4H0fQYmpFAR6UvVj9YaWdM8TwV03xEtL7kOUgerFLGiOcpChJ2ORdZsKAaEQKJdlQjiklIGonxaGLI4vBKZkTDqaGph//4n1cn/aC6bhC/zDxOoiCQb8nCIduIaMmXpSLKXPYqnuNEEkVunFXF/MxcjvR2sq2tgePeTjrDQUKJOLIo4TFbqPJksSynkHUFpVR6srDJqbo7Y8HQDdTE+ysEURLHlHwrSgIjpGMNYrGZObehYRijDrckYolBTRXFJE3o51fj6qA3RRCEMfVZkxVpSj0xalx7v/+TKFxUvPN8ZFlCH2ZsgsCI3qZLjZpQh3jLRsptS2EgxDDD9GIYBnsON/LfP3+HpjbvkHzMSCxBU1sfTW197DxwlkfvX839tyy7ZAn9AgKyOPK7RRYsiELyvanqEfQ0OU6GYRDReqkPvEVTaDthtYe4FkQ1YgPyBsnnNZ2swFShGnE0PWnkyaINUbj4cy2LFiTBhGpESOhhdCN1nr/uQ9dQUl04KWPUVI33frebs0eaJmV/o2XEK5FQdfr9YytZv5JZn72URZ7qwRtbHugfd7UiCgLFTjdFDhc3zqpCNwwM3m+Vc24bURAQLyK4NloEUcBiMw/GvW9/9BrW37F0WFXqC8nIcY2o7GzoBnvePMrzP3kbw0gmmMcicZ76r1eoXlrKwnVzRl4dOiyIA5/HIgkScXXcStJmqwlZkVATGrMXz+KRr9yB2Ta6+0mWpVFvO66x2UxIsoim6qy4dh53f/o6FPPoDB6rzYzJPIIBfRktNkxmBZNZIRFTcWXa+dI3P4LdPfqcpbySrCkc3QyjoacvyLd+8iYtHb4Rt/P2h/nFs7soK8pmxaLSS3cbXtS4Pv/zNJW8GHREDrG965v44o0YGFgkD3Y5G5PoxCTaUEQbsmghpHbTHNrJpTCeho50ko4nwK2fuI6Fm+ZNShKCmtDobOi+vAync1jMMhvXzEFWJqcILxZTeWd77ZCV4OWAWTJhlq5eQ2k4komHl2iFJghk5DgxWRRikTgWu5l5qyonzUvRcKqNx7/xErFIAk+2kzs+vpHf/+htAr4wv/6PF/nStzIoLM8d9vs2pwW7yzoQTlRpO9tNxfziMY9DEARMVgVPtpOedh+yIlE2t4icoumv3BQEAbvTgsNto783iGJWqFo8C3emY7qHNukIokBucSZnj7ciiCKF5TmU1kzOaneGS8O7O0/T0e0f1bY+f4Qte06zsKYQy0jG/SRhkAytjYSqx9AHFLwV0ZpS1RZKdLKn5/v0xc8CUOm8gUrnDXhM5djkrAExyeT7+WzgXVpCuzGY+oiNJFiQxaSWXNJ7dPEwm6pH0YxzERtbipaTyWLC6rSMycM9EoooTOkCczhGNVs5HVb+5NPXoUxSD6dgOMb2PXVELjPDaYZLQ/n8EhweG7FInKM7zxANxydsOBmGQX9vkKf+61XOHmvBYjPxwB/fyC0f2YCuwzPfeZXje+p49ntv8Im/u3fY/neSJDF3ZSUdTb0k4io7Xz1MaU3huB50p8dO+fxietp9dLV4aT7TQXZhaon+dJBdmElheS79vUGaTrXT09qHK8N+WYztQs73Ruq6MWxiejokSWTBmtmcPd5KNBTj+J56SuYUzGgzXSGoqsbBEy2oo5wrDMOgrrGbvv4wBbnjr/wdLbqhEkx0jHhPhrVe4nqynZddyR3UZjpHa3gv3lg9AAXWZazO+QI2OZN03qmEfunaglkkDzY5G4Co5iOi9mGYhj9P3dAIqp0DSesCTqUgJWne5rQiT2IoXxCEZJTgEj/Po5oN7DYTLocFm9U0Kf/LcFknzeKcYXJRdZ2oqpLQtSnL76haWMLsRbMAOLn/LO/9YT/aKIoFdE0fdkyGbvDSL7ey5ff7MEiqT9/4wbXYHBZu/9g1LL9uPpqm89rj23n72d3DH0SADXcuw2RRBvvgndhTNy6BNWeGneXXzsNsNdHT7uP1J7YT9F28VY2uD3+ek0VucSaLN8xBkiVa6jp5/Tc7iMcuvqK8FGO7EIvNPJgfFvJHiARHn7AtSiJrblmEK9NBLBLnzad30lrfedFzMAxjSnPMZhgdgVCU/5+99w6P47zOt+93ZvsusOgdRCNIAuy9SBRF9S7LsiRblnt37DhOsRMnX+z4l8SOE8cldhzbcpFkW1ax1RtVSEpsYu9gQ+8d2N5m3u+PBSGCAIhddEp7XxdFcXd25t3ZKc+c95zn9PbH196pu9eLZ5qS+iUa3cGzowoaKXW6g2fxRaI2N2mmMgwXuH1LJJ5w22CFXJ5tJRbVyUiiSZcaXYHTg8nhU40qjGRbF6MIIxKdOs+bXGrKLqx7afbtA8CiOkk3lyMGJIZAsO7WlVz5/rUkp02uG781yYqYZj0R09aSJ9nHRAiBzfremxKbbUQrODROdrfzf8fe5qvbn+fzbzzF5994mkeqDhHUtMHlpJSDrVYuZZYZCyaLkbs+dy0OpxWpS37/Xy/wzC+30t/tQYvo6Fr0j6bpRMIabQ1dbHl0F0/9/PVRv8fhHad57tfb0DWd7MJ07vvKTYONWtOynNz/17eQmplMJKzxp/99ldMH60a9eVauKmH5VQtAQFN1O//3T0+w5+WjhAJhtAvGpkU0fJ4AJ/dWs+O5g8PWo6oKG25eSvnSqEjc+eJhfvXtP9NU3U4krA1bl6ffx9uvHuMP33+R3o6xpyZGFZEDv9elMBhVrv/genKLo0+UW/6wi99973naG7vRItqQ30CL066wsQABAABJREFUaPR1uXnr2QP84b9eIDjNHmxmq5Gcoug4W+s62ffGcSJhDV3XB/9omj6iqBNCMG9pEetuWoKiKpw6UMf/feNxTh+sG0wcv/B7+j0BTu6r5tEfvMTZI/XT+j0TDCcU1uKuwA5eVBAw1XQGq2gPnBhmbBlN+O6lzrMdTQYxCAvZ1sUYL0omFxdMZ2kyOKxa7vz53BU4RbNvP9OVHC6EoNhxFVY1ml5Q53mTzuCpYdeX6L91Gr17aPdHTTlTTHPItix6Jzol4Is//Dif/u6HSc+b3HSF1GwnGflp2EbpOzoVXDJmZreamFuSxYK52ZO7VSFw2Mx0MPXOoglGRpeSmv4efnx4F9uaa/CFw0QuOPGzbfYh7WdO9Xby//a+gabrfHrRaq6fUz6h7VeuKeNT//x+Hvne83S19vHrf32aP/3sNcoWFZKSlYTUo7YFbfVdtDd2EwlFWL6pgvd/4boh65FSUneqhYe/8yx9nW4cKTY+/c27KSgbesyWLizg49+4k5//f0/Q1tDNQ995li//1/3kFmUMCT0LIXBmJPGRr92Op9/Pyb3nqD7WyH98/tdk5KdQPD+PpFQ74VCErtY+ms624XX7WXXNQq68fcWw75mRl8oXv/tBvveFX9NwppUtf9zNzhcOU1ieQ25JJgajSsATpK2xm7b6LvzeAGnZTjbfvWbYunRNp6m6nVAgTCSiEQlp+L2BQV8iXdOpPdnMwe1VWGymQb8kW5KFzLy0YcnfucWZfPl79/Ojv/kdrfVd/Pn/XueVP+yipCKfrMI0FEXgdQVob+ymrb6ToD9MTlEG7/vcteP+3ceDPdnKxjtW8uRPttDf7eEnf/cou186QvFArpK7z0dfp4sVmyq45gNrhz2s251WPvr12+ntcHFw20kOvllF1f4acoszKSjPwWo3EfKH6WzppaW2E0+/D6vDMq7ctgSTi0FV4p6dMBkM0zijIQhpHnZ3/JDVmZ8n3VyOUVjR0fBHejjS83tafNGHqkxLZdTX6IIcJ4Eg1RRtrxLS3VS7XyXftoZUc7R1iy4jhHQvnYFTHOz+9aA9wHRhUzNYkf5J9nT+GL/Ww5tt32FZ2kfJslRiVGzRliuai2ZftOWKJoOYlWSWpX0Ms/rOVKkQArtzfN5VY3HTJ67h2g9fFV/F7AS5pHCaNzeb7/3z3ZhjrLaJFQFkpDvo6HYncg1mACklJ3s6+Nbbr7G/vXnM5YUQJJvMhDSNAx3NFCSlsDGvBIth/MeFwahyzT1rSU5z8Kf/fZVTB+voae+np71/xOUtNhMFIwj4gC/Ekz/Zwtkj9YN95VZsWjCsSk9RFdbfvJRTB2rZ8uguju0+w9O/eIPPfOvuYflVQgjKFhfyF9/9II//+BX2vX4cr8tPS00nLTUju/VaRvFbEkJQPD+Pv/nxx3j6l1vZ+cIhPP0+qvbXULW/ZtjyqkEhtygD8wgR2WAgxH99+SE6mnoI+kOE/KEhtgCRsMZLj+zgpUd2oKgCs8WEyWpi/vJiPv+v95BbnDlsbAvXzeWvfvARnvnlVva+egx3r5eju0Zua2M0Gcgvyxp3leF4MZmN3PCh9bTVdfHmM/vx9PvY/tR+tl+0XFZBGpLhpqFCCNJzUvjy9z7En/73Nd589gC9HS5qTjRRc6Jp+AYFFMzNjqsnXoKpwW4zxz07kZJsxTqSx9gUYFaSWOC8nar+Z9ne+q+kmkuwqmloMjTY5BckdkMmy9I+gsM4/BqWa1tOlqWSJt/buMOtbGv7NpmWCsxKMpoM4om00xk4jVmxszztoxzqeYiQ7pmW7yeEoCTpajzhdo73PU5fqI632v+D1IHE9WiT31ZcoSZ0IljUVJam3U+ebcW05UsaTIZJzZuKaZuXetNkNJAxBZU2iiL42y/eQCAYJi87ZdLXn2B0oiFfHz8+vIuDHS0YhEK+I5lN+SXMTUnn4VOHONc3vO1MhsVOZVoW+zuaOdfXRavXRYkzbUJjMZmNrLtpCeVL53DqQB0Htp2k+mgDrl4vUpc4Umxkz8mgcnUpC9eWDYsiAex5+QjHdp8lOc1BSWU+d33uWix284jbczht3PvlG6k92UxbfRf7XjvOmusWseqa4S1cAIor8viL736Q+jOtHNh6gqp9NXS19uP3+DEYDaRmJVO0IJeFa+ey7Mr5o35PoUSF2Of/9R5uvH8De187zpmDtXS19hEMhLHYTGTlp1Fckc/yqxZQXJFHaubwPAApoz5TArBYTVhivKFEQpFRp+5UVWHR2rnMmZfL2SP1HNh2kjMH6+jpcBEJRaLRqvw05i6Zw7KN8ykszxlR1FlsZlIyklANyrAmzMO2aVBJSrWTkpGEw2kb05QUIGdOBp//t3tYeU0le14+SsOZVnyeAGarkdSMZObMzx21cfN5MvJS+dg37uSGD23g7VePceLtc3Q09eBzBzCaDaTnplA0P49F6+ayYGXxuM1PE0weZpOB0sIM3j5cN6p32MUUF6aTNk2O6OmWuSxN/wjJpgIOdv+WnmA1uozmIQkUDMJMmrmM5ekfJ9e2fMR1WFQn67K+zJ4OSbv/GL5IN3We6GOBQEERRpKNuaxM/wx5tpU0eHfS6j88Ld8PwKTYWZL2QZymAg71PIw33E538CxdwVMDI1RRhZF0UznL0j9Gvm3VkOnHdyNijFyIRHbkuwwpJS/WneYr259HIrlv3hL+cukGsm1RgfyRLY+zo6We+8oX889rr8VuNA1+7qGqg3xn/3ZSzBZ+eNVtrM+dM2ljeucf7xx0YvA/A/8e4aYYnV8fuvylbp5SyqHbGGP5IeMb+ldM47vUuoa5u5xPBxhlPRePPVZi3i+D/7joO8Y4tsHfIY7fIJaxxTTGOH6Hyfw9ZxO6rvOj32x91zmHn63r4K++/QR9MXgKpqfY+acv38zqJUVT9vtJqXPa9QJtvsMU2NdSlnQ9AN5IO03evfSG6gjrPsxqMlmWheTZVmBSotfXS50/53vZtfmPDCST61jUVFLNpRTa12JWnEh0zrm20OLbT4F9HWVJ18X1PSN6gL1dP+Nk358xKQ6uzP47SpOuifF7S4Kaizb/ETqDpwhofQgU7IYMMiwLyLEuxSBGrla+TBn1i8wei98E04IE3miqISJ1ipNT+cqyKwZF06UQQpBptWNRVVyhIO7Q5FWtDDnRxCWO1lE+G895KoQY1zbOj+2Cv8bFheuKdz3jGXtc6x78x/jGFuvvMN7vMdExDlvPJPyeCaae0sIM7rphGb97ei/hSySKGw0KH7hlBcsqC6b05i2EwgLn7Sxw3j7kdYcxhwUpd4xznQKjsFJgX0OBfXh+4+ByqMxz3sw8583j2s5EEEJgMTgpTrqK4qSrpnRb5x9uon9dVPBxwck/UyItIZzegxzvjiYTb8wrItMae0jbbjRhUFTc4RBB7fJpfpogQYLLF0UR3H/nalKdNp5+9Qgd3W4CAxWuqqpgs5ooyEnhA7es4Oq15ZhG6WOZIMo7kVsxaBcwm3D3eqg/2cTRbSc4sfs07XWdeF1+FEXgSLFRuKCAhevnsXhTJQXluaPml04lk36E6brE5fHT3+8nGIpgNKo4k6ykOK0x5TIkmHr6g9FoUbYtifift+WktV9JkCBBgrE4b19z983L2bCylJNnW2nvcuMPhLCYjeTnpLBkQT5pKYlk/rHQZYSgHrU6UYURgzL9omM0dF3n7MFanvrRi+x+bh++EaZmOxqg5mgD2x/fRWpOCtd+eCO3fe568spypvWeNCnCSUpJIBjm4NEGXt1+kqaWPvzBgScCRWA2G8nJSmbjunI2ri3HZjUlquliREpJe6CbE67qIa9nmlNZkjJvXOs836jXH4m9U7WUkt6gn5CmYTUYsU6w2W+CBAkSxEtulnNaHMEvVwYbd4+SD+qJtNPuPwZEk9LthtHbT00nUkpOvX2Wn/7lrzl7qBapSxRFoJoMqIoCiojmNUqJHtGIhDV62/p4+n9eovpIPX/74BfImpMxbeOdsHCSUnL8VAsPPb6bg0friURGNh47V9vBrn3VPPXiIT7ygXVsWF2WcA+PkWP9Z/mfs48OeW19+tJxC6dSZyo1rh4OdDQT0TVM6tiHQUjXONHdjjccptSZFlNeVIIECRIkmD40GaTJ+zZWQxpmJRlVMaGgEpYBXKEmDvX8Fm+kAxDkWJeRYpqcAp+J4unz8vO/e4QzB2pQVIXixYUsvXohSzctJKsoE7vThtR0PH1eGk41c3T7SY5sP0FbbQeHXjvKr//pUf76F5/DNE02FBMSTlJKzlS384Ofv8q52nf8bcxmA6lOO2aTgXA4Qk+/j0AgjK5LTp1t44e/eB1FVdiwqjQx5TMGEolfG8FNdpwFjwK4Mq+Y1xqrOdrVxpstdVxbUBZ97xIVH2f7utnaVIOOpMyZRqEj8dSXIEGCBLOJgOZia9u3sagpWNVUVMWMioGQ9OEOtQxO06Wby1mUeg+KmB35YMfequLMvnMALLtmEZ/7z49SVFkwomfcgrXlbP7gFRzfdYr//cpvqDveyKHXjlJzpJ4FaydmzBwr495rUkraOlz8/OE3OVfbicVsYHFFAbffuIT5ZdmYzUaEEEgpCYUiVNd18uLrx9l/uI7Obje/fOQtsjOSKCvOTIinS6BLiV8LTOo6NxWUUnHmGFW9HXz77dfp8HnZXFBKssk82E5FB0KaRkjzU+Pq4Vt7Xqemv4cko5n3lVWSbBrZKylBggQJEswMilCiLuSaB3+kB4k+4CkV9VqyGTLJt61iadqHSTbOHmf8A1uOoEV0UrKcfOa7D1CyeM4ldYHRbGTppoV85J/v4b8/8394+ryc3H1m9gsnXZfsOVDD0ZNNWCxG7rl9JR+6aw12m3nEsuScLCerlhXzp+cO8Ps/76W+qZutO08zpyAtUQVxCc5HnCYLIQSFDiefXbya/7d3Kw3ufv5p9xYqUjOpTMui1hW19D/Z3c4PD++g3tXHwc4WXKEgihDcWVbJtYVzE2I3QYIECWYZFjWF6/L+FVe4GW+ki4juR5dhVMWCXc0gwzKfNPNclFlmUNnV3IOUkvmr55JVFFswRVEUSpcUUTAvjzMHquntGLnrxFQwbsUSDEXYe6iWUFhj8dxs7rljJY5RHJvPYzYZuOOmpZw618b2XWc4erIJlzswJe7k7xYkkoA2uU1VDYrCzUXzCEQifO/Am/QF/Zzo6eBET8fgMhf/26IauK1kAV9asg5jojoyQYIECWYdijCQbV1MtnXxTA8lLtSBPnNJqXYMcbR0MllNWOxmhBCohum7L41bOIXDGmeq2wFYv6oMZ1JsnYntNjPrV5WxY+856hu78fqCCeF0CaSU+LSxHXPjxWIwcm/5YhamZ/O7U4c42NFCp9+LJxxEG5iuM6sqaRYbBQ4nH5q3lJuK5mE1GBLRpgQJEiRIMGkUlOciFIGrx0MkHLtHYMATwOfyY7KYyC7KHPsDk8T4p+qkxOWO5t7kZjtjvpkKIcjKSEJRFLy+4KhVeAmi6EgCkzhVdyGqorAkI4d/W38DZ/u7qe3voSfgxxcJoQqFJJOZwiQn81IySLfYEoIpQYIECRJMOmtuWcGTP3ie6iO19He6SEpzjN06SZc0nm6htaYNZ0YSi66smKbRTkA4CcBgUAmGIoRCo9vgj0QoooGUqKqSuBmPgZSTm+M0EkZVpTIti8q0rGjPMaK/b+K3SZAgQYIEU828laVc/5FNbHloG3/4zlN87r8+SlKqHWUEjSClJBLWaKvt4I/ffYqgP8R9X7+L/Lk50zbecQsnVVXIykiitiHImep2brpmYcyNOs/VdKDpkox0B2bT7EpSm21IJL5Jrqq7FEKIRO+uBAkSJEgwaUgpqTveiDZCr0EhBIqqcPV9G2ir7WD74ztpr+9gwx2rKZyfjyPVjtFsQEoI+UP0tvdRc6SebY/tpLO5h5s+eQ13fPFGlGn0hRy3cDIaVebPzaa2oYsDR+upa+ymuDB9zK7oLW197DlQg6bplBVn4XDMHsv32YiUk58cfn69EgbsB6Kd7SNSj9kdyqSoGBJJ4gkSJEiQYAyklPzoC7/A3esd9p4Q0Qo51aDi6feihTWOvVnFiZ2nSU5zYE2yYjCqSCAcDOPp9eJ1+UCCwWSg5mgDj//Xs2y4YxXzVpZNy/cZt3AymwxsXFfO7n3V1Dd186NfvM7HP7SB8pIsbFbTEAElpcQfCFPf1M1v/7iLE6dacNjNbFpfTnJCOF0Sncn3cYroOtX93bzWUM3OljoaPP24QoHBpPBY+I8rbuK2kgWTOq4ECRIkSPDupPFMC64ud8zL65pOX6eLvk7XqMtEQhFO7DxF1Z4zhP2h2S+chBAsrSxk04b5PP/qUQ4ea6CxpYcVS+YwJz+dtBQbRqOBSESjt89LQ3Mvh0800toe9Vq4al0561aWJfJoxmCyfZyklBzpauUbu17hTG/XOP3Ho+LrckdKSb/Lz7n6Thpbe3F5AoQjGjaLiWSHhYKcFEqLMkkaKHedCJqm09Ht5kxtB+1dLry+EJqmYzYbcCZZyc1MpqggncwYkiJnG1JGG3R29njo6vXQ2e2mz+UnEAwTDEUIRzQUITAaDZhNBpIdFlKdNjLSHORkJmO/6EHr3YaUkmAoQmtHP509Htq73Hh9wWh+aDiCqiiYzUYsZgNpThvZmclkpyeTlhJ/Qca7eT8mGBkpJb5AiI4uN919Xrp6PLi97xxfkYiO0aBiNqmYTcbouZdqJysjmfRUO8Y4yv8nQuX6+Xj7h0ecJousy6GqDiDJYeETH9xAZ7eb/Yfr6ez28MrWk6iqgsmooigCXUrCIY2IFr3RGo0qa5eX8OkHNpKclIg2jUV0qm4ShRPw25MHON3bhSIEuTYH81IyyLEnYVJUlBgvvKXOtEkbU7xomo7LExhsaHkxRoOK4xJiR9clHd1uXt91ile2n6S334fXHyIc0ZADRQtGg4rNYiI91c7aZSXcft1istOT4vIYkVISCmtUN3Ty5IsHOXGmFZcnQCAYJqLpSClRFAWTQcViMeKwmVk8P49bNi9ifmk2VotxVt4IpZSEIxo+f4hT1e0cPdXEkZPNdPV6CIYiBIJhwhENTdPRdImuy8FwvKIIjAYVk1HFYjJit5koLkhnxaI5LFtYQFZaEmbzQGPPyxQpJZqm4/WHOH6mhQNHGzhS1USf2z+4fyIRHU3XB/aNQFUFqqJgMhqwWAxYzUZKCjNYs7SYlYvnkJnmwGwaywpEYDLOvpxRfyCMPxhi3E9pcaAoArvNPG1iYLqRUqJLSTAYobPHw6ETjRw73czZ2g58/hDBUGTwYUUfOPd0GW2YqyjnjzEVs8mAxWwkI83BkgX5rFpSRGlhOg6bBYNh8ou2hBB89eefQ+pTdxBYHNPXzUKMdvMZYMxvKaXE4w3y7CtHeHP3GWrquwiGhvswWMwGSuZkcO1VFdy0eSFJDsuEf5z2QDe+yPQlTs8EPaF+vnXiZ8NeX5++lG9Ufjru9elSsunJX9Do6WdD7hx+tOl2Miy2cY1tpm7qja29fOLvHiYQDI/4/qJ5efz02x8csYl0MBRh54FqfvXYLuqaumPeZnqKnQ+/bw03bKwgJdk6dqmslDS39fHkS4d4YetxfP7Y89SMRpXN6+bxoTtWUVaUOatERL/bz/HTLRw41sCOA9W0tPcRxwzvJbGYjSyrLODKVWUsqyykKD8NRZl9wvFSaJrO6Zp29hyuZevuM9Q2dk14/9gsJjatK+eKlaUsXziHlOSRPfN0XfLIU2/zi0d3xLTe+25byV9+fPPEBhcDv3vqbR58bOfgw/NUkuq0829/cztLKmZPO5HJIhzRqG/q4dDJRvYcrOXQycYR77XjQQhBQU4KV6+bx8pFhVSW5w5LuXkPMuqXn3CvEyEESQ4LH3zfajauK6e6toOG5h66erwEgmEsZgMZaQ6KCtIpLc6kIDd10i6GzzRv5WjfmUlZ12wlLOOzeoiFJGNUma/OLrxs/ZmkZNQbUlNrH8FQBJvVdMHy0ejPC1uP8Zsn9tDTF1/IuLvPy4N/3MHZug6++slrLnlRkVLS0NLD9x98ncMnm9DivGGEwxqv7qiivrmHz95/JWuWFKHMoHiSUhLRdHYfrGHLm1UcPNFIv3vyTVkDwTB7DtVy8HgDJQXpbFo3j5s3LSQzffZPX0op6er18Pwbx3n1rSoaWnomTVD6AiFe2naCt/adY+WiOdx760oWzc9DVcSQ/SIEOGyzr4dktAhl9PN1Urclx9v+fHZyPrDR1NrLs68f4+3DtdQ2dqNPcuRGSkljay+/e/ptXtx2nOWVhdx14zIWzsvFkLANGsakNYlTVYU5+WkU5qWiadEQtJQShEBVxJR4NnUEe6j3tU7qOt/tCOC+eUv47v5tvN3WSE/Ad9mKp9HwB8PUN/dQcYGvh6ZLnn3tKL/84068vvFNffoCYba8VYWiCL74wKYRn/yllJyuaeeHv3qD42daxn0RlxJO17Tznf99hW995VaWVRZM+28kpSQS0TlX38lDf9rDvqP1BEPhKb8BhsIap2s7qG7oYstbVXz0/WvZsLIUh23iuWZTQTAU4fDJRv7noe00tvRMWWTF4w3y5t6zHDrRyC2bF3H/HauH5UE5R4lGJbj8kFLS2ePh1R1VPPb8Afr6fWhTONUV3SZ093p5fdcp9hyu5cpVZXz0/esoyEkZMYL/XmXSu+sKIeLKA0kwzQjBXXMr6Q36eezsUb6xawtXF5RQkpxGitmCSVVRGPsEybTZcBhn39MtRKdLahq7hginwyca+c0Tu8ctmi5c9+s7T1OYm8p9t60c1qC6p8/L/z7yJsfOtExoO+fp6vHw04e3889fuYU5edObV+bzh3hqyxGeefUILe3T10DzPBFNp66pm+/+3xZu2FjB/XesZk5e6qwST25vgKe3HOGx5/bT65r8KNzFSAkuT4DHnt9Pc1sfH7t7HfNLswej+M5E3ui7Ak3X2X+0gd8/vZcjVU3TMs15IVJGhfrL209ytraD+25bxeYN87BZTGN/+D3ApAunBLMbATiMZt5ftpBWr5vHzx7lrZY6nCYzFvV8Uu7YN6ZvrN7EtYVzp3y840HTdeoauwfD3G2dLn77pz2TNr0UCIZ58qVDrF5SxPzS7MEbeTii8fBTezl0snFStnOes3UdPPvaUT593xVYzMZJXfdISBlNnn/oT3t45c2qUXPJpotQKMLL205QXd/JX3/qWhaUZc/o1CUMFG2EIvzqsV08/8Yx/IHp3UdSws4D1bR19vP1z9/IgrJsAKwWEyaTgdAk5b4kmF6klASCEV59q4qHn3qb1o7pf2C5mOqGLv7noa3UNHbyyXs3YLNMTe6TlBItrNHX2c/pfdV0t/YS9IcYnmotBl4TQ96bt6KMpVcvnPRxjcSkCievL0h7p4t+l59AIFo5pKoKFrMRZ7KVrIykS1Y7JZh6pJRU9XTwjV1bONbVhgT8kTD+SHwXfndo8k05Jwtdl9S39BAKawgBL249zvHTkxMBOk9Xj4ffP7OPb/7lLRgMKrouefPts2x58+Sk5x9ENJ0tb1axae08Fs3LnfLz52xdBz/+7TYOn2yclryUWIhoOlXn2vjmD57nyx/fzPoVJTNaOdXn8vPLP+7g+dePo82QNYeuS87WdfKtHz3PN754E4vm52EyqjhsJnoSwumyxO0N8tCf9vDnlw8RCk9+fut4cXuDPP7CQdo6XHz2/o2THvmVUtLT2svTP3mJ53/+Kr5+X1QSxXH9ufurt14+wkkOlEbu3HeOnXurqW3oorvXi88XHBRONquJtBQ7cwrSuHLNXK5YMxe77T2fsT8jSOChqoMc6YrmhqWZrSzNzCXfkYxFHavc+R3mpqRP4SgnTp/LR0+fF03TeXn7ScIjWP1PlIPHGzhd005leS7dfdHEYJdnaqo8u/u8vLn3LAvLc5mq00ZKSV1TNz/6zVYOn2yamo1MkJaOfn7y8DZUVbBhRemMXEOCoQhPvHSQLW9VzZhoupDm1j5++vB2vv75GzAaDNhtZnr6fDM9rCEkrvSXRkqJ2xvk90/v5U8vHZqS69VE0XXJW/vO4Q+G+frnbyArPWnSzj9d03nyB8/zzE9eJhxnhNtiN1NUWUjpkuJJGUssTEg4SSnp7PbwPw++zt5DdSOGq3Vdoz/sp9/lp7ahi7cP1LJl+0m++tnryM9NmZILnypim266PJBocnIvznvbojfFyrRMfnjV7eTYkzAqSsweTsCsb7fS2++js8fDvqP1tFwU7lYGKkEdNhMpTjsmo4rL7ae330e/JxBzFZzLE2DrnjPML81mz6FaDhxvGHE5k9GAM8mCw2Ye9C7r7ffT6/Lh8QZijuq8+lYVH7lr7ZS47UspqWns4oe/foMjVc3jWofBoGC1mLCajRiNKnarCavFiNGgDvg+hfEHol4zgVAEnz8Ud8UhQHNbHz948HVS/tpGRVnOtFoW6LrOK2+e5I/P7h93KbhBVbDbTFjM0f1jt5qwWIxEIhqBYASvL0gorBEIhvH5Q2Pmt0jg5Lk2fvLwNj7+gfVYp2E6Nx5WLykCoLfPh8vjp9cVvR94/cFBP6uIpkd9v7Sh/z/VydCzBZ8/xG+f2M3Trx4Zt2gyGJTosWQ2YjIasA2cf6qiEAiF8fvDUVPacCTqrRUIxR1R1nTJ3iP1fPdnr/D1z99IdsbkiKfmc228+MvXCAfDWOxmKjfMZ9mmhaTmpLDz6b3sfekQq29axpqbV+Du8XBq31mqdp9FKIKPf/s+rnjfGmzJ47PVGQ8TEk5dPR5+8qs3eHPPOaSMGrnl56aQm+UkyWHGYFAHzQrbO1w0t/URCIbZd6iO7/9sC3/7FzeSn5MySV/lHe7M34xdfXdUl7gjPp5ufmNS15lmsVLn7uW6wnLmpqTHJZguF3r7fWzfc5ate4baVSQnWbh67TyuWT+f+aVZg35i4bDG6Zp2Xtt5ihfeOIYvhpwVXZecPNtKXVM3f3758DARoCiCeSVZXLthAetWlFCQkzKYTO7zhzhwvIHnXz/GnsO1RCJjC4h+t5/DJxu5ak15HHsiNvrcfn768HYOHo8/Pysj1c7CeXksKMuhtDCdovx00lPtwww8pZT4/CE6ezw0tvZyuqadqnNtnDjTitsbX6SutdPFj3+zla9//gZKxuiROZlUnWvjN0/sHpdoslmMVJbnsmLhHBaUZTMnP43M9CQMF1QrSSnxB8P09Hqpb+7hbH0Hp861c/xMC739o0eRpIze0FyeAO3dsbe1mA4WlOWwoGx45/pIRMPjC+L1hfD4gni8Qby+IG5f9G+PN4jXH8LjDfDy9pPTniA9XUQiGs+8dpQnXzo4LqGYkepgSUU+80qymFeSRUFOKump9mGGqbou6Xf7ae9yUdfUw6nqNk5Vt3GmtiOu41lKyf5jDfzv77bzlU9cQ5rTPuEo+IFXDhPwBlEUwT1/czsf/Pu7MA0konc0drF/yxFKlxRxxxdvBCAS1nj7hQP89Cu/5vH/epaSxUVUrp83sUHEwbiFk6bp7Nx7jj0HapBSkpvt5J7bV7JsUSHOZCuWAaWr6zqBYIR+t5+qM608+tQ+Gpt7OHqymVe3neTDd6/FOIlutwahclf+taSYkiZtnTNJd6iPZ5q3MlnuJAL40PylnOrtpKqng5CuYVbUd920qT8Q5qkthwmF37kgZKUn8an7NrB5/bxhCY5Go8qi+XmUzskgKz2JBx/bGdPFpLq+i988sZuaxq4hrwshuHrdPD517wYKc1OHlfLarCauXFXGgrIcfvTrN4YJvJGIRHQOnWhk4+q5k/p7hUIR/vjsfvYfrY/5MwJw2M3cft0SNq6ay5z8NJxJlza1FSLq6my3mSkuSOeKlaX09vuoaeziqVeOsOdQbVwX8KpzrTz63D7++lPXYbVMbZRFSklPv48/PneArh5PXJ9VFEFFWQ7337mayvLcS7bVEUJgs5iw5ZooyE1l/crSaLS+sYtXd5zi1R1Vl0xEP1XdHtfYZhKDQSUl2UbKJSIFUko8viBv7Dr9rhROui7ZfbCGx54/EJdoEkQ7d9x+7WI2rp5LUUH6mK2hFEWQ6rSR6rQxvzSba6+YT2e3hzO17Tz+wkFOnm2NOdql65Id+6rJz07hk/dumHC+Yd3JRqQuKazI54aPb8Z4QdTUYDIgBIQuOO4NRpV1t62kpbqdX33j9zzy7Sf45pN/g8U+PVWl4xZOgWCY7bvOEghGyM128o2v3MziigKEGO4o7bBDRpqDksIMykuy+N5PX+FsTQe799dwy3WLycqYPJFjN9gGpureHRiEikU1TWq/uttLKtCl5OfH9vK1HS9xc9E8sm2Owaq6aATq0jfmHJuDJNPstCM4z4U3YbvNxJc/djVXr5uHEGLUJySrxcidNyylo9vNU68cHvNi7fEF2b737JCQt6IIrlo9l6999vpLFkMIIchIdfAXH91ETWMX9c09l9yWLiU1DV24vQGSHZMTUY1oOi9tP8Ezrx6J+cJtMRtYv7yUj969lrI5mSgXGTHGiqIopKc6SEuxs3h+PnsO1fLrJ3ZTXd8Z0+c1XfLK9pMsXVDALZsXTemUnZSwbfcZ3tx7Fj2O+Q1nkpU7rlvMh9+3Zlw+VIqI3uxSkgtZUlHAtVfM55eP7uRUddu7UkhcjBDRFj1Tltg3g0gpqWno5MHHdsUlxi1mI2uWFvHp+66guCB9XOff+f2al+0kNyuZNUuL2bbnDI88tZfG1tjMW4OhCH98bj/FBelcf2XFhM6/vg4XUkpKFs0hKdU+5PuYzEYQAp/bPzizBaCoCqtuXMprj2znzP5zHNl+krW3rBj3GOJh3MIpEtGpaYhe4NauKGFxRcGYO05RBOWl2WxaP4+auk6aWnvjakURCw7D2O0wLicEAotqnlTh9OCJfdS5ehECnq2p4oXaU6SarThMJkyKAUWIMTPEvrbqKjYXTE8n6snguisWsHHN3DGPUSEEdquJW69ZxK6DNTS39Y257osvMsUF6Xz07nUxVZAKAZlpDm7cWMmvHt85pnjp6fPR0eWeFOEkpaS908WTLx3C7Y3t+DIaVD50x2ref+My0lLsEx4DRPe5xWxk09pyMlId/OThbRyLsQpS0yWPv3CAJRX5U+pz1e/286eXD8UlVqwWI5/90JXcsLFiiIv9eBBCYFAFKxfNIfMvHPzi0Z1sf/vMrKl6TBA/ui7508uHORfjgwKcP/9WcdeNy0hzTo5xsRACm9XEzVcvJC87hQf/uJPDVU2j9gK9kFBY47Hn9zOvJIuSwoxxjyEyMDNgNBkQFwU+LHYziqLgc/mJhDWMJsPguFOznGQUpNF4upmGk03TJpzGHZrRdYnXGxU9lfNyY1abiiKYPzcbVVXGnRx6KZIMtpgMHC8XBAKrOnnhx/NNfp88d5zq/miEQ5OSroCPOlcfZ/q6otN4Y/zpD06ekJtq8rKd3HbN4iG5JGNROieDtcuK496W0aBy89ULmVuUGfNFTVUVllbmk5U+duS1z+2jq3dyOoxruuSPz+2n9qJpxtGwWU186r4NfPjO1ZMmmi5ECEFleS5f/dS1Q8xLx6K+uYeXt58cMi07mei65LnXj9LY2hvzZywmA5/54JXcsnnRhEXThQghmJOXxt98+lrWLit5V+YnvheQUrLrYA2v7TwV82esFiOfvu8KPnznGtJT7JMeIBBCsGRBPn//hRtYuagw5s+dq+vkTy8fxucPxSS2RsKWFH0Q9PR50S6aLnSk2DGaVFzdbtw9Q/P3jBYjZquZSEijv8s1rm2Ph3FHnBRFkJxkoavHE7dT+HnzOrvNhMEwuSLHYbS/qy4milCwTaJwAnj/3IX4whMz7CtJTp2k0Uw9yysLKS6IL4FYVRSuv3IBz7x6NC5xn55q58aNlXG1JxBCUJSfTnZmMq2dlz753Z4gPf3eISHr8XL4ZCOv7qiKKWphUBXef9My7r5p+ZSacJ5PqP/CA1fxT99/Fpd77KTxiKbz6o4qNq+fF5dgjZXWzn7e2H06Zn8ug6pw89ULuXXzQkyTmL95HjEwffelj17Nv7leoqq6bdK3kWBq6enz8sSLB2OecTEZVT5w83LuunEpFvPU+VYriiA/J4W//cz1/PMPnuNMbceYn9F0yUvbTnDVmrmDFZTxkjc3B6EIGs+0EPAFSUpzDL6XNScDs81Ca007rTXtpGa/U40f9IXwe/xI5LRGX8f9CxiNKnNLMunq8dDU0hvzhVxKSWNzD7oumZOfNqlPYwAO1cbYE02XD9GI0+TlEilC8I3VU98RfbZgMRuomJszruThkoIMMlIdtMfxJLNqSRFpKfGXxTqTLORkJl/khTuccESjt9+HrktUdfzHuc8fYstbVXh8sV24K+bm8MHbVk36+ToSQgiWVhRwy9WL+ONz+2P6TEt7P3sO1VI2J3NS02GklBw+0Uhza1/Mn8nLdvKBW1Zgt01domo08pTKXTcto+HXb+Cd5JSHBFOHLiUHjjdyOo5E/sryXO69bSX2aWjiLERUPH3s7nX84FevxxThDgTDPPniQVYsKsSgxv+wUL6iFEVVaK/toK22g4z8tEE9kV+ehyPVTtPpZnY9s5+5y0sxWYxRLXG6mYaTzRiMBpLTHWNsZfIYd7jHYjZw7cYK7DYzO/aeo7PbM2aYTkpJR5eb7bvPoqoKV66dS6pzcr0Xkow2lHdRcrgQkyuc3mvYbWYWjtNt22QysGhebszLK0Jw9drxWQUoikJRfhpKDJGq7l7vhKa4pZScONPCnkO1MYXWk+wWPnf/xhGbGk8VqiK4dfMi5hZlxvyZF944Puk5k25PgDf3novJngKiT+z33baKovy0Kc9nVlWFG66sYFll7NMqCWYejyfAc68fxRNj38xkh4UvPrCJ1Gn0KVIUwYaVZdy8eVHM0fMjVc3sGqiyj5elmxbizEgiEtZ44w9vDXkvOd3BqhuWokV0/vyjF/jRF37Bqw9v56kfvciPPv8LOhq7sCdbKV9RGvd2x8u4FYaiKKxfVcot1y6isbmHnz/8JmdrOkYNZ2uaztmaDn7xyJucPN3CmhUlXHdV5aQ3BE4y2N+FEadE487xYreaKcgd37SiqioUF8TukJ6eZqcgZ/ytCHIyk2OaZu5z+SfkWB2J6Ly1v5ruGJ4kBbBp7VzmlWRNa9GFEIKC3BRWLy1CjTF/sr3LNaoJ6XiQUtLd5+XIqdgNQYvy07h6Xfm07SujUeX9Ny2LK38vwcxS29jN0RiPKSHgho0VzC3KmPaiJ5NR5X3XL40p9xKiLde27Tk7rocXa5KVK963hrTcFJLSkoaE3YUQ3PSJa8goSCMSivDqw9v5z0/8lP/7m4doHCgiqVg3j4p1l4GPk65H5xSvv7qSM9XtvLHjFEdPNlFUmE5xYTppKTaMBgOhcISuHg91jd00tfTS2e0mM93BisVz2H846jZ+KY+iW65dHNf0gMNoe5flOE1uxElKiSccoj8UIMVsxTrY2PfdSX6Oc9xOyqoiyMtOiXn54vx07LbxT2VlpDoQMYgEjzcwIUdljy/I9rfPxrRsqtPGVWvKp2WK7mJMRgNrl5Xw4tYTMTVoDkd09h6uY+PqsasnY+XQySbcMbbRUYTgxo2VOKbJS+Y8C8qyqZibE3MlYoKZQ0rJlh1VMRneAuRmOtm8fj4m09TlNV2K7Iwkbrt2Eb98dOeYy0rg+OkW6pp7qJybE19OqUHhQ//wfm759HXkl+cOc8MpXJDHJ//tfh7+1uN0NnajRbSopYLFyNxlxXzqOx/GOgUdFUZj3L+G2xPgk3/124F+YNGLeHuni/ZOF3sP1l7ys+2dbn70y9dj2s5Va2O/aAvenTlONsPkHhBPnjvOfx/cwarsfL6+chML0mKfDrncKMqfmKu0M8mCxWwkEEP/pPycFKwTEBjJSVZiud/7AuEJNRLedSC2aBNAyZwMli8snDGLj8Xz88hIc8QknKSUnK3roL3LRW6Wc8LblsC2GIxJz5OTlczyhYUxR8gmC4fNzPoVpZw42zrpDaYTTC4d3W7ePnTp++N5hIBF8/OoiFOETDab183j2deO0T5G4QpAc3sfB47Vs6A0O64cTCEEGflpQ3KbLkRRFa574CrmLi/hrSf30NHQhcFsoHJdOWtuWYEzIzmu7zRRxu8crut09XjHXX44GdyWu4m1aYsH/y2EoMI5M40/p4rzPk6ThQTebmvEHQ6yv70Zm2F29bWabHKzxn9CnfcXslnGFk7n/ZjMxvE/GTps5phEfyAQHvd5p+k6O/ZXx/R5IaJ9xmYi2nQei9nIgrLsmE0xO7rdNLf3kZPpnHCOUW+/b0xT0gspzk+f9K7xsaCqKvNKsklJts665r4J3kFKybHTLbhibC9kNKhcsaoM8wxFm+Adk94VCwt5aduJmD6z60At9966Mq7K4vPbGuu9kkVzKFk0Z/D6NVP3+nH/IlaLic9+ZONkjmVE7PbRRcPSlOmb05wpFCEm3Y6g1hW9GcxPzSDPMb1KfbrJmeCTiMmoxnThMpsMpKXYJzRFZDEbYupNHQpr4xZOLW39MYsBg6pyxcqZNzldsiCfF944HtOyvf0+WjtcRB8RJnZRPVPTjj8QW76GQVWoLM8laRqnC84jBBTlp5KdkZwQTrMYTY8WZcSaA+Swm1mztHhqBxUDNquJpRUFbNtz5pLtfs5zuqaNrh7PuHNLY2GmgyMTEE5GPnz32skcS9zM9M6bDibbjgCgLxh94ilKTnk3djIYQlrqxIwaDQY1pl6KZpMRZ9LEqs7MRkNMESdN18btWXKuvuOSzWIvJDfLOaGI3WQRT4J+RNNpaOkhHNEGGyqPl3ian5qM6rirNyeDrPQkcrOcVJ1LeDrNVnr7vNQ0dsd87i5ZUDChnMnJQgjB/NIsUp02/IH+MZcPR3T2H2uYUuE008xcDDBBzMxPKuajxbcPSaEvsGaNe33np+feTblgIyEEpCRNrIRXUURMFgEmo4pjgh4riqrEFCQ5n1MYL5qmU9PYhSfG9irzS7PiDrdPBekpdkxGQ8zO4E2tvYTDExNOobBGU2tvzEm8JpOBeSXjPycnisGgRu0sFJHIc5ql9PT7aG6L3X1+WWXBrCl0mpOXRprTTkv72MJJSsmhE43cef2SwQcJKSWtNR2EAiGyizOxjKNv42wiIZxmOUII5thyKbQN9ROayCG3MC2bWlcvTZ7+yZjRmLVYzEaMxond+BUhYrp4GY3qhJ8OY53mk1JeshJ1NHyBEA3NvTE3qS2bkzkrKi6NRhVnkoXOGBuhdvZ4JtwA1+0J0N0Xe2ub3CwnyROMOE6UsjkZqIqCrsfW4T7B9CGlpKfPG/MxbDSoMyrEL8ZsMlBenMnxM7FVbja19Q5rRv7MT1/iuZ+9wrrbV/GPj351SPL4yT1n6O90UVCeS/683MHuIrOV2T26BEBUPCkX/RmvWhfAjUXlGITC6d4umr2uGU3wn0psFtOkPLHFsgaDqk64FclU61e/P0xbDJUx58eSl+2ctLL+iaAoIi7H5J4+34R7YLq9AfpcY1fynaekIH3Gnz/yslNmxe+VYDhSQmMcEczMdAfOpNnTsF4Iwdzi2L3cPN4gbZ3v9JWTUlJ9pI5wMBJt5HvR8r/79pN8+wP/xdY/7kSPcR/NJAnh9B7kirwibi9dgDcc4v+OvU1/KPiuFE9Wi3HaLjyqKqakL9moxPlzSSnxBkK0dPTFtLzVahpIdJ75C7ci4tu3vS7fxCNO3gC9rtgTrQvzZj6fIys9aVZECBMMR9d1ahtia6YNkJmehNUy8/lNFxKPG77bG6S1Y+i0Xk9LdJoyuyhr2GVFi2hEwhr6BM/b6SIxVfceQwhBmsXGV5dfCcDztafQdMkH5y9hQWom1neRPYHRqE6jcFIwTjAZeapxewIxJ4YD7NhXTU0cF/upwh8Ix+TjdJ5QKDLhC7DPH8YbYy4YRF3fZ5okuxmbzYQvxkrABNOHlNAWR8/LdKd9XP01p5K8bCeKEOgxPLX5AyF6Lprq9g2cw9ak2fFANhFm95U+waQjpaTN56En4Gd1dgHHutp58twx9rQ1UOhwkmGzYzeM/aRzb/lilmbG3sdtJjAZDNMmnBQhpjeRehxfq6fPG3NFj88f4k8vH4p/I7OEUHj8eT5SSoKhSEymp+fJSIutLcWUIgSpyVa6YsyjSTB9SGTMprMAzmTrjPo3jYTdZsZhN8c0hR2OaLg9AaSUg9dg48D38fX7uNyTa2fXL5NgypHA+55/hJ6ADylBk9Hnh3p3H/XuPiC2w3lNdsGsF05GozJtdgtCCNRZko8wGh3d7rEXepcQiNFGYCQk4PL4Y25royiC5Ev4zU0XAkhyzGyCeoKR0XVJVxzCyWEzYZzkPq4TRRECZ5I1JuEkJfS6/NHq1gHBlDkng7a6To6+eRJvn4+kNMdUD3nKSAin9yAhTSN8iSaxsdwuLoeMKEVRpvWZJpY+czNJPFVilzsTSQ6Xuoy5Px1Ec+lUVZkVibyOWeD7k2A4wVAkZjNVRRFYLaZZl+gvhCApjj6Mbm8g6qdmikb+K9bO49ibVZzZX80vv/47Vt2wlLTcVBRVwTuQQtDV3EPV22dRxyEa03NTyS6envZhCeH0HkMAP9p0G+EJliwvTMuenAFNIUKc/880bWuW4/bEnrNz+TMxaR+M0TMKorYXs8HvCsGMtsdJMDqBYDjmI1JVlQlX6E4FQhCX5UooFBniKbbx7rW8+vA2etv7eeW3W3nzyd3R6Tsh8Aw81G1/Yhdvv3hwXOO77XPX87F/uW9cn42XhHB6jyGEYGNe8UwPY1qY7V4g000wFHvOznsZKSXhOHKkjAZ11hgVGmbZ9E6CKKGwFrOWV4TAYJh91y4hiGv6MBTRBj3jhBCULinm4//vgzz2vWdoOdc2GGW6kIA3SCCOoowL8ccRJZ4oCeH0HmQ2TClMB4LLOf1w8plIwvR7jXAcXjKqMn5ftclEEO2Zl2D2EavrPUSvz7Pzd4xP0EUi2pCIk8li5LoHNlG6pJjDW4/TcLIRV4+HUCDM2YM1eHq95JZmk1eWPa60h8L5eXF/ZrwkhFOCBJcj8fo4EQ2dJxgbSXw5UooSW6uc6WB23nATRAVEbCetELP34VYRsR9fujb8O5ssRuavLqN8RQm6piN1iRbR+OZd3+PQG8fZdM96PvQPd6GOw9pFncYoXUI4JUhwOTKO6+psT16fLQiIy0hSSnl5VEskmDGiU1yxt1SaqPP9VBHRYo9aGwwjF0wIIVAN6pAE8JQsJwCqQcVkMWGYZVYMFzO7R5dg2on2QXvnFJ+tTz7veeK8UQuIyxfGZjWRl+2cdSXRsTJR1+V4ehxquv6udN5PMHmY4jj3dH2WCicpY24ZA9F8u1hz/9LzUi+rB7uEcHqPo0tJd8BHbX8PHX4vvnCIoKYxNyWdVdn5GMXleeN81zOOa4zFFHulTnlxJv/4pZvJG3gSfE8hRFyCMRLRY26cPNVMtNVMgqnBbDLEfM7qUhKOzL58REl81aZGoxqzGMrIT7+sHtITwmmczIYnzIkcaFJKwrrOU9UneLHuNGf7uun0ewdtCu4rX8ySjByMioqUkiZPP09Vn0QVghvmlFOemjFZXyPBeBjH4RdPxCkc1tA0/bK6mE0WAjDFkWMRvKjseqaQEJfbeYLpw2o2YlAUwowtiDRNxx8ID3Hdng1IKfHEUfFmMRtjnvIuWTyHlTcsJW9uzmUReUoIpxiQUhKREbyRAH4tQFAPE9LDBLUQEanNSHpDitFBqaNgXJ+VA1Gm7x/awVPnThDQxn6KCOs6L9efobq/m75ggL9ftSnRUPQyIy3FFvOywVAkrpL8dxNCCJKTYjf68/pDRCL6zN/oZLSvX4LZh6oqpKbY8Lf3j7mslNFjStMlBnX2iAhdgiuOnpHOJAvGGJtzL9m0kIp15RiMBpTLoMAhIZwugZQSV8TLif5qqlw1NPhaafV30hd249dm1kxwffpSvlH56XF91hcJ88vj+/jzueMENQ2rwciC1Exy7A72tzfT6R/qMC2EIMtqZ0FqJid7OjjW3UaH30uufRb053qvMo7raVZ67L+XxxfC/x6NXggByXYLiiJiiiRpmj5rGuvGExFIMH0IARmpDlpiEE4Q/R3D4QgGdfYYmmqaTr87Nq8kRQiSHdaYqzwNRhWD8fJpF5QQTiMgpSQsI+zuOsKLrTto8rXhirw72lVIKTnd28kTZ48R1DQWpWfzpaXrWZSWjd1o4gtbnx4mnABsRhNlzjQMikKL102r150QTjPJOMKc8QmnIH7/7JsumA6EEJjNRqxmI15/bIKocxb0AZRAr2u4qWCCmUcRgsw4erP19vsIBCMTLnKYTHr7vTGb6JpMKskOy7v22pEQThchpaQt0MUTjVvY2rGPiHz3TVe8UHeanqCfDIuN711xExVpWSBE1EBvlOk3RQjyHU6sqpGegI/eQOICPaOM43qU4rRhsxrx+ce++Hl9wfdUb7uLsVtNOOzmmIVTS0dskYSpRNd1ekdwY04w8whFUFyQHvPyXX0e/IEQqc7Yp9enmqbWPmJN7bVZTGRcxk18x2L2TyZOIxJJf9jDgzV/5o2Ove9K0SSBw50tAKzOKWB+aiZiQDSNRbLJjFFRCEQi+GPIi0owexBCYLMYycmMvUquvrkbbRYkPc8EDrsZZ1LsUwexTsFMJf0ufyI5fJaiCEFxYXrMPS27uj34BhLEZwv1zT3IGEPddpuZ7Dgi3BcipRz3n+kiEXG6gJAW5nf1z7O/5wT6LHa0MysmbIbYk1cvps3rAWB+SmZcoVSDEjU005negzTBCIxj99ttZubkpVHT0BXT8mdqO9A0/T3pRp3ssMT1tH+urgMpZ7bZc1Nb36yo7kswMllpSaQk22KKCvb0e2nvdFE2Z3ZUL0spqapuiznilOywkJOZHPc2fG4/LefaqNpzlq6WHoL+YMzXuqWbFrLhztVxbXO8JITTALqU7Ok+ys6uQ7NONCkopJqSKbRlk2/NptieR2Vy6fjXN3B1j3f+2RMKEtF1LKoBsyFx6Fxu2K0mCnNTEcR2Lao614bPH4rLxuDdQpLdQlqKPeblWztcuL2BuKJUk01DSw+anvBxmo0IIUh12sjLdsYknKSEk2dbWb+idEbF+Hlc7gBNLb0xL1+Ym4rdZo55eSklrbUdPPbdp3jj0R3javQrhEgIp+lESokr7OatroN4ImOXWyoIFKEgiDb3VAf+XwJ+bXjVgVEYhhz8cuA/EokuJTqjX+zmJxVzZ/5mciwZpJmSSTY6MCgqsU2ujUy2zUGjp5/a/u5o5CiGM1OXknp3P75IiEyrgxTT+CNeCSaBcfz8qqpQXJCOzWbC6xs7d8ftDXCquo31K8Yv0i9XDAaFwtxUDAYlJrfkYDjC2doOVi0pmobRDUdKybn6TjRtdj30JXiH9FQ7xfnpnDjTGtPyB0408gkpUWZBI8Saxq6YCw8UIVhWGZ9VTiSs8ei//5lXH9mOFtYQQqCoCkKArunoukRRoq9JGX0teu+C5LQkyleWsuiKBeP5auMiIZwGqPW2cKT3zCWXcRhslNoLWJoyj3lJReRaM3EYrBiFEQREdI1P7fsmnsg7B5gA/nXxl8izZg6+pkkdvxakO9hHo6+NE65q6r2ttAY6h+VVtfq7EAjm2HIwT0JpqgA25Baxv6OZ7c11VPf3UJ6acclTU0pJs6efbc01hHWdkuRU5iSnTHgsCaYXIQQLy3PISHXg9fWMubyuS17beYrVS4vfc9N1QggqynKwmIx4ImM//QZDEQ5XNbFy8ZwZqSRye4PRHJTEFPqsxWwysHBeLq/vOh1TLlp1fSct7X3MyUubhtGNjq7rnDzXGrNwMpkMcT9A1B1v4I0/vIUW1khOT2L97atYclUlKVnJvPa7N9n+xG6u+sA6rr73Cty9Hs4cqObAliN4XX4+/u37uO6BTZgssXdGmCgJ4UQ08nO47xQBffQLZIk9nzvzN7M6bSHJxpGrBRQUTMrwH8+kGEkxDZ/vLbBlszR1PjfmXkGTr529Pcd5pW0nncF3QqKuiIcHa/6ET/NzTdZaDMrEW6BsKijh96cP0xvw85392/jbFRupSMsata+QKxTkF8f3crCjGaOicmVeMZnW2KcxEswecrOdzMlLpb55bOEE0em6ptbeuCqC3i2UFWdiNhnw+MYWTpqmc6amA5dnZqbrGlt76eiaeUuEBKMjhGDhvDzsNlNMwikUirBzfw1z7phZ4eTyBDh2qjnmPnVlRRlxVwMe3nqcSFhDURXu/8b7ueOLN2I0R++lp/dXo6gKOSVZXHHXGgCu/+gmjr5ZxQ8//3P+8O9/Jq8slxXXLY7vi02A99Zj5CjoUudgb9Wo75c7ivj6gk9yddbqUUXTeUYSTgH90tMiRsVAiSOf9xdcy9cWfIJlKfOHhGe7Q/38pvYZ9vQcRZMTy2EQQlCRmsU95YswKApvNtfy6df+zD/u2sIzNSfpDUSnKnuDAfa0NvDTo7v52JYn+OOZo4R1ncUZ2dxbvhhVJA6dyxGDqrJp7TyUGNsatHT0s2PfOSKzsHfWVJPqtDG3OHPsBQeobuiktrF72qM+ui6pru+kvcs1rdtNED8lBelUlOXEtGxE09lzqIaeGbQFkVLS1NbHoRNNMS0vBGxaUx53c/C6E43ouk7Z0iI23bMewwV5lQZTNNUldIGNimpQWbqpkg9+/X30d7l46Jt/xN3riWubEyFx9wN6Qi7a/N0jvpdlTuPTpXeRZ80cUywIhgsnCQRidBk3KgbmJxXzV/MeYFnq0PlaT8THr2qe4kT/uQlfmK0GA59dtIZ7BgRQq8/No2eO8JXtz3OipwOALQ1n+dTrf+Y/D7zF4a5WNClZmpHDt9ddT5rl8nF4TTCcDStLyY3RliAc1tjyVhUtHf3vuWkgAVy9bl7My7d3uThwvGHaO9v7AyH2HKol9B5tkXM5oaoKt16zKObp3DO1HRw80Thj1ZJSwvOvH4sp6gqQm+Vk+cLCmB/MzuPu9oCEgnn5WJOsQ/aPyWwEIfC5/UOuQUIRLLxiAUWVhTScaubo9pNxbXMiJIQT0OhrQxuh+aKCYH3GUsochbEd6GLkiFNQi70dgxCCNJOTB4puo8SeP+S97mAff2p6je7QxG5iQgjSLDb+esWV/M2KjcxJSkEdxctJAGZV5a6yhXxnw01UpMZnYZBg9mG3mrhmw/yYl69t7Oa514/FXIr8bmLx/DySHbEVQkgJr75VNe1tT9q7XBw83jCt20wwfirn5lKcH9v0m8sT4NUdVfhiNGKdTKSU1DR0smN/dcyfqSjLYU5eatz3iPMPG+cTwi/EYjejqgo+t59w6B3/QCEEzowk0nNSCXiDNJ5uiWubEyEhnIDWQBf6CHeFFFMy69OXjCiGRsM8jqm6ixFCUOYo4K6Ca7Cr70R3JJJDvad4s/NAXOsbjTSzlU8tXMXTtz3Af2+8lfvnL2NjXjErs/JZk13AjXPK+buVV/HkLR/m3zfcQEVaZqKx72xhAiJGVRWuWjuXgtyUmJbXpeTZV4+yc/+5aY+mzCRCCDLSHKxaPCfmzzS19fLsa0enzRYgomk8/sJB3IkedZcNKU4bt167OOYGuLsO1LB1z5lpj/i6PQEeeept+mJMCnfYzFx/ZUVcNgTnSUq1gwBXt4vIRZHTpDQHRpOBvo5++juHTkcbTAaMFiORcAR3z/Tl+CWSw4GeUD9yhNwhp9FBsT0/DvUsMI4knMbREFgRCmvSFvOaYw9H+88Ovi6RvNy6g+uy146ZbzXmaIXAMBB9urOskjvLKpFSokkdgUiIpNnMBIJ+QgjK5mRy1ZpyHnv+QExiyOML8svHdpLqtLNwXu57Jupot5pZt6KUPYfrYnrqlxKef+M4a5eVML8se8rHd7SqOa6IQIKZx6AqXLGylNd2VHGqun3M5XVd8odn9rKgLJvy4qxpGGE0v+r1XafZc6gu5khzxdwcVi8tGte1IW9uDooQNJ5pIeALknyB63hWYQZmm5nWmnZaa9rJyE8b3EbAE8Db7xu0BpouEndGwB32jvgAn2fNxKbG51dkUoZrUf84hBOA3WDl6qw1w17vCvZdMpl9IgghMChqQjTNdib48Gk2GXjf9UvJiqOfVE1DN//1y9eoaeiaNQ7VUkoCwTDB4NS0p1AUwcqFhRTFOLUC0NrZz++f2Ut3r2fKogRSSto6+3n0uf0xRwQSzB4KclK44cqKmJOom1r7ePCxnbS0T32uoa5Ljp9u4bdP7o45t8lkVLn3tpXjNsutWFuOoip01HfRUNU85DsWLsjHmZlMV3MPr//uLdw9HiJhjXAwzJn91dQeq8dgMpCSFXs7qYmSuDsSNa0cqQdPmskZt4q1qMPDlBf6OsXLitQFOAxDSzvDMsKBnpNE9EQy6HuWSXi4yst28sBda2O+2EkpOVvXwT//4Hl27K8mGJq5foW6LmnvcrHrQA3//eDrPP3q0SnbVnZmMjdsrIg54VXXJVv3nOH3T+/DF5ia3nFub4BfP7Gb3Qdr35O5Z5c7iqJwx/VLWFqRP/bCRKfLd+yr5n8f2U77FNpORDSdQyca+d7Pt9DVG1s1n6IIbtxUydKKgnFHfSo3zCc9Pw1d03ntke1D3rMlW1l/xyqkLnnpV6/zHx/9Hx773tP85p8e5cd/8SC97f3YnTYWrJk7rm2Ph8RUHYzazNemxlc9JgCLMtyk0hUef5mkVTVTbM/jeP+5Ia+3B3voC7vJMKeMe90JLmMm6WZ5zYb5HDzewBu7T8d8A65r6ua/H3yNm69eyL23riQlOXqeTFWo/MKnz1BY42xtBzsPVHO0qpmaxi5cngAfuWvtlGwbot/ruisX8OxrR6ltHLn69mJ0XfL0q0ewWk3cd9tKkuzmSdk/Ukp6+3089Oc9bHmz6j1X6fhuwmI28sD71lDb1E13jCJl+9tn0aXk0/dtoKQwY9LOuWiTXHhr7zl+9dhOGmL0eYNo9OzO65Zgm4ABpcVm5qq71/HWn/Ywd3nJkPeEEFz3wFW8/vu3aK1uZ+9Lh9j70qEhyyzbvIjylWXj3n68JIQTjJgYDoxqCHkpbIbhYut8Fdx4DnKDYqDQljNMOPWH3HQH++IWTlJKOv1edClJMVswq4aYxxXUIvjCYVRFYDeaEl5OlzlCCJLsZh64ay0t7f1UVbfF/NnOHg9/eGYfb+07xx3XLmHdihIy05KwmGM/ni6FlJJwRMPrC+H2Bmhu62P/sQb2HKqlo9tNMBhGm8bpwpQkG/ffuZrv//I1AsHYIm3BUITfP72X2sYuPnHPeooL0uP2tzmPlBJ/IMypmjYe/ONOjp9pfU8l6r8bEUKwtKKAe25ZwW+f3BOTKaYuJW/uPcfZ2g4+fs961q8oISXJijKB1IpIRKO5vY8X3jjO01uO4I2jgs9qNvKhO1YzvzR7Que9oirc/4938/6v3DrilFtuSTZf+vGneOibj1F/somQP4hQFJJS7Sy6soLPfu8BzNaJd9aIlYRwIuqfNBLx5yYJnCMkbPeGXIT08LhapigopBmHu457NT/uSPzGaBL4+s6XcYeC/M2KjazLKYz5s0e72nik6hBZNjufXriaHHvS2B9KMDVMUnBHCEF5cRafvf9K/u2nL9PVE3t0NKLp1DZ286PfbuWpLYdZvnAOC8qyKSvKJC/LiTPJGtP0VlQk6fS7/fT2eWnvdtPR5aaprY+Glh7qGrtp73bN6JSUogg2rChl35pyXtt5KuYcr3BEY/vbZzlX38ktVy9k3fJS5pVkxeVz0+fyc/RUE28frmPr7jP0u0fvp2k2GQiFtXdFJEpKiaZLfP5QzN8nmvMWIRzWMBiUWV/EYDIZeN8NS2ls6eWFrcdj+oyUkpaOfr738y2sWlzEFatKWbOkmLzslJiPKykhFI5wrq6DvUfqeW3nKeqbu+M6x1RV4ZbNi7h508IJCTeIXoccKXYcozTWVlSF1Tcto2BeLgdfO0ZPay8Go0rJkiIWX1mBI3V6O1kkhBPR6bBok96hR01/OL65ZAEjtlYJaEG6Qn3kW+OviFCEwGIYnqAe0EL4RmgoHAuHO1vpDfrpDY7d0PhCfOEQO1vrsRuN3FI8PyGcZpJJvC8KASsXzeGzH7ySnz6y/ZI35tFoaOmloaWXLW8ZSUm24rCZSXHayE5PIi3FjtViwmyKRlvCEX0gmhTE5Q5EBVO/j0AoQiAQwusP4fOHZp2hozPJyv13rub4mRZa2vvj+mxzWx+/fXIPL249ztziLFYsLGRBWQ75OU5MxmiULtr8O3rj7+r1UF3fycmzrZyu7aClvY9+d+CSAiLVaeWT92zgD8/up7UjvvFNFucjhVKen/6Rg/+vS0kwFMHjDeL1hfD6gwP/H8TjC+HxBfH5g7i9QXz+6L8DwTDhsEYwxiif2xvkh79+gyS7GbPJgM1qwm4z47CZsFnNOGxmbDYTdqsJh82M3RZ93z6wnEFVQAiEYKBSK3pTVxWBqk6NEEuyW/jEPetpbO3l2OnmmMVLJKKz51Ath0828afMwxQVpLF0QT7zSrLJy3Zit0WnhwXv7P+ePi+NrX2crm7jcFUzLe19dPV4iMQZvRRCsH55CfffuRqDYXpmHoQQ5JXlkFeWM3gezJQwTggnIMWYPKJwag90o0k9rimpDJNz2Lq8WoBmX8e4hBOMHFyISI2wPr3JuU6zFaOi0hPwD7ZmSTBDTPL1QlEEN2ysAOAXf9wRV+TpQvyBMP6LEqJHvbbJSdV/U44QgrlFmXzxgU385y+20O+O78ElHNFobu+nub2fN/eejd6QVQWr2YjFbIwKi2AYfzCMrr8jOGIhyW7h8/dfxeqlRby579yMCaeePh+/fXI3bV0ufP4QXl8Qrz+Mzx8VQ5qmD/3NB4+Bgf9O8IDQNJ2GlpHzc4YehwOGv+LC9wUWkwGrNSqsbAN/7FYT65aXcPOmhZjGWTU2FjmZyfzdZ6/nR795gwPHG+OKGAaCYeqauqlr6ubNt6PHlRDRHCqL2YhBVQiGIoMiVMqorc1E9vWapUX85Sc2k52RNCPiZaYjiQnhBKSbnShCcHH03R324gp7SB0hijQSQggcRhtJBhuuC6bRfBE/jb42VqctjPsH16UcccpQl9qE+9bFi9VgQFUEQS1CQJu5iqoEk48QAqNR5cZNFRgMCj95eBs9fZNT5v4umDUaRAjBFStLabh1Jb97Zt+4HZ0HozC6Rjis4fKML3oMYDSo3HbtIjatm4dBVcjJiO16NRV4fUHe2neOznEK76lEXqTYohG+oa95/dGIZ9dFn3XYLVx/ZQVTlUUjhKCkMJ2//PhmvvOzV6g6F3u+4YVcKLa9vhBe3+Q7ji+rLODLH7ua/OyUSV/35UIiuxcosGajjBBV8moBmnxjG5RdiE21kmFOHfJaRGqccdfjHoctgS51uoN9I7wzcouUqSSka+hSog2EfRPMIFO0+w2qyrVXLOAf/+JmKubmxN1z6r2A0ajygVtXcu+tK7BOoJJoUsZiULll80I+ec8GHDYzFrOBvGwnqpq4tF9uCCEonZPBP335Zq5YVTbuQoKpwmhQuWb9PL7++RsoLkif6eHMKImzCyi0ZWMUw4NvnoiPBl9rXGFTh8FGrjVj2OtVrhpaA51xJ22GZYQaz/DO1AahYhglqX0q0KXkVE8n7lAQq2rEYpjZG0aCqcOgKqxbXsK//NVt3HBlxYyLg9mGEAK71cTHP7CeD9+5JuZedpON1WLk9usW8/kPX4XVYhzMx8nPSUn8ZpcpQgiK89P52ueu5/03LcNinh2/Y5LdzAduWc7XPn8Dc/LSJn2qrOZoPUffPMnZAzWEY6guPE8kHGH/K4d55qcvc3zHqUkd06VITNUBDoOdXGsG5zyNQ14P6WFqvc0E9dCIxpYjYTdYyLNmDstz6g272Naxj7mOQlRif5Jo9XdS5xvevNCsmrCOMSYpJRGpD+mbdeF0ZFjTCGiRMSNXmpTsbm3gt1UH8YZDFCWlkmm1jfGpBFPKNASC8rKdfPkTm1m2sJA/PLOPptbeWRdpPJ/Lcd5LajoxqAr33b6SzDQHv3p8Fx3d09cry2ox8ql7N3DL5kXDPKLyslKwWUzT3mw4weSRkergk/duoKQwnT88s4/G1t4ZmfIWQlBckMbH7l7HhpVlE/JquhSP/+czHNtRhcls5OZPX8v7vnwLRtPY1ibhYIQtD21j+5O7ef9XbmXRlQumZHwXkxBORCvXlqbMHyacAE676+gJucizZsa2LhTKHUU4DNZhU3Ovte1hsbOcNWmLMShjiydfJMCfm14npA9X4A6DDafx0lVtEvjpkd08curwO69JSd9ANd0/7d7Ct99+45I3YYkkNCCwIrqOgmB1TgHlKcOjagneXQghcDos3Lp5ERtWlvL48wfYeaCaxpbeuKtwJhubxUR+jpNF8/O57ZrFlBfHdn5OJkIIbBYTt2xeRMXcHH72+7c4dqo55jYV48FkVKksz+X+O1azbnnJiFNy+Tkp2G0miM2rM8EsxW41cevmxaxaXMQjT73N7oM1dPZ4p8VqQhGCvBwnG1aU8pG71pLitI3L1zBWetv76aiPZpY99M+P0XymlQ/+/V3klGSNKZ50XaJHdOQ0+rolhBPRbKGFzjKead46zEW8yddOk6+NXEtsLq1CCMqTinAak4YJp4Ae4pG65wDB2rRFqJcQT34twIutb7G/98SI76cYk8gwj92bJ9PqwKIaaPW6uaieBXc4BMSXPLgwPZtPVq7Cbpw+s7EEM8f5Cp30FDuf+eAV3LCxgp0Hqtm2J+pNNN0mjIW5qSxZkM+yygIWz88nN9sZLSGfQRQlmpvyj39xE7sP1vDUliNUnWud9AhBXraT265ZzI1XVV6yminJbiY7PTlml/MEs5Pz515OZjJ/9Ylr2Lx+Ptt2n+GN3acnVEwwFtkZSWxeP59rN8xnbnEmJuP0yQSrw0LQH+KVh7bR0djFZ7/3UUoWz5m27cdKQjgBCMi3ZlFoy6HW2zzkrYjUeLPzICvTFqLGOD+SbnKyNGU+Tf7hieVN/g5+cvZRTmSt5vqcdaSanBhFNCSpS52IHqEj2MOfm15nf89JAvrwp1eBoNCeQ5opZayvxV1llVxdUEqNq4c3m2vZ09rIiZ72Qedwizp26FURkGVzsLmglPeVVjIn6dLbnWpUVSE7I2lMp920FDtigsnNBoNCeqpjzChCWop94k9kArLTk/AFLi1mM9IcIxYzTDUGg0rpnAyK8tO4dfNiahq72Lr7NIdONNHn8r1T7jzB7YiBbZlNBkwmAzkZSSyrLGTVkjkUF6STZLcM5PTMnsR1IQSpThs3bapk9dJijp1q5oWtxzlV3YY/EB5XXz+DQcFmMZGZ7uCO65aybnkJ2elJGI2XjlYLIVhSkU9dc/cloxNJU5CbpRoUMtOT3nVFBU6HZcaONyEEJpOBVYvnsGheLnffvJzdB2t4becp2jpdBEIRQuPsG6kIgdlswGoxUlKQzo1XVbKsspCMNAcmozrt3/n6j24CYMtD2ziw5Sjfbf0xn/y3D7Hi+qUYZmA8oyHGCPvNroSGKSSohfht7TO80PrWMD+nJION7y/7W3JjnK4DqPY08o2jP76kSaVFMVFoyyHbko5RMeDXgrQFumj2dRCWo58IJsXIP1R8ipVplTHX1p3/nQNahM1/epA2n5sfXHUr1xeWj+6zM7g9FcMFzrAzffDGG6qeyHinc1vxbm+2/A4+f4izdR2creukrqmb9i43bk8Al8eP2xskFI4QCeuENQ1dlyiKQFUUDAZl0GvGbjXhsJtxJllJS7GTl+WkqCCN0sKMYdGVmf7eY3F+v0gpOVffxcmzrVSda6Wt002fy0fvBSIzHNFRFIHJqGIyGkh2WEhPtZPmtFNenMmSinzml+ZgMUefcWP97rEeR5O9L98NjuWXYjYce+f3cSiscaa2g9M1bZyp6aCzx0Ofy0efy48/EDWQPW9GajQogw8jyQ4LyQ4LqU4buVlO5pdkU1GeQ15WCqoa/X7T/T2/fsP/4+BrR/nwP97NvV+7k1cf3s4T//Us7fWdpGQ5+dDf38XNn74W60Vi3+8J8P1P/4ztj+/i7q/exue//7HJHNaoOyERcRrApBpZlFLOts79eC6aYvNpAd7qOsg9BTfEfEAVWLNZm76YrR37Rl0moIc462ngrKchrrEW2/JYmFwWlyHB+XGbVQOlzlTafG7MqgG7cXY9ucfCdI53uvfN5fRbnB+r3WZmWWUhyyoLiWg6bk8g6v7tC+ILhAhHNCKRaJGC1EEoAkUIDAYFo1HFbDRgMRsHXJ5N2Cymy7qc/vx+EUIwrySL8uJMbtm8kH5XVEi6vYGomIzoRDR9YF+oGA0qdptp8MZms5rGfTzMZHQkwdQyeC03GVg8P49F83IJR6JeYB5v1Hk9GAoPHF9R4WRQFVRVwWRUB93Uk+wW7DYT6gTbpUw2JrORmz91Dflzc/jJX/6a5rOtPPwvj9Pb3sfdX70NZ2byjB9nCeE0gECwPGU++dYsTrvrBl+3KCbyrFmkGJPR0WOuiDMpRm7NvYpzngYa4/SCuhR21cq9c26IucrvYgSwKD2HXa3xibUElydSSnyRMH3BAO5QkOBAkr8uZfSGLRTMBgMW1UCy2YzDaMaojL+1hEFVSHXaSHUmqi7PI4TAZDSQmZ5EZnqiTVGCyeX88ZWR6iAjdXiv1MsRk8XEyuuX8i9PfY1ffeMP7H/lEE98/1mqj9Tz2f/8CEUVBRNOw5gICeF0ATaDlWuy1nDaXYdBqCxylrM+fQmr0haSaU6N62YihKDMUcjteVfzYPWfCcnYvSlGwygMXJu9lsXO8gkp7orUTIyKMqVVEjNJb8DPr47tH5IMrwqFW0rmUZE+vrY3lxtSStp9Ht5sqmNfWxP1rj5aPC76QwH8kQiarmNQFMwDginNbCMvKYlCh5NFGdncUjofszo5lwcpJad7u9jVXE9/KEiePZmrCorJsTtm/MkxwcQJaRGePHOCJs/QNi+LM3K4oWjurItoJLg8EIqgqLKAL//kUzz5/ed47v9eYd/Lh/D0efj4tz/I0qsXztjYEsLpIjZkLKXa28Sq1EoWJJfgNI4/EdegqFyTtYaOQA/PNG+9ZN7SWKhCYW36Ej5QeD1WdWJJndfNmctzaR8j3zFzrRmmkv5ggJ8deRvtgnwLg6JQnpr+nhBOQS3CS7VnePDYfmr7e/GGR042D+s6YT2EJxyixePmeHc7AliWlcvtZRWTNp5TPV18+Y3naHD3EdY0rAYjq3Ly+fE1t5NinhnzyASTR0jXeercSfa1DTXqvWfeYq6dUxaHa12CBMPJLEjno9+6l8zCdJ74r2c5tfcc3//0z/jYt+5j3W0rZ2RMCeF0EU5jEl+a+8HBf0/0idikGLm38AYcBivPtWynOxR/881ko52rMlfy4aJbsavWCY1JCEGSycyCtOn3vUkw9XjDIR45cYgfHNxJUNPG/sBFSGBVTj7qJEWCdCn5XdUhqvu6B+N/vkiYt5rqeKupjtvLpsewLkGCBJcvtmQrd33lVuZU5POrb/yBmiP1/OiLv6D2+I30dU5/Q+uEcLqIyZ46EEJgNVi4LW8TxfZ8nmp+g5P91TFFn1ShUJlcxm15V7E0ZT42g2UGOtQluFzQpWRrYw2/PLb/kqLp4iPo4jqoK/OLJ21M/kiYRnf/sG1I4HRPZ0I4JUiQYEyEEKiqYPVNy3E47fz2m49xZOtxnvnfV2Yk5SQhnKYJs2piRWoFFcml1Hmb2dV9hFOuWjwRHxGpIaVEEQpGoZJsdFCRXMrqtEUU2XOxqpZ3bT5SgsmjJ+DjV8f20x0YWhUqgHSrjaWZuazMziPf4cRhMiGlxB0K0ubz0ODq40xvFwZFZX7q5LnCR7u1j/LepG0lQYIE7wWEEFSsm8fXH/oyj3z7CV7//ZsEZqC1UEI4TSNCCGwGC5XOMiqdZUR0DVfYg1fzo0kdozDgMFhxGO2o02RwGNF1Ov0euv0+Alok5ptZaXIa6Yl+dbOKo51tHO5oHfb6ooxs/nrlFWwsKBnix3UxYU2jPxQgxTyx6eALsRoN5DqSEAwVSgKoSEwXJ0iQAFi6eSHJGUmULJ4zZrWcUATpeal8/vsfJWtOBs/85CV62vqmZ6ADxCWcjnX/hO7AEcqc95Jvv5p2317qPS8S0X1kWVdRlHQLJiUFSYRm71YaPa+iyQAZlhUUJd2CVR2974yUOmHdTWfgMB2+vXgjTWgyiElJIdVSQa71SpJMcxDCMOJ0laYHqer9FR2B/WRYlrM47UtIIrhCtbT43qQ/eIaQ7kIVZpJNZeTYNpBmXogqxnKElegygjfcQrv/bboDxwho3QgUbIYcMq3Lybatx6w4EeLSaZCS6ON3WHfT4d9PZ+AgvnALYd2LEApmJQWHqYg0cyXpliUYlSQEk++WKqVEkzr72pt5uOogNa4e/JFomXqscYBvrb2OG4rKJ3VcCSbGGw01w349u9HEX63YwFWFJWOKcaOqkmG1T+qYVKFw19xKXqs/R18ggI7EIBRW5+SzPm/2tVJIkCDB9HPXl24mEtHx+kP8y/97ht5e77BlUpw2PvrRKygvzwHAbDNz91/dytpbVxDwBEjPS5u28cYlnNyhOjoDB0mzLEaXYQ52/jsRGW0Y2+p7i57gcZZnfI0a15+p6v01moy6Zrf5dtPp38+arG9jVtOGCQFND9Lu38vJ3l/QGzwFDO1/1eR9jSrxIGXODzDX+cERBZhExx2uoztwBE0GKdfuo9b9DKd6H0aTfi4UBK2+nZzp+z0FjutYnPYl7MbcEb+vlBK/1kFN/5Occz1JWHdzsbCodT9NknEOC1I/Sb59M0Zl9BuPlBqNni2c7vstrlAtkhH6fHkFILAaMlmW/tfk268ddX3jJahp/OH0YX50eBf9ofH1PPJFJm6vkGDyiOg6B9pbhr0+LzWDTYWl0xbBHIm1uYX83/Xv44Wa0/QG/CxMz+LOuZWkWawzNqYECRLMHqxJ0WtBUNNpa+2juaWPUCgypBdmRoYD7wXTckIIzDYzZUuLp3u445uq6w4cpcW7nRTzfOyGPNr8ewhqPbR4t+MwFFLveYFkYzHJ5rl0B47iCTfQ4d9LZ+AABfbrh6xLlxpN3tc51vMT/JF2BCrJpnmkmMpRhAFfpIOe4HHCupuz/X/EH+liecbfYlKTGc0RPRjp4UTPz2n0vALopJsX4zAVIlBwhxroCR5DEqHJ8yomJYlFaX+BSb3YmE4S1Ho41v1jmrxvoMsQBmEjzbIImyEHKTVc4Rr6Q+dwh+s50vUDApEu5qU8gCKG71aJpNN/gCPdPyCo9SAwkGauwGGcg0GxEtED+CIt9IeqCetupNSjEacpiDad6eviF8f3Doomh9HE3JR0nKbYc6mybe8Oo7V3C70BP64RRPCq7LxJq5AbL4oQrMkpYE1OwYyOI0GCBLOb5GQrX/jCtfS7/AQDYbp7PLz++klqaztnemhDGLdwyndcy4qMr6MKE22+Pezt+P/QZIAz/b8j07KKFZl/j1lNwRWqZVvLZ9FkgFbfjmHCyRU6y9HuHxHQurAaslmY+jlybVdiUKyAQJcR3OE6jnX/mM7AQRo9r5BsKmJByqdG7bHm1zqpdz+P3VjAsoy/I9VcgSqMgECTQZo8r3G8538J6f00e9+gwHEdmZaVQ0SKLnVO9z9Co+dVJDqZlpUsTP8CTmMZijACEk0G6fQf4mj3j/FGGqnqfZAkYxF59quHR8Skzrn+PxLUelAwsTLzH8m1X4kqTIAC6OgyTEj30BM4hjtcR7pl6Xh+njF5rqaKNp8HRQhuLZ7PF5asI9eWhKpEo12xYJ0kc8QEk0Nv0D8w1TqUEmfqDIwmQYIECeLHZDKwfHkREH3I7+/3c/p067tDOIGkNOkuTIoTIQRploWkmOfTHTiCQKEo6RZshlyEEDjN5SSbSugNVuEK1Q1Ziy4jnOp7mIDWhUChMvWzlCTfwcU373R1Mcsy/pZtLZ8nrLuodT1DkeM2bMacUcdnUlNYnvE1sqxrhogYA1aKkm6lL3SaGtfTBLRu+oKnybQshwus2lyhGupczyDRsBvyWZH5DZJNxRftPBsFjmtQhYk97d8gIr2c7nuYdMtiLIahlUkR3YsvEm294jAVkGu/ArOaMmzkJtWJw5h/qZ0/ISSwvyNqVFeanMo311476XktCaafQCSCPkL5WpJpfK15EiRIkGAmEUIMBEdmX0X5uBIfTGoKVsM7eUYGYcWmRh2ZzWo6dmPeO40uEVgH3gtpQ42qXKFaugPHAEg2lZJv38RoOynZVEqGZQkAQa2PrsDhS44xy7qGNMvCEae6DIqVNPNCDCJ6U/FGWobkG0kpafZuJaxHE9QKHTeQZBw9kTXDspQs6yoA3OF6ugKHh3UJVxUzqhJ1SfZF2nGFqtEHbAimmw5f9HttyCsmzZKojHs3oEsZLT64CIOS8G1OkCBBgslkfMJJcQ5MfUURQkVVosldRsWOURnayuO8YNCJIHnHmK8veGpQTGVYVmC4RGI1KKSYo2Z5mgzQFzoz6pKqMJNuWYRBjL4+s5qKGPgOYd0z5KYTkT76gqeQaCgYybFdwaVUr0Gxk2VdDQhCej+9wdNDvmd09CYKHTcgMBDRvexu/wdO9v6C7uAxQpprWgXU+Tym7ESkKUGCBAkSJIiLcU3VGRTLCKX30ZuxIowDeTsXvnNedAwVB75I+0DFG/QGT3K0+0ejOmNLJL3BqoH/1wcTqMUI1UKqsGBRMy6ZWC1Q39mSHJobEtJchPSooDOrKZjGSNIWQsFiSMcgrESkD7/WgSaDQ5LEhRAUOW6hP3iWBs8rBLUeqnofpM79HBmWZWRaVpBj2zA4xTmVZNsdNHr66QuOr6JuutB0nSaPi6OdbTQPjFfTdSwGIzl2B2XONBZlZGM3mobss6k2C9WlpMPnpaq7g3pXHz1BH/5wBCHAZjCSbXcwJymFyvQsUqe4ckxKSUjT6A36R5yqS/AOUkp6An5O93RR099Dl9+LLxJGSonVYCTDZmdOUgoL0jLItk1fA2IpJUEtwuneLs71dtPiceMNh4hIHbOq4jRbKUxyMi81neLk1Clrmnt+/5zs7uBcXzfdfh9BLYJRVUk1Wyl2prI4I5ssm2PIOaYwtZMpmq5T5+rjbG8XzR4XPQE/IS2Cqig4jGZy7A7mp2YyNzUNq8E49govwusN8tprJ2hu7mXx4gI2bpyPrks6Ovo5dqyJltY+Av4wFouR/PxUFi3KJzvbGdPxIaWkp8fLqVOt1Nd34fEEMBhUMjIczC3PZv68XFT10r+nlJK6ui5efPEIqkHhIw9cgd1uRkpJR4eLo0cbaWzqIRTSsNtNZGUmU16eTVFRxpB1b9tWRVVVC6tWlbBqVQmNjT3s2XMOjzfI3LnZrFxZjN1mRko4d66dt/dWE/CHKCnJZPXqUpKTR7+WaZpOXV0X56rb6exw4/UGo9dDu5m83BTmzcshLy8VZQyPpsuFcQkngcpop4pAiaktiJQ6EekbnCLrCR6nJ3g85jFoMoyOhjpC0EwIFYMy/ikoTQbRZLTsUVVsiBGq5C5GFRYUYQLpI6J70UdoqWJUklia8VVy7Rs50/d7+kNn8Ec6afS8Qot3O6f7HqbAcS3FSbfjMM4ZsTpvoghgY24x+9ub2dveRFCLjOtiM1Wcv4kc7+7gt8cPcKijFVcwQEDTiOgaElCFwKSqWA1GsmwOPjBvETcVl5PnSEYRAqvBOHAMTp6QkFLiDYc41tXOo6eOcKijFXcoSCASIaxraFIiAEUomFQVi8FAmtnKVQXFfGDeIspS0jEbDHHfYKSUuEJBugM+On1eWjxuOnweWr1u2rxu2n1eegI+fOHwiEL4m7te43t734xpW2WpaXxr/bUUJDnjGuOfz57g50f2EoqjN54Qgj/f+eEpb/IrpcQfiXC2t4s/nT3B9qZaXKEggUiYkKajS33wmDIq0d8tyWRmfW4hd89bxKKMbGxG07iEwVtNdXxr1+uDgjbJZOLfrryBRRnZCCHQpaTT5+WNxmoePXWUFo8LfyRMUNPQ9Oi4FCEwCAWLwYDVYKQiPZMPL1jKmtxCkk3mCYu7qKebpMXj4vHTx3ixNmoZ4Rs4rnUpB8dgNRhwmi1syC/iY5UrKE1JxaSoGFX1ksaq40GXkp6Aj7ea6nn63ElO93bhC4cIahHCuo4+cL6pioJZVbEZTOQ6kri9bAG3lswny+ZAFSKm/RMIhHlrx2kOHqynq8vNqlUlbHn1OE88sY++Xi/BUARd11EUBbPZgDPZxr33ruGmmxZjNo987ZRS4veHefmVozz33GG6uz0EAiE0TUcIgdGoYrOZWbG8iPvuW0tJSeYlBVRLax9/+vN+jEaVm25cjMGQymuvn+DRR3fT1+sjEAyj6xJVVTCZDCQlWfjBf99Pbm7K4DoOHqzj+ReOEI5opKTa+fd/f5aWlj40TcdqNXHD9Yv49Kc3ceBAHb/85TZa2/rQNInVauSKK+bx+c9tJiXFNmSfhsMab7xxki1bjtPQ2I3PFyI0sL+AwfHY7Wauu24h93xgDU7n5BnszhTjvDNf4kvHXpg1hCRjMTbDaMnew3GaykYVaAKBGN8sZPTzQmFwFlPGZgoZFYDnlxtZPAohMAg7ebZN5FjX0+HfT5t/J53+g7jD9XgjzZzue5hG9xYWpn+eQscNqGLyk3tvKp7HMzUnOdnTwRNnj3Fv+RIshpmvkpNS0up18/CJQ/yu6jCecGjE5bSBm6E/EqEn4Odf92zlyTPH+erKK9hcWIrFYMBiMIz6+fGM60B7C789cYDXG6rxR0buMygBTer4Izr+SJjegJ/q/h6ePHuCByqWcd+CxRQlpcR90fjxwV38+viBccnAaD7bcDO5kbAYDIRHqMwbC1cwQJ2rN66mwgIGL65ThZSSc33d/ObEQZ6vPoUrNHprBk1KNC1CQIvQFwzQ6O7nmepT3Dm3gk8sXMm8tPS4vbC8kRC1rt5B4SSAelcfizKy0aTOjqZ6fnhwJ0c620aNFupSEpIaoZCGKxSk3edhV3MD1xWV8ZUVG5iXljmhaE9I0/jT2RM8eGwfNf29Y46hPxSk4dRRXq8/xwOVy/lo5XJSzBYcRtOInx0P3nCIN5vq+NWx/exvbx51OUnUvyyi63jDYTr9Xo51tvHYqaN8pHI5d82tJDlOYd7W1s9vH9rBM88cBCA3N4XUFFs0ytzhoq2tH58vxC8f3EZE07jj9hUYjUNnX6SEnh4vDz30Fi+/coxIRMdiMVJcnEmSw0w4otPR4aKry83rb5zkzNk2vviFa1mzpnTMa4OUkqbmXt5+u4aHHt5BOBwhNdVOdk70Yae/30dPj5eCgtRRI0R1tV389KevEYnoVFTkUVfXhcvl59nnDlFQkMpLLx8jEAyzsDKfltY+OjvdvPHGSVavKuHaayuHrMvrDfLbh3bQ3t6PEOB02ijIT8XuMA/sBw/Nzb34fCGeeGIvXk+QT396Ew7H1D4wTTUzdrcUQsGo2BGoSDQKHNdSmnz3QDRrbFRhjnnZeDEICwYR/WHDuhddRsP5o7ueSyK6fzBKZVQco0apBAJEdPy59ivIsq3BE26gJ3CCWvfTdAeO4tPaON79v5gUJ7m2jZOqzoUQlCan8aWlG/j3/Vv5nyO7afG6uX/+EvLszncuwmNsUiG2p7lYkVLS7ffxrV2vs72pNq6bMMCpnk6+tet1elf4uaF4Lilmy4SF0/mn8Vfrz/GDAzs409s9rvW4Q0EePLafgx3NfHvD9cxLTY9r34UGog8JYkPKaMbi262N/ODATva1NY+YOD8WQS3Ck2eOU9XdwdfXXMWGvKIJTQNL4ExvFzfq5bzeUM13926nztUX93pCusZLtWfoDwb4/9Zfw/zUS6cljDgWKQlqGr89cYCfHd4btxFup9/Hzw6/TZvXzd+v2RRt08PEYrzno80/PbyHx08fo8vvG/tDF68DONfXw/f2vcW5vm6+tGw9WTZ7zPuntq6TuvounE4rDzywgcqK/IGbvKSzy81zzx5i67YqfL4QL710lCs2zCM7O3nI+iMRjWefPciWV08QieiUlWVx7z1rmDcvB6vVhKbpdHd72LnzLH9+aj+NjT384hdbyctLpaAg9ZJj1XXJ66+f5NixRjIzk3j/XasoK8vCZjeDlHg8Qc5Vt2O1mjCZRr4Hnaxqobg4g3/4+9tJS7Nz8GAdP/jhK2iazu//sBun08ZX/+pGSkoyqa7u4N/+/Tn8/hBv763mmmsqhowvKcnCTTctZu/eGjZtWsD8eTmkpNiwWk1IGRVyW7dV8dxzh/D5QmzdVsX1NyyisiLvso46zWiYIWr+aCOsu/FFOjArKajKzJdPm9XUwehXUO/FF2nDaRq9vYhEwxtuRJMBBAoOY+Gg8BoLVRhxmspINpaQb7+aqr5fc67/cfxaB03e18m0rsAoJs9s8rwBZpLJxOrsAl6uO8Mvj+/l96cOU+JMpcDhxGE0jXmD+OC8JSzLzJu0cfUE/Px/O1/jtfpqRpIJZlUlzWLDboxOw4V1DU84RF8gQGQgR63V6+Y7b28jomvRJ02Pa0Jj0qTO46eP8/39O4Y1zgUwKgopZis2oxGjokafzAciFt5waMi3COsab7c28ZdvPMd/XX0zC9OzY74JK0KMaWIpYcSoRVTgxrQZVEUZV/Qiw2anMj0LTzhEWNMJDUynhLQIIV0jpEWnMqeTN5tq+cZbW2jxuoe9pwpBitmK3WjCpCpIopEXVzCAKxQc8rvpUnKsq52vbn2R/776FjbkzZlQjtGJ7g52tTTw729vo8H9TpWxINoex2m2DEw1RwWSJxSiL+gftv8ksKulgf/c9yb/cdVNpFtscYpxjYdPHOKnh9/GPUIkThWCVIuVJJMZg1DQpcQXCdMX9A9GXAMDwlIVygVl4+P/nfuCAb6/fwePnT46YuTTpKikWqzYjUZURUHXJQEtQn8wMOwhyRsO8YeqI7R6PXxz/WYKHLHlJAWDEZKSLPzD39/GkiWFKBf81llZyWRnOenscnP4cAO1tZ3U13eRnT20GKq+vosn/7SPUChCQUEaX//arZSWZiEEg2PIyXEyf34OVpuJ3/1uJ3X13fzxsT18+UvXY7GMnjqh65IdO85QUZHH3/3tLeTnpwwZo5SSRYvykZJR84nC4Qi337acBQtyURTBFVeU89JLRzlxshmXy8/d71/N6tWlqKpCRkYSpSWZnDjZTE11x7CG3YoiuP9D67n3njWYTAYUZegDdVZWEoWFabhcfl5++Rhud4ATJ5qoWJAX83VpNjKjwinVXIFZTY32bvPtJaB1Y1cm72Y8XhRhJMO6nEbvq+gyRLP3DXJtVzJaGCase2j3vw2ASU0lxTRvxKT1SyGEgklNZo7jRlq9O3CHa/FHOtD0IEZlEoUT8MWtz9Dg7hu8xGlS4g4HOdrVxtGutpjWsy5nzqQJp0AkwqOnjrC1sWaYaBLAhrwiri0qY2F6FplWO4oQ+CJh2r0eTnZ3sKX+LMe7OtCkTn8oyA8O7EKTE58G2tncwPcPDBdNZlVlZXY+mwpLmJ+aSYbVhs1oRNN13KEgtf29HO5s5cWaM8M+e6a3i//c9xbfufJG8pKSYxIqNxTNpcCRfMllWjwuHj9zDG94aCucu8orWRBjM910q21cyew3FpWzPncOnnAIbziEJxT92xsO4QkH2dXSyAs1p6ZNPJ3o7uBf92wdJppUIViSmcOmghIWpmeTY3dgM5qQRPPXGlz9HO1s5ZW6s0NEDUCn38t3927nP666iYUZ2eOeHjvc0Uqnzztk/RlWGzcVz2NFVh5zklNIs0RzQHzhEK1eN8e62nmu+hQ1/T1D1iWBbY21vFZfzX3zF8c8Biklhzpa+eWxfSOKpqLkFO4sq2BZVi55jmSsqoGQrtPl91Ld18Pu1gZer68mMCCQnzp3giSjeVxRvfP4I2F+c/wAfz57YphoUoVgY34xVxYUMT81kyybA4tBJazp9Ab91Lv62NXSwPbGGroD/sHPaVLyWv05kowmvn3FdTF7ml111XwWLMgbIkggKnoyM5NYvKiAo0cb0XVJfUMXa9aUDlnu1VdPEAhEz8PrrlvI3LnZw7YhhMBgMHDtNZXs2nWWM2faOHq0kdraTioqLn1dTUqycM8HVpOfPzzZWsSQ12WzmZkzJ23wsyaTgYKCNE6cbCYpyUpp6Tv5VooiyMlN4cTJZnr7fMOE0/l8rYunKy9832o1sWJFMW+8cZJgMEJ7+8QeaGcDMyqc7IZc8u2bOd33MH6tnRO9P2dp2l9hUp1w0VRQNPyuo8kgugxjUpKnNNSXb7+GM32/wx2uo9m7nQLHbrKta4c03ZVSohOmwf0y3YFoYnuqaT4ZlmXD1hfRg+gyiKpYUDCOOPZohZT7gik/e0yJ6fES0fUJJ4RPVjKolJKzvV387uRhAtrQ3CGLwcBHK5fzqUWryLDZhuWYVKZnsbGgmDvmVvD7k4d56OQh/JHwiNGheMdU6+rlvw/soPui6YJUs5WvrdnIdXPmkm6NPuVf/Esuz8rj5pL53Fa6gO/ufZMjHa2DgvB8pOB3VYf4m1Ubx9yPQgiuyC/iivyiSy53uKOV52pODRNO1xXN5abi8ik9V4yqSrrVRrp15IIMIQQv1Z6ecuEkB6odf3JoN9V9Q/N1bAYjn12ymvsWLCHTah8xurYkI4fri+bygfmL+c6ebbzVXDdkzFU9nfzq2H7+ZcO1JI0zMbs74Bs8PhUhWJdbyFdWbGBxRnY00nTROhdmZLOpoITr5pTxgwM72dZUOySyqEnJ76oOc+fcipjP6YAW4ccHd9HpH5r7pgjBVQXFfHXlFVSmZWFUh94My1PTWZdbyG2l89lcWMqPDu6i0d2PNxwedtzFg5SS3S0N/Ob4gWE9MLNtDj6/dA23lS4gzWodMc9sVXY+NxaXc6J7Mf++ZxvHutqGSLiXas8wLzWDTy9eNew7XYzZbGDJ4kLM5tGvu1nZThRFoOsSt2voFGcgEOLEyebBiM/GK+eNuh4hIDMzicqKPM6caaOtrZ/Gxm4WLLh0ZXV+fiqLFheOu0ItKckyJKqlKAp2ezRHzWoxkpo69Dy2Wgdse8LaQF5i/Nf+9DTH4HijolIyG40tY2VGhZMQKuXO++kOHKMrcIgG90t4wy0UJd1CkrFooDJOoulBQno/rlAdXYGDqMLCuuzvTunYTEoyi9L+goOd/0ZQ7+Ngx78zN+WDZFpWDAg7iT/SSZtvF+f6H0MSwapmUpn22REr+roDRzjZ+0vSzAtJtVRgM+RiVpwowoREI6J7cYcbONv/KL5IC6owk2FZPqnRJogeqv+64Ya4KqBGYklG7In8l0ICvz5+gDafZ8jrJkXlo5XL+fLy9Tgushu4EIOiUOBI5m9Xb0QRgl8e2zeuBOcL8Uci/P7kEY53tQ95Pdfu4F82XMd1RXMvOc0mhMBqMLAmp4D/uOpG/nbbS0MieRFd5/dVR7ijrIKK9KwJjTXBO+hS8kLtad5oqBkS/XCaLfztqiu5b/4STJe4cQohsBgMzEtJ59833sg3d73G6xdMHetS8kLNaW4rnc81c8omPN4r84v4z6tuHjMHx6iqLMrI5ttXXMdntjxFVc/Q9hMNrj72tzWzsaB4zG1KKXmx5gyHO1qHvbcsM5d/u/IG8uyj269Eu0FYeH/5QtItNv7uzZfGlYt0IT0BP/+9fwfui6bbMqw2/mXDtVw/cL5dakxJJjNrcwr4n2tv42vbX2ZvW9PgERDQIvy+6jDLs/NYm1NwyX2dnGwlI+PS9jNGwztV5Rc2oQXo6HDjdkWjXpkZSTidl67uNhpVcnJTMBpVwmGNhoZuIhF91AgORKcMU5zjtzkxm41D1i8EKAMRJoNRxWIZmuh/4dS0ro/+8BMMRujsctHf78fnCxEORYhEdDRNo66+65199S6wTZnxUiqLmsbSjK9ytPvHdPoP0BU4SE/gGOYBX6TzPeFCupuIHr255tqumPJxCSHIsW2gIvXTnOz9ZTRhu+en2A15mBQnEp2A1o0/0oFEG+iz93lSzZWjnHQST7ghKvxcFixqOibViSpMSKkTll58kTYiuhcQZNvWU+C4DmWYX9bEv9fmgtKxF5wm6l19vNVcN+z1EmcqH1u4IqbwuhDRMoEHKpdxoKOZt1ubxj0eKSUNrj5evChCYlZVPrhgKVcVFMeUm3T+GChPSeczS1bzla3PD4kUeEIhnjxznH9ct3nKfafeK7hCQf5QdYSQ/s5DgQBuKi7nfXMrLymaLkQIQa7dwWeWrGZvWxP9F9g8hHSNP5w6wuY5ZRN6Xs61J/HXK6+MOXFZCEG+I5kPVyzjn3a+OuQ9fyTM8a52rswvGnNd/aEgbzRU478osmM1GPjS8nWXFE0XjkUAVxUUc3f5Qn5+dN+Y4x8NKSUv1p7mXF/PsPceqFjGdUVzY84pE0JQmJTCXyxfR+Nbr9DieWeqtsnj4qmzJ1iRlXfJ48BkMlwy2jRs/Bf9OxAIExl4KLU7LCjq2PvSbjOhqgrhsIbbHbikGbIQYLdPzIZCVS8lQkfPjRoJKSU+X4g9e6rZ8/Y5mpt7cfX78fmjtgSapg/+eRfopUFmXDgJoZBqWsD67O9wrv9xmryvE4h0E4x04yc6daNgQFXM2Aw52Ay5FDpumpaxGRQLZc4PkGwqpar3V7jD9fgibbhl44BnjxmLmk6quYIFqZ8g1Vwxam6T3ZhHpnUl3YFjRHQPfq0TX6R1wMZAoAgjBmEl2VhKnn0T81IewKTE56dzuSEHKtb6R/Af+kjlMvLsSTGvSwhBjj2JO8oqONbZPizkHw/PVFfRelF+zJykFD44fzGWOKc4hRBcXVjCwvQsjl0QwdKRvN3aSKO7j6Lk1HGPNcE7vFJ3dlgeULLJzGeWrI67Z58QgpXZeazNLWRL3dkh7x3ubONUTyeV44wWqkLh3vmLqUzPivsGeFVBMXmOZFouKHwI6zq1/T1EdP2SU1FSSqr7ujnc2Trshn/NnDJWZcfXI1MRgvsWLOHZ6lPDzpdYafd52FJ3btg0/eKMbO6bv2TMooiRxrQhr4ibi+fx6+MHh0Qen6s+xWcWr2Zuavron1fEmIaUF3Lx6KSUgwJBiBgnoy5KSRkLdYImkmPmQcW4eiklTU09/PCHWzhZ1UwoFMFqNZGcbCU11Y7FYsRhN2O2GPF4Ahw71jQsQne5EpdwKnBcR7KpFKsxG+MF7VEUYSTPthGrmoHNmIPhgiowgUKe/WrshnyMqmNEfyUhFMxqKpWpn6Ek+X30BU/jCTcS0X1IJAbFhkVNI9lUQpKxGIMyPEypCAP59msH3rdhN146wc5hLGReygNoepAU87xRrQ0UYYz2vTMvpDd0CleompDuQqBgVtNINpWSalqAIkafTjq/vTVZ38YVqsUTbsCvdUZbvcgIAhWDYsduyCXVXDHQB3Bq3IFnE75ImIPtzcOm1jKsdjYXlsV9U1GEYE1OIdl2B7WjeNLEMqZX6oa387m+eC7ZcQi5C7EYDGwqLBkinABavG7O9HYnhNMkEIxEeLnuzLDKwo0FxRQlp4xrnQqCG4vmDhNO3lCI/e3N4xZOeY4kNuYXxxwBO8/5KanylPQhwgkYrORMUUefwpHA6Z6uYSLHajByVX4xjjjztoQQZFntrM+bw5/Pnojru8B5IdfDie6h54UqFG4sLifDFl+l4HkMSlSYPnrq6JAHKH8kzPM1p/irlZM3Y3GxzLHZTIPTYF5vEE0bWwj5fcFBQeFwWC6bMv2+Ph8///lWDh2uB+D/Z++94+S6yvv/97lletvepVXvkiXLTXJvuIIxGEMooYQQSE9I+f4Svl+Sb76QDgkhEAg1DqEXN9yNi2zLkqze22q1vU8vt5zfHzO70mp3Z7bMrlb2vHkJSzN37j23nfOc5zzP59m0qZnbb1vLsmU11NYGcbkcIzbhrl2n+d//+6ck34qG0wL/+J4eVTho8N1Eg++mMd8JodLku40m320F9y+EgkerwaONzUIohCJ0FvjfNunt/Y6FrHJ8bFLbCiHQVR/V7s0jxXyngyI0Qs5lhJwTSxvMd7Kp5TYORZ1x6YfOeJS2cSQDNlbXEXBOT5aiORii3heYtuF0qL+H7sTooFkB3Ng0/eVNTSisKKtCFWLU8t9QOkVrZGhEnbnE9GmJDNIyzj2/rrF5ysKV57OqohpNUTDPM+7TVlaJ3LTtaSVJNPmDrCyvnFZ7HKpKtWdsjcmUZRbUPjNti729nWOMyxqPlxXlVdN6Bj26g7WVNTx84vCILMhksaXkYH8PA+dlwkE2tml9Vd2MClQvDJSxqryKXT0dI59J4LXOVpLGlbj12amWUFHhx+vN9l19fTESiTTl5RPXBDVNi97eKIZhZZeI60JT8nhdTA4ebOfgoaxA6dKl1fz2p26huXl8TbFUynxTLdVdGneoxLzhm4d28hvP/JTXus7OeF/d8Rjd8diYz9dV1kxbyVxTVNZWTD9dfEdXtgzN+VS6vTRP02sxTJnLjU8fbQzaUtIWDZOxxlciLzF5jgz0jkpFBwg6XCwJVswoFsnvcFLuHO3FkUBXPDZuKn8hFASrK6rxTlNpWxXKuL81bLugBIdp2xzs6xnzeaXbS3Nwel5PIQQL/SGCrqkrQRu2za5xlMFrPD6WhWZ233RF4Zr6BWM+74zHOBkeG09VLNxunXXrmhAiaxRt23Z8wm2llPT1xTh0OGvcVVb6WLiw8pLQN5JS0tMbIRrNhllsvKyZhobxxTttW3LqVA+GObOEpPlEyXAqMSX29nayrfPMmFTmqSKlZDCVHBPfpCsK9b4A2jS9BAJySzNT730saXM6PIh1wdJhndePpqi5+IWp/4FslqBTGzuDHkglZ5wF+FbHlpL2WIT4BVlZ5e6sWCIw7fumCDGudyKWSY8JsJ4MQgiWBMunvRwjxPhSIMNq6fkwbZuzF+hTAVS5vQSmGAM20h6y+l/TKbliSZuTQ2PV+Mvdbio90681Ctn7tqxsrFcvkknTFht7DYqFEIJbb1kzku7/zLMH6egYHPVMwblYqO3bT3DiRHapcsWKugk9NvMdy7bHjc+SUtLePsD27SffNPFNMA+Cw0tcWkxnlj0ekqzRcH4GFIBPdxJyzmydv97nR4ipZ73GMhn6kvExA9CRgV7u/Mm3Z7SclrEsBtPJMZ8nTWPCOmUlJkfGMumKx8Zcx7PRMB/65Y9npDlmSZv+5Nj7lrasaUl6KAIaCoiZzhbhTHqMwrZAUO/zz+jZDrlceKahC2fYNu2x0fFWAqj3BdBnsEw3TLXHi1vTRtWWjBsZeuLxWVURam6u5L77LufHP97B6dO9fOELT/KhD22lqakCXVfPy0Q7wTe/9RLptEl5uZf779+M339p1HATQlBXGyIQcDM0lOC1105w4w0rWby4Ck3LnmM6bdLePsjXvv4rTrf0TfkYUkps+5zBKWXWe2XbctoaVsWiZDiVmBLFKpxrSXtcQ8KladNexhgm5JyexknMyIx7fhnbojsxdkmxGBgTzNRKTJ70BEapadsz9oxOhCXtaRm8AkFoioVni8VAKsGF4cxCQPkEwqWTxaM5cKhTH0qGUskxy9RCCCpdM2vP8H5cmoZPd44ynDKWxVA6lbf26EzRdZX737mZaDTFE0/sY9cbLRw50smKlbWUlXkxDIszZ/ppaxvAsmzKy738+oeuZcP6pkvK27R6dT3r1zfx4otH6egY4q//78+5fFMzoZCXTMako3OIAwfaUBTBu961mcce28Pg4MSaX0PhBPv3nSWRyJBKG2TSJuFwktbWrFcykcjw9NMHOXqsC5dTw+HQcbo06utCLF9RhzaHsWElw+lNyrDrXkDRXkbDssakDU8XKbOlVi5EV5QpZxtdiEfXpzWbTJkm6Tlfh59JoYoSkDWQEjNQrp4OkulXZXNMM35vpiRMY0ybBeCdYRUBh6qiTcMDMN4kZbhmXzHQFRXnONc6ZRrY0i6KRt5EZ11R4eMjH76OigofDz/8BpFIit27z5wnVSBQVcHKlXW898GrufrqmQuqzjXBoIePfPg6otEU+/efpb8/xpNPZStoDNflCwY9fOiDW7nlltUcO9bF66+fmnB/bW0D/NuXnyEaTWEY1pilvWQyw5NP7QeyshGapqJpCjfcsJJFi6rQ3MV5biZDyXB6E2LaNocGujk80Eu9L8CmqvqRzkhKya6e9lFZQpMlaRrEjOIs1YHEsMcaKapQZpQFBVnjazpYtj3lzKASF59sceVLJPBUMGVtomJhTHCNZrospgkxraU+w7bGNT6L5TlQhEAbp12GbXG+ALauq6xYXoeiKFRXncuKm4jKSh+bNzdjmjaNjeUTbhcKefjA+7dw+21r2bXrNIcPdxKOJHDoGrW1QdasbWTTxoU4nXrBpaeykIfNmxdlg/EXTi8jc2FzFVdsXkRdfWhUyRUhBE1N5WzevIiamgAu52hDeuHCCjZvXoTbNbadCxZU8Nd/dT9797ay640WursjWJZNKORh6ZJqtmxZRk1NtjzajTesxLYlzc1VjGdyetwOViyvI5We2iSovj4050t3JcPpTUg4neJPX36CI4O9VLo9fG7L27h9QVYCQQK//8Kj4y5tFEKSna0Vh/E7W5n738z2PM2XaIKfLQ6Wc2VtY9Hq853P8rJKnNNY5igxmvHG7Tqvn2vqF0wr/qYQDf4AwWlKZlysGl3KBBOSGXs8hWA656SKsfUCIX9Zj6kgpRx3OVW54LiBgJuPf/zGSe9306ZmNm1qLrjdsFepri7EPfds5J57Nk76GBfuZ/XqBv7+7x6c1u+Hedf9m3nX/WPldHRd5d57NnLvOO0TQnDffZdz332XT9g2r9fJli3L2LIlv8zOHXes54471k/4/eLF1fz1X99f4CzmB6Ue+01IxrboiGf1kcLpNJ0XaCUlTGNGytrFQJDNNLsQS8ppecPOZ7pZappQxjWOloYq+OPN1+JzFN8VrAgx7nUoMXnUCa5hgy/Apy67alaCsRVEwYKx8w3nBO29UH5jqtjTjNPzjJOtWMzJmWnbY5JPIHsdSrppJWZCyXB6ExJ0uPjo6s1s7z5LgzfANXULx93u6tomaj2TV8M2bIsX20+PKcY5HZScCvKFpC1z3NinqRA3MtOaRXt0fdwK83Ejg0NVJ119vsTcoqvquM9S0jQQiNJ9yxF0uMaWCAHCmbElj6ZC2rLGXXYvRJnTjaooWOctIUopxwhizqRd8Qti39Rcv1MynErMhJLh9CbErev81rorec/ydXg1B8EJsng+se5KrqkdKxI3ESnL5IHHv0d0HO2VqaIIQZnLjWD0UkHSMIgZmRllvUxnGRKyUgj+cQJT+5LxGXvBSsweDlWl3DU2kzKc01qazQyqS4kylxvlAvV6KSV9icSMrlHcyEwrxsypqlS6PaOK8UqgKxGb8T2TUhI10mO0vVyalu13Ss9DiRlQEsB8EyIAl6ZT7w1MaDTpikqZ041T1XBp+qT+BB2uoi4rVbjc+C7wFMSMDL2JsVpKU+FsJDytpQOvrtPoD3Jh5MXp8OCMZ+UlZg+HotLkD455Nrti0VmTkbgUcWsatRfUW5RAWyw8IxHWgVRyjIEyGVQlW4roQnoSsWlPfoaxyRY0vjDGKeBwXTQdrRJvHkqG01sUr66jK+qUi3pORyF4on2Vuz1UuMaWszg51D+jLKkT0/SICSFYVV6FfkFWT8a22NfbNe32lJhdhBAsDJSNqW9oSpv9vV0lgdEcqqKwODg2C6w/maD7gsK/U6E7ESMyDWFcXVFZX1U7bnvGUzifCrYt2TvOOxt0uqZd9LlEiWFKhtNbkHKXm0ZfcFr14MaLJZkudV7/mBkwwN7ermkHrydNg8P9PdP2WF1Z1zRuTMwjJ4+UluvmMasqqqhyjy2m+kTLsaJpj13qaIrCusqxBdR7E3FOhgen5aW1bJvT4YFpGU6qEGyoqh0zGetOxDjc3zsjgzdmZHi9s23M50tD5dR4fNPeb4kSUDKc3nII4Mn7PsrP7/kgiwMTa5BMxAJ/iHqvvygp3lUeLyvKKscEau7v65621+hgXzftF2QRToWFgRCX1zSM+XxPTwevd7WVVL7nKTUeH1vqF4wJfj4xNMAzrSdL941s1uhl1fVjBCZ7k3F2dLVNa7kukknzelfb9FTUhWB5WSWrK6pHfZ40TZ5tPTnt8k4SePz00ZxS+jkUIbh78UrUWZAVKfHWovQEvcUQQqAp2bT76QRIfnDlRr54wz1cXl0/47aoQmFrw8IxadKWtPn+kX0Fq71fSMay2NbROqMyGwJ417I1Y0Q0B9Mpvnd4L33JRGkQnocIIXjnsjVjvKimbfPQoT2ciQy95e+bEIJFwTKWXLBcJ4GnWo7Tm4xP6RpJKTkVHmBnV/u021Tr9bOlfsGY9+2VjjPs7umc8j2TUtIVi/LwicOjguAhO+m7qq5x2m0tUWKYeWk4ZYXLMmTMDhKZoyQyh0gax8hYPUhZcrtfTBYFy7mypomKcZZFpsN1jc0sGsfz9XzrKZ44fXzSy2NSSg70dfOTYwdmFOgKcGVdIzc2LR7lvbCl5MmWY3zjwM5pLUucj2nbJQNsFlhWVsH9y9aM8WC+0d3Ov7zxCp3x6IyuuWXbDKQSl/SS7cJAiK0NC8eo858Y6ucb+3eSnkJsYSST5t92vzaj+pWaovCeFeto9AdHfR43DP5+x4u0Rief6CGlJG5k+PbBXezu6Rz1na6ofGj1RoKOiesEZsxO4pkDE/5JZI5e9Hf23NjYecHY2F0aG+eQeSlHYMkIPZHvMJR6jqRxAlsmURUfHn0tFd53UOF5O4pyaVSRLpEfl6rxwTUb+czLT48qdzKYTvKlN14h6HCypWFhXt0VKSVHBnr5m+3P0zrDoFIhBBUuDx9avZH9vV10nZeVZdg2/7lvJ9FMmg+u3siyUMWU3P5xI8ORgV5e6zjL7p4O/v3Wd8y4Ll+JczgUlfevuow3ujs4PNA78rklJT8/cYi4keGTl13F2oqaKYlXpkyT0+EBXulo5bXOs/zVlluov0QzszRF4b6lq/nZiUN0xUfLAPzg6D4WBkK8e/navPXipJT0JeN8ec92Xm4/M+M21Xn9/Ob6K/g/254dJVh5ZKCXz77yLJ/efB2rK6oKesijRoZvH9jFfx3aM0b48sraRm5vXpr3fe2Kfo3u6LeZSEvdodazrv4FBBdPF8yWcXqi32Uw+TQp4wSWTKAqXjz6asq976DC8w5UZeZFkkvkZ94ZTlKadIa/Qnf0W0jOzewtO0w0vY1E5gCK0Cn33FfS4niTcHPTYn7ZsIAX21pGfX5ksI//9fJTfHz9FdzVvDwrXKdkC6rYEmxpEzcMHjl1mO8f2c/R3GCpCQWb8cstTAYhBFfVNfHRdZfzDzteGuXBMqXND47u59WOVt7WvIxbFy5jSbAMh3ouQ1HKbOkY07bpScQ5OdTPa51nOdjXTUc8Sk8ihiqUSz7by5ZypJh09r8SKbOp4MPXQEomLJwcNzI4NW2kEHW2cIc49/dx/puP4ZiZT152FZ/Z9gzh9DkJCQk8c+Ykhwd6ua6hmTsXr2B1eRUuTRsxyofbbEtJXzJBS3iQnd3t7OpupzMepSseJW1Z/K+rbijC1bt4LCur4MEV6/jS7ldHPYNxw+Cfd23jyEAvn1h/JTVeH5pQECJ7bWwpRzJMv7znNXb3dGDYFooQKIgZ1Xm8a9EKdnV18LMTB0eW2GwpebHtNGejYT6ydhO3LVxKwOFCFdlnZPheGZbNnt5OHjq0mxfbWsYkllS6PXzysqsuWWN3GClNuqL/SVfkq9jy3LNt2RGi6ddIZA4iEFR6HyyNjbPMvDOcYpk9DCQeHmU0nY8lw3SGv0LIfRuqKGVHXOoIIaj2ePnty67mbDTM6fDgqO/PRsN89pVn+cqe7WyqqafJH0QVCkPpJO2xCHt7uhhKJ0fmiE5V5UNrNrG3p5PXu8Zm1UwWh6ry62s2MZhK8tChPaPU0k3b5lR4kK/ufZ2v7dtByOmm2usl6HChCEHcMEgYGboTsREV82EDYxi1SIVMLybb2s9wuL+HuGkQzaSJGWniGYNIJk3czBDPZIgaaYZSqTHLpxJ4+88fwudw4NMd+BwOvHru77oTr8OBX89+tr6qlitrJxeboikK9yxeyVAqxRff2DZKhdpGcjYa5ntH9vL9o/vw605qvF5CTje6opAwTRJGhr5knKF0atz79mZAAB9avZGDfd08f/bUqFigcDrF94/s49GTR9hQXceyUAVe3UHCNOhJxNjX201HLDJiJClCcGPTImq9fr5/ZN+0g8QDDid/cPkW4kaaJ1qOj1xzS0pODPXzmZef4Qs7t7G+qpbmYBle3YFhW3THYxzq7+HEUP+YmCbIasX9+ZU3sLV+wSVvTMQzB+iP/3yU0XQ+lozSGfkKZZ670MSlbSTOd+aV4SSlJJk5jGHlz6jK2D0kjKP4neMXHixxaSGEYHNNA3+4aWvWU3CB2KQtJZ3xKI+dOpp3P5qicNeiFXxkzSb+w3p9RoYTgFPV+MSGq/A7XPz7nrGxHJJsx96fStB/QQbPW4EfHt3PI6eOTPv3g+nkpIQOf23l+kkbTpAdzN+zYh2aovCl3a/SOY5GkS0l4UzqLSlsKoSg3OXmDy/fSn8qye6ejlHfS7LLXi+3nym4FLcsVMEfbNpKdyLGD4/un5GXt9Ef5M+uvIG0bfN868lRBquNpC+V4Lmzp+Ds5PZZ5fby+5uu4d7FKy95o0lKSdI4hmHl15MzrH4SmUMEXFfPUcvemsyzaa/EsPsm9DaNbCWNgg9QiUsLVVG4c9FyPnfd7Swrq5hyLSmf7uB9Kzfwl1ffRI3Xx8qyqqLUoA85XXxs3eV86eZ72VBVi3sa2lcX4tV0Gv0BLvG+fF7j0jQeWL6W/7jtPrbUL8gbszPpfaoaDV4/+pugKLMQglUV1fzzjXexpX4BTnVqz7VDUdlc08A/33Q3aytrWF1ehSZmPpwsDIT4/LW384kNV1Ll9k7rHXaqKusqa/iXm+/hPSvW4yzCO3vxkZj2wITepnOYZKzOAtuUmCnz7ImSSDm5rI7Jblfi0kFXVe5atJwloXK+e3A3z509SXc8lnepxKGobK5t4B1LV3HfktUjnWSjP4jf4ZxxBhxkPU83Ni1iTWU1T5w+zpMtxznQ3z0qhqYQLlVjQSDE6ooqttYv5NqG5qKWrykxFj03gH7l1nfwzJmTPNlynDd62ulPJia9/KYpCgv8QZaVVbC1fiHXNS5605TsUISgORDiX2++hx8fO8AjJ49weCC/8KSCYFGojHsXr+I9K9ZS5/UjhKDS7aXG6+NMZGhGbRJCUOP18SdXXMc1dQv4yfEDbO9sm1TpHJeqsbayhtsWLuUdS1dR4/Fd8p6mc8hJZc1l71xpbJxtRIH0yjld3pdS0hX9Gm1Df0++m6+KAEsqv0zQfd3cNa5EQbLxIBlGPzYCgWNKHVg2rdjg2GAfb/R08GpHK6fDA/Qnk5jSxqPpNAWCrK2oYUv9AtZX1VLj8Y3KmAmnUxwZ6B0p3SIErCirosozMxkFW0q64zFao0Ps6+1ib28nrZEhuhIxErlK7G5Nx6Pr1Hh8NAdCLAqWs6aymlqvn1qPj8AE9QNnQjST5lB/z5hSNasqqqhweWZlADky0EtvYvqaWZOl1utnaah8xkVf+1NJWiKDHOnv5Y2eDlrCA3TFY0SNDLZt5+6bg3K3m0WBMpoDIdZU1tDoD1Lt9k65OGxfMs6R/t5Rb4MiBBur6/BM0wNmS0lLeHCMyGvQ6WJ5WeW0qgEAGLbFmcgQe3o6eb2zjQP93XTHY6RMA6eqUenxsLK8mmvqm7isqo4loXIc53mpbCnZ19s1SrSyxutjaWjq3uNhpJSEM2laIoPs6mrnjZ4OTg7105OIkzJNHKpKyOmiyR9kQ1UdG6vrWFZWSb0vgDYNkcvWwb+aVFadIuY+q05KSU/su7QO/jX5xkZFeFhS+W+E3DfPXePevEz44M4rwwlgMPEMLQN/imkPTLiNU1vEqpofo6sVc9iyEoWw7DhHez5AxjoXM6EKL8ur/wunNlaNuxDDgbmWbY9kagEjGVaKEKi5TnmuZ5YjbZN2NhvrvCBikfs/QbaNQmRn6m+e2e+ly/B9smU2I0te8Fydu2/n37+3xn0bc21y/86+b9l3TBXKpDIcZ6Nd2XdtOGPz3P1ScvdppvdqPhtOAOHkC5zu/xMMu2fCbRxqA6tqf45DHVs8ucSUmfBhmmdLdeBzbsTjWE0k9fIEW6hU+R5EU6ZeLqTE7JIwDpEyT2HZ57SULOFFMj1htuE0dGUeah2NtE3Mv7aVmJhz9+2tYQxNhfl6bUrvWhavYz1e53qGks9MsIVKpe8BdKVyTtv1VmSeBYeDppbTGPr/8DjWowgvw00UaOhKNXWBT1Dle9/FbWSJMUgpiaV3YduFs6RKlChRosTUUNUQjaE/w+vYmBsbs4ZkdmyspNb/Uap9H7q4jXyLMO88TgKBR1/F8qpvEUm9TMI4jG0n0NVKAq7r8TrWAdOrs1Zi9rBlnET6QC7GqUSJEiVKFBOBwKUtZXnVNwmnXiZhHMK242hqBUHXtXgdGwC1NDbOAfPOcIKsa1ZXK7LlVXjHxW5OiUmQsbpIWS0XuxklSpQo8aZFCIGmllHhvZcK7r3YzXnLMu+W6kpcekgpSZtnSBmnL3ZTSpQoUaJEiVmlZDiVKAIWicxBbDn7qeklSpQoUaLExaRkOJWYMbY0iKReu9jNKFGiRIkSJWadkuFUYsZY9hDxzN6L3YwSJUqUKFFi1ikZTiVmTDyzB1uWZAhKlChRosSbn5LhVGJGSCkJJ18E7IvdlBIlSpQoUWLWKRlOJWaEZYdJGAcvdjNKlChRokSJOWFe6ji92ZHkii1hIrGQ0ibrsTlXGypXIQqBAkJDoGb/PU/EzbI1DiVJ4yiG1XuxmzOnZM/dRmKed+/s0bXqUMgKtSoINN6Moq3Z62DlnmGLiZ9hFYR60Z7h7PtmI6WRvWfIkXskhIZAR4ipzCGH67gZuYr1du6cBVkBQg2BNi/ud7adJhTsZ87do2y7L37b8zH6HZzo2VMQQn3Tvn9vJqTM3kukjcQiO0COdz+VXD9ycd+vWTec0mYHicx+ilkv2KE14dFXX5TCrvHMXgyra5xvVXzOjejqxHWCpJTYMkHabCVltpBI7ydlniZlnsa0B7HtBLZMI4SGItxoSjkOrQa3vgyXthy3vhSnvhBdqZxiRz9zssVQM5jWIIbdj2kNkLHaGUo+h2H15fmdSST5IskiFp30ONbgUBvn/P7bdoq01U7aPEPSOEbSOEraaCVjdWPJGFKmAFCEG1Xxoat1OLUmPPpK3PoKnFojDq3pohUJNe0I0dQr436nq9V4HZcVfK6yA3GGtNlG2mwhnt5PyjxFyjiFYQ9gyzi2nUIIHVXxoCkhHGo9Tq0Zt74El74IXa3HodaiCPeU7qGUEtPuI5beNeY7h9aAR1+FENoFv7FJmseJprYRTr5IwjiMZUdQhAtdqcLjXEfQdT0+5yYcasMk3itJ2mwjmnqNSGobscxuDKsfsFCVAE6tCZ9jM37X1fgcG1CV0EXp4E1riJTZQsZqI57ZT8o4TcZsx7B6sUli22mE0LPXQa1AV+tw6Yvw6mtxagtw6YvQlIo572cKIaWNYfeSNk6TMA4RTx/InWdH7tnLoAgniuLBmXvuPI61eB2rcWrN6GpNnvsxt36EjNlFPLOPYoY5ZN+DtZeEkSilxLB6SJtnSFtniaf3kTbPkrHaMawBJKncc+pAVTzoSiUOrRG3vhSPvgan1oRLX4yq+Oa87ULKvAbNjK2dvvjPON3/acCa6a5GqPJ9gIVl//eiGE4n+36HweRj43yrsaTyS5S57xjTruHBJpJ6lYHEIyQy+0mZLUg5lfIkAl2twa2vIODaSoXn7ehqTfabol2Hc5XiAWyZyBp2xmlSxgnS1lkMq5uM2YVh9WLJSJGOOzUWln2eKt+Ds96pD78bEoNI6iWGEs8SN/aTMk5NWbNKFX5c+mK8jg2Ue+7G69yY83TM3TMczxzgUNe9jPda+13XsrzqWxMadcMz/KRxhN7YD4lldpMyTk75OmhKKDswa0vwu7YQcG3FodZN6jpIKYmkXuBY74fHfFfmvpPm8s+hqWUj20pMBpNP0BX+Kknj6ITFphXhxutYT13gkwRc14MQOe/RhedvEUltozPyNWLpnUjSec6zDL9rC3WBT+LR15A9vdm718PPqmn3Mph4ikhqGwnjIBmzE4kxhT0p6GolHn01PucVlHvvxak2AcXsZ6bG8LkZdi8DiUcJJ58jkTmCaU88YRuNQFMq8DhWEnLfSpnnTnSlesz5tA99kY7IvzDRsOdQ61lX/0LRJj4Dicc41feHRS1TVeF9gEXlfz9vDafhlYqUcZzB5FNE06/nVi36mIoBKXDg0OrxOjYQcG2lzHMHqvBnvyveuU+4o9JSXdEwSRunwG0zXHwRQEqTROYQnZGvEEm/gmVHmJ49KjGsLgyri2jqVfpiP6LG/yHKPfeMDBYzRUpJOPUckeQ2EsYR0uYZbJnElhmkTE848LxZsWWCaPp1uqPfJp7ejSVjTHd2aMko8cxe4pn99Cd+gc+5mfrA7+LRVyCE66J3dIbVyUTnJqVNxmqnM/JVhhJPYdj9E25bCNMewswMEc/sYzD5FHWB36Iu8Elm2hWlrXYsGUOjLGs0yTQ9sYfojHwF0+7P+1tbJommt5MaOEND8A+o8N6PEI5R20gM+uI/pmPoCxh2H4XeYdMeZDDxOMnMMZrK/oyg6yaEUPP+ZrpIaWNYPQwmn6Q7+m0yVueI93PqZPcVtnqIpLbRE3uIKu97qPDej1NrnLVzmBiJLeMMJp6gK/oNUuYppJzYYJ1oH6bdRyT1MtH0DnpjP6Au8AlC7ltRFS/D46Omhord+BI5hicyKeMkffEfMBB/BNMOT9GoP29/ZEibLaTNMwwln6In+h1q/B8l6L4RTSmf9f60ZDgVkaRxHImVW4MFy44zmHictvA/YljdRTuOJEPKPM6Zwc8SS++mPvh7uPSFzHxGa9EV+QbR9KvFaOYli5Q2KfMkPdGH6Iv/sMhSCzaWHSacfJZ4eg9Vvgep9n8YXam6qMaTYfZmY0UuaIItDaKpbbSF/ym35F48hNBw6YvHLK9Nh4zZjmVHR/49mPwlHeEv5ozdyWFYXbQP/RO6WkXQdfPI/ZDSZjDxBGcHP4c9hf2BJGUep3Xwb1hSWYvXsXYKv50cWfHZF3JesF0U07MvMTCsTjoi/8pQ8mnqAp8i5LkNRTiLdoy8x8+VcuqOfoPe2PenPciO3meapHGY0/1/SpXvvdT4P4ZTW5CtAaeUk30BihdWUiKLZYfpi/+InthDpM0zRdyzxJZJEsZBWgb+nKD7BmoDv4XPsXFWjfz5tYB9iZM0T+YCFbPxMN3Rb3F26HNFNZpGY9GfeJjWwb8mZbRQYNm1xCSQ0iaW3snp/j+lN/bfs6pPZdr9dEX+k5aB/0XavLj3z5ZpLDs86jMpLQYTj9My8JckMgeKfkxNKcejF8eYMO1BDKsPKSUp8zQd4X+bktE0jGH30h7+Fyx7CBiOa9xDZ+Tfpmg0nSNtttAZ/jfsKXtKJkZKiWXH6Yn+F2cGPkMs/TrFNJouOBoJ4xBnBj9LV+Q/MO3IrD+rUkrS1lnODP5l0YymUfsnQ2/s+5wZ/AsMqxMpJZpSHM99iXNkjd+znB36HO3hfy6y0XTBsTAYSj5DS/+fMxB/GFumZ+05nXXDSaBkM8PeAqSMU0iZwpZpumP/RUf4i5j24Cwf1SScep7Wwc9i2gOzfKw3N7ZMM5h8ghN9nyKe2T0nS5OSDOHkc5zq/yNimV25zKeLgSRzXtKDLdMMJB6mZeAvyFhtzMYs3KOvxKktKNLebJLGUWwZpzv6DVLm9AtOJzOH6Y3/ECltLBmhK/INksaxGbUuknqFoeSzuTyhmWPZYc4O/S1t4b8lY3UWZZ+FMO0+2sP/StvQ381qv5YdbE9zqu/3iKReLrrRNHIcMkRS2zjV/4ekzNPoahVzm02owDwLvi8ukqRxmJN9v0Nf/EdzJpKcMk/QMvj/0RX5GrZMzMoxZn2pzuvYQFPZX2LZ0dyfMJaMYdrhkc+yf48hme66/PzAlilS5hkMq4euyFcnOfBqaEoZiuJCSLBkEtMegikN2pJw6iV6Yg9RH/gU4iJlbV3KSGkxlHiWs0Ofm0LQaRYh3GhKEEU4kNLClglMO8LkPQCSeGY3rYN/zeKKf8GtL5py+2eOPeIZldIiknqRtqF/nLaXZTIE3TcUdXkyaRwjYRwinHye0TFYCpoSQhEeLHuooCcqO3N9lgrPvcQzBwmnnhtnq+F9urMZsQU6aEtGCSdfIOi6IRdXM31MK0xn5Kv0xv6HqfUTAlUJoAovQmjY0sCyo1O8xya9sR+gCi91wd9BUwJTbH1hDKuHtqF/Ij7lpWGRuydeEGDbSSw7XKAflkTTu+gIf5G6wKcQiDlbqPPqa1gQ+gtMO4I1/EdGc/+OYtkRTDuCLaPY045Zu3gkMkdpHfyraZTjEqgigKoMP6cZLDsyJSPIlkk6I19BCJ1q3wdn/M5dyKwbTi69Gae2kPM1N7J6Ddaof0tpYsskGauD1sG/nlWX3uxh0xf/EYnMgQkDUhXhw6k1EHRdj995JU69GUW4ASW3um5jyyTJzBHCqZeJpF7GsHomMeuy6Y/9GL/zKvzOq6Y5IKk0BP94Sp6rcOpF+mI/mLB9QjhZEPo/eWUaporHsZpizgyllMQyu2kd+iyG1VNgaxVdKcftWEXQdQNex3p0tQoh9PM6XSu77p45QjT9GpHUq5MK2E1k9nN28K9pLv98gbTp4iORZHKGU8o8wdnBz5Gx2sfdVhEuFOHDodXg0dfi1BrQ1SoU4UZiYdkRDKufpHGclHE8OzGSsVFBvYpwE3BtLeo5xNK7yXrOOnPH8BB0XU+V/wO4tIWAii0ThJMv0BX5KoY9sf5YyjhOLL2Lntj3Rs2UFeGjzH07Vb734NAaztvnc3RFvp5nn1njOGO243YsYzrPbzboPUV37Nv0xL5DIaNJEW40tZKAcwsB59W4HStQFT/ZvkbkJEZMTLufeOYA4dQLxNN7MO1wgX2b9MT+G1Upozbw0aLGPNnSoCf2Xwwln6LwxEOgKkG8jvWUud+G17keTQlxLjnHyk1mW4gmXyGSfoW0eXacAdhkMPHLXD87d8vlTn0BVdoHyI6NFlJmdf2Q5gVjY3YylrE6aRv62xl7P2eb4WXWtqG/JZreUXB7gQNNCeF3XUPAdQ0efQ2aGgTU855TA8PqIW7sJ5z8FYnMwdxzOvEzYssEHeF/Q+Ck2v+BosrAzElweHYAyAng5ekvpJQ4tIaRtMJLD0lv7L/H/UbgxO+6mirfewm6rsvOioa/G0e+wKUtpcxzDxmrnZ7YQ/THfz6BftQ50tZZBhIP43WsRxWeKbdeCIHPefmUfmNYvQihIuUEhhMaAdfWIi7JFJ+UeYrWwb8qaDQ51AbKPHdQ6X0At76c8x/m8e/hMso992LagwwkHqYv/hMSmYNMnJEmiaRepjv6DeqDfzitezh9skt1htXP2cHPj7vUpSpBfI5NhNy3EHBtyU2ICug+YZAyThFNbyeezmYVpsyT+JybcsG4xSNlniBlnsi2VQRpCP0Rld4HRulFSSlx+Zfg0pdwZuAvc8uQYzHtQToi/0bKaBn5zKE20BD6E8o9d+WkJABEbp+LcGrNtA5+lozVMX77jFOkzVZc+jKmaxMPJp+kK/L1AsseCl7HRip97ybkvhVdOTdpGe85dbIAr2Mj1b73kzSO0hf/Gf3xn+X1vNoyTlfkK3gdawm6r5veyYxDLL2d7ui3Ck4UBTohz+1U+z6Iz3l5TuQSEMNCpFmG+9KQ69aR7Ly++I+Ipd8YdQyJQTT9WtHOY7KMHhsdE26XHRsbUWfBw1dspEzREf5XwqlfFdzWpS2lwnsf5Z57R40R4z6n2kJ8ziuo8f06CeMI/fGfMhB/FMOeuN+2ZYyO8D/j0hcQct9MsSbc8yqrTgjxpkxoUEWAGv/HqPI9OClPwvnfO7VG6gO/j8+xiZaBv8DMM0sGGEo+R63/EyhiwTQ8FmLaHXqB3V70dPvxyAqSxuiJfpdk5nDebb2ODTSG/hSf43IUxUmhF/D889XVcqp9HyDg2kr70D8ymHyKiR704bT3oPsm/M5r5vC6STJmB33xHxEZM4AIPI711Ac+ic+5OSeMOLl2CRx4HCvxOFZgeZOkzRZi6Z1oSsWsZmdV+t5NlfdBFMU1uj25dgdc11Dlew8d4S9PqMeUNI6edx4adYHfptxzF8oFA9zw4Bd0XU+Z5066o99mvJmwxCRhHCbovonzJUsmQ3YW30pH+Mt5l9YU4abC805qAh/FpS2ZUl8DKh7Hahr1xficG2gf+gIp8+SEv7VkhI7Il/A41qCrMzeCTXuIrui3CmqDKcJLtf8D1Po/XtCTff75qcJHhfd+/K6r6Ip8nZ7YQ1wqNTYvlbFRSslg8gkGE+NpHZ6PQsB1HQ3BP8DrWFcws3b0c6rhdazFrS3F77yajsiXcskr418gS0bpCP8bLm0RTm1RUfrUN3Nk2rxAVUIsKP8s9cHfnvbyi6q4CblvZWH5/0VVQnm3NawuIqkXp9fYtyCR1Mv0xX+SJw5CJeC6liWVX8bv3JIbiKd+D4XQcGlLWVj+/yj33HtuhjwOpj1IR/hLcxZMmUUylHyazvC/j1pSVISHat8HWFb1dULu29HVyml2PAJV8eDWV1Hlez9lnjuYqvEwWZzaQmr8HxtjNJ2PIpxUeO/DqTVMap9B1/VU+u4fYzSN2qfiosJ7f15PYTxzADmNwTrr4flqXkNGES7qAp9iQdlnJmU0TYQQTsrcd9Fc/nlc2pK82yYy++iP/yRXemb6ZCUfniKW2p6/bTipC3yC+sDvoykVUz6OEApOrYnG0J9R6/84ipj4GZmfzL8J6DBSSpLGEToLekRVKr3vYlH53+WqFUzPf6MoLkLuW1lS8a/4nVfm3Tae2ZczyosTLF4ynGYRRXio8388O1CKmdXWEUIh6LqOCs87KDTghEuG06TIBhB+Le8M3qOvoin0v3LlOGbWaQkh0NUK6oO/g1tfmXfbeGbPpFzdxcSWiQvU4FVq/R+jIfhpHGp1UZTahRDZ+mFCnTVvWsh9K7paeFB1ak14nRsLbqcIFxW+BxAU9pC59eXoavWE36fNFqbqOpBSEku/wWDiGSb2kChUeN5Jrf9jKMrUStlciEAghILfdQX1wd9FMLGxaMsUA4nHSZvjx8NNFsuOMJR4smDgftB9IzX+j6Aqnhmdo6p4qQl8jKDrRuazMTKW+et2khgMJB4vGIPld15FQ+jTOLTaIvSpCk6tmaayz+DWV+TZ0spV7ThQFImCkuE0awiC7hup9L0PpQgCf5A1xMq9b8eh1ubdLpE5jC2jebd5qyNl1sOSyByacBtFeKgLfgq3vrKIg7zApS2lxv9hBBMHK9oyxWDi8VGijnOLQqX3fmoCH88Fal4aKMKbncXmGezPIQi4ri24lUtfhmeSz4BAxe2Y2CjOWJ0gp6a3JGWavvhP8i7T+xwbqQl8DCHcU9p3fgQh9y2UuW/Lu1Uic4B45o1pS2lktbdOEkmPX0dxGF2toT7wKRRRnNpkulpFXfBTqMql83zPZyPPMLvpj/+EfIkFDrWOhtAfoisTTy6mihACj76K2sAn8q7IWPbQhMvoU6VkOM0SmlJGrf83c6JqxXnYhRD4HBtyWWUTY8v4qKDWEmOx7KHcEt3EooRB13WUuW8vugKtEAplnrtw6UvzbCWJpXeTMI4U9diTxefYSF3gU5dcooZDrcGlTT6+z+tYR6Fu0KOvQi8wWTmHwJ1necu20zm5kcmTMk8ymHhywu8V4abS9+CMlucm3rePCt/9ecUhs3F5P81VtZ8e/fFHCi7vVHjegduxomhxmAKBR19Lufuu4uxwTpi/Hqf+xMMTJkZANqC/wvsAXseGosfSCqFS5r6DoOsG8o23kdRLxNJvzPh4JcNplvA7r8brKH6VaiE0/M6ryPdw2NLI+wC/1ZFSkjAO5nUpC+Gi0vceZisORxFOyjxvy7tNxuoimTk6okY/VyjCTYX33SOlKC4lNKUsJ2Q42e3L0fJ4HAQ6Tm3hlGJh8i3VZeumDU16X1JKBhKP5TXwHVoDZe7bZuVeCSFw66tw6cvybhdP78W0pqZ/NowtU0RS2/Juo6uVBNzX5+5DMc9TUO59+yUY6zS/sOxELullYnS1hnLPHbk4weI/q6riodr3a3njRy2ZZDD55Ixj8kqG0ywg0KnyvZfZGnS9jsvI9+BJTAwrf/bdWxmJQST1Wt5SOF7Hejz6qln0jCv4nVeOkqUYi0Uk/Sq2LF719Mng0pdQ4X37RSjoOnNUJTglmQMh1LyGjiJcuPTmKRkl+Y8vsewp1M+zewknXyCfp6HMfWfBpJGZ4FBr8egryTdcWDJBZJo1LhOZvQWlQFzaEnyOTdPafz6EAJe2KNenXgrMz4lMLL2joPZiwHV1wdjOmeJ1biggqWMRS+8gNUOdyJLhNAu49eW49OK7zYdx6gtHCgmPi7Ry4mAlxsO2E0TTrzPxYCTwOtajqZWjNGGKSTZQvBKn1ph3u0TmIJK5NZwqPO9AmVMNqWIh0NTyvNl0Y3+h5NXGEcJZMKbwQlQlfwzOVLIlE5lDI8Kk4yHQCLlvmvT+poMQCh7H6rwxeWART09VITpLPHOgwDURBFzXoCqz8UwKNDWEx7FmFvY9G8y/pTopbWKZ3dh5JwSCMs/dRUkwyYfAkcvYnZiUcTpXHm3617JkOM0CHsfanILt7KAKF0oeCfms+vjcDraXEqYdzglRjo8iPLj15UVVmh0PVQQKLitlzHYsO5J3m2KSVfQunqDh3CLQp5yiLvLKByjCgaZMTfW+kD7VZGsgSmmTNI6MFBweD4fWhEOtmx39tfNwas0F0sazxZWnWsjYlhmSxrECkwMFv+uqKe13KggcuPSluQoO853553Gy7DDJzJG8z7WmVOB1FKegd35EVnk8Tz9gySgJ48CMapGWDKciI9Byg+5szthFgZdcIkuG04TEM/vyiuypih+XvpjZ7qQUxVPQwJaYpIy5Kz/kcaydgVbTxUWgTKPCvchrEAihoamhqe2xgIEx2fgKS8YKDkhufRmK4mG2n1WHWpPfy01WwNK0plZo3LSHChYpVhUvbi1fqvnMEELg0hZcEqrc8xHD7i+49OV1ri8QllAchBA4tBpcWnPe7WLp3TMaI0uGU5FRFB8OrW7WB55Cndilooh7MUgWyFRThHvKyzPTQcExqaBUo8DAUkxc2qJLZOY9HiJXi22qTNwNCjTUKXf4hd79yS0R2HactDl+SZhhHGo9yiT0pWaKqvgp5Nay7cSUQwQsO1zQ2HJpzYg8wqPFQFdrp3GfLwbza6lOSolph/PGi0LWwJ+u0OVU0ZQyHFp93m1SxvEZeZzmVcmVNwOq8OFQay52M0rkIZ92E2TTlE17CNuY2rLDVJHSwCoY7yIxJigYPRs4tQWXcIaRKHoVdCGcFy1I3pJx0lZr3m2EENltrNlto23HoIBOk5TpggKWF2LaEYwCRcWd2sJZj43R1YpLeMJwcTGsHkx7MO82Lq05b7ZbMVGEF12tITuBGd/QzFg9GFZ/3ozafJQMpyKjCFfRi5eWKB5SWqQnKOw6TMo8xaGue+aoRYWx7VThjYqAQENTyi7JbDoAhEAUuf5ddjCd+2VLKSW2ncCw8hvN3dFv0R391hy1Kj8Sa8Ji3xNh24kCQcVZ0UQxy4sjqgjkljxLTA2Z8zZN7AlThDtX33JuFriEUHJLy3qe2DmbjNmOW188rWOUluqKjBCOvIHbJS4ulozOmSFSLGzmyHASjlnKXJo78tWSmw5ztbwwHllP49xqeM2ErOE0+eWPbJHtJFaB+mGaWsZsD1VCKNNc5n2rIwtK3yjCO+dGqaqECr67htU17f2XDKciowg9b5ZOiYuLaQ0gmdqs+KIzzVIWUyUbNze7mYSzi5hE7N9U93jxushC2kbzD8lUYystO04h4zBbEmX2vX6auJRKr8wXZEGvqCLcc74MqimBAkuDhQ2+fJQMp6KjMFvClyVmji1TXHqB83MVEKrMmTt9NsgOrcV+9y5edqGVJ/PzzYGclEbZXC2Xiinof5XIIpHIAhIUQmhzFt80jCKcUKAvm6p0xqj9T/uXJcYlW1m8ZDjNV2yZmXYx0hKXAJegjMJEFBqQ3gxMJiVcmSMvaHZwn+/Pz/xrXyEDRKDO/Zgo9ILixdlJ9PQoGU6zwPx7tEsMk01BnV8pvSVKjIc9xUDrSw85ycLAcxVUXMqVmh7zbyKaNZoKjcTTb3fpSSnxliIbA5P/hVKVEE61YW4aVAgh0LW6i92KEheBwssbCg61AW2eCDdqavkUA6xFgTIuw8xNgPylMeGdf5O+whpb9pzFaQ6TTVLIf61mog1WMpxKvKVQhKNgwG/AeQ2LKv55jlpUmNJM+K1JIT0tRbhpCP4+ZZ6756hF+RFMfTASkyhrZM9RrcapZARePOaXeScKVrHIevlnIjY5HaTMIAt4lGYSsF7qkUu8pVCEe1JBg6pSEsMrcXEpLA1hAfISflYLD7qQ1XrKeg9m12jIxrzMP4/OaOZf+wp5PG2ZnlEg9nSwZAwpC2VrTl9+ohTjVOIthaaUFVweMO2BUgB5iYuOXqACgS0zWDI+oyrvFxMhssZhIS9VtozL7L+PVgEhzvnB/PI4gUBXq/NuYdsJ7IIVEoqLaUcgr5dLzKisVslwKvGWQlWCBctyWDKOmacifYkSc4GuVhUw8m0Mq/fS0yUbQaAID6rw5d3KsHqQs+xpkdLGLFD6ZX4w34xkBV3NH4NpyTimNTRnBr5EYlg9BZMrHDOIHS0ZTiXeUgih4NQa825j28kZqcqWKDFThMguY2lqZd7tMmbHjKq8X2wU4Sm4ZJKxuphtj5MtEwUVzEuMgwBdrUTJa/zaZKxO5irIX8pMTtxy4uMpwoWuTL+mbMlwKvGWw+tYn/d7S0ZJmS1z05gSJSZAFT5cWnPebZLmCexLeMDXlBC6UpF3m5RxsmC8ykwxrN5cLNV8Z34t1QkEulqBU8ufhZw0jk65juF0Ma1BMlZH3m1c2uIZlYEpGU4l3nJ4HRvyfm/ZMZKZI7PeWZcokQ9V8ePSF+XdJmWcwLD6L9k4J00JFfSqpc02LDs8q+3IWJ1Y8lKIcZp/91lTygt68ROZg9hztKRs2v2kzda827gdK2YkrFoynEq85XDpS9GUfJ21RTxzENMenLM2lShxIYpw4dZXIHBOuI0tk0TT2+ewVcVFVfw4tSbyDUUSg3hm76y1QUpJ2jyLZUdn7RjFY355nCBr/Lr1FeQrd5Q2W8mYZ2e9LVJKUmYrGbM9z1YKXsdlk5LCmHgPJUrMhIIlLux5N0nSlCAB19V5t4lldpIyTl2yM/kSlz5CKPgclxXMWuqP/xw5g/IRFxMhFLyOdQU0qyTh1AuzlukqSZMwjlzSS54XEyFUfM4r88aqSQwGE0/OQWtMwsln8+pGOdRaPPpKZmL+lAynEjMiq8Q98WNky3ROAG3+GCCKcONzXoFg4jRoyw4zkHiMeWf1lXhL4dKX4dIW5t0mZZwkkn7tkjXys4ZTPj0nSTy9D8PqnpXjm9YQifT+Wdl38Zmf99jnuAxHAfmMcOpXGNbsZi4a1iDh5At5t3FpS3DpixAzqGtZMpxKzAhFOHPG00TYWPbQvHrfhVDwO6/GpS/Ju11/4hckjIPzyugr8dZCVdxU+O4n3zKIJWP0xr6Pafdfks+qU2vGra/Mu03KbCWcernoXicpJUnjGPHMvqLu962GqgYLKtinjFMMJZ+ePc+htOiL/xDD7p9wG4GDgPs6tAIJCYUoGU4lZoSqBBBi4hgMgHjmwBy1ZrII3PpSAq6t5HsFLDtMR/hfc6mtJUpcDAQh180FsuskkdSL9Md/Puc1wYqDQrnnrrxb2DLKQOLRWdBasuiNfQ85R2Vd3qwIBOWeu/Om+FsyRl/8x2SszlnwjkqSxpHsO5BHukJXKyn33IEoUD2iECXDqcSM0JSKgjW1oqlXmVcuJ7Lr8lW+96EpZXm2kkRSL9MT/S7WHKcqSykv2aWXEsVFVfxU+d+fVwzTlkm6Il8jmn59TlXvi/WcBlzX4ChQWDuaeo2h5HNFOz8pJZHUq0RSrxRlf291nFoD5d57yRfAHk/vpi/2A4qp6SSlxLSj9MQeKigjU+65B4eaPwNwMpQMpxIzwqk1oSnBvNtE06/nsmLmlyHg0hZR4//IJAakr9IV+SqGNchsn4OUJmmzjYQx37x0JS4eCmXut+F3bSHfoGTYPbT0/zlDyaexZYbZflYtO0nSOEbGapvRfoQQONR6yjx3km9JUpKmPfyPxDN7Zmw8ZbOvTtAR/iKWjMxoXyWyCJxUeN+Zd9lVYtIV/Tp98Z/magPOHFsm6Yl+l97YD8lXZsWlLaHK9z6KkZlYMpxKzAhNCRWMFTLtMD3R72JYE689XxwEFd534nNekXcriUln9Gu0DX2eRObYrHiCbDtJNL2L9vC/cKr/j2gb+kfmm6FZ4uIwbFjU+D+MWqCgato6Q+vgX9ET/das1V4zrAH6449wduhvONX/hwwln53xPhXFSZnnDhxqfYFj93J26HMkMvtn9B5mrHbaBv+WWGbPtPdRYjRCCDz6Sqp87ys4GW0P/xO9sR/OuPivaUfoiX2Hrsh/kF8p3EuV79dwaI0zCgofRpvxHkq8pRFCIeS+JZeBNtGDazGQeBxF8dIQ/AM0pXzGa8zFIDsg1VEf+G1OD7TmnTlLmaIv/hMiqW1U+95PmecOdLUaRXgmfS7Zjl4iMbIVw+04abOVcOoFwqmXyJgdWHYYiYnPeWWRzrLEmwEhBEHXddT4Pkxn5N/z1qfLWB20h7/AUPJ5qnzvJ+C6GlXxI3BOetDIPqt2rrJ9ClvGiaV3E079inh6D4bVgyXjCBxFWjoT+BwbKPfeRVfk60wcpyKJpd/gZP/vsyD0Gfyuq1CEd1LnJaUcOY/28D/nvOCXWkzY/NNxOh8hVCq97yaS2sZQ8mkmur6G1U3b0N+RMA5R5/8EDq1u0s9ndnk4RcpspSP8BcKpFwoUERYEXFup9L4LZQbaTeczbwwnKW0kGSw7kleDIbttGkvGUHAi0ItiQZaYPkHX9Ti1BaTN0xNuI0nTG3uIlHGKSu/9eJ0bcKpNKMp48VEy18klsWQcy47m/oSxZRqfcxN6AbXhySKEgt+1hYbQH9E6+FcFFIqt7Ew1/Pd0Rb9JwHUNPuflONRGdLUSVfHnsgw1wEZi5QaeJJYdxbTDmFYfKbOFlHmaRPoAht1LybNUYjIIoVIT+CgZqzOr3ZQnoNmWKaLp14imX8OtryLguga3vhKn1pAtdC18COFAoCCxkNIcMZCyz+ogGaublHGapHGUpHEMW8Zn+fx0av0fJ5p6tUCWm03abOFk/+8Qct9Gmft2PI61OLRahHAizjMuJBLLjpIxz5I0TjKUfJKh5K/GORcFt76cpHFkVs5tJkgpkaSx7GjBsiXZsTGaGxsdF2VsVISbptCfY9oDxNI7mah/s2Wcvtj3iSRfosxzBwHXtbi0RTjU3H08r+3D40HG6iRpHCea2sZA4nHMPBl0w7j1lTSF/gK1QEjJVCi64ZSdqVhIaWDJGJYdyw565w2Atoxj2lEsGcMe+T6JzA0y6QIKo+HUi2T6PpkzmpyoihdV+HIDlxdV8aEpvtzf/ajD/1W8KMKHIhyAWjK4ioSq+Kn0PkB7+J8oFPQXTb9CPLMXp7YAp1aPplShKQGE0EY67+HnxpbJbGduZwtw2nYMRfGwqOKfimY4QXY2X+65G8PsojPyFSxZWEHYtPsYSDzCQOIxVCWIpgRRhRchdARqLi08+x7YMj3SfkvGufRmuSXmBwJVBKgP/h6mPcRQ8hkm8ywljcMkjcMIHGhqOarwoSjubP+JQGLDiJE//L5FixaDMhU0pZy6wO9wZuAvMeyevNvaMslA4mHCqRdwagvQ1Socah2q8IMQ2DKJaQ1g2v1krB4yZseExp/PuYmG4B9wrOc3kMzOeQ978aTM5Pq43Jh43jg5/tiYGBkbU8bJvMeIpl7lZN8nc0bT+WOj77yx8dw4Ofxd9vvijI1CCJzaAhqDn+b0wJ+RLhCwnbHa6Y5+g/74L3BodehKJbpanRvPHdgyg2UPkbF6MK1+0lZ7VuJmEji1hTSG/gSn1lTU8b7ohpNpD3Bm8H/nRKhsstamzA4kuaWKkX+P+jN5DKv7AjE0cd4fcjOO3B8hRv875xJeVPFPOLS6mZxqiRFUKrz3Ek2/RiT1EoXupy3jI535+fcti7zgv6PRqc49R8VF4KAm8DE0tZz2oX8u2Gmfw8ayB7FK5VlKzAHZ5eUGFlX8PWcG/g9DyScnbeBIMhhW1xxVDJseQghC7pswQr9P29A/TGqAtOwwicywgOWF/Ulhw9KlLaMx+Cd4HGtw6QtJGken0/SCmPYQZwf/OqtlNFtjo92LkTpfPmVqY6PHsYrFFf9SsGhvIbJq4lewuOILnO7/NCnzVMFzMe0+zEzfBe0eZurXwqUtZkHZXxNwbSl6aEjxPU5YWHYEe04LJo6+qPKCry683KaMIIuYDvlWJzvDaKQ+8NukzFNkzKlk2Uz9hZgNhBAInFR634Mi3HRGvpLrQC9+20qUOB8hBKoIsqDsMzi1BfREv/MmygwTCKFT6X03lh2hI/ylKZZCmVp/oqu1NJX9OX7XldgyjUtfOmuGE9hYMjrHxYSnNjZOJlRmsmTL6WygufzztIf/iWj69QtbkIeZjAsCr2MdDcE/IeDaOisrSxc/QrfEmwSBz7mZBWWfzWXGXJrLoEIolHvuZnHFFylz31WgFMRsoeaOe2lewxKzj0Cgq5XUBT7Foop/xKUty5vJNFsowpFb3in2fp1U+36dxtCfoqu1Rd9/VgR3Jc3lf0PQdQPZK6rh1pbOwrHeugih4HNuZlHFP1Pheces96eKcFPuuYdFFf+Y8zTNTh86b4LDS1z6CKESct2MVhGkM/IVIqkXizZ7mUuE0HDrK1hS+UUGEr+kL/4TYumdsx4cqwgXbn05PucVVHjum9VjlXhzoCpuQu7b8Do30Bf7IQOJR7LFqWf5vdOVStz6SkKeWynzvG1WjqEIN9W+D+FxrKZ96AvEMruLUsxYFX6CrhuoD/0hLm3xefMTFZe+lKyWVGlFolgIoeBQ62mu+FuCiRvpiX2PeHp33szQKR8DB17HOip9D1DhfRcCbVZjmEuGU4miks1S24xT+xv6E4/SH/8RSeMkRQuIFgrMQVB/9qXTKffcg995JdHMDgbijxJNvZJztRdrCU/g1JoIuLbid16F17EOh7agaGmzJd78ZOOeaqgLfJKg+2YiqW0MJh7LlToqlgEgEDjwOFYTcG0h4LwGt2M5mlI5a9Ii2XdQ4HNcwaKKf2Ao+TS9se+TNI4xvfcv6xWv8r6HkPtWVCU0anAVIuvF05TQpLK1SkyebCiEi3LP2/E6NxJOPkt//BczfkYFOm7HKiq97ybougGn1ogQ+WqnFoeiG04CDZfWjKnPbhXkmeDSliCmOTA5tSY8+ppRn8XjaTo6BnE4NMqXLGKiJRbbtuloH0RKqK8PoWrTvcHZ1NkJFbuFgkObDff2ZBHoah21/o9S5X2ASHo7g4nHSRrHMO0h7JEMSoNzCQQCUHIzBT23BOBEEe6cyOZSvM7L8Ds249Sb5+5MhIKu1VCu3k3IdQumPUA4+Ssi6VdIGady8XwpbJlCSiMXOzdsJCoIFITQzmW5CBeK4sOpNeF3bsbr3IRLW4yqeHLbzN7quSJcuWd3/EEnm2WTX2DxYqMq/jHv3zDZ6+ub0v4ECk5twYT7zF8jbnwU4cnTRq2giOV0EULD41iNR19Ble+9pIxThFO/IpraTsbqwpaJ3HOaxpYm2efUZjgQN/vuaQjhQBEuFOFCU0J49FXZd895BbpahRCuWZ/Rjz6vbAxlte+DVHjuI5LexmDiSRKZw1gygm1ns2/PvXvZfkQRThTFg6YE8To2UOa5E59zcy77dfy+16HW4nddRdo4M+Y7Xa0aJXUw5fNAzfuszQec+kIUir/0OowQCk51AdW+D1HpfYB4Zj+DiV8Sz+zFsPpzmdTJ8/pSCai5ftSJkssU1JUqvM6NlHnuwq0vzXtPZ+U8CqivliJjJ8H2V4/zF3/2QxYurOTLX/sILvf4D15X5xCf/oP/xjBM/u4ff43mxVVz3NKLicSwhkibLWSszlyacARJBikthNBQ0FEUN6oSQBMhNLUCh1qDrlbP6UsxWUwrTNo8k81ksXox7ShSppEyp68jsp13Vg4jiKaU4dBqcKj1KIpnRp1wiRKTRUqLjNVNxmzDsHswrUEsGceWaaQ0EUJBoKMIdy5dPYimVuXevZqc4T+/nlUpJYbVQ8o8jWF1Ylh9uQmMkZt0udDVShxqPS59MZpSUZKfmcdYdpKUeRLD6iJjdmPJaM7At0bup6aUZe+p1ohTa0QpUFy+CEz4wJSW6uaQaDRFf18Uy7aJRPMpnb4ZEehqGbpaBmy82I0pCpoaRFPXX+xmlCiRFyFUnFo9Ti1/OZNLCSFEdhKi1VzspsxLjp7u4csPvUA6bYKAy9cu4Dcf3Dprx+vqi/CFbz3HUHjicU0ogntuWss9N60d852quPE61gJjv5uPlAynOWTBwkoeeO/VCAFLl5Ve+BIlSpQoUXziiTQHj3eSTGUDsKvKp7aEPVUyGZMjJ7vpHZhYakEIuHLdwlltx1xRMpzmEKdT46Mfv/FiN6NEiRIlSpQoGk6HxvLmatwunWg8TTSewjTfvBUSLhnDSUrJ4ECcdNqkqtpPMmkQiSTQNZVQmRddV0mlDIYGE0gpCQTdeL1jiwZKKTEMi2gkSSplIKVE01X8fhcez8RFBqWETMYgEk6STpsIAR6PE3/ART69nUQizUB/DNseHS5W31CGViA43DQt4vE0yUQG08xmHqiaitvtwO93oaqjA4kty2agP0YmY1JbG0IoEAknSSQzWJaNpiq5NrtRlInOU5JKGcSiKTIZEynB4dQI+F04XY65SGi7JLCkyVCmD0uOzQhRhYpfL8OhzPoafIkSJWYZw7SIxlMIIQh4x/a7JbIerc/8zp1Ylo1l21iWTSJl8ORLh/nuz7Zf7OYVnUvGcLIsm+988wV27TzNZz57Pz/+4XZef+0kwZCHBx68iutuXMn/PPQKzz19EMO02Hrtcj768Rspr/CNMoa6OsP88rE97Nh+kva2AQzDIlTmZcNlC3jbXRtYt75pjEEjpaS7K8xjj+xm20tH6eoMo2oKS5bUcOMtq6mpmThL5o2dp/n83zxMOjVas+J7P/pdqif4nZSStrMDvPzSUfbtaeX0qR6GhhIgIRBwsXBRFbfctpbrrl+B13euSO7QUIJ//ofHOXGsi8//43s5e6afxx7dzakTPcQTafw+F0uX1XL32zdyzdZl457n0SMdPP7oHvbvPUtPdwSQVFUH2HzlYt525waWLK1GUUodR9QY4munPkvY6BvzXUAv571Nv89i3/zNnilRokRhpJQcONrB13/4Cj6Pg0//xq1UV/gvdrPmHYqiEPCNLdjeUFO8wrrziUvGcBqmrzfKY4/spqszzIqV9ezdc4Yf/M+rDA7EeXXbcVaurufwwXaeffoAq9Y0cPe92UBkKSVtbQP8x5efZefrpwgE3GzYuBCnU+fUyR5+9dwhDu5v4/f+6A42X7l4lLGVTGb46pefYfurJ9B1lXXrm/AH3Jxp6eO733yRyzZOvG67ek0Dn/6zuwkPJejri/KD771GgUxGANrbBvjed7dh2zZNCypYvaYBIQQnj3ezd/cZThzvwjQt7rjrMjRttCGTShn86Pvb2bv7DKqmsP6yBQghOHK4g107T9HWNoDTqXPFVefOU0rJ7jda+Nq/P8vpUz1UVQe58qrFSODE8W4efXg3B/ad5ff/+E5Wrqp/y2eoaIpOvbsZTWgkrRgZO40lzVydqTcvUkpsbAQCZRalE0qUmA/YtmTH/lb2HG6jPOghY1x6gr4lis8lZziZpk3L6V4+9w/vxeFQ+ZvP/pxXtx3j5z/byWc+ez9r1zfx0gtH+Pz//Tmvv3aSO+++DFUVJBIZvv/QK7y+/QRbti7n45+8mZqcNZzJmHz3Wy/x85/s5Mv/+hT/9C8foKLy3Kziicf28srLx6io8PGnf/F21q5rQghIpwwee3QPD337pQnbW1bu48abVyMlRCIJfvT97VhW4cF1+Yo6fvv3b2fV6gbq60OI3NJaLJbiP778LE8/uZ/HHt7NdTesJBj0jPptMpnhpReOcMtta/iNT9yM15ddMurpDvOlLzzJzh2nePbpA6xe24DP50JKSU9PhG/8x/OcOtnDffdfwfs+sCW3DAmJRIZv/ecLPPHYHr70hSf53N+/l1DZ6GO+1fCqAT6w8NNImS3KGTH6ebjjWxyNvnGxmzartCVPsndoG8v9G1juv+xiN6dEiVnFsm2272u52M0oMc+4JKeMl21ciM/nRNc1Nl6e9fZUVvpZtyG7zNa8qAqPx0l3VxjIzpLbzw7w8otHcbsc/PpHr6ehoRxNU9FyMUP3vmMTzYuq6OmO8Oq24yPHisdSvPTCEaSEO+7awNp1Teh69nden4t73r6JxUuqJ2yrEAIhBIoy+Rm6EILyCh933LWBhc2V6A5tpK2hkJf7H7gSRRW0tvZjZMafATUvruKB915NIOge+W19Qzk33boGXddoPdNHNHIudfSNnac5eqSTpgUV/NoHt1BW7h35nd/v4sH3Xc3yFXW0nO7hpRcOT+o83sxkC61qaIqOrjhwqT50ZfaE4+YLhyI7eK3/CdoTpy52U0qUmHX6hxK0tJVUxEuM5pI0nOrqQ0A2vbGsLJtm2dBYjqoqCAGapuByO0gmMyO/2bO7hXg8zcpV9TQ2VYzanxCCsjIvi5dUkcmYHDrYjmVlMwLa2gbp7Y0SCnlYtaZhzLKYx+Ng4+WLZvFsx1JbF8Lp0EmnDAxjbOaCELBqVQMNjeVjltSaFlSgacpI8Pcwr7x8DIBrti7DH3BfsD9BVXWA9ZctwDRt9uw+QyqVocRbi4QZozPZgj1OQHyJEm9G9hxqG9VPXqoob/HQimJzyS3VAaMCooczHHz+c58JIVAEI8YPZON0ILss98vH9ox5kCzLprs7AkA0ms2483qdDPRHSSYzBIJuQmXecWN7GpvKi3dy5yFtSf9AjM6OQaKRFMlkNrsukchg29lzGy9eStNUauuC42bO6boKQmDZNsM/lRJaTvUC0LyoatzfKYqgtjaEw6HR3xdlaDBBbd2b38NS4hwDmW76M11v8iiuucO2JX1DMXr6o/QNxEmmMhimhaYqOHSNsqCH6go/tVUB9GmXZzqHlJKMYdHZE6arL0IkliKdMbOZxaqKx60T9LupLPNRU+nHoU9veBgMJzjTMUD/UJxEMoOUEpdTpyLkpbE2RFWFvygDuZSSgXDWI9Q3GCOdMVFVhZDfTUNNiKb6MtQZJLIYpsWO/WfGZEQXm3TGoKsvSk9flHAsSSptYtsSh67icTkoD3moqw5SEfJO+xjnZwJalk1nb4Qz7QNEYkkypoUz97w1N5RTXeG/ZGJYh5/n9u4hwtEkGcNC0xR8Hie1lQEWNJTjdha/7uclaTiNlw46UXr9MNFotqr2/n1nObC/bcLthBDYthwxutJpE8uy0TUVh2P8y+X2FNeAkFISCSd5/NHd7Nh+it7eCMlEhkwm2xbLsvNqZCiKwOVyTPrhNwwTw8h6ETye8VPohRA4XTqqqpDJWCPbzwbDcUMyV0dLQUEIcd7nkuH6diP/y3OuwwHNIHNbK3lkJ84/Nrljz51jNmsIn3+ecP55AgXabiNz56kIdcSwzn6e/du5PSoF93d+W3rSbQxlslmENjaWHH8mLlDyLktP1Kbzz5QC9/RSRUpJMm2w/2gHL+88ybGWHgbDCYYiSdIZE9OyUBUFXVPx+5yUBTwsba7m7TevZfWyOhQxteuSvdSSdMZk+94Wnnr5MG1dQwwMxYklsoaalBJVVXA5dHweJ0G/i/qaIBtXN/G261bhyyPTcv55RWIpnt52hBdfP5EdyGKprOQLEoeuEfS7qa7wsWXjYu6+aS2VZVlDIN++ewei/M8ju2jvGUIg+OT7r2NBXRmGafHLFw7x9LYjtHUND5omqpIdNKsqfFyxbiH3376BuupgwfbbtsQwLdq6hmhp6+dkay8t7QPsPtQ28nRG42n+4evP4HLlH4h/44EtLF1Ylf89zRl9v9p+nN2HztLeHWZgKEE8mSaTMbEl6JqC06ET8LmoqfRz5fqF3HXDGiommMBPhBCga9m+oH8ozo9+uZud+1vp7A0TT2QwLSv7vHldNNaGuG7zEu65eR3+ceR85gPZ6wdHT3Xz06f2cLyll96BGLFEGtO0UFUFtytrqC9ZWMUd16/mqvULcytSxTmfS9JwGq9uUqFaSg5HdsZ2+eZFbLlued4ZT3VNYOTl0DQVRRltTF2IPYlg76mQSGT4h799lB3bT1JTG+TqLctYtbqBmpoAHp8L27L5vU9+OyunPwFTGes1TR0xRvO5pU3DwrYlmqbMupbJ010/4JX+x6l01vHJJf8P0zY4FTvI3vDLdCRbSJhRPJqfBZ5lrA9tZaFnBU7FPe6L0Z48yU/avsJApoclvrW8u/FTeLSJU4qf6Ppvtvc/hSZ03tn4m6wNXj2bpzqCaRt0ps5wLLqbE7H9DGS6MaWBTw3S4F7MquAVLPKuwqsGxj3PtJ3kp21f5Wh0N6sDV/Cept8lbkU4Ft3DocgOupJnSFpxdMVJrWsBK/wbWRnYRMgxfvHS1sRRTsT205VqpSvVymCmB1NmZTWe6/kxL/b+YsxvFKFyZ90HubL8lnHPMWUl6E930ZY8ycnYfrrTbcTNMFLaOBU3lc56FvvWsMy3nlp3M+o8rFE4E/Yf6+CL33qeU2f7MEx7XI+xadmYlk0ybdDTH+NYSw/bdp3kPXdt4sG7LsddYOA+HyklB4518K2fvMaew22kJ3i/TdMmZqaJJdJ09UU4erqH1o5Btm5ajG+CydQwlmVz+FQ3X/zWcxw73YM5Tj+Zzpj09Efp6Y9y+EQXz712jN9637VcdVkzap6+OJE0eOPQWY6d7gHg2s2LcTk0/vOHr/DMK0fHnI9p2QxFkwxFk5xs7eOV3af5w4/cxOa1C/IOmk++dIiv/s/LROMpLEti2fYYT1PWA9Wa91oAvOv2/CWlMobJ9x/dxU+f2stgODHu9cpuZ5ExshpS7d1D7D3czlMvH+HPP3Ebq5fWFXQWnEPgcGgcOdXN333taU6c6R1zbhnDon8oTv9QnAPHO3ltbwt/8hu30lgbmlfGk5SScCzFT5/cw4+f2E04muTCV8i07JwIZ5qW9gFe3nmSt9+yjg++48opG50TcUkaTtOhti4EQHm5j7vv3VhQfHIYn9+JQ9dIJjPE4+lxtxnMIzM/HXbvOs2uHacIhjz8zh+8jSsukEeIRJJFdR8riqC6JkB3d5ju7jBSynGFQwcHs+KaPp8Ln292xR1NaZC2k/SlOxg0etk18Dyv9j9B2j4X0B63IvSm2zkU2cmmshu4reZBXOrYbD8bm7SdIm0nMex0QckA086QtpNYwhxX4HI2SFlxdgw8x7a+xxkyekd9FzcjdKfPsi/8CuuC13Bj9TupdjaO0wFIDJlte3+mi+70WV7o+Tl7h7Zhc955WDBk9HIk+gaHIju4q+5D1LnHSmps63ucfeFXxm2vJc1xPU4KyoSeKMNO82z3j9g7tI2IOTDm+7gVZcDo4VhsD687nuG2mgfZENqK8iYynnRN5Uz7AJnzPLaqqlBbGaCyzIvbpZPOWPT0R+joCSNl1ms0FEnyXz9/nbqqIG+7btWkjmVLyev7Wvjit56ntXNwzPc+j5OAz4WuqyRTBgPh+IgnWwjYuKaJsqAn70Bj25I3Dp7li995ntNnzwVRO3SVxtpQdnlJCAbDcc60D2KYFpYtOXGml3/4z2f4X5+4nSs3NE/y6sHew+0cONrJUy8fxjBtXA6NproyQgE3tpR090Vp7x5CymzbWtr6+edvPsf//p07WbWkdsL9DkWSDAwlsOzZV7sWQhBLZOgbjI8ynH0eJ7VVfoJ+D5qqEEukae0YIJobdyzb5tTZPr780Iv8r9+6nQX1kwsREQK6eyP863d+xfHTPcjcsRY2lON1O0hnTNq6hugfimePY9nsOnCWL/3Xr/jDj9xMXdX80WJKZ0y++aNXefjZfaPeofKgh8a6EG5XNra5oydM/1AcKbO/+fnT+4gnMvzuh24g6HfnOcLkeMsYThsuW8jPfryDfftaicfTY1L4J6Kurgx/wEV72wDtZwdYu65plKVv25IjhzuK2tZTJ3uwbJslS6tZtrx2VMclpaTldO+E3q/psunyRezfd5bdu1q47/7NOJ3nPEpSSqLRFCeOdyORNC+qwleEh28yGHaGX3Y+xMnYfrxagI3+6yl31GDYGVoTR2mJHyVpxdje/xQOxcmtNQ9ecl6KjJ3mxd6HebnvMQw7jUf1s9i7mkbPUlSh0Zfp5ER0HwOZHvYOvUzEHODBpt8joE/ccQ5menmk/Zu0JI4Q0MtZ7FtNtbMJAXSkTnM0upuUleBEbB+/6v0Z99Z/BJ82uoO8sfqdXF5+Y9bMlJKj0d282v8EAsHGshtYH9oy5rgCQY2zcdw2qUIjY6eJmWFciocKZx1N7iWEHNWoQmUg082RyC6GjD4GMt081/MTyh01LPAsn1ez3pmwZEEl12xaxGu7T7Owvpzrr1rGxlWNVIS8OB0aqqpg2ZJU2mDH/jM89IvX6ezJxl4mUwbff3QnV1/WXLDzl1Jy8FgnX37oxVFGk9ftYOPqJm67diVLFlTi0DUURWBZNvFkhiMnu9h5oJVTrf1cuW4hzgnCE4aP0d0X4T++//JI5pmmKVx92SLee/cm6qqCI7/PGBYtHQP88LFd7NzfimnZdPdF+caPX6WqwkdzQ8Wk7vHzrx0b8dDcumUF77rjMmoqAjh0FQkkkhl2Hmjlew/voL07m1Xd2jHA9x7eyR999GZCgfG90tduXkJ9TXCUIZPJmHz7p9tpac8a+T6Pk0+871oqQvnHjmXNVXm/1zWVrZcv5qWdJ4klUqxbXs91Vyxl5eJaPC4dXVcRQmCaFn2DMR557gBPvnSIVG6F4eCJTn61/QS/du/lk3IA2LZk54FWTNPC53Vyz01rue3aVZQHPWiagm1ll1mfffUoP3z8DeK5uLTX9rTw+K8O8qF3XlWUGLuZYlk2jz5/gEefPzBiNNVWBXjnbevZevkS/F4XmqpgWjaJVIaXdpzg+4/uYiCcwDAtnt52hIUN5bz/7ZtnLOL8ljCchBCsXtPAhssWsHdPK9/95os8+P4tVFWdC4KTUhKPp+nqHKKxqWJkqa66JsC6DQs4faqXJ3+5l/WXLaChMTtgWZbN4YPt7Hy9uKnZHq8TgWBwIE4qmUGGPCMxPj3dEX7wvVeLHrB4462refKJvezZfYYXnj/MDTetwpkLqrMsm20vHmXnjlOUl/m45bY1U3ATzwwbm6PRXawNXsNddR8ioJWNfCex2Tu0jUc6vkXCirJz4HmW+Nax1LduTtpWLI5H9/Ji7yOYMkOTexl313+YBZ5lo5bPwkY/j3f+F/vC2zgZO8ALvb/g7rpfnzCWKGoOEjUHWRXYzD11H6bcca6otERyJLKLRzq+yaDRy9HIG1xRfgtLvGtHDSp1rmbqaB75zWBmWCVdUOmoY4Uv/5LEhShC5dqqe/BrIVYFNlPnXjgSZzXMdZX38JP2/+BkbD+96XaORffQ6FmC+ibpqnRN5Tce2MK9N69j4+rG8wYkMaqckZSS+pr1NNQE+X///uRI8dSOngj7jrRz3RVL8x4nkczwnZ9t52TrOWX7xtoQv/2B69mycfFIdvCFk7IVi6p5+63ricXTOB1aQW/Td3/+OodOdAHZemXvuHU9H39wKx6XPmbfNZV+1i6t4+++9hTPvprN4j1wrIOHn93Pb73vurxG2sh5pQx0TeW+WzfwqQ9cjyNnZAxTHvTQWBti2cIqPvPFR+nuiyIlbHvjFFsvX8zt164at2xUY22IxtrQmGP97Ol9I/926CpXblhIY83o7aaKEILVS+v4nQ9cT3NDOQ3nHffC611V7mP5ohq8bgffe2QnkF1WfX1fC/fespaywOQcAOmMicup86n3X8/bb1k35lgVZV4+1riF6go///7fLxKNpzFNmx//cje3XLOC5saKiXY9J0gpOXC8kx88/gapdDZcoKEmyF/+9p2sX1EPjH2W33fvZhbUl/OFbz5Hd38Uw7T43iM7uOqyZpY3TywhNBneHL3RJAgE3Tzw3qvp6gzzxOP7aDndy6o1DZSV+7BMi96eKJ0dgwwNJfjLz75zZGlPCMG9913OKy8f4+CBdv71C09w9ZZl+P0u2s4O8MrLxyiv9NHfP3a5zrJsEok0iXiGRCJDf19kZEZz/FgXsVgKt8eBx+PA63WOzB4u29iMy6XTcrqXb3/jRa69YQUup05bW/Z4Pd1hqqoD9OZmojNFiGzG3LseuIrvfPNFvvEfz3PoYBsrV9aDEJw43sVLvzpCJm3yvvdvYVEe3arZoMxRw3WV9xLQyka9HAKVdcFraEueZFvfY8TMMEcju2n2rEC7RDSVDDvDtr7HMWUGVWjcVvsgC73Lx8QchRyV3FrzHk7E9pGwohyO7OTqirdR5ayfcN+Vznpuq3kv5Y6aC66bYJl/AysCm9je/xQpO0FXqpXF3jWjjitGj+Sj9l0oIH/CNjnquKXmgQl/W+ao4Yqym+lIniJpxelNd2DYGVT1zdFVCSFobqwoOBAJkb0Tm1Y3ccW6BTz+wiEAUmmDMx0DXFfgOPuPdbBj35mRfwf9bj7x3mu5/oqlE1774c8FjFs+43ykhJNn+3hpx4mRz1YsruF9927G6x777g3v2+tx8L57r+DA8c4Ro+a5V4/xnjs3UVc9uSWhJQsquf9tl+HQtTFG0PBxVi2t5f7bL+Or//Nytv5m2uCF149z89XLx03yGe+ajHeVxATbThWHrnLt5iUFtxNCoCrw9lvW8dxrx+jqzfb5LW39IwbEZLn6smZu3bJi/HMVWcP9pquXs/vQWZ56+QgA4ViKF14/zsKGsdI2c4lhWrzw+nE6uocA0FSF97/jStavGL+KRVZnT3DVhmZuvHoZP/rlbmxbEounefrlwyxuqkSbQZzum6M3mgSKonD5FYv5i/9zH//5tec509LH0SOdI54bVctG4jc0leN0jr4sCxdW8kd/ejff/eaLHD7UwYF9Z7OR+x4Ha9cv4F0PXMlf/On3xxzzwP6z/Ms//ZKBgTjSlti5PwB/+ze/QFEEQhG43Tqf+NSt3HjzagAWLa7io795Iz/6/na2vXSUV14+hqoKHE6dBQsq+OM/u4cnH9/Lk7/cN+aY00XTVO55+0a8Piff/+9X+NVzh3nmqQPZa6MqVFb6+bUPbuX2O9fP+QtU71pEvbt53OOqQmOl/3L2Db1C1BzkbPI4MTNCyFE5p22cLmcTx+lOZQNOm72raPaumjDRocxRxWLfGg6EXyNmhjkTP5rHcBKs9m+m2tkw7nXTFQeN7iXsEg4MmWYo0wsFYr+KQaFnRwhBlasBrxokacVJWtEJY6beCmiaytWXLeKJFw9jy2zm11AkOW4c4jC2bfPIcwcwcoXBFUVw5/Wr2Xr54qK1y7Ztnt12lHAuW1lVFe69aS3V5b68vxNCsLChnM1rF/DYrw4C0DsQ441DZ7l7EoaTqgguX7uAprqyvAXHFSHYumkxT710mJNns1631/eeoX8oPmkDbb4ghKAs6GH1ktoRw2komsQwrLzPwfm4nTo3XrUMzzhG7fn4vU5uuno5r+1pIRLL3tsXd5zk3XduxOu+eEXLhyIpntl2ZGT+tnZ5Hddc1lzwd06Hxh3Xr+YXz+wjlTaxbMn+ox309Eepn8FzcMkYTooiuPLqpYRC3lG6SQsWVvD+D25lxapzA0gg4Oa+d18xJnVXVRVWrKrnr/7fAxw51M6Zlj5isRSKEITKvDQ0lrFsRR1er3PMsa+4cjELmyvZu/sMPd0RNE1h0eJq1q5rRFEVPvjh67JW7nlrwVVVAW6/Yz3JRH6xSE1XR52Tqircfe9GVq1u4NDBdiLhBLqu0dBYxtr1TYRCXmxbUlnlH6Vf5Xbr3HTLalatbmDZsvEDIcvKvbznvVfjcGgEz1urFwJ0h8Ztb1vH2nVNHNjfRm9PNkagotLP2nWN4wpqzjYChVpX04QBwkIIQo5KgnoFUXOQwUwPKTsxp22cCZ2pFtJ2toNa4FmGKiZ+JRWhUOHI3lfDTtOf6ZpwW6fiosa9AE2ZOAPLpXqyS30SMnZq3ugzacIxEqdmSXvetOtiUV8TzLo6chcincnq/Kjq+O9iT3+M4y09I/8uC3jYevliXEXUsxmMJDhyunskmNrl0Lhyw/iTmwvxuHQWNVZk47ly8Up7DrVz941rC/7WoWusX1FfMFRACEFNpZ/FCypHDKe0YXL0dPclZzhB9rwrzzNKbVtOmCE5HlUVvpyxWfi6rV5aR9DvHjGcBsMJ2jqHWLG4Ju9vZ5PDJzvpG4zn2girl9ZRHppchtyihgoCPhepdHZVqKsvSnffW8ZwUth63Qq2Xrdi1OfNi6r4yMdvHPVZMOThwfddM+5+hBB4vU4uv2Ixl18x+RmYEIKamiC337F+3O/vf+DKMZ/VN5Tx3vePDaCdDJqmsnxFHctX1I37/WUbF44pLuzxOCds3zAVFX4+8OvXTvi9EIL6hjLqG8om3GYuEQh8eijvNi7Vg0vNBssmrTimPTUX9sVCSknYGBhJ8d89+BInYwcm9DhJJGGjf+TvaSuBLe1x45x0xYlXDeQ9/vnxRXNVnFhKiSVNUnaCs4njdKXOEjH6SVgxMnYK0zZIWjEGMj2Fd/YWwXmBEKWU+X2DZzoGiJ9XNaEs6C76oNc/GKe791yoQH1NcNLZSkIIQgEPTl0jYWVybe6flPdE0xSa6ifXN3ncDuqqgyNyMlJKTpzp48arlk/q9/MJRQgcFwRoTyXONeh3Ux6cnIBmRchLRcjL2VxSQSKVzVK7mIbTweOdI393OjQaa0No6uQC1lVVoarcT08unGYoksjJGEzOWzcel4zhVOKtiybyz5Q1oY14akw7M+OSIHPl4ZBIMnZ65IhDRu8YKYJ8WNJCSntc0S5VqPOudp4tbdqTp9je/xSHIztJWLERMVNBtvbfyH2Ul4bxO1OG428GI0niiTTpjEnGsDBzQreWZY/IEkyW7r4IqdS567egvnzcuKOZMBhJ0Dt4Lq5TVRRe2nli0krdJ1v7RhnrkVgKy5ZoE3jRzj9OZVn+5cBhhBDUVPhx6CqptImU0J6LkZlvWLZNNJYiHMtWiEgbWZFhy7KxbJuMYXK2a6ykxGTxup0F49aGURRBY12IPYezQtGptDHi7blYHD99biKlCEF7d5gXXj+e5xfnuNA7lzEsEjMsGVYynErMmM5kLz9rfwZ7Kr17DgGsDi7lpuqxHrthTDu/S9qW9kgnrAh1xsuJc+WxEjlV9GGWeNdS5WqY9O8XeVflPddCorBziZSSlvhhHun4Fp2pFgDK9CoW+dZQ5azHpwXRhANNaISNfl7qe2TEu/ZmYjg5ZFg08vW9LZxpH6B3IEYkliKZNkinDQzTxrTOGVBTebWi8TSGdW7yUFnmK+oSu5SSTMYaJcB75FQ3n/nCo9Pep2VJ0mkDrYDYpqKKKS05etyOUannieT8qLE5/ByEoyneONTKnkNtdPREGAxnFd1TaYNMxsQYrhRhWVgzEFrWNQWHPnlJgYD3nJFl2ZJ05uJNZLKq9Oc0FBMpg/9+eMeM9plMGUhJ3ji5fBTdcDJti0EjTNqa/IVWhUK5I4hTnV8z5BKFsaTFwx3P82TXtmnvQ1f0CQ0niSRhhfP+Pm2nSFtZYUyn4kEdx0M1lfcjbhUnW7EQQgg8mh8FFRuLZf4NXFNx56TreClCHZPOP1+JmkO82PsLOlMtqEJjU9kN3Fz9bryqH1XRR8rqAHQkT7N94KmiHl9KSdJKkbBSGLY5ssSpKSoe1Y1bdeYtE1MsLDurr/Q/j+5k75F24on0GOVoIbKeFUURaIqCqihTimcZjoEappDy93RIpDLTmihNjJzU/pTcdZksDl0d9T4lUhffkymlJBpP88LrJ/jeIzvo7Y+STBtjjGNFEahK9r3QNRWBPaHKeCFUdWrX7Xzj1LbtKT1/xSZjWKSN4h4/W+s1W7ZrOhTdcBoyIvzLsYfYHz426d+UO4L80YoPsy64rNjNKTHLnIydZefAgWn/3qu5ubpi4rgsiU13qn3CWB6AqDFI1BwCIOSowKWMjrVQOWdgGLaRN57HlCY96YlrGRabGmcjDsU5IgmgCjVvQPfFZLQ9N7VBM2IMcCZxFIA610Kur3oHZY7xhQJTVgLDLo5nQEpJ3Eqye/AQOwYOcjLWymAmQtJK41R1QrqfJb4FrA+tYEvFZfj16RdSLYRp2Tz3ylH+9bu/YiB8LoFB11Wa68upqwlSEfTi8zrxuHScTh2nrtE7EOU7P9s+aa/ThUNBcQ2c7J2/UIC3qsxHU31onKNPjqpy36TSw23LRtoSCizpjWxvy1Hv+2yXipoMQ5Ek//bQizz7ypFR6tehgJuF9eXUVgUI+t143Q7cLgdOXUVRFV7ccWKUxMRUGK+0Tz7ON9AEYsaCkTPBtkeXJtI1lUVNFTOaEFRX+JnuswqlpboSMyBjG7zav5f+zNC0fq+gcFvNNawK5A/S70m3MWT0UaaPLZxpS5uO1OmRZZ1qZ+OYOnQOxT1ijAwZvdmyKxOUlWlLniBqTD+WYKos8CzHqwVJZRIcj+1lyOijwlGbd2lluBOZ2wxHMeLJk0hMaUw6uFLmSsGkrKyx4NNCY1TKh7eTUtKVaiVmFsfrl7CSfOv0z3itfy8xc3S2ZdJKk7TSdKb62DV4kEPhE3yw+e1UOIpfn0tKyf6j7fznj18dMZpURbB+RQPvvH0DS5urCPk9eD0OtAuKkR483sl3f/76pAc/p0MbCYgGiBfI6p0qAsYUul27op7ffv/1E2b6FUJVswVtC2FLScYwcU9ydSJjmFlDK4d3CnX+ZgMpJT96YjdPvXx4xPj0uB3cef1qbr92JZVlPgJ+N26nPspDlM6YtHYMTNtwGq5/OFkF8PM1olRV4JqEOOls4dC1EcFWyGqB/dq9m9mwcvJhDRfi97qmvUwHJcOpxDSRUtKW6Oal3p1Ycnru4/Wh5dxZdz1anhR8gO5UK6/3P80N1ffhUs7VzpJS0plq4ZW+x7GkiUvxssK/EecFHqeQo4KgXkFXqpUho489Qy9zbeU96OJc5yulpD/Tya+6fzqqHt5sE9DLuariNp7o+m/iZoSft3+dO+s+SK2zaUy8lpSSjJ0iYg5g2Bnq3YvmrJ0AHtWHU3GRtlO0JU8SMQfHiJJOhCZ0nIqblJ0gZoaJmUOj7iVkz+90/DCv9v8SU858sE9Zaf77zKM8170dm/zPaNJK82LvLoRQ+I1F78KnT06RebIkUgaPPn+AtvPKn1x3xVL+/Ddvw58L2p3oOk51eSYYcOPQNEwzew2ztdumn0E0Hj6PE6/bMZK9l0hmqKrwzXppDtuWDEWTuF2TM5yy5TbOXb9gYG5KRU3E8ZZeHn3+wIjRFPC5+NT7r+OO61aPlFoZDynljKpFpNImiWRm0pmPPf3Rkb9rmop3FpZ7J4uiCCrLfBxvySbOWJZEVRVqKvNnDc8mJcOpxLR5qW8nvenpeWf8mod3NtxKjbNwjSqn4ubV/ieImWFWBjYR1CuxpElX6gy7Bn9FbzpbK3CRdxXL/RvH7E9XnKwOXMHx6F5sbF7qfYSUlWSJbw1eLUDGStGdPsveoW20Jo5R4aijP9M5XlPGRUobw06PCDVmDZzsv/PpMkF2sNxUdgMt8SMcjuzgZOwAP2z9Esv9G6h1L8Sj+rClTdpOEDb66Um1050+S5Wznvct+MNJt3GmCCGodNZR4ailI9XCqdhBnun+AeuDW/BqAWxpk7ITJM0YjZ6lo5bhBAK/FqLO3czp+CG6Uq083/Mzriq/lTJHNbaUDBk9nI4f5o3BF0hZCZyKe8YG7JHIaV7r31vQaBrGxua1/j1cX3U5G0P5A++nSiyeYt/RczUtvW4HH3jHFfh9roLHicRSU1oZrakI4HJqI5lDXb1hItEkwUmW5yiEEIKg301FyDtiOLW0D2BNwaMxXSzLprs3OqnCs5Zl0zsQw8wJgQohWDjJwrizxb6j7URz+kiQVTi/ZcvKcdXMz8ey5SiJiakSS6QJR5OTMpwM0xoR2oRsvFN1xeQyGWcDIQSLmyp5dfdpAJLpDJ09kaJPBqZCyXAqMS3akz083/36tH6rCZX7Gm5lXWhZwQdfFSrXV7+dfUOv8sbgCxwIv4amOLKp/FYKQ6ZRUKl3L+Ku+g/h0cZ/wTeEruV4bF8uDT7KS70Ps2PgaVShYUubjJ1GYrM2eDXLfOv5cdu/T9imnlQbz/f8lKg5RNKKk7GTmLYxsrwUM8P8pO0rOBQXuuLApbhxqV6W+tdxVfntY2QCvGqAe+s/jEvxcDCyne50Kz3pNnTlfCFIC0saWNJCIKh2Nk3lkheFSmc9m8tv5qnuH5Cy4uwceJ6D4ddRRbbA6rAMxANNvz0mfimgl3Nl+W30pzuJmIPsGXyRY9HdI1IThp0hbSfxaUHuqvt1DkVeZ3/41Wm3NWMb7Bk6wkBmakt+SSvNy71vcFloZdGyEqXMpkP39p2bxS9sKKemMlDw+ZdScrylZ0o6W4uaKgj43SNLgv1DCfYe6eC6K5YUbaCpqfDTVFc2UkB4YCjO0VM9bFg1/eWTyZAxLI6ezh6n0LkMRhKc6RgYuXKKgGWLplAuSozNuppJuFi2KHKUTC7QWQhYu6yuoFSElJJUyhjRVZoO/YMxuvqikxLBbGnvZzByblnb63aMqeM312xet4D/eXQnti0xTZujp7uJxtOTllgoNiXDqcSUSVsZHut8gbARLbzxBSgoXF2xgdtrt4wYBYWocjTwYNPvsq3vMU7FDxExBjDsNLripM65kKW+9VxV8TYqHBMLtDkVN/c1fJx6VzOHo7voT3eRzimMuxQPde5m1gSuYHP5zUSMARzCOaGnImaGORTZMaFHRGITNcd2cg7FyRVlt4z5XAhBSK/inY2/ydLwOg5FdtCTOkvYGCRtpQCJrjgJ6BWU6VXUuhawIbR1EleuuKhC5eqKt6EpDvYOvkxvup24FcWWFpriwKV4COoVuNWxxqsiFC4LbcWhONje/xTd6TZiZjj7W+EgoJexyLuaayrvZLF3NQkrwoHw9mm3NWmlORVvm5aw58HISaw8yQjTwbLlKIkAt0tHnUSWUziWYse+M1MasMuDHjasbKClLRv3F4kmefaVI1y2uoGArzhLVaGAm42rG3l93xkM08K0LH7x7D6WNVcVLOsxEwzTYs/hNu6+aU3e4GApJa0dA6P0f6oq/CxdMH5CwnjomjoqmNy2JckZ6v8YpnXevRSTDnA+3d7PiTOT13i7kP6hBIdOdLJpdeNITdTxsGyb3QfbGIqc69uaGyuonYSHbzZZtbiGhfXlnM4907sOtHL0dDeb1y64KF6nkuFUYkpIKTkRa2XnwAGmUwyj0VPD/Y234dcml70kJRgyTbWrkbvqf53+dCdxM4IpDTSh49fLqHDUjiv2KKVkW+8RHm7fyQp/PR9efBM3VN/H+tBWwsYAGTuFAByKK2uUOKqyWW1C5/0LP42FSYN7bOB6jauJ9y74gykLbQb08gmLDwsh0IWDjaHrWem/nCGjl7gZHYn10YSOS/Xg18rw6aFx48J0xclN1fezuexmdMVBjSu/V6rJs2zkPMocVaM0pSZCESqby25mue8yhow+UlYcGxtN6DgUJx7VT5lj/Fm9EAqrA1fS5FnOYKaHpBXDljaqouFVA5Q7qnGrWc2htcGrKdOr8Wj+MVmSk8GwDfqnuYwcMaIkzCRBh7/wxpNgOJ3c43aMBGr3DcRHZVRdiJQSy7J5/rVjUx4whRDcdcNqnnjxEOmMiQS2vXGKNS/V867bL8vWyJyEp+v8/Y13jJuuXs5PntqTWzaB13af5sUdJ7h164pJqTpLKUeMCCEmn+xw4FgH+492cPVlE5d4MU2bJ186PCp7cevli3FPIThcU5VRekYZw+RMxyDLmqunNVgLIfB6HKiKwLIlSJkTN514yUnK7BLd/zyyc0aSAFJKnnr5CHdev5rqCv+4x5NS0tsf5YXXj48cSwi46aplMyqIWww8bgdvu24VX//hK1iWzVAkyX/97HWWLawi6HdPLklFypFrPVNjq2Q4lZgSaTvDE10v0ZMemPJvA5qXjy66n8Xexik9uHYu+NypuKYcEN2RHODFnkNkLBMbiS40Kp11VDrHL2UD4FTdrAhsnPB7rxZgVeDyKbVjsmS1nXy4VS+DmTiDmRjNvmrUSXg/VKGxwDP5chIBvYyAPvXzUIRCyFE5Ukg5q5GUoT05gN9ZkVexXAiRO27+shlBvYJgsGLKbRvGkjYJK1V4w3GwcxIGQYpjOEG2PtvSBVXsPdIOQGvnAC/vOsm9N68bExckpSSWSPP8a8f4xg9fmVZsy7Lmau65eR2/eHovpmWTSBl89XsvE44kuG3rKmqrAmOEJIeXFCOxFD39UYYiSTauaZpwKam2KsCH77+aL3zrOVJpk6Foki986znC0SQ3XLmMipAXTRudIXj+MQbCCd440Iquq7z9lvU4J5m51T8U50vf/RVez+2sWFQz6ndZscQUjz5/gCdePDzyeV11gNu2rpySASCEYO3yel7YcQLbliRSBk+8eIhVS2ppqAlOa/BdtrAat8tBLJFGAq/vO8Pxll6WLqwao7Nk2zatnYP89y92TDub7nxa2vr5x288y+996EbqqoOjroVtS/oGY3z9B6+w53D7yOcrl9SyZYrFoaWUI5IVpjnaa29aNoZhTVlXSlUVbrt2JXsOt7F9bwtSwhsHz/J//uVxPvTOK1m+qBqfx3nBs5a9holUJltvr2uIHfvPcOf1a1g+lSXbcSgZTiWmxLFoC9v790/5dy7FyX0Nt7A+tPyiBfRdSpjS5hdtr/NSz2H+dfPH8OkXZy1/suwYOMFXjj3FX61/DysCsxvnMlmmql0z6rdFLrzj97q4Yv1CDp7oxDSzSuDf/NGrhKMpNq1upLrSDzIbCH6itZddB87ywuvHSaYMliyoZGAoMSrupBBOh8YDd17GmfZ+dh1oRcpsivl3fvY6L+44yboVDSyoK8PvdaKqWYHNwUiC7t4IZ7uGONnax6LGClYuqZnQcBJCcPPVyzl2uodHnttPxrCIxtP820Mv8vxrx1i1pJbG2hAetwMJpNMG4ViKnr4obV1DnG7rp38ozj03r5201lRFyEsylaGlfYC/+tfHueHKZaxaUkt5yIMEunojbN9zmld3n8bIBYXrmsLbrlvNikU1U+57tmxazHd+tn2k4O2OfWf4p288w83XrKC+OoiuqWRMi2QyQySWIp7McPM1yycsC7N+RT111YGRDLGznYN84dvPce/N61i5uAav20naMOjtj3H4ZBe/2n6cI6e6R7SLzrQP5PVUjociBLVVAfoGY7y6+zT9g3G2bFrM8kXV+L1O0hmLMx0DvPLGKXbtbx15b4J+F++9axN+z8R9jy0lR09109LWTyptkkxnSKVNUmmDdMYc5S2VEl7bc5pYIjWiUeZ26bicOi6HRlW5j/UrG8ZVhhdCUFcV5CPvuoa2riHauoawpWTH/jOcbO3l8rULWNxUQVnQg9OhYxgm8VSGvoE4Pf1RTrb20dY1hK4pRalVWDKcSkyapJniZ23PkJ6iOKEqVG6qvpLb666d1HJQiWxw866BU8TM1JwV4J0J2/uOEzOT05amKDaKELhUJ0xDKFoRAq9a3LR1TVO4/dqV7Nzfyt7DbUiyqfLf/ulr/Owp18hgkTEsYon0SCzNysU1/O6HbuRnT+3hmVeOTvp4Qggaa8v49Mdu4fNffYqDxzsxLRvblpxs7eNkax+6pqLnPEKWLTEMM7uENAU8bgcfe+AaVFXh4Wf3k0obWJbNvqMd7DvagdOhoalKNnnAsjFMa8wxxBTC8Bc2lHP52ia+9/BOOnsj/PDxN/C4HTgcWa/dcNr9MKoiuPqyRbznrk2T9midT2NtiHe97TIe+sWOXCyXzfa9Z9h3tAO3S0cRWb0sy856UjRNZf3KhgkNp7Kghw/ddxWf/+pTWfV1W7L3cDsnzvTi97rQVAXblqQyRrZ0jmGhayp337SGay9fyj9+4xk6uvNXUrgQh0Pjdz90Ay/uOMEz245w5FQ3x8/04nM70DQ1503LjFoKdDl13nn7ZWzdvCSvZ8i2Jb984RC/fOHgSF09y55YOuHIqW6OnOoGzinkq6qCqghWLqnlf//OnXlL6qxZXseffvxW/uU7v+J0Wz+2LRkIJ3h62xFUVcGhqShq7p5Y9hgjU9ccRUn5KBlOJSaFJS1e7NvF4ejpKf92c9ka3r/wHnzq5NaiZ4NLzckVziQ4FD5LpfPiaZVMlpRt8MbAqYvdjFHoQqfCGaIzNfWA2pAjgE8rro6TEIKGmhB/8hu38KXvvsDuw22kMyaGYY1bQNXl1NmyaREfedc1LGosp7VjgOdeOzYlLR9FCJrqyvjcH7+dHz2xmxdfP05L28CId8cwrRGvzIW4XToNtaGC8gLD0gS/88EbWLqwisd/dZDDJ7tGBuF0xiQ9wW/dLp3FTRWsXVY3aUXvRDLDe+++nLKAh+8/touzHYPEEmkYxxlXFnBz0zXL+di7txCcZvaVogjec9cmAB55bv/IvUqmDJLjlG/xuMibeieE4PorlpJIpvmfx3bR0pYNeYgnMuMKldZXB7n7pjW8757NmJZNbWVgyoZTXVWAazYuYtPqJoI+N09tO8LAUJxwbOxSthBQVxXkvtvW8967Ly98X3JFqqeznCzlOWFOyN7bQp5HAVy+dgGf++O388PH3+DlXSfp6Y+NxAQmJ9A8UxRBVZmPNcvqJoixmk4AAJvLSURBVF0kOh8lw6lEQaSU9KYHebb7VZJTjBtZ5luQNZo0z0VdolOFgmGbHBxq5dW+Y/Rnovg0F1dULGNz+WIcijauknjSynAwfJYDQ610poYwbYuA7maRr4YtlSuodE4caJm2TfYOtrBvqIXuVBhbSvy6m4WeStaGFrDUXzsqc6s7FWbfYAst8R4Oh9tJWBn60lE+f/CnaMroAewPVtxDudM36nimtDkSaefAUCutiT7SloFbddDsrWJzxVIWeitHHU9Kyc6BkzzSvpN3NF7B+lAzJ6KdbOs9Sk9qCEUIFvtq2Vq1knp3NiZp+FyHMnEOhM9yItrJqWg3HclBBPC1408TcIw2Oh5csJXVwcYxsS62lJyKdfNa3zHakv1ICY2ecrZUrWSRrxqF6QdxulQnje4aDoQnV0H9fFYHFs9K3TohBM2NFfz5b93O9r0tvLb7NEdP9zAYSWAYFi6XTnW5n1VLarh87QKu3LCQ8qAXKbNLRp/93buwbMmCurJJ1zMUQlAW9PDh+6/ixiuXsfdIGweOdXLiTC+9gzFSKQMhBE6HRlnQQ31NkCVNlaxdXs+y5mp83sJZX0IINDUbkL5pTRMHjnWw80ArJ8700tkTJp7IIBSB26lTFvDQUBti2cIqli+qZtnCKmqrAnkzvc4nGssu89x78zqWLqzitT2n2XngLC1t/SSSGRy6Sm1VkDXL6rjxqmWsW1E/o9Icw4bhB95xJetXNvDKrlMcOtlJe1eYeCqDqij4PA4CPjcLG8pZ1lyVK+cxMbqucscNa1jaXM2LO06w51AbZzsHicbTICDoc9FYW8a6FfVsvXwxK5qrcTp1pITfeM8WevqiSKCueuJMt+bGcv6/33obpmVTVe7LeRdVPv7gFq7csJBXd5/mjYNn6eqNkMqYeN0OGmpCXLl+IddsWsSqxbWTuieKovCOW9Zz+doFU720Ywj6XQV1pob7g6a6Mn77A9dz8zUrOHCsnb2H22lpH2AwkiCTsXA4sqKdtZV+GmvLWLu8jsVNlSxuqsQ/iWe6ECXDqURBbGye7HyZY9GpBSgu9jbyscXvZoGn7qLHNdlS8vUTz/BE524EAokkaWZ4pG0nN9as4beWvW2MEdQS7+Ev936fjuQAAoFD0VCEIG0ZGNLiv10hPr36HVxevnhM8HZvOsI/HPoFOwdOogoFPWf4ZGwL0zZxqQ7+bPV93Fy7buQ3r/Ye5Yetr5C2DBJWdgaXtg0ODJ0dM1Bm7NGz3YFMjL858BP2DbZgI3EoWs5YtEjbBl7NySeX3cFd9RtHGWFn43081bmXSoefPQMt/OTsa9hSnneeu/lR6yv80cp7ubryXGzAkUg73z75HENGgrRlYNpZz8XxaCe6MrpbeVvdZWPuR9xK873TL/HTs9vJ2CZOVQckKcvg+2e28Z6FW3hw4dZJl9a4EKeisz60gm19u4maYz06E+HTPNxUdWXRNJwuRAhBdYWfu29cw61bVmKY1kg9NUUIFEXg0DV0TR1ZIhEiW8vt1q0rp31ch66xrLmKJQsruffmdSPHtaXMnqkQqLmisrqmjgnqngyKolBfHaSuKsANVy7LLstZ9sgxRO78NFVB09QxpWUmQybnIVNVhTXL6lixuGbEG5M9jkBVs9fQkUeJe6q4Xfr/z95/x9l1XffZ+LNPub1N7xW9gwAJsPdOkRQlqlGyJVlucku14+SN47zv+7PjvEkcx3GiSLJsS7LVRYlFJMUKVgBE771M7zO3t1P27487M8AAA2DuxZQL8D784ENg5uxz9j33nL3XXnut72LT2hZuWNlI1sh9rlwskEARIBSBpqnoqjIj75muqSxvr2FxSxVZwxyPe8t5WxRF5LaddG3KPRIC1q9onFF/y4Ne7rt12TSfw8Hmda1sWNVEJmthjdeBU4QYL3uj5fW9KIpg1dI6Vi29dLLNXOFy6qxf0cCaZfV88uEbME178l3K1dc7txXo0NVZrbdXMpxKXJFT8S5eG9iaV6xNlbOML7c9xfJA25xNQvlwNNrDiVgfj9ZvZE2oGU1ROR3r58edW3mpdw9Bh5ffW/rwlL6WOXyUOby0+2tYFWyi3l2GQ9HoTo7wi55dHI328u3Tb9HsqaDWfS5LzLBNvnf2XbYOH2d5oIGH69dT5y5DIBjORDkVH6AzMcya0NRV2h3VK1gRbAQkB8Kd/Ncjz1PtDPIf1nwKjzbVgCh3Tl3VBnQ3Ad3FxopFrAw20uKpwq05GMvE+WX/PnaMnOQfTr/J0kAdy6cJ3n5r8BApM8PmyqXcWrmMgO5hOBPh+e6dHIh08rUTv2R1qBm/nlsRrgo28cernsKSNr2pMf784LOoQuH3lj1Ku29qxkq9e6pac8Yy+HHHB3z3zNvUe8p5pO4GlgTqkFJyKNLFiz27+NbJN/Brbp5q2lSQ90cIwZrgEtaFlvHe8O4ZtdGFxn01N9Pua5pzQ19RFNwuBTfzVztNCIEqBKpTuWwcyWxcx+nQCoopyvc6E56U+UCICYNsdj7XfPf//OvO5udYSCa8nVqBC6xCufbvXIk5QyJJmCme63mTeB6r9nJHkF9tfZLVwSUFG023VD7MqmBu5V/hrC3oHOcTNhL85qIH+WzrbbjU3KRxc8USQg4v/+XIc/yydy9PNNxI63mTfkD38Cern8ajOfFp50pjWNKm0VPBf9z/Q07E+uhOjk4xnCLZJCdifbhUnU80beLh+hsmJ38pJYZtETWSVFxg/FQ4/ZM/G83EAdAVlcX+2kmD5VLoisbvL30UVVEJ6u4p11vkr+X/l4nRkRjiQLhjWsOpPxXm0foN/MGyRwnouVg0KSV17nL+44Ef0Z0c4VCka9Lr5Nfdk31yKDqqUNAUhRZv5WWz6qSUHIn28ELPTgK6m68ueYjbq5ajKSpSSjZVLsGnufjbU2/wfPcONpa3T/lO8iGg+3im+TEGM6OcjHVetvSKLjTurdnMUw3349aKO4OxRIkSC0spxanEJbGlzTtDO9k1dnjGvqZKRxm/3v40t1XeULDRJISg3FFNq3c5Ld5l+LSrV631qE4eb9w4aTRBLu5pU8USVgWbiBpJtg4fn9JGEYIadwi/PjWoXRUKG8vbCepeYkaKhJmekvquKxpORcewTTqTIyTN7OTvhRA4VI1K15XLbeRLpStAmcM7xUMjhGCRr5ZWbzUZ22Q0E582Td+haHy+7Y5Jo2mibZuvmiX+WgxpcTZeuHLxBKa02T58nN7UGKtCzdxRvWJy6zAnAqpOxlR1JIc4FOm6KlmBenc1f7z813m66UGW+FoI6X4cij6+9apT6QhxQ2gFX138WX6j/WlCur8oPKQlSpQoXkoepxKXZCA9wou9b884INynefhC6+PcXLFuRoKN80mNK3SR1yYnxuim0VPBvrGzdCSGLlLxvdSkrQkVl6ojyRkD5+PXXdxUsZgdIyf5Wdd2+lJjPFS3nnVlrXjGXcpzsRV0qb4qQuAeT8O1ZE7v/cKrVzr9NLjLpymQrOJRnTkdoDxlKKbDsE2ORnMCe6uCTSiIi/pd4fTj1VykLYPBdBQbiXoVRniFM8Rnmx/lnupN9KeHiRkJDGmiC50yR4BmTy1Bffog/xIlSpS4kJLhVGJaMlaWH3S+RE9qYEbHVzrL+HzLx7ijckPRGU0AIYdn2qnXqWj4NTcSiBkpTGmhj5czkVIymo1zPNrHrtFTnE0MMpZNkLQyZC2TgfT0acGKUHiqaRMpK8vz3Tt4c+AA7w0dpc4d4pG6G7inZjXVriCqyD849nLEzDSnYv3sGTvD8Wgvo9k4CTNNxjYZyeQycS7lu6l0+i+ZqZXro5wVPSlL2gylc4V3//HM2/y0a9tFx0gpCWdzW8MJM40l7at+plShUO+upt59dYrBJUqUKFEynEpchCVt3h3axYejM1MIr3KW85X2T7KpfE1RGk3AeL+mMQyEmDQYbOQUHZED4U6+duIV9oc7CehuWrzVVDkDuDUHulDZMniIqDF9oV+X6uCL7XdzZ/VKtgwcZNvwCU7G+vib4y/zQs8uPt18C0803oQ2w0LHV6IzMczfnnqdt/oP4lA02nzVlDv91I0HtO8bO0tncviS7XOZcHPvcZFIjPEafyGHl6A+vV5SjSu3PVvtCpY2zkqUKFFUlAynElOQUtKbGuSlvndIWZeSrjtHjbOCL7c9xebyNXOifTNbJMwM0/lbTNsiNZ7671T0SdmA4XSUr598jb1jHdxcuZRfabuTOncZHtWBPp7qfzDSdUnDCXLG2mJ/LW3eah6uv4ETsT5+2rmN3aOn+frJ16hxh7itqvAU8wniRprvn32PN/oPsNhfx5fb72axvw6v5sKhqGhC5S8O/+yyhtN8oSDwjQdfP95w4xQ5hunwa65ZMy5LlChRYjYoGU4lpiCR7I8c41Si64rHLvO38qXWp1geaC96r0BvapS0ZVykMRQ30/SnwqhCodFTPhkYfDjazalYH3XuEF9sv4t1oamV2JNmhow1s3oeqqLQ6KmgwV3OhrJ2/vLo87zat49Xevdwa+WyS1afh5nVTOtPj7F77DQOReOZ1tu5q3rVlHNmLIOUefXxSZdi4kpSXlY0Gch5thb7azkU6WIgHZk2rqpEiRIlipmS4VTiIibEDC/HqsBivtL+SRb5muahR1dPzEixZ+wMd1avnPxZzrs2yrFoL05FY02oeXIST1tZTGnjUh14z5MimGi3e/Q0MfPS3qbpEELg190s9tfzat++SU/XdEwEkUeN1EXB5xdi2BYZy0ATCiHde1FfzyaG6EhcfUbcpXCpuZpdSStD2jYuCrA/H13RuKGsjdf69rNzPG6szVczZ30rcW1TFvTwzOM3MhbJ1VRxu2an1liJEldDyXAqMQWB4L6am7mxfPVljgGv6iagX33Nn/lCEQp/f+otfJqLdl8NihCMZRN8/cRrjGZjbChvZ31Z2+Tx1a4QXs3JQCrMvrGzVDuDaIqKJS2ORXv5+9Nvkb6Ex6kjMcQHQ8dYV9ZCjSuErqgIxLhY5ChbBg6iCIXVweZLGhh17nKCuoeokeLFnl18rGEDmlCxpcTGJqh7JrdG/bqbSmeA4UyUbcPHWeKvw6nq2NJmMB3l6ydepS89Nvs3dZxKZ4BKZ4DjsV5e7t1Ns6dyUgnckvb4lmFuqFGEYFPFEm6uWso7A4f5L4ef48uL7h3/TpTxUjUGZ+IDnIkP8njjTQSuoGFV4vol4HPx4O0rFrobJfJASoklDQw7hSWzSGxyCusqqtDRhAtV6Jf1NEtpY9hpDJnGliYgESgoQkUTTjTFhXKJLXzTzpCywihCw6PmxHclFlk7iWnn+iNQ0BQnuuJC4eJyW1eiZDiVmIIQAp/mmfUipwvNA7Vr6UwO80d7vkubrwaHonImnsuSa/fV8DtLHp6c3AFWBBq4vWoFP+vazv889jJvDxwm5PAymo1xPNrHpsrF1LvLeK1//0XXimaT/KRzK39z/GVqXCFqXUGcqk7MSHE6PkDWNrmxfBFPNN50yf4GHR4+3rSJH5x9n2+ceJVX+/ZS7vCRsQ1SpsFfbvzipFhmjSvEA3VrOR3PKaHvG+ugwVNG3ExzJNJDu7+Gx+o38nzPjtm/seRiuT7Tchv//egLvNiziwPhTmpcISxpkTAz/P6yR9lY3j55fJnDy+8seYisZbJ95Dj/bOffUe8ux6s7SVsGw+koCSvD2lALjzZsmJM+lyhRYvaR0mY4c4pj0dfpTe4nku3FsJMIoeBSgwT1eqrdy2jz3Uq9ew1imrjYrJ3kdOw9OuLbGUgfIWmOYUkDXXHjUcupdLVT617FksC9eNSyi4ye3tQBXuj6Y8oczXyu7VukrDDHoq9xJvYBo9kODDuJQ/FR4WxlbdknaPPdmvfnLBlOJa5rJmrM3VWzikZPBS/17ObtwcMMZ6L4NTdPNN7IE403scxfP+UFdKo6X150D2UOL28PHuZgpBNNKDR4yvnV9rt4sG49e8fO8ObAwYsEE5u9VTzTegfvDB6mIzHE0WgvprTwqE6WBxq4vXoFd1evoszhvWS/daHymebbCOleftm3l87EMN3JEUK6hzZfzZSAaV1Reax+I05F58WenbmtueQg1c4gj9TfwJNNm0gYKV7r34d6wSCjCIEqlMtkQ+bKdGhCRbmMXu69NauRSH7Zu5ej0R4GUmF8uosWb9XktuPkGYWgwV3OH658kveGjvDe4BGORXsZykRxKhoNngqWBxu4r2YNPq3kbSpR4logF/qwn/cH/w+D6RO5uoHCgUP1Y9kZkuYYCXOEvtRBBAr17osTQ2xpsWv4nzgQfoGsnUBBRVdcqMKJIVNEjB7CRjd9qYM0eNbjUcum6UmOrJ0gavSxa+R7HIu+Pu65mgjFiDCQPkrKKswTL66gypu3cMtwZoy/Ov5dDkSOX/ngccodQf7lsi+xJrgk38uVKHFJpJSY0iJrm7gUB4rIbZcZtoVNrvCoPp51Np2rNudytjGkNSlToAoxmVVnjhfQdY6XHJkM6JYSG4lpW5OCk0wUnhwv+KsgrugenjiPYZtYUk6eQxUKDuVi97ItbbKTx+Yy2DRFRRNKrqixZaALNbd1OF5SxZQ2WdtAFQpO5WL3eW7rzMSSFrqiTfHKXXicJFdOJheTde7zOhR12ozL89vk7lOujRACTSiX/F5KlChRfGSsBK/3/QVn4u9T6VzE5spfo86zCkVoSGkTyfbSm9pHT3I/GyueodZ98RZsZ2Inr/X+OVk7yfLgQ6wvexqvVgHkPFEjmVN0xLejKk42VjyDS/VPe44Xuv4YXXHT5L2RvtRBFvluZ5H/LoKOOkw7w2i2g4HUEZYHH6Lc2XKpj3TJwacoPE6lEgcl5oJcCQ9tSiadJtTJEh8zaa8JFY3pj9eU6c8lhEBFzKhK+pWunzvPzApYKkLBdYljBQKv5rzo/BOG1OX6kCtTc/misEIIBAKnquC87JHTtylRosS1jSkzjGROA4JF/rto898y5ffV7qVUu5eyJvRxxCXik0YzHWTtJAG9ltWhxylznks+cqgefHolzd6bsLFQrmC+ZO0EPcm9bKr8VVaHnpgSE1XmbGaR/46CP2vRjFgl06lEiRIlSpS4NlFQcCheQDKUPk7SHENK+6KSSqqiX1Lzz6G4UVBJmqOMZs5i2pmL2guhXDG4fIJGzw0sDdx/yUDyQikOj9P4yrNEiRIlSpQoce3hULws8t9BONvFmfhWUj1hlgUfpM69mqBej6Zc2XPe6N1AmbOJwfRx3h74H/SnD9Pq3UylazEeNT/NN1U4qPOswanMfvZ3URhOM4n3KFGiRIkSJUoUJ6qiszL0KIadZv/Yz+hLHWQgfYxyRwvVrqUsDtxNg3stisht+0835wf0Wm6t+m22Df0tA+mjHBh7jpPRLVQ422n23sgi/50E9FqYgc2gCA2fWjEntkVxGE5CQb2KXUM5HoibstJkbYOsbWDK8YDTiUDZ8cwhZTwI1qk4cKoOdJG/hsP1ipQSQ5qkrQyGbWJKC8M2saWNjT0eIH0ugHci+HcibkgTGg5FHw+WLgX2Xopc0LlF2s5i2MZ4QHUuANsaD5iW09xrVeQC2VVFGY/d0nEoeimIukRRcC4Zw8CwDbK2iSFz44eU9nm1IM891wrKeFaniqqo6CKXgKB/RJ/riYSUrJ0lYxtk7WwuyQQ7Nw5Pzmdicj7ThYZTdeBUHDgUffLeLgQerZxNlV9ksf8ODoZfpCe5j3C2i5HMKU7GtlDjWsGGis/R4FmLuIT50eBZx2ONf0Zn4kMOhl8knO2mJ7mX3uR+9o7+mJWhx1gdehyvVnnZzykQKMrlYzMLpWgMp0LqnCXNNGcS3XSl+ulNDdKfGmbMiBLOxkhaKTJWFlNakynpjnFjqdwRpNwRpMpZRoOnhmZPHS2eerwfsdRnKSVRM05/apj+9DDD2TFGMxGGs2PEjCRxM0HMTI7fR3PSGFWFijpuMDkUHY/qwqO58WhuQrqfCkeQMkeQamc5de4q6lyVOBTHR24QnEDKXGbcYGaU3tQA/elhRrMRhrNhItkYcTNJwkyRsjJkbQNLWpjjhXAnDH5NqDhVJx7VhVt14tM8hHQ/Ad1HmSNIhSNIlbOcalc5IT0w4wD4EiUKJZdxmWUgPcpAepi+9CDDmTARI07EiBE1EsTMxPjiIGdEmbaFRJ6b9BUNl+LENf5s+3UvAd1HUPdR7ghS4QhR7ghS564ipPuLuh5moUgkcSNBV3KAntQAvekhxrIRxrJRRrMREmZq0hg1bBMJ4/OZjlN14NM8VDjKKHcGqXSGaHbX0eipoc5VPe/jgECgKQ6q3cu5x7WUcLabzsROepJ76UzspCu5i5HMGe6u/Re0+29luuhmIQRuLcjSwP20+W+nP3WY7sQuzsa3MZbtZNfI9xnNnOWu2j8Yz7ib/3mlKAyny+vInGNiRTOUGeXtoZ3sDx9jMD1K1IyTtS9dN0wiSdtZ0nYWTBjKjE7+zqnoBHQfFY4Qa0PLuLv6Jqqc5dedJ2rCy2FKi8H0KPsixzgaPU1vapC4mSRupkhbGWwuX94DGPeMWGQxSFppwkbsomNUoeJRXfg0D0Hdx1J/GxvLVrLU34JDcUxJ37/emJARyFhZelID7B47zP7wMcaMGHEzQcJMTRpGV+LCez1G5KJjFJTcxKO58KpuyhwBlvnbWBZoZZG3CY/qRp2hBMJCIqWkPz3MXx3/zoL1odpVzq+2PkmVs3zB+lCsnO9ROhHrYHf4MMeiZ4gaCRJWMq/n2pQWjJ8rwfSli1SRe67dqguf6qHcEWSRr4nVwSW0eutxqy40RSv65/pCJr1K0uBI5BRbR/ZxJtFN2IgRNxK5eeoKnJvPEgxlxjiT6AFyhotP8+DXvdQ4K9hQvpLN5WspcwTmfU4TQqHM2UzI0cjSwL10JXezdehviRn9HAw/T617JR7t0jpMQggcwk2zdyMN7rUsDz7IgbHnOBR+kbPxbbQnbmNZ4EEW4qsvEsNJRb1C1HvGynI4eop3h3axdWQvKSudv8jUdOe1DYYyYwxlxjgWO8PzvW+xqXwNd1RuZE1oCW7VNQtXWRgkEsu2Gc6M0ZXqZ3/4GIciJ+lI9k7q5swVlrSImbkVZ196iKOxM7zY+xY1rgpurljPjeWraPM2XndevqxtcDbRw6HIKd4Z2klHsie3VTGH17SxSVopklaKYcboSPayL3wUgcCjuVkZWMSqwGIW+5tpcNcQ1H1Fu3LP2FmOxs4s2PXjZpLsDIs3f1SQUhI2YpyId7Bz9CB7wkcZTo8yt081WNImYaZImLnn+myyhz3hw/y0+1Xcmovl/nbWhpbS7m2kwV1DyBGY0QJ8IclYWc4kutk+eoAPRw7Qmxqc0WJ1pkjk5Ljbmxpkb/go3+/4BTeVr2ZzxTpWBRYTclysfTSXTKiGL/bfRSTbzYfD3yFuDJIwRy5rOJ2PquiUOVq4tfo3OR1/n4Q5zGD6BMsCD1DyOE1DTo10kJf63+X94d2MZaNz1g8JpK0M7wztZF/4KJvK1/JI3R20eRsWdN84HyZiurK2wfHYWbaN7uNkrIvOZC9JK72gfbOR9KWH+VnP67wztJN1oWXcX3MLKwLt18z9nY4JIceziV7eGNzGztGDDKZH5nxiuWyfGN8CMJN8OHqAD0cPUKYHaPU2sNzfxk0Va2jx1F/Xnr8ShTMxjkSMGO8O72LP2FGORk+TsPIrbD3r/SL3XCfMFLvGDrFr7BBB3U+rt56l/lZuLFvFUn9rUS0McuMDnIidZcvQDnaPHaY/PTw/10aStNK8PbSTHaMHWRNcyr01m1kfWjGt4O3VYNhpTDuNSw1O/mxKwXFsDJkBJKpwoImpWXa2tElbYZxqAOU87bwJsd7cNVKTC36nunC1UovCcNKENqWExAQZK8uHowf4XseL9KdHZtUyvxIRI87rA1vZGz7CUw33c0/1Jtyaq2hlEyYCu8PZKHvDR3l9YBvdyQFSVmpBJ/BLMZIN89bgh+wYPcC9NTfzeP09VDiCRTXgzQRb2oSNGC/1vcMbA9sIZ2Pz+pzmw5gRZSwcZX/kOC/1v0O7t4kHam9lfWj5def5K1E4Ex6mXaOHeK73TfrSQxi2udDduiQRI8a+8DEORk7Qlejj36z4jYXu0iS2tBnKjPHL/vd5rf8D4mZywcaHpJVm++h+9keOszq4mC+0PE6Du2aKQPDVMJo5y6u9f0a9Zy3N3psoczShKS5AkrZinIq9w+HIS4Cgxr2CgF43pb0ts+wc/ieGMido9d1MtWs5Pq0KIRSktBjJnOZQ5BekzDHcaogmz0YWSgGySAwnFfW8L09KScSI81Lf2zzX+xZpK7Mg/ZJIhjJjfOvMs5xN9PLxxvuod1UV3QrdsE3OJLr5YHgv20f20ZcentNtuNki51ZO8kLPW5yMdfDppkdYF1pWdPf3Upi2xd7wEX7a/RpHoqeviXsOuW3UiBFnT/gIx2Nn+b0ln+fWyvUL3a0SRUDGyrIvfIwXerdwKHoCSxbnImA6LGmzuXIdSpGMH4ZtsHVkH8/1vMmpeFfRjA8pK82O0YN0JHp5tO5O7qu5Gb/mnZVxN2b0cyTSw5HIywgUNMU5Hht3ztPU6ruFjRWfQ70o401gySx9qYP0pQ4CoAodVeiYdhabnPHu06rYWPEM1a6lCzZXFIfhNF4vDHJGU9JK852zz/H+8O4ZBcrNNZa0eGNwG/3pIX5n8eeodV0+DXI+iZtJftD5MjtHD9J/jRhMF2IjORQ9xf859UN+c9GnWB9aXtSeJ4nEljavD27lx52vMJwNL3SXCibo8LMi0LbQ3SixwEgpSVhJnu1+nTcHtjNmzF1IxFxR7SwvinqnUua2yH/R9w4v9b1NxIgvdJemZTAzyvc7X+JUoosvtT5FhSN4VfNamaOJe+v+kO7kHobTp0iaIxgygypUvFoFVa7FtPpuptGzcbL+3PmoQmdt+Sfw6dX0pg4QzfaRtqLYmDhVHwG9jjr3Shb576LKtQRNmb64k0BBE0404bhsYfKroSgMp5wmjYok5yL++zM/452hnUVlBFjSYn/kOP/l2N/xu4ufoc3bUBSTu4JCwkzSlx5a6K5cNX3pIb528gf8Wtsn2FSxtigDPaWUpKw0L/a9zbPdr5FaIG/obHF75QZCemChu1FiATFti1PxTr5z9nkORU8W1bg7UwRwS8V6gvr8Bj5fiETSlx7iu2efZ/vo/qL32GXsLO8N7WYoPcrnWx5ndXBxwfOarnhYFniApYF7J+M+mXyWBEIo44bM9PGsQiiUO1opq2hhAxbIiSdRTrYRKLk/lzHwGj3r+cqSZwGBIubGxCmKmWlCPDFppnm2+zW2juwt2pf3dLybb53+Kb2pwYtq6CwEbtXJTeVrCGjehe7KrDCYGeWfOl+kJzWw0F2ZFhvJL/vf5+fdb1zzRpNHdXFb5Q1F4z0tMf/YUrInfIS/Ofk9DkZPFO24eyUCup+1oaXoczRRzgSJpCvZzzdP/4QPRvYWvdE0gURyNHaG/3PqB+wPHyv4PEKMi5oKDVXR0RQHmuIc/+NAFRriCskoufa5WnSq4jjvHA5UoaPMQBRVCGWyzVw5N4rDcBIailB4Y2Abr/S/d1lNpoVGIjkSPcW3Tj9LzEwsdHcQQrA2tJRF/uaF7sqs0ZXs5x/O/IyEmVzorkzBlja7xw7x465fLnh20WxwQ9kKapwXu8wXElWolOkBgroPn+bBo7pwKTmFf1WoRZuccS1i2CbbRvbyv05+j85k30J356po8zawxN+yYIsAKSXdyQG+eerH7B07siB9uFp6UoN84/SP2Tl66Jox+haKotiqcyg6R6Nn+GHXy3kbTU7FQaUzRFD349e8uFQnuqKhCgVbSgzbIGVliBgxRrJhRjMRrKvMarDJrdK+1/ELfrX1CTwLnJHkVd08WHMr+8PHsWYoQHc5HIpOUPcT0n14NQ9uNafsO1HyQ5ITcEtbGVJWmoiRYCQ7RiQbn7WMkYORk7w5+CGP1N0xbcblQtCdGuAfO16cFaNJEypljgAB3Ydf8+JRXTgUHX28crhAYI8LlmZsg7SVJmmliWTjRM04CTN1Vd4Bt+pic/laXOr0cQILgRCCencV/3X9H5IwU5OK6jmB1iRJK/f3lJUhPf4nY2dzf7ezZKwsqfGfFfPiqxgwbJMtgzv4bsdz8xKDowttMpZVGR+bTWmSsbJXnfWrCZWbylcT0BYuPX0gPcLXTv6AQ9GTs3I+TahUOEKUOQL49dz4oCsamtCwpY0hLbJ2lpiZJG7kRDBnYyHfkxrkm6d/zG+2f4oNZStL3uhLUBSG06l4F53Jvhl7GHSh0e5rYkPZChb7WyjTA5OrU6fqQBUqyrj2gyktMlaWuJkkasTpTQ+xc/QQe8NHSJjJgl9ZieS94V0sD7RxZ9WNCxrvJIRgXWg5zZ46ziS682uLQBMq9e5qlvibafc2UeuqxKd78Gme8XIIjnNq3+MrfhtJ1jbIWBkSVopINk5/epj9kWPsHjtM1Ehc1cSesbNsGdzBhrKVRZHJmLGyvDmwne5kf8HnUIXKYl8T60LLaPM2UuEI4dU8eFQnznGDf0p9LpnLFDKkQcbKKQVPCAKOZiN0JHroSPZyMt5FbPx+z/SeN7prWOZvXfD7eiGqUKl0llHpnF4YbyIwP2ubZO3sBf83yFpZsuMTcleyj5f73r0mA53nEiklhyIn+UHnS7NqNInx/wK6l3ZfE/XuaqqdZZQ5gnhUN5pQUMbHZltK7PFFQdxMMpQZpT89TG9qiK5kH2krO+Pn2aO62Vy+bkGe5YmyVT/qeoUj0VNXdS5FKNS6KtlcvpYl/haqnGW5RZXmxqU40BR1MtjZlLn6lkkzTdJKMZaN0pMa5EDkOHvGjpCyMgWPv/3pYb599jmqXRU0umuKbowoBorCcOpI9s7ouFxZlKU8UncHrZ6GyQfpUl9sTrJdwaHo+HUvde4qlvpbub3yBoYyY7za/z7vDO1iNBsp6CGLmUl+1PUKbd5Gmj11C/qAuVUnj9bdwddP/eiKZQ98Wq58QbOnjhvKVrAqsJgyR2CyBt1MxChVBG7ViVt1EiJAg7uGFYF27qjamBPNG9rN6wNb6UsPFuz2PRXvZOfoQR6vv3tBt2ikzAV8vjm4fcYlJc6nwhFiY/kq7q+5hRZPHbqi5QZAweU/l8itPDXUKQr2E7F1VuUGbOxxI6GfA5HjHIqeZDA9ylg2StqePgZLQWFD2UpqXJV5f5aFZqLYsVtVcV/CWzZxfxrc1bw7tKtkOJ2HlJIT8Q7+98nvM5wdu+rzCQTljiA1rko2lK1gfWg59e7q8WdcTHpPL/WsT3xXE0XEc0axQU9qkCPRUxyJnqI/PcJoNkLcTE47Tt9cuY4KZ/Cin88HWdvguZ63eHtoZ8GeM5/mYZm/lUfr7mS5vw2X6rqiMK0uNHQ03KqLCkI0umtZHVzCfTU3M5qJ8MHIHrYM7qA3NYgh89fg6kz28ndnnuW3F32Gamd5yXi6gKIwnK6EgsLa0FI+0Xg/KwKLcFxFxWMhBLrQqXdX84WWJ7ihbCXP977FrtFDBRlPPalBft7zBr+35POoCzi5K0IZr+HUwMl450W/FwhaPPWsDC5iZWARS/0tVDrLZzVzLXdvNSqdZXy84V42lK3gpb53eHNwe0FbJxLJm4PbebD21gUvffPe8B4i09TkuxwKCquCi3mq8T7Wh5ZfsazQTJkYxHJbmLlCyyuDi1gZXETGytKbHuRErJPjsbMcjp66KNDerTq5vWrDdTsYTnyuiQm7xDmGMqP8U8eLDGZGrvpcufJJ67ixbDVL/M24FGfez9TE8Soq6nhTp+pgud7G8kAbT8h7Gc6McSreyelEN0eipzkR6yAzLlPjUhzcWrF+wRZWO8cO8lLf25gFGCcAy/xtPFp3JzeVr8ajugp+J3MZZzlHQa27kqca7mdT+Vq2DH3Ia/0fTFtP9HJIYH/4GM92v8ZX2j+JQxQ+516PFL3h5FKcPFx3O4/X302FIzSrg72mqKwNLqXZU8cPOl/i9YFtBb0AO0cPciBynHXBhRVvrHFVsKl8DWcTPZjSQkHBp3lY6m/hnprNLPW1EtR9OGZZan86hBA0e+r4YuuT1Lur+V7HiwVpcvUkBzgWO8v60PI56OXMyNoGW4f35t1uQ/lKfqv9U1Q6y+ZtK9epOmjzNtLqaeCOqo2Es1FOJbp4f2g3ByMnSFpp1oSWUu+qnpf+lCgeDNvgl/3vczBy4qqiiryqm3trNnN/zS3UuatxXsVC9kqoQqHGVUG1q5xN5WuImgkG0yPsGjvMe8O7qXNVLoi3X0rJQHqYn3S9WlB2rUPRuaNqI59peoSqORgfhBA0emr4VONDrA0u4+9O/5Szyd68nAOmtHhzcDtrgkvnJfv2yOAQX9v24ayc65OrV3JX+9zp0xW14eRUHHyq6UGebLhvauzHLCKEIKT7+ZXWJ/CoLl7seztv70jUTPBK33u0eRsJ6gsXoKgIhTuqNvLu8C6cioPVwSXcU70pN7CMr8jmtzp2rsjso3V3YEvJj7teyTuw2pQWO0YPLKhRejx2lrFsJK82zZ46fnvRp6l0lC1Iv4XIbaW6XJXUuiq5reIGelODbB/dz8rAoqLUyCoxt+wLH+eF3i0FbTdDzohZ7m/n080Psza4DMH8jScCgaZolDuClOkBlvnbeKrhfmJmgjLH/OuQpe0Mz/dumXGYyfl4VBefaHyAx+ruxH0VXqaZ4FQdrAku4V8v/zLfPvscO0cP5ZXAk7UNftj1Mq3eBho9NXPWT4ChRIKXjhUuhzCBV9e5rXVus8yL1nBShcp9NTfzWP1ds1ZL51IIIfBpHj7eeD+DmTHeG96V9zkORI5zPHaWG8tWLdgELxDUuar4rfZPU+YIUuuqRFMWPiNNV3QeqL2FrmQfbw5uz2vVI5GcjncTNRMLZpSeTfTmZUzrQuORujson2UPaSGcf/0GTw1Pue+/6Oclrm8kkkg2xs973pjc4iqEu6s38cnGB6lzVS1oWZOJZ9ejufBo87+FL6XkeKyD94Z35R2/qSB4ov4eHq+/e94yWoUQNLhr+Er7J0laKQ5G8sv8600N8sv+93im5WO4FMecjR0toSC/d8vNU34mBDhUjS2nT7O7p5dqn48NDXXU+vx4dB1T2owmUxzsH+DY8DArqqv46s2bWVtbOyd9nKBoDaf1oeU83fggrkvIqs8FQd3Hl9qepCc1kHd2WtxMsmXwQ9aFli3ofrAQgtXjZQeKaXL0am4+1/Io+yPHGcqM5tV2NBuhPzW0IIaTLSW96cG8VukN7hpWBRajFGGATTE9EyXmB1vavD+8hxOxswW1dyo699fcyjMtj+HV3B95LS1DmjzX82beGYmaULm/5hYeb7gHp+KYo95NjxCCGmcFv73oM/y3Y//AmUTPjNua0uKtwQ/ZXLGWVYHFc9bHplCI371l85SfWVLywpGjdEUifGnjBr60cQPlHvd48HwuFsuWkpRh8PKx43x9+w7Ojo5x36L2OesnFIkA5oV4VTdPNdxHhXP+V+wVjhBPNz6AvwAl7t1jhxlID89Br/JjQsG1mBAIKhxlPFJ7e95to0Yib2NrtsjaWaJGPC8vWZWrnCrnwmzRlShxPlJKRjIRtgzuKCjGUBUqD9TcymebH8GneT7yRhPA4chJDkSO591uqb+Vpxruy93HBdq+b3DX8NmmR/MusxQzE7zU9+6s6fRNhyIEuqpO+TOWTPHzQ4cpd7v5g9tuoSEYwK3rOLTc7x2qikvTKHO7eXrNam5qauTZQ4c4NjS383BRGk6bKtawIjC3FuOlUITC+vG02nwHiZSV4e3BnUVRiqUYEcANZSupceWnVp2y0gxlxrAXQM3WGNcHygev6lrwLMASJSbYOXaQU4mLM21nwqrAYj7d/DCBBYzdvBSGafH9N/bwO//9pyRS81P+KGmmeXXggwKEmnU+2fjAgkuAKELhhrIV3FG1Ie/5be/YEY5Fz8xrWZ7hZJJjQ8OsrqnB57i8l86hqqyuqWYwnuDEyNVnjV6OojOc/JqXh2pvm7XU7ULwqm4eq78TT56Tn0Sye+xw0VbDXmiEENS6KljpX5RXO4lkNBspOKj1arDG1bvzoeRpKlEsZOwsr/Z/UJCWWpO7lt9of3pBFbkvh5SS3uEoB0/3Y9pzP5lLKTkWO8OR6Om8295euZH1oRVFMTY4VQefaHyAamd5Xu2SVoqX+98ja82fKr9hWcSzWawZOiOylkXGMklkC4/lmwlFZzitDCyifoHVSoUQLPG1sNTfmnfb0WyE04muktfpErhVF62+hryLcUaMOKY9/4ZTrqJ3fs9i2sqUSn6UWHCklByNnqEvNZh3W5fi5MHa26h3L7xqf7FgSovD0VOMZfMTVA3pAe6u3lRUmawh3c8Dtbfm5XWSnKvyMV/zm0vPbcPt6e2lPx5HSjnttaWUjKVS7OjqxqlqBF1z6/Evnm+SnLbF6uASAgXEF802qlB5qPa2SYn7mRIxYhyLnikVSbwEQgga3bV5b2VFjXjBInNXgy60vAVXhzNhRrLhuelQiRIzxJQW7w3vIlOAEb880MY91ZvQ5jij+VoibibZPrI/762qG8qWs8jXVFQGqECwqXwNzZ66vNr1pYY4GDk5p7FO51Pj83FjYz1d4Qh/9NIrvNfRwUA8zlgyRSSdJpxKMRiPc3BggP/79Tf5oKOT1rIyVlbPrU5dUb0VQd3HysCionjAhBC0+Rpp9NTkVTncJpeqGjeThBz+OezhtUuNqxyX6iCahx2UtjPYC+DFc6kOfJonrzY9qQFOx7uoK4IaeyU+uvSmBjkR78x7oleFysfq78av57eAtaVk59EuIvEUt61t49CZAc72jyKlpKEyyA1LG/E49SnHdw+GOdkzwnAkjm1Lgl43q9pqaKqemhgkpWQ4kmDfyV5Gogn8Hher22tRplnXpjIGp3qGOdM/SjyZRdcU6iuDrG6rxe/JX918gjPxLjrz1G3yqC42lK3Eu8CF4C9EiJx0zergErqSfTMuF2Njs210H/fX3Jz381EI5R4PX9q4gTOjYbZ2drGju4f28jJqfH7cukbWshhJJjk5MkrKMKjwuPn1mzbSXj59rcvZoqgMp5AeoMkzt/oL+RDS/awItOdlOAF0pfpIWimC0leaOKchoPvQ8/TimLY5r0GJEyhCocpVjibUGcc6Ja00bwxs44YiHDBLfDSYqK84kM4/SHaJr5lVgfziECeu+cbuE3xw8Cxn+8d4afsRDNMmmc7i1DU+dutKvvTITXhduSDfzoEx/uRbrzAUjmNaEk0RmJZNa105v/vUbaxfXI8YL9beMxzhr378DvtP9aEqCrqm0lwTwqFNjYU1TIvn3jvIj7fsJ5JIoakqpmnh0FU2r2zh3zxzLy5H/tOelJLd4SN5j0AhPcC64LK8rzcfOFSd9aHlvD20g7iZnHG7U7FORrOReTGcBHBDfT3/6eEH+MaHO3n/bAenR8c4OXIuy1oRAk1R2NzUyJc2buDu9rY5n3eLynBaHmi/qjp0s41TcbDY18wWZUdewnFDmTEG0iPUuarmsHfXLj7Ng55n8L8hF8ZwAljka8Kh6JjWzGOs9oSP8vOeN/hEw/24F0Ckr8RHG1NaHI2eJmWl82qnjmsNXY04Y/9IjF3Hu/l/f+1hljRWMRZP8f99/y2ef/8QNy1vYtOKnKpzXXmAx29dyZq2OlrryhECdh7t5t//7cv8YtsRljVX4XE6sKXk717awa7jPfzzp+/goU3LsG3JT98+wDdf3Dbl2pqqsLq9Dr/HyeYVLfi9TpLpLF97bisvfnCYhzctY/PKlrw/U8Y22B/OX4JgTWhJUWYkTrAquIiQHsjLcDKkye6xw7R46+ewZ+dQhGB1TQ1/+dgj9Mfj7O/rpzsSIWkYOFWNap+XVTU1LKooR5/OBTkHFJXhtMzfWlQeGiEETZ46/LqXTCa/KP3jC1xfrZhRhZp31qQl7QULuF/sa8aruUnmMQlJJC/2vo0qFD5Wf3dJOLDEvJK1DQ5HT+XdrtZVQbuv6apqp7kcGk/dsYZVbbW5TNpyP4/fspJ3959mJJJASokQAqdD49P3rJ/SdtOKZtobKugfiZI1LDxOSKSzvLv/NJuWN3HPDYtxOXKL60c2L+f9g2c4fPZcEWshBKvbalnddm7nwqlr3Lmunbf3nqJzMFyQ4dSZ7M27yDfADUWSSXcpvJqHZf5WulP9ebXbGz7Gxxvum7+SO+MaT03BIE3B4Lxc83IUjeGkIGj1Nix0Ny6i0V1DQPMxnBnLq92JeMcc9ej64FoKOg1oPtaFlvP6wNa82iWtFD/tfo2T8S6+0PI49e4qdKEV9UBa4vogYaY4nWf1A4DFvhbq3VfnKXc5dJY3V095ziuDXqQtyZrnvLZZw+RI5yDv7TvNqb5R4skMGcPkTN8oq1prmFgn9Y1ESaaztNaV43Wf0/Lxuh0014SmGE5SSsLxNB8e7WTbwQ6GI3GSWYNwLEU0kcY0CwtqPhnvzGvhBDnP+mL/3NZMmw02lK3gjcFtVz7wPHpTAwxkRqidY12qXBYdKMrMx0zTzi2ydXXuJI2KZvYK6n5CevEFU/s0D9Wuck4nuvJq150cwMZGZeFrxRUj15rtcG/1Zt4b2k3azk9oL2sb7Bg9wMlYB3dX38TtVRtp8zYsqE5ZieufjmQvhp1fFqouNJb4Wq66zJWiCNzOqSEXFy4WbFvys3cP8vXnt7KsqYqNyxqpCvnQVJVvv7JjyrFZw0ICDk2dUiNPUQS6dm4Kk1IyGkvy/377NY50DHLn2nZuWdVKwOeio3+Mn769v6DPY0mLntRg3hIjLZ563Erxb9O3+5rQhYaRR9Zy0krTleyfc8OpP5bLmLuzrRWndmVzJW2YvHj0GFU+D3e1tc1Zv4pGjqDWXVmUk4kQgmZPXd6bLHEzSdRIzEmfSswvQghavPWsLyt863XMiPLznjf5q+Pf4dtnn6cj0bug248lrm/O5lGLbAKn6qB9ltLmr3SGkWiC598/RHNNiH/3K/fzlcc28+Ttq7n/xiU49akTZJnPjSIEkXga4zyPlWFaxC9QDD94up8PDp7lU3ev5V9/7m6eeWADj928gtVttah5eC3OJ2mmGclzxwGgyVM75wXqZwOP6s7bAMrYBn3poTkfv3qiUf709Tf42rYPSWSzl9RwklLSH4vzl++9z19seZszo/l/X/lQNIZTpbOsqATCziendZHfS2dJi77U0Nx0qMS841XdPFJ7O1XOwtNcJZKuZD8v9LzJH+//S/7niX9k99hhRrORBZFaKHF9IpGciudfYsWneljka5yDHl1MOmuSyZr4PS4qArnabVnDZO+JXk73Ts0ErCn3015Xzs5jXZztH5ucKM/2j3Hg9NSM53gqi2VLGqrOZdyF4ym2He4gkshvq22CmJlg6Do2nByKnnc2u2Eb9CbzK35eCC5Nw7IlX/9wB7/33Avs7O7BtKdut2Yti3fPdvDbP3uOb+/ajc/poD6QXy2+fCmab7VMD1xVQOJcUuUsQ0BeOV2WtBnOzq3VW2L+EEKwKriYe6o38eOuV68qw89GkrTSvDX4IVuH97EysIgNZStZF1pGk6e2FANV4qowbJP+AoqN17orcSqXrwc2W1SFfCxprGTnsW7+988/oLEqSO9IrnxKW/3UUiCaqvC5+zfwX77/Fn/5o7e5aXkTliU50tGPrqpTtv2XNlVSFfTyvdd3MxyOI4TgaOcgPUMRyvz56bFNEDdTeauFOxUHQd1ftHPa+WiKSmUBC8KRbDgnu6PMXYjN4ooK/p8H7uObH+7k3bMddITD/PpNN/LkyhV4dJ2RVIof7z/At3fvYSyZYnNTI1+9eTM3Nc7tAqBoDKdyR7BoH7IqZ3luMsvDK2BLm+g1WLNuwhVqSQtL2ljSxsbGHv971sqStNKkrAxJK03GzpK1DbJ2loxtkLWM8X+f97Pz/mSs3PH5amMVA7qi83j9PZyIdbI3fHRW5BHSdobd4cMcjJ4g1BtgdXAJd1ffSLu3CbfqQhVKyZAqkRdRI07ayr9WV74q0tPhdTkI+dwXBfNqqkJ5wDO5DedyaPz+07fzT6/uZuexLj480kl7fQW/9eQtdA6MseNIF+ef4p4bFqNrKs++s5/n3j9EdcjHp+5eRyyZ4Udv7UURucVNa205f/LFB/jJ2/v5+XsHcTt1blnVwq88tJGvP78tbw0nKSVpK0PMzC/swqu58RdBBYyZoInCDKeoESdlZQjOYWyyS9d4YMliVlRX8Y3tO/jF0WP8f2+/y96+Pp5cuYJvfriTXd09uHWdr968iU+vXUOd3//R0XHyad68a4LNF27ViVd1E83j5bG5dgwnwzYJZ6OMZiNEzThj2SiD6VEGM6OEs1EiRpywESVuJrGktUBqSsWBX/Py6+2f5Bunf8yB8PEZK+5eiaxtMJgZ4c3BEbYMbqfN28gtletY5m+nzdswL2JzJa4PokY8r0DfCa7WcFKE4Pc/cTu/94nbLxrJlzVX8cp//c0pP68rD/CvP3v35Bs08btNy5t4+q61k8cJIXDqKvdtWMx9GxYjmRo48Ym71kz+W1MVbl3dyq2rWy8673/7nccL+lxxM5l3YLhHdV0z76xAENR9OBQ9r88ZM5OkrfySZQpBEYKmYJA/ue8ebm9r4WtbP+TZg4f5+cHDKIrC2tpa/uDWW7itNZfBOB8LzaIwnAQCp1o8wpcXIhB4tDwNJymJmslJzZJi4PzAupSV4WS8k6Ox03Qn+xnKjDGajRAzEiSs1AL2srgRQtDgruHX25/m7888y+6xI7N+DRvJqUQXpxPdlDuCtPuaWB9azuaKtVQ6QlP6UqLEhcTMJGaeGXVAQV6H85l4Hqd7KoW4WMXscsdf6tzTHS9meFwhSCRhI79tOgCH4pi3bc+rRQiBS3HmbTglzNT8FTMXAoeqcnNTEy8cOcahwUFsQBWwsqaK9Q1144fNz5hYFIaTQ9FxKHrRTgRCiLzrlUkkCTOJRBaF8GHGyjKajXAm0c32kQMcjp4kaiYwbBNrjgP8rjeEEDS5a/lnS36Vn3T/kreHds6Jd1EiGcmGGRkNs3fsCD/ueoUby1dzW+UG2rwNBHVf0W5vl1g4okY8bykCgDLH3AbUXotIYDQbybudQ9FxqdeG4QTgUp15V+2ImwnSVnZenANZ0+TD7m7+19bt7O/rpyEQYFVNNTu7e/jR/oN0R6L889tuZVlVJZqqzvmMWxSGky40dFEUXZkWgcCj5q/HYdoWprRwLNDkJqUkbWc4FDnJ3vBR9owdoTc1NG+Vra9nhBCEHH5+peUJVgYW87Oe1zkR65izsjCGNAkbMV4f2MrbgztYGVzEjWWrWRdalpPLKNJFR4n5J2Wl814MuVQnLsVReo4uQuZdtgZydeCc15Dh5FQdeRtOprTI5lGKrFAG43F+uP8A392zl7FkinsWtfObm25iTW0Nb506zbd27uLdM2c5MzbGF9av49Nr1+B1zO29LwprRRFK0a+c8y1KC2BLC1vOv5EipSRjZzkSPc0LvVs4Fe8kYsQXrNbb9YxTdXBLxTpavPVsGfyQX/a/T3SO77UhTfaFj3EkeppX+su4qXwN99XcTJ2rEq2kTP6Rx5Bm3rF3bsWJUoQ6eguNlJAtwHunoqBdQ/dTE2pBckCF3Jt86AyH+dPX3uDD7h7cmsZvbr6JX7lhPTU+H0IIHliymJU11Xxt24c8d/gIf/X+Vg4ODPIHt95CS1lozvpVJIaTmKIIW4wU8hJY5DLR5hPDNjkWO8NzPW+yd+woWTlPe9AfYYQQ1Luq+Fzzo9xetZHne95kX/hoQdov+ZC1DXpSg/T0vMGr/R9wa+V67q3eTLuvEZfiLBlQH1FM28pbF0wv4lCJhaaQOB5FKCjFI5N4RQrt71x7nAbjCT7o6GRNbS1/cNst3NrcjKqIyWdVVRSagkH+9P57uamxgb/buYvnDx9hbW0tX9x4w5z1qygMp1zgYPE+ZEKIgqxxW9rz5nGSUhI3k7zc9y6vDXzAYGZ0Xq5bIkfuGRa0eOr4jfanORnv5K3B7Wwd2UfCnPtg+6SV4vWBrewNH2V9aDmP1N7BIl/TZN9KfHQwpYnMczteE3MfF3JtIjEKMpwKmzMWipzsSSGGk3FRluNs4tY1PrF6FV+5cSOLKsqnHcuEELg0jSdXrmBxRQX/a+u2glXiZ0pxGE5FET59eQrZSpTj/801trTpT4/wrdM/ZV/4aEGpyLOJgkAIBQWBMq5DNPH3nOSEIG4mr9tYK5fqZFVgMYt9zTxadxevD2xl+8h+IkZszpV2hzNjvDGwjT1jR7ir6iYerL2VGldF0W+Fl5g9TNvKuxSGqqjXwCi8MBSi6i8Q19SCpdA5eK53VJZWVvIn996DW79yCIKqKKypreE/PfzgnM+6RWE4STk/BsbVUMiEpzD3sVu2tDkaO8O3Tj/LyXjHnF7LpTjwaV58mhuP5satunCOZ0Q6VQe60NAUbTJL0qno6JN/d6ArGk5Fx5AWXz/1I4auY6+YEAKX6mSRr4k2byMP197O9tH97Bo9xKl415watxPZeM/2vMbuscN8ovF+bipfjUdzz9k1SxQPhUyBcgFiMa8NBJqSf5iGLSW2tIuy/up02AUu8nVFm1NzW1dVdHXm91AIQbmnMIX4fCgKwymnTF28hpOUsqCU/bne55ZScibRwzdP/ZgzBRT1nA4x7hnShEK1q4J2bxON7hrq3dWEHH5cinMyA8Oh6GhCRVNUNKHl3L0zWGlFjQTOAoLtr1WU8SLBjZ5a7qjcyPHYWd4b3sXe8DEM25zTRcPZZA/fPP0T9keO84WWxwnpc6+qW2Jh0RQ1t+2Sx5hlSqvoF68LhUPkP1bJIp/TLiQXVpJ/fwu5N9cDxWE4SVn02zamnb/hpAplTve5+9PD/PWJfyyoEvqFBDQvta5K2nyNrAstY5m/jYDuG/eajTtyRWGr2RI5VKFQ66qk1lXJrZU30J3s553hXRwIH6cnNUhyjoRHY2aCNwa20Zns49fanmKprxW1gFV0iWsDTWgoCPIZsUxpznml+2sRIXLSAvkyUaLqWsEqMANcL2Lh6rmkKAynibpoxYokl96fL3MpsxDJxvhR1yt0Jq6u5ltI93NT+Wo2lq1iib+lqGsGXg9MeHt0odHma6TV18BQepQj0dMcjJxg19ghRgoQ3LsSEsnx2Fm+dvKH/FrbJ1gXWlbyPF2naEIdr6058zYZy5i18kHXG4V4VUxpLXisaT4YtllQOIqjiPUX55Ki+NSGbRaUuTBfSCBhJvNuN7GVNdvY0uaDkb28N7y7YE+dV3WzuWIdTzXeR5WzvCR+t0AIBNWuCqqc5WyuWMtT2fvZHz7OW4Mf0pXsI2WlZ3VC60j28r9Pfp9/vfzLLPa1FL0MSIn8cah63iECCTOV2zYuohJRxYBAECig5lzGNshYGdB9c9Cr2WeiWHs+OBQdh+qYu5S6IqY4DCdpkrGNon1pc6n++W2jCESuOvYcfJzBzCg/63mj4DpBi3xNfLrxYTaWrzq3Oi2xoEwEk9e5qqirreK+mps5FDnJjrGD7A8fozs1MGvSFgOZEb55+if8/pLP0+SuLX3/1xlezZMLaM7jcZkoSt7grp67jl2DCATlzlDe7bK2QXoeVLVni7SVydt54VXduQX3R9ByKgrDCXJlAoqlrtuF2Nh5e5wUoeDTPLP+eaSUvDWwncH0cEHtF/ua+eqiz9Luayp5G4qQ87fy1pctZ1VwMd3Jfg5GTvLm4HbOJrpnxQN1Kt7JCz1b+LX2T+BWnVd9vhLFQ0DzFlTCaqyAYrYfBYK6DwWR13uXtbKkrcwc9mr2kFKSsjJ5h6N4NU/eZVquF4rGcApnY9hSMse6VQURzsbylpZXEATnwE07mBnhg5G9BU2dS/2tfHXRZ2jzNi6ol6H4xSeKB13RaPU20OKt576am9kxeoA3B7dzIt5xVcKalrR5c3AbG8tWcHPl+tnrcIkFJ6D7CioR1ZXsh4o56NA1jBC5OqVezUPMTMy4XcJKETVmfvxCYiMZy0bzjnHya55rqpDxbFI0UcCj2UjRZtYNZ0bJK9KSnMcpqPtntR9SSg6ETzCYzl//yKu6+WzTIwtuNAHjsRTF+V0XI0LkJCI8mou7qm/iXy/7Mr/R/jRrgkuvKobOlBbP9b41L8rmJeaPgO5FV/JfE3cn++egN9c+btVFIM9FcNJMEzcT18QS0bRNRrLhvNv5dS8u5aPprS4iwym8IAVxZ8JAejTvx18TKtWu2V2+pe0sx+NnSdv5u4DvqNrIutDyBTeaIGc4lTJ4Cseve7mr6ib+1bIv8uvtT1PuCBW8JXw20cuesSOlVPTrCJ/mxa/lLwLYleorvZfT4Ne8VOYZ52RIk5Fs5JrQcjKlVZAYcaUzhPcjKqpbNIbTQHqkaCUJziZ78l45aIpGratyVvsRM+Icj+WvDl6mB3ik7o6iqZ2UsJIF6WKVOIciFEKOAA/X3s5/WPXb3FS+uiCV4qSVYufYQVLXSDxGiSujCEGrtyHvdmPZGH2pwTno0bWNX/dS7SzPu11nsq+os8UnyNoGncn8ZG10oVHnqrpmlNFnm+KYScllimWKcPC2pU13aiDvdmWOAG7VNWv9kFKSsFL0pYbybrs6uIQqZ1lReJsAokYcQxb/gFLsTKi0t3oa+M32T3FzxdqCznMm3s1INnxNbCuUuDKCwgynjJ3ldKK79BxcgC40qp0VeRsJ3cn+gjOf55OYkWA4M5ZXG6fqoMZVWTRzynxTNIaTYRt0F+FqZyQbJpzNP9uk2VM36/mBg+nRvLfpdKGxPNCGRy0el+poNkLmGhhQrhWEEFS5yvlK2ydZE1ya97ZdT2owN3CW5svrhkW+pryfg4yV5XjsbNF6/hcKMe7Byzf7tDPZT7wA/b/55lgB37lLddLkqZ2jHhU/RWM4SeBkvHOhu3ERXcn+grIjlvpbZr0vvQUYlj7dQ4O7pmhWBpa06UsNkbGuHY2Ta4VyR5BPNj5ARQHxGF3JvpKn4TqixlVBmSOQVxuJ5GSsk+F0ft6HjwJL/C348owby9pZDkdOzVGPZo894cN5t6l1VlIzyzG81xJFYzgBHI6eKqogVSklXcl+4nmkoUKuJtli3+wbThEjlncbj+qi3BGc9b4UStJM0ZsaKk3Sc4AQgpXBRawJLsnb29CfHil9J9cRTsXBikB73u3OJnvpTvUX1ThcDIR0P23exrzb7Q4fLup7Gc5GOR3vzrvd2tDSj2x8ExSZ4dSTGigoun+uSFgpjsfO5q1vUeeqmhNjJWml827jUHT8BZQMmAuklIxmI5wqQs/i9YJD0bm14oa8ZQpGMmMU8fheIk8cis6a4NK8S6+krDTvDu0qqG7Z9YwQgk3la/JudzzWwUBmZA56dPVIJAciJ/JekKtCYUPZyjnq1bVBURlOUSPOyXhnUVjoEkk4G+NY7EzebZs99XhU16xvjxUSaKgKtagKMXYkehnKMxCxxMwRCBb5mvLOoMyVh1j4967E7KAIhSZPbd7bdQA7xg7Sl84/CeV6Z3mgLW9R46gRZ2+Ryn1krCz7wsfyzqhtdNdS7co/y/B6oqgMp4SZ5GDkRHFkIkg4GDmRd7aBJlSWBVrnRN8i39XjJEUS32RKi7eGthet0On1QkD3oeVpLBerhlqJwmny1BaUXZcwU/yi922MPKslXO+UO4LcWLY6rzYZO8vuscNEjPgc9aowpJT0pAY4FDmZ1xa9QHBzxbqiSjZaCIrKcJLAgcgJhjPhBbfQM7bB6wNb816DlzmCLPW1osyBZlIhdYEsaRfNAHgi3sGhayBY8rogT1vZpTrzb1SiqAnqfjaWrczbiAbYNrKfveGjCz4OFxNOxcGGspV48zQaDkROcjR2uqjupY1k68g+etP5JRxVOEKsCS4pSJn+eqKoDCfIxTntjxxb0D5IKTkYOU5XnqJgAFXOsoJWeTPBo+WvC2XYRlGU1EiaaV7pe684vInXOQkzf4FRV6nQ73XJ5oq1+ArwfkeMKK/0vUvYiBXVhL+QCCFY6m/NOw0/aaV4tf99DFkcC1jIyey8ObAt73Yt3nrafPkHyV9vFJ3hZEmbF3vfJrqArs2wEeOlvnfG4z5mjkBwS8X6Oas2X1WAem3SSjOcXdiYIkvabBvZx+6xQ6XMrXngbLI37+3QGmdF0UhWlJg9Khwhbqu8Ie92Etg1dphnu18jWxKrnaTKWcY91ZvzTr7YFz7GlsEdRbElnrIy/KjzFUbz1Cd0KDr319yct8fteqToDCeAvvQgv+x/H2sBMjssabNz9CCHo6fzbhvUfdxSuW7OJqBCZP/jZpK+1NCCrhoH0yM81/smsWtADO5aJ1cI+jhmntuzde4qlNJW3XXJXdWbCsrylUhe7f+Atwd3Fs12/0IjhOC2yhtocNfk1c6UFr/o3UJHsneOejYz7PH5bfvI/rwXse3eJm4oW1laYFGkhpMlbV4f2Mr+8PF5L5LYlxrkJ92vkiog9f/Wyhso0/PPYpkpFc5Q3tZ+1jY4Fjtb0Oe5WqSURI043z77c84meub9+leLlLIoVogzJRfwOcje8NG8irV6VNes11UsURzkSvLUc3vlhoKSS9J2hn/qeIE3BraVttnH8WkeHq+/O2+vU2eyj+93vMRoJrIgC1kpJWcSPXy/8yWiZn47OrrQeKLhblyKY456d21RlIYTwEBmhO+efZ7uVP+8XXMkE+bvz/yM/vRw3m3LHUFuq7xhzkTBhBB4NQ8Nnuq82+4dO0Jfen69TlJKwkaUb599jg9HD87bdWcTU1psGdrBqXjXNVGU2LBNXh/4IG8jtdlTR4UzVFpJXqc4FJ17qjcVbByHjRj/cOZnvNT3DrECqihcbwghuLF8FRvKVublo7WRbB/dzw+7Xp73UiwSSW96kG+c+jE9edZeFQhuKl/N6uCS0hgxTtEaTgCnEl38w5mfzflWk5SSiBHnR12/ZF84/8B0gWBD2UravU1z+mB5VTdN7rq8240ZUV7r3zpv8UVSSmJmkn8483PeGdq5IFuus4Fhm3y/4xf85bFv841TP+JQ5CQZK4stZVEFzEoktpS8P7KH1wa25i1e2OKtn1NPaYmFRQhBi7ee+2tuyVtRfoKUneEHnS/x7bPPMZAeXvDnXyInPcJZK8uesSPsGTsybwuckB7g0bo7CRXw3rw5uJ0fdL1MOBudl/sopaQz2cffnv4Jx2Nn825f5gjwcN0dBLT8NKyuZ4o+p3D32BH+6vh3+XzLY6wMLEZTZtejI6VkKDPGdzue572h3QVpDJU7gjxad+ecBYVP4FadrAi08/7w7rwD17cMfciyQBu3V26Ys1RSKSWWtDgR7+B7nS9xMHw8ry2jYsSwTQYzo/SkBnhr6EPqXdXcVX0jq4NLqHaWE9B9cyI9MVNyRmqCLYMf8qOuV/Jeyfo0DzeVrylI6qLEtYMqVB6tu4PD0VPsGjtY0FuZsjK8PrCVfeGjPN30IBvKVlLhCM3r8y+lJGsbRIwYA5kR9o0dY/vofvrTwzxcezurgouBuS8FIoRgXWgZD9Xdzo86X8lr3sjaBi/1vkNvapBfbXmCJk/drM9rE6StLAcjJ/j7M8/SkxrMe/GsIHik7o5cGaeSt2mSojecJJKjsdP89Yl/5PH6e7ijaiNlemBWvkTTttgXPsrzvW+xL3ysYI/MnVU30u5tnPMHSwjBskAb5Y4gvXkq+6as3IpRFxq3VK6bky3FiBFny+CHvNz/bkHbncWMJDdgn032cPZsD0HdzxJfM0v9rSzxt7DE1zLvpW1M2+R47Cwv9b3LjtGDpO38FIAht023Ori4NCh+BHCpTp5ueoDe1EDe48cEEslgZpS/Pf1Tlvh2srliLTeVr6bGVZm3Wv2MryklGTtLd2qA0/FuTsc7OZvo5XSim8x5C8j5XqQpQuHR2js4Fj3DnvCRvNra2OweO8xQZpSHam/jjsobCeq+WXsPJwQu3xjcxhsD2wuqcwqwOriEh2pvW9DFYTFS9IbTBEOZMf6p40XeGdrJQ7W3cVP5GjyqC4ei5/Ww2dImaxsMpEf4Zf97vDe8m6iRKNhoWu5v45G6OwpqWwgN7mrWhpbR25//wNefHuYbp3/MSDbMvdWb8WpuBKLgl3XCw5S00uwYPcir/R9wJtFFZgZBpE5Fn9FxxUrEiLFz7BB7wkfwaR5CeoAWbz1rgktZFVxEQPOhKxqa0HITiqDgbZIJ7HEx04yd5XisgzcHt3E0eobRbKSg51cTKh9vuA+3mr8+WDEzsf1hY+ddRUYisTm3FXs9GZRCCJb4WvhU00N868yzVxVnk7UNDkVPciLewUt979DmbeSWinUsC7Th0zzoQkMRCqpQEEJc8tk//7uy5MQfK+fpTY9wMt7FyXgnZxJdxIwEcTNV0AJhrgjoPj7f8hhRI86pRFfe7buS/Xz37AtsGdzJo3V3sC60DL/mRVe0vIwVKXPPrWEbDGfCbB3Zw5sD2xnMjBZcd7DV28AzLR8rbdFNw4IbTgoKrd4GwkaU0Wzkssdm7Cwn452cOtlJueNl1oeWszKwiBpXBSGHH5/mxa06J19aCVjSJG1liZoJxrIRelOD7B47wv7wMRLW1QlDljuCfLrpYaqd5fM2wKpC5eHa23lveHdBA1/EiPHtsz9n6/Be7q3ZzHJ/OzWuihkboBOu8tFshO7UAMeiZ9g2so+uPIL4G9zVfLzhPn7Q+TIj2XDen6GYsKRNxIgTMeJ0JHt5Z2gnmlCpdJbR5m2g2VNPrauCoO7Hp3nwam5cqhOn4sCpOFCFkhsgBSBzE7cpLQzbIG1lSVlp4maSqBFnIDPKidhZjsbOMJgevaqYNQXBHVUbWRtaOns3Y46QUmJIE8Me/yONc3+3DbLyvL/bJub4O9+fHiJm5hfMHDeSbBn8kBpXBU7Fga5o6IqOLrTxv+f+7Rg3ih2KnvvZ+O+LfWWuKRr3VG8mbMT4YefLeW/5X0jWNuhPD9OfHmbryF50oVHvrqbVW0+ls4xKRxl+3YOm6GhCQREqSImFjS1tMrZB2koTNRKMZMKMGhEG0iMMpIdJW5mi3+gXQrDY18Kvtj7J/zjx3SvOYdORm9c6+OsTHZQ7gmwsW8VSfwu1rirKHH68mgeP6kJTNNTxsGRLWmRtk4SVImEmGclE6EkNcDh6ir3hI3nXn7uQkO7nCy0fY7m/7bpaPMwWC244uVUnv9H+NH3pYb5+6odTXK+XQpJTPn1jcBtbBj8k5AgQ1H34NA9u1YWmqGhCRcLkCj1m5AynMSOKNQsp5goKD9XexurQ/O/9NnpquavqRn7R905B7S1pcyR2mpPxTho9tdS7q2jxNNDgrqbcEcSv51Y8AsjaJlnbIJyNMpaN0p8epjs1wEg2TF8q/4kppPv5TNOjbCxfya6xw4yMhAv6DMWMKa3zJpN9CAQ+zY13wnBSnDhVB05FRxFqznhCQWJjy/MMJ/t8wylB2krP2kTS7KnjY/V341IWRjF8IjZrNBshZaVJWmnSVoakmSZlZab8LGVlyNrGuPF0vtFkTv2ZzD2rpm0WvG0TMeP8pPtVIOchnDSWxIQBpeb+f56xdO4YHafqwK26cKvO8T+uC/7vxKt5qHSU4VAXLq7sodrbGc6EZ13R2pAmHcneKXpFqlDQhIYm1PEFbS6ZwR6f/K/12pVCCNaGlvK55sf4ztnn8h4Tz2c0G+G1gQ94Y3AbId1PSD/fcFLRhJZbXNkWhsxVhUiYKcayEWJmclYSgNyqk6ebHsplDZaMpmlZcMOpylnOskArS/2tDGdG+Un3q3nphVjYjGTD8+q50ITKnVU38vGG+3AugK6FJlQeqr2d47EOTsQ7Cj6PIU3OJLo5k+hmm9g/viLMTeKTnnU5kbVlY4+/sIUOdF7Vza+0PsFtlTcgRG6bc/vIvqJfVV4tklyWYbEIgJbpAb7Q+sS8xOVdjl/0vc3zPVvGM6Rypo4t7dy/x7fLJCyY2vxEXFu++kUCgTK+PTWxFT7xfwVBlbOcry7+DCsCi+ao51fonxB4VBdfaPkYbtXFi71b5nT7K7f9lqV4NthmH4HgnupNKAj+sfMFxvJU5b4QW9qMZiMFebCuhoDm47PNj/BA7S2FF5X/CLDghtOa0FIUFIQieLTuTkazEd4Y2FZUdX3OR0FhY9kqnml+bEGMJsgNfE2eOp5uepD/eeKfZkUTxJLWnMoGBDQfn2i8n3uqN00Gpjd76vBqnnnXNPkoE9IDfL7lY9xYtmrBV5NZyyB5ldvlxYhEYp2fZn6B3Ze0UrPi9b4ahBB4NDefaX4YXVF5sXdL0Rj21yJCCHShcU/NJhDw3bPPEy4wIHuh8GkePtf8KA/U3vqRL+J7JRbcpFwbPBdjkfviHuPu6k1zlqFxNQgEa0PL+HLbU1Q6yxZ04lGE4MayVTzVcD/6HIluzhY+zcNnmh/hkbo7psSAVLnKC6q/V6Iwyhw5o+mu6psW3GgqURzoQuPJhvv4ctsnqHSEFro71zyqULm76iZ+a9FnaHLnVwx4Ial1VfLrbZ/k/tpbSkbTDFjQO1TlLKfRc67mjxCCoO7j19s/ia5obBn8kOQClAqZDoeic1P5Gn6z/VOzmjZ6NahC5WP1d2FJi5/3vFE09+p8apwVfKH1cW6v3IhywT2rdpZT56riTKJ7gXr30UBBocVbz1faPsHq4BKuMrmvxHWEEAKX6uDe6s0s8jXxnbPPcyByvFRe5SpQhcotFetocFfz92d+xoHI8YIz2+YaVSisDCzii60fZ7GveaG7c82woG6dNm8DPs0zxQgRQuBUHDzT/BjPtDxGQJtfbZzpcCg6j9ffw6+1PVU0RhNMDHpOHqu/i880P1J0dYSW+Fr47cWf4daKGy4ymiCnK9PirStK7+L1giY07qu5mT9Y8gVWjes1Xa0sQonri4n4qxZPPb+z+HN8vuVjVDrKFrpb1yxC5O5ns6eO31n8WT7ecB/+IpjHLsSnefhY3d387uJnWOxrnux3iSuzYB4ngWCRrwmvdnHRWiEEft3LI7V30OKp5ztnn6cj2TvvqyBVKDS4a/hM8yPcVLYap1pchskEPs3DY3V3Uuko40ddr9CV7F/QTBWf6uHminV8ruVRyh3By6Zor/C3owsdSxZf6KhD0fh44328ObCdvvTQNbUKdyoOmj11fLzhPm4sX4VTcZQGxRKXRQhBpTPEx+ru5sayVfyi7x22jewjnI0WfQUAr+rGr3mLalEgRC4R4DPNj3Bj+Sq+c/Y5ziR6rloq4Gpxq05aPQ38SusTLPG15DKoS2NDXiyY4eTXvLR6Gi6rYK0pGmtCS/l3K3+TLYMf8vrAVnpSg/PSvwpHiDurbuT+mltocFcX/YOlKzq3Vd5Am7eBF/q2sHV477wHJ+pCm1Sa3VC2ckaG5iJ/Mx7VWVSidhNoisaTDfdyR+VGto7sZW/4KMdjHQWr8M4HbtXJYl8zt1du5JaKdQQd/oXuUolrDE1RafTU8hvtT3Nn1Y18MLyH/ZHjdCR6FyzDcToUFGpcFawItLOpfC1rQkvmrHRJoQghcAid5f52/q8Vv8X20QO8M7STQ5GT854A5VR0VgeXcFvlRjZVrManeop+XitWFsxwCuo+mr1XLlgrEJQ7gjxZfy9rQ8vYPrKfLYMfMpINz3pmioKCT3NzW9UGbq/cwFJ/6zVVw0sIQYOnhi+2PMnN5et4a3A720b3k7Wyc7ZiFAg0RWWZv5V7q29mbWgZlY7QjF9Ir+qm1dvAaPjq0nfnCoGgwhni0bq7uL1yI/3pIfaGj7E/fIxT8S4MaeSK/i7QhJJLfVfwaR42lq3ktsoNtHjqFjx5ocS1jyIUlgfaWORrYiA9woHwcT4Y2cupeCdpKzvvXm2BQBUKHtXNUn8rt1SuY5GvmRpnBW7VWdTPuxACn+7l3urNrAst42DkJO8P72Zf+BiGbczZ+Kyg4Fad3FC2glsq1rMi0E65I1jU9+paQFyhOnPe32bEiPPz7tc5k+i57HFtvgZ+peWJgmTlk2aKrSN72TV6mN70ICOZcMEq4C7FSbkjQI2rkvWh5dxetYEyRyAnkXANP1y5cig2/ekh3h3ezaHICQbSI4SN2FVvOblVFwHdR5WzjKW+FjZVrGGxrwVVqAjyK1MhpeTtoR1sGdxx2eOqXOX8SsvjBPSFlf+X40aSJW3GslGORE9xKt7F2WQPESM+KUiXttJzMhgqKHg0F0HdR0gP0Oip5cayVSwPtOFV3Sji2nhupZS8PrCV94f3LHRX5p2g7uepxvto9TYsdFdmzMRzP6EvtHP0EAejuTElasSJmYlZ3YIS5GIgvaoHn+6hwhGk2VPPqsAilgfacatOFKFOGztZ7EzMuZa06EsPsXV4H4eiJxnKjBHORq+qooWCQkD3EdL9VLvKWR9azk3layh3BCdjSa+F8aFIuOSNmnXDaT4xbJPe1CBdyX56UoMMpIcZzo4xnB4jaaXJ2AYZO4uUNg7FgVPVcSlOKpwhKp1l1DgraPTU0OCuodFTi1tdGBXl+SBuJulM9NKbHqI3NURfaohRI0IkGyNuJieVmW1po6CgKSpOJaeC7NM8hBx+Khwhqp3l1LgrqXaW0+iumffCtsXIRBmakWyY0WyUsWyEsBEjnI0SNeJEzQRRI07ayoz/yZKxs5jSwpb2ZPkJgUATKqpQ0RUNj+bGq7rx6R5Cuo8KRxlVzjLKxg39GlcFXtVdGghLLAi5xUOuRMpQZpSB9Mjksz82/uyn7MwUpXcbG1Wok2OMS3HgGldW9+seApqPMkeAMkeACkeIMkeQCmdu3Lme0+TTVobe1CC9qSF6U4MMZUYZzoYZzoyRMFNk7GxujLZNtPHxwaHouFQnQd1PpTNEhSNElbOcBnc1tePjg3Yd37N54Po0nM4nV7sn92BlbRNbWtjjKyRg0oOkCAXHeKkEh6LnvCQfoYlHjpf0mLhXpjSxpD2p2DzBxBbQRKHO88tLzIc3TkrJydgQ3zrxASejg2yuauXXl9xOyHFtGAoTBZDN8T+WbU0aSLaU2NiTK8+JjT4BU9SmJ+rYaUIdHyx1tCs8r7aUfDh8lm8ee4+EleVjjav5TNuN6EUW+zFTLGnzcvchvn96B4oQfGHRZu6vX17KxCwy5PgznSsFYmLa5uTCYKLEyoXjy4TCunLBc64p2uRzXkzB3vPBxH2cMDSztoEl7clyTBI5RYV+4r5NlAHShJa317/EJbnkTbxuzFFVqLhVFfe1OT/MGxMKt8W+ektZBt89tZ3nOvcBcCjcR4u3gk+1bljgns0MIUSuPtc8v2L9qSh/ffhN9ozmtLFORYdYXdbA+vLGee3HbHE2NsJ/O/Qa/alcQP5IJsFifxWLAlUL3LMS5yOEQEVFVVWcFGf28bXA+ffRdR3vgFzrlJZtJYqStGXQGR+d8rNj0YEF6s21w1A6xmjmXOkMw7Y4HRtawB5dHZ2JUZLmuZi8mJGhNzW/9btKlChR4nyK2+1Q4iOLJlTKHJ4pP6tzBxeoN9cOPs2JWzu34tcUhWrXtStJEHJ4pmwzejSd0AXPRYmpRLIpIkYKl6JT4fKWtjVLlJhl8jKcMtn9JFOvoAgPPu8zqGo5tp0ik92FYRzBlhGE8KCpTTidm9DUmiufdBwpLbLGYQzjMJY1iCSDED50rR2n4wZUtZJ8a0XYdpyscQDDOI1ljyJlCiFUFKUcTa1D15aiaa2IKwwsUmbJGAcwjGNY1hBgogg/ur4Uh2MdqhLKu28lLo9Xd/Bw4yqOxwbpS0ZYX97I/fXLF7pbRU+jt4xHG1cxmI5h2CYP1q9kfXnTQnerYJYFa3igfgW/6DqApqg80bSOJaVtukti2hY/79zHC137WVfeyB+suIeg42KR4RIlShROXsHh8cQPGR77Q4TQqKt6EYRCOPpXZDJbse0IkiygoQgPmtZC0P+7uN0PIri0xoaUNoZ5jGjsG6Qy72HbYaRMAxagoyg+NLUJv+8LeN2fQFEuv9qUUiJlnGT6dWLx72Cap7FlHCmz4+cUCOFACDeKCOLzfoqg/3cQwnXRecAia+wnEvsamewubDs63jeJQEcofnStlYDvt/C4H0CI0p70bJK1TAbTMVKWQcjhocLpvSbTj+ebpJmlPxXFlpJqlw+/7rqmg0Wj2TSD6RiKENS6A3i0UgzNpRhOx/n3u5/n7YET3Fa9iP9841NUOEuZryVKFMDsBodLmSKVfpNE6jmyxhE0tQmHI7eqtaxBTKuXrLGfkbE/ImQP4fd+CZgualuSzrzHSPjfYpqnAQVVrUJVFiOEji1jmGYnWWMfI2MHMYyTBP2/N+59mh7bHmEs+p+JJ34I5GIjcl6wBoRwIjGxrZGcgSZSKEo5ML3Bk0i9wFjkz7CsHkBFVWtR1WoEGrYdxjA7yWR3Mjx2iKD5BwR8X0ZRSttJs4VD1Wj0lmpm5YtHc9Duv/Q7cq0RcLgIOFxXPvAjjpSS4XSco5H+he5KiRLXNQXHOEXi3wAsgv7fxeN6AGXcmLGsARKp54nH/wlbRohE/ycu5y049JVT2kspMcyTjEX+fNJo8nmfwet5Ek2pA6EjZYxM9hDR+DcwjEPEEt9FUcoI+n/rIg8RgG0niMa/TjzxA8BECBdez6dwO+9AVevG2xhY1giGeYJs9gBu130XrcallGSN/YQjfzFuNDkJ+L+Cx3U/qloLqNh2hEx2B9H4tzDN00Rj/wdVqcDnfQZxmTIyJUqUKDFXnE2MMJSOL3Q3SpS4rinYcLLtCKHAvyLo/y3gXAFRTW3B4ViHlFniiX/EsgeJxv+eitB/Qohzl5OkiSW+Q9Y4AGj4vV+mLPiHKIqPCQ+ZlBJdW4FDX8rI2L8maxwiGv8/uF1349DXTjF4pJSkM+8TGzeaFKWS8tB/xON+7KKtQiklbu5GyixCXLz/L2WMSOx/Y1pdgD7+OX9jfCvuXN8c+koc2nKGxv4Ay+ohHP1vuF33omnXjiJwiRIlrg9sJB8Mni76grwlSlzrFGw4qUoZPu9nLorrEUKAdBLwfolk8kVsGSab3Y1pdqLr7ZPHmWY36fQWwEbXluDzfhpF8V98LgROxzq8nqfJRo5i22HiiR9SHlo75VhJmmT6l9j2MKDj83wGj+tRlGk8U7nzalMMufPJGofIZHcCEqdjHT7PUxd5uHLnUHG5bsHrfoxo/BtY9iDx5LOEAr8/s5s4i2Qtk4PhPs7GhxnLJrFtiVd30uwtY2WojjLH7BZ0zKllWxyLDHAmPsxIJoFpWzhUjXKHlwZviMX+qqIOTJVSkjSzHI0M0JEYYSyTxEbiVnXKnV7afJUsCVRddeFQKSVpy+RsfJiz8VFGMglSVjZnfCsaPt1JpctHvTtIs68cl1rc9RFtKRlMxzgc7qMnGSZlZtEVlUqnj0WBKpYFalCV4s/kSplZOhKjdCXGGEknSJgZbClxqhp+3UWNO0C7v5Jad2BWrmdLSW8yzJFIPwOpGEkriyYUvFruPV0cqKbS6S34PU2ZWXYMn52Vvl6JjGVwOjbCqdgQI5k4actEV1RCDjctvgqWB2rw6qWYzxLXJwUbTrq+GFWZPrtFCIGq1uBwrCKdeR/LGsa0OiYNJyklptWFYZ4ZP9cydH3xZa4m8LgfIRz5CyQW6cx7QJbzY5OkTJPObAdAVSrwuO9HUfKftKW0MYyTWFYuTsDp2IiqVl+2b17340Tj32AiZkvK30aI2Z38pJS80LWfH5zZBcDGymb+2Yp7AMGBsR6+fXIrB8Z6CRsp0pYxOSkHdBf1nhCfat3Ax5rW4FBmrpS+Y7iD/37oDQDa/JX82zUP4dUc2FJyONLHN4+/x+FwP5FsipSVxZYSVSi4VB2/7qTeE+J3lt/JrdWLLvu5TsaG+NM9L16xP3+05gHWlTXmNbGkLIPvnNzG2/0nAHi69QaebF6HJW22D53l7058QEd8hIiRnrxvuqLiUnNp7zdUNPKF9s2sCNXmldYtxz9bzEjzZt8xnuvcR28qQjSbImUZGLYNyJySvaLi0Rz4NCc17gC3VLXx2fYbCeqXVkmXUvJi1wG+f2bnZfvh05382YYnqMpTkqA3GeZvjrzN2fgIAvjTGz7GEn8VSTPLD87s5BfdBxlIRYmZGUzbQhECt+qgzOlhU2ULX1x8C4v8VTNWMbal5JvH35v8ni5Fq6+cf7PmoYIMciklhm3Rn4ryi+6DbB86Q18qStRIkTINDGkhx59hp6rh1ZxUOL3cWt3Op1s30ugtu2JywqnYEH++/xVSpoFb0/nLm54moLsYysT57sntvDtwkoF0lKSZxRi/b/r4e1rj9vNY4xo+1boBt6pf9r6lLYNoNs3p+DBHI/0cCffTOW4ETrB/rIevbv0e2mVCB3RF5W9u/gx+/coxZLmqAza7Rzr5zqntnIwOMpZNkTKzmNJGFQKnqhPU3bT5KniqZT331S3HpWrXdHJCictj25Ld7xzlpe++R3VjOZ/4zXupqp95ofdrkYINJ01bxOVS8IVwo2ktkHkf245iWYPn/VZiGEfJZbmp6Fob4hIB2hOoag2KWo1ldWHZYxhmJw59yeTvbTuOOW6IKUroopiqmWNgmCcAGyFcuc/A5Y0gVWtAUcqx7dHx4Ph+dG32U8AH0jH2jHYBuTIdfako24fO8t8Pvc5oNnnR8RnbZCgTZygT53Ckj/1j3fzO8ruodvln9FBHssnJ68WMNKPZBA5V49mOPXzt6DsMpmMXtTGlTdzMEDczSJiRsZEwspPXuRxRI33FYy7EljadidHJ8zd7y7i9ejHfO7OD753+kJhxcWHSrG2RtS2iRprOxCgfDJzmj9c+xMMNq2ac1WdLmw8GT/O1o++wf6wHS05fSd6SNinLJmUZjGQSdCRGiRgpnmheS1C/tHEgmfo8XIqg7iZrWzPq8/lkLDM3IY8HGu8Z6cKpaPzlodd5o+/YRZ/HknLye+9KjLFt6Cz/Zs2D3Fe3fEZCHRJJZ3z0ip8nbRkYBXyeXFuTrx9/l++f3kHMSF9yQ8uUNqaZJWFmGUzHOBrp59WeI/zHGz7GzVVtl30GkmaWfaPdJMwsLlXnaKQfv+7iP+59kYNjvRdd05ISyzJIWwaD6RhHwv3sG+3mX666nwbPpavY/+cDr/Jsx15M22JqMZNzxIw0B8Z6L3tPnIqGaU//bJ6PlJLhTJy/O/EBPzm7h7h58XtjjXtwk2aWvlSE7cNneKJpLV9dfheNnut7Iv0oEx2N8+K332X7awcRiqBtRT0PfPpmruevu2DDKReLdGmEUFFE7hiJgS2nVny27fD431QU5covlUCgKuVYVhdgYdvRC843xoR6gqJ4L9r2mykS+7xz6yjiykaGQENRQtj2KJIsUs59cOZIJsGzHXt5tmPPpNHU5C2j2VuOR3MwmklwIjo4aWwYtsVznfvRFY0/XH0/zjy3g9KWQSSb4tBYH399+C3Gxq85sUUT0F251fz4ahqgxhVgkf/Kmjs+3cHqUD1RI03ESBE3Mpc0NK6W0/Fhfnx2F985uY2Ulcu6rHB6afdXEXK4yVomJ2ND9CbDk5PRUCbOXx9+iyZvGatD9Vd8HmwpebPvGP/5wKv0JMNTfieAgMNNmcODS9VIGFkG0tFJ40YAN1e1UX6FLRsB1Lj9rAjWEjFSxLLpSWN1Ltg10sHO4Q7eHDeaPKqDxYEqqlw+LCnpToxxKjY8OYX3JMP814OvUe7wsqGiaUbvd7OvnKWBaqJGmpiRJjH+HM0WqshVPosbU+9TUHfT7Cuj0ulDV1QiRorjkQHGsrkxSwJdyTH+x+E3qdrwBIv9VTMyAkzb4s2+Y5yOjXBwrG98ISFYHKim1h1AV1SG0nFORgcnP6spbV7vO0ql08e/Wn0/TnX6IXokEydrm1d3Q/IgZRn81eE3eaHrwBTDtcblZ1GgCp/mJG5kOBsfoS8VQZIzpF7oOkDKMviTdY9SXpJFuC6RUmLb42/URyS8rnDl8MvrPzFRsnT8YC68oxL7gmNnwvnHXTCxSuO8f1xFTIo8v2+CmZvN533WOZr0z6cnGebvT3yAIS1WBGv5ytLb2FzZikPRUITAkjbhbJJvHHuPl3sOkbIMMrbJj8/u5pbqNu6tXZb3lteW/hP8ousAUSNNs7eMT7Vu5K7aJZQ5PJOr8LRlcDQywFt9x6h2+2ekIdPqq+Qbt34eW9pY49sBY9kk3z65jRe69hd8j6bjcLif45FBMrZJrTvAV5bcxr11y/BqDlShIJEkzCxv9h3jb4+/T994eY+uxBg/7djDIn/VZXWEbCnZPnSG/3bw9SlGU4XTy+01i3i8aS2L/bm4KQUx7nEyOBzu5YPBMxyPDnBH9WKcM6gl+GD9Cm6vXjxZpDlr2/Smwvx/B17lULjvqu/V+fyy5zD2+Dbm08038Ez7JqpcPjShIMl5qHYMd/D1Y+9OlsbpSozxtyfe5//2fowql++KhuCvLNrMp1o3YEuJJW0ylklnYox/u+vnDGeufjGiKyr31C5jS/8JUmaWGytbuK9uGStD9TgVFVVREOPfyVg2ybMde/jB6Z3Exr0rh8K9/LLnMC3LbsdxifjI8zGlzQ/P7MKUNrqicEfNYr60+Bba/ZXoiopAYEqL/lSMvzmyhXf6T2BIC8O2+EnHbp5qWc+KUO205/79FffwhfbNU34WMVL84Y5nyYwbVKtD9fzWsjsIXGYbThEC3xVikbK2xT+e+pBfdB3EsC0EsMhfxRcWbeau2iV4VAeKENjSJmObbOk/wdePvUtvMowpbV7rPUqLt5zfW3EP2jUQ+1YiP4IVPh767M2k4mmaFtdww+3LrmtvE1xNVp28eJvmfKS0sGUCACH0i4KrVWVCn8dGXuA9usQZseVEjSrl4kDy8/STbJkcz5jLPzhRCGVcCRzAQNqJGfTMQtq5+yFwIJS5X1nZUpKRJkv81fz5xidZHrx4gA063PzbtQ8Tcrj5x9M7yNomWdvk745/wIbyZsqcMy9dEcmm+O64l+beumX8sxX30O6vnHYyrPeEuKd2KZaUV/Y0CIEmxEV9qXR6qZmDUiGWtLGkTbu/kj9Z+wibptl68esuPtd2IyGHm3+76+dkbQsbyc7hDnoSYZYELx3zFjczfPP4e3QkztXZWxKo5t+sfpDNVa2XDDRv8pbxYP1KEuOB1jO5b05Vv8hzGNCdM4pXyZesbeFUND6/aBO/v/xuHBd4Qvw6PNK4ihZfOf/iw5/QmRhFAlsHT/Pu4Emeal532Ur3Qgg8muMio9SjOXCosyPvIYRgRaiWP1r9AC2+cuo9oUseG3S4+Wcr7kUXKv/72DtAzoOyfegMn2u/iQrnzIbOCSPmM2038c9X3jvtdxPU3fzpukf5U/kiW/qPI8ktVH7RfeCShtOSwMXP4FA6PmVrPOhwc0NF01UJYEop2TPSxQ/P7pz8LG3+Sv7Txo+zuqx+2jafbFlPnTvI/7PvF3QlxrCkzQ/O7OTe+uWsLStlHF9vKIrCbY+s47ZH1i10V+aNgs1/0+zmcn45KTOTAdZCeM8zlAAEmtZObp1pYlrdSHl5t7NtxyfjpBThRlWnvrSqEkQZN3iknRPOLAwNTW0GBFJmMK0+pLx8TIVth7HskVzfFP8lg+bngl9ZvJll0xhNE/h0J88s2kTzeUKSZ+Ij7Bnt4gqq8VMwpU3MzNDur+SPVj9wSaNpAiFE0a4uXarG59pu5MbKlkvGqwghuLNmCWvLGyd/1p0IM5SJX/a+7Rg6y47hjsl/Vzp9/MtV93FrdfsVs/PE+Or/UtszC82KUC2fatmAfpn+LQ/W8IVFm1DH72vGNnmt50hBcVZzga6o3FLdflmjaQJFCJ5sXjfl3TkdGyZlGpdpdTErg7V8ZcmtlzRohRBUunw82rga33nH7Bu9dGzcfJG1LV7tOUxfMrdodSgqv7XsDlaF6i7ZRhEKm6paebhh1eRzEDMzvHjBNl+JEtcqBc9shnEYe9xYuBApJZY9TDZ7AABVqUTTWqcco2vt44HXkDWOTmbYTY8klX59vNwJOB0bUMSF0gUenI4bAbDsQZLpLVc0xqZHQddXoKo1gE0muxvLvlx1eUky9QoT5VycjhsRYn6KkNZ7gtxdu+SKG5317iCPNK6a/Hc4m2T70Jm8JzNdKHx1+Z00XOOBnvXuIE82rbuiIeNSNW6papv8d8Y2p8Q+XYhp2/ykYw/m+GSnCYVPtKzn1qr2S7S4dlCFws1VbTR5yy77vAkEt1UvYmngXJ3KbUNnGEhd3kNdjIhxT+ia87wk4WwKwzZnvOjQhMJTLeupuYKkgRCCdeUNhM7LFhzLJhjLXJz0MZ8MZ+K83HNo8pnfWNHC5sq2y7aBnIH1eNMaHONbzraU7B/tpjcZuULLEiWKn6sSwEykXsDv/eK0StnJ1ItYdi7WQdeXThpJMO6NUBtwO+8gZnZgmMdJpV9F11qnTeM3zV7iyZ+SM040vJ5PXnSMEC48rvtIp99FyhTx5A9xOTddJJR5JYQQOPQVOPV1JK1+MtldpNPv4vU8Pe15DOMMieRzk33wep6cN6Nidaget3rlul1C5CazvzmyZTLarCMxSsxI41QvH+R/Pi2+CtaEGq5powngxsrWK8Z1QG7lXOeeWkInZuRqFU4Xl9efinA6ds7ILnd6uaNm8UXbWtciTkVjbfmVv3shBDVuP4sDVZMZeYZtcSTST4uvfD66Oqs4FJUK57l3xEaSsWa+IKt2+1kWnJmURYXTNyW2zbRtUrMcIJ8vB8d6JxNBBIJVoTrKnTPThGv2llPm8JAajxPsS0XpT0Vn5TkwsiYnD3Rx+nAPowNR0sksqqrgDbqpbiijeWktLUvr0PTLL46klCTjaU4e6KLr5AAj/RGMjInm0AiWe2lor2Llje34gtMvhmPhJD/6X69hZk3KqoM88eU7cHkuP7ZYls2uLUfY885RhKKw6f5VrLt1ybQVLKJjCU4d7KbrxABjwzHMrInDpROs8NG8tJblN7Ti9l58PSklg92jvPAP72KZFo2La3jgU5txuC6fFGRkTT54eR9Hd59FURXueepGFq2eKgFj25Lv/dUrJCIXG/WaQ+PBz9xM0+Kai353IR3H+3jzpzsQisLDz9xCbVMFRtbkxIEuju3pIDISw7YkgXIvrcvqWH3zYlzu4qhTWfCILrGIxL6GEF48rvsmFbilTJFMvUo0/i0gt03n934B5QKFbiG8+LyfJ5X5ANM8RTj61wjhxuP+GIrwkHOGmZhmL+Hofx3XaFLwuh/H6dx0UX+EUHC77sfleo1U+k0M4zDDo79HMPAvcDluzvVPKIAN0sCyw2Qy21GUAF7Pk1POpShl+P2/STq7C9seZizyZyBU3M47xj+nQGJiGCcJR/8Lhnkc0PB5PodDX1HoLc2bFl8FjhmKMzZ6ywjobiJGLlOoJxEmbmaoZOaG09Jg9ZzEz8w3M42zEIBbmzrQpC3zkh6nU7HhKfIGFU4vKy+zpXEtoSkKbb6Z1b/zqA4aPWWoQmDJXLL80UgfDzcUKhGycAjERe9YPsrclU4fdTMU0HSq2hQDy0aSvUKYwFyzZ+ScPIRb1Wn2lc9YEFYVCjVuP73jhlM4myScTSJnEPt4KWzL5uieDn70v17j2N4OUvEMRtbEtuycfqCm4HDquDwOGhdX88y/eIS1Ny+e1igZ6g3z6g+28u6LewmPxMikshgZE9uWKIpA1VWcbgd1zRV84rfu5daH16I7pmpSKarg1MFu9rx7jFCVn0WrG9hw5/LLfr5kLM3P/3YLe949Rll1gA13Lruobz2nh3jpH99n+2sHiUeSpJNZTONc3zSHhsvtoHlpLZ/+3fvZcNcKVHWqcS6E4OCHpzi2p4OG9ioWr25k6fqWy2rDDfeH+dnfbsm1aavizsc3THcgb/50B4M9o9iWnOJ9dbodrLtt6YwMp4HOEV78zntkUllWb2rHMiy+/9evsvvtI8SjKSzDQkrQdBWX18GStc184V88wrINrSjKwi7eCzacPK4HyGR3MjL2r4jpa9H1RYCCYZwgaxwCsgjhIeD7Ei7nbRe1z3l21lIW/L8YDf8pltXFaPg/EIt/G11fgSI8WPYwmewubHsUELhd9xAM/HMUMZ2+iUBV6ykL/DtsO0omuxPDPMnw6O+hKtVoWuv4Floubskye5CYBPy/g5cnL+qby3ELZYE/Ihz9b1j2AMOj/xyHvgxdX4rAgTnujZIyRs4L9jhB/1eB+bOIK5zeGccR6UKhzhMkEskZTiOZRN6xGpVOf9HG3+RDUx6Fgy9+PS89aQ6koqStc/e0zV+Bu8hVwGeKKhQqnTMzsie8Tg5FI2UZSKCnSLdoLNtmJJNgJBMnZmRIWVkylolhW5jjmX1XUzTXr7sIOWa2dV+Mftzj0XP6exLJobFe7BnGXdlSEj1vIZG1rUmpkkI5treDv/idf2CodwxVU6hpqqCsKoDuVDEyJuHhOMN9Y4wO5hKOzMz03kEp4eC2k/z0G2+RTmTQdJWKmiDlNUGcLp1M2qCvY5jwSIwT+5P8zR//EE1Tue3RqQHQbq+Tu57cwKEdp4mMxPnwjUOs3rQI52U8I71nhjj44SkAmpfUsGJj21SPjmWz7dUDvPiddzEyJrpTo6qujFCVH4dTIxXP0NsxRHQswcHtp+g6OcC//+ZXWL3pnNCwEILymiCb71/NqYPd9HWMsPf94yxa3XRZL9zpQz2cOtiNELBsQysty2ovmmuFIvj0797PUF+YRDRFIpLi0I7T9HUMX/K8l8MybfZvPckP/udrHPrwFIFyH4tWNuD0OEnF0/ScGSI2lmT320cZ7B7lP3zrN2ZkmM0lBc+CTudNeDyPEon+D7LGPrLGnvN+KxAiQMD/6wS8v8al5AGEEHhcDyDKHESi/4tMdgeGeWLcg3P+ufx43Y8SDPwButbGpYYYIQS6voKK0F8QTfw9yeTz2DKOZQ9gZQcuOFpBCOcFQetTz+X1fgpFCRGJ/U+yxmGyxiGyxsEp51BEEJ/3cwT8v4Gm1l2yb3OBW9Uvm6l0PooQ+M7LWEpbRt6Bp25Vz0s9u1iZyTZdIcSM9JTg1yrnzIRGrwVUoeRlBHo0J8p5z0piGqHRhUDKnNLUUDrGewOn2Dp0mr5khIiRImlONZqsyT+Fi9Poijpjr3CxIaUkapzT30tZBj88u+uqzjlhSBfyVkhb8ty33maodwxFEXz29x9k8wOr8Zd50XQV07CIh5MM9Y5xeMdpImOJS3pYFEWwalM7q25qJ1Dm5aZ7V1LXWkmw3Ifu0DAyJn2dwzz7jbfY/fYRErE0P/36m2x+YDW6QzvvPAorNrbRvKSGkwe62ff+CYb7wtS3Ta/1JaXk/Zf3YWRMhCLYdP9qvIGpuzGqpnLTvSt5/+V9tK2oZ/3tS6lrqcQf8qDpGplUlp4zQ/zTX77M8X2dREbiPPett1l+Q+sUo0jTVW64Yxm//P5WBrpH2frLAzzyzK0EyqdfANm25IOX92MaFk63zo13r5h221EIwcPP3Dr5edLJLP/73/+4YMMJ4Jc/2EoimmbTvat4/NfupK6lEodTI5MyOHOkh+/+15foOjlA96lBXvneB/z6n3x8QcfWq5AjiBNw/yYu5x0kUy+TyXyIZQ+jCD+6vhyv+zF0fQm5mnCXy77ScDvvwVV5M+nMB6Qz72KaHdgyhaqU4dDX5Arn6osQOLjSK3fOePozgv6vkkq/TTZ7AMseRNopEE40tQ5dX4rLeSsOfdklz6UIFx73Y7hcd5JOv006sw3T6kRKE1Upx+nYiMt1F7rWTE5dfP6+SMG4oN8MHx6BmJK6nrHNySDmmaIIcV3oc8yV1yxjm9jnTbJzZaAtBEoezxqAU1GnZCxeradhNpBSMpSJ82LXAb59chtjmSTGNFthmlDQFDVXekfoZCxzMhU/X9Txc12LZGxz1rMhc+9HYaZTIpbizJGcEnrzklqe/LW78JddILXQVMGi1Y3cdO8qbNueYuRcSHVjOf/+G7+Goirouoa4YPuntqWC5iU1/PPH/5KR/gh9HcN0nuhn0arGKcc1tlez4c7lnD7cS+fxPva+f5z6tukzqyMjcT54ZR8A/pCHOx+/YdrjmpfU8uff+100h4qmXyxPUt9WRUVtkD/+9N8QjyTpON5Hf+cIjYumylQsWdfMqk3tDHSPcnxvJ0d2n2Xz/aunveZIX5gP3zgEQGVdiE2XOO58JrZHFfXqFtTR0QSb71/FH/znz1JWHZjyeevbqvAG3Pzpl76OmbXY/c5RYuEkgQu/+3nkKgQwDUBBU2sI+L4Evi8VfCohlFyslPsBPO4HCj7PufMJwIGutaP7ri6jSQgFVQTxep7A63niqvs2W0jAlHLG8QKSnJLxBJpQUIpyc+DaRSBy88G47bTQqeSzSU5kU8645Iwl7SmxD3oRGA/DmQR/tu8VtvQfm2IQVLl8LAvUTqqHezQHbk3PickCL3Uf4u2By9fQux6x5dT4FYeisSpUd1WFuxu9IQpdYKrquQk6OpYgPBK/2HBiPPlIV7mSELIQ4rKB3EIIQpUB1t6ymLd+tgvTsBgdiFxkOCmqwl1PbOClf3yfeCTFGz/ZwYOfvhl9Gq2vve8dZ2wwl2G66d5VBC/h/RGKwO27fN9qGstZur6Z3W8fJZPMEhmNX2Q4qarCA5++mbef341l2rz2w+3ceM/Ki+KhALb+8gCpRM4zfNsj6/Fc5vqzjaarPPFrd1FeE7zod4oiWLqumYa2ajqO9ZGMZxjqHbtGDacSC05mPFB5prXA0va5+BuXqhetztK1ims8uNce92LECqitV6zYUpKxTTRlZjF8acucEkTt1RbW+2bZNt88/h6v9x2Z9AqWOTx8tu1GPta0mqDDg1dzTCrvT5C2DA5eod7b9YpT1aZsM/p0J19cfDObKlsu0+ryuDVHwcs1l9fJ2lsW03Gsl9HBKH/5L/+JT/72fazZvAhvwI2qKbO+fSMEVIxP5tKWZNPTx4W2LKtj7c1L+OCX+zlzpIfDu86w7tYlU45JJTLsefcYqUQal8fBLQ+tuWLW3+VQNZWyypwsj2XZGNnpvaJL1zWz/IZWDu04zdE9Zzl9qIcla6fWUo2Fk+zcchjLtPD6Xdz6yNqC+1UI5TVBVmxsveTvFVWhqj5Ex7E+LNMiFV/Yrf+S4XQNM5ZNYEkb5TLVzyewpM1g6lzZCp/uLAovwPVEudOLQ9Em45w646N5eWmKGVtKRjMJvJcpN3M+I5n45H0QQHkeKvVzwaFwHy93H5w0msodHv7d2od5qGElqrj0hCtlzrP7UURBUOMOcHg8ON60LSxpU7ZANeeEEDz91fvoON7PoQ9PcXT3Wf78t/+O1mV13P6x9azc2E77qoa8PRHSlsSjSUYGokRH42TSBkbGxDItjKxF16lcgLxEXrLSmKIqPPTMLex8+wiZlMGbz+5gxcZWHM5ceISUkt6zuaBwKWHJ2mYWrblyIXjbtomNJRkZiBALJ8mms2QzJpZpk05lGOg+V6HgUp1zeRzc9/Qmju3rIDwcZ+sv99O2on7SaJNScmJ/J2cO5xYI627LxVTNJ02Lqy+7rZrzIuZ+L+X/v737jm7rug84/n3vYRMAB0BCFKc4RJFa1JY1LNmyLVt24nGc2EmdtEmTc5o2bdKmI6cjp+lMmu6etD2NO3KaVCdxEtuJrdiyHVm2KFublERKFIe4NwmSIIj1Rv8ABIkmKYJaFH3u5y+RAoH7Htbv3fu7v5+Bri3sbL4InBax3skxYrqWUgAUVKNT+n35bO4FnwX4sMm1u7ErZoKJ3ma9oXH8kUk8tsXf3FQ1NHonR1PakajqOv2hwDWBk0RJCs2eb6fakc4ppSLWZOVxf27FnPlHmqEzoX54Zg7nQ5Ikyt05HOqLb9aZVKN0BUdvqpzAzfIuyeBL33yWQy+e5MD3axjuG+PyhR7aGnvJzHazfG0BOx9dx5aHVuFw2q679R5goMvPWz8+zsXTbQz3jTHuDxIJRxOBk46m6Sl9SUuSRElVHuVrCqg/3krjmXa6WgZYVhlvCm4Y0FTbQV/HMIpJpmpTCd4lM+0Ovzq2zuZ+3nzhOK31XdcETjFi0fmNTVZkKjcUU1Dq4/KFHs6+18RDz27Fl5+FJEloMY2GE5fxD45jsZlZs60cp9t+R5/jeJ2sxXOBKQKnRaxhrJeQFrtu09krTgy2TdnxVZiWdd3mn8L8lbl9ZFkdyQB1IBzg2NBlHslbueh310V1jXP+HjZ5i+c8lqHIBC3XFAKVJem6LTpuN8Mw6A+NE00keEvA2sx87HO8bwzDYFKN0hq48d1Cd9IHcxaNW9CqfntOKf/ZdBTN0FENnXP+bkajoXn1ubyVJFliSZGHj3/xAR74+BZqDtRx5EAt3a0DjA6N8/7B85x+p5Gy7xXw+a89QfnqQhTT9JQETdM5/PJp9v/ja/R1jmAYBq4MB850B+7MNBwuG3anFYvVTHtjH10tH9yVPV1mjpt79q7hUm0H3S0D1NVcomh5LopJQo2qHHrpFLqmk+5xsm3vahTT9KDdMOLLga/vf48X/v0tRvrHkSRwZzpJc9vI8LriY0uzYjIptJzvmjrrNIv8Uh/rdq6g/VIfl2o7uFTbgS8/Xog0MBbi/YPn0HUDX34W1TuW33Sy93yZzMpiiptE4LSYtQaGaR4fwHNNW5CZRDSVN3svJn+2yiZWZuamFHAJqcuyOtjkLUrWvhmPhXmtu56t2cvIWqDljVslpmucHu7g6eL1100ONgyDy4EhLo5d/aJZ6sigdIFnnFTj2owraVph09k0jvfTPH69lkt3D5vJPGXXa1RT51XlfCYV6T7K3dnJ5/PEUDvn/N3s9E0vKnmnXFm2ycnL5MnP7+bhT97Dufebqatp4v2DZ+lpG6LhRCv/9Hv7+fLffpLlawunjbWproPv/NmLjA1P4HDauO+pjWzes5KSyqWke13JnWyaqvH8X7ycUuCkKDIbdq/gwPdq6Lk8SM2BOh742GZcGWl0tvRz8UwbACUr8yhdNfsy3anDF/nfvzvAxFiIDK8rPrb7V1JY7sPtcaIo8aXlyYkw//IHP0gpcDKZFXZ+pJo3XjhGwB/k0E9OsO3hNZjMCq31XbRe6AZgRWJmSrg+kR28iGmGzndbjjGpRmftnaUbBu8NtHJmpCv5uxybi02e2RvcCjfuqaJ1U/KA3u1v5oW20/FE/hRyZQzDmLYj7W5xZqSLY4OXp5Rc+KCwpvKj9tPJNh0Ae3IrUg5UbgdJknCb7ZiSdaUM2hP5Z7MxDAN/dJLnL9XccCmCO80iK1N63fWHA/SHxm/qtZRmsvJEYXUyHWAsFuJfL75Dfzhw3fN3Ld0wiGrqbdtlak+zsnnPSn759x/lq//6K2x5cBWSLNFxqY8jr9YSm6EI5hs/PMbYcHxmeM/Tm/jsH36UTfdX4V2aOaU6uAGEJ1NPRC4o9bF6axkAjXXttF/qi9duOlAXT96W4P4nNyIrs+fUvbb/PSbGQigmhY98Zief/t1HWbu9nCxfOibT1dIEhmEQCade5qNsVT4V1YUAnH2/mb6OIQzD4PBPT2PoBopJZvfjG+74bNNiNK8zpCj5OOyP4LDtw3yd+kfCnVPT38w/1L9F1+TotA9IVdeo6W/hny78gpFIMPn7vfmVLE+/O68qDOIBYURXp3VSj2jxujK6cSsWIW6PUlc2n1i2KbkbKaypfPviYb51/g3O+XtmLARpGAYTsQhtE8O809/Mq13nmVDnt2skXm5CJ/yBLygDg5AaIzqPxrSz8Ucn+db5N6gZaJ7WQ80wDAbDAb5z6V1e776Q/H2x08O+/FXXBC0pHo9hENM1wlpsSs6rbhiEtRgxXZvX8VRlLEnOsBpAzUALdSNdM36Za7pO/WgvX699lVPDHfMa90KSJYkNnqs73rqCfn7SUTsliJ0vRZJ4OK+KXUvKk8V2z/q7+PLxF3ir9yLD4YlpAdSV1+JwJMh5fw+vdJ7lz+pe5cLojVdgT4XFZqZsdQFP/9oecvIy0XWD9sZewqHpr9WW+viFpCTBrsc3zJoPpUZVWhu6Ux6DYlJ45Je2YbWbUaMab75wnNHBAGfebcTQDfJLcli7ffnss3WGQWtibGariZ2PrsPmsMx4+1AwQmfz3DNh147t0U/twGRWCAcjvP3yaQZ7/NQdjZfaWFaVR9XGuRs4C/NcqrPbtmO3TW+fItx5dsVMutnOQDjAD9tOcWGsj3tySihxenGarfgjkzSM9vJW70W6JkeTf1fq8vJs8aa7YrYpoqkcG7xMW3CYyViUSS1KUI0S1mKE1Ni0VhffbX6fN3ouYJFNOJR4rZ00kwWHyUKpK5tN3uIFL7FgkRWeWbaRpvEB3ulvxiAeAOy/fIIjA81UpedS7PSQbrFjlmVCaozB8AR9oXF6QmO0TQxT4c5ha/ayWfsCTsQivNV7EX90kkk1fs4mE+ctqEZpuSYnJ6TG+Nv6N0g327EpJuxK/HylJWoVrfcUsiJ9yZzHtcTuZiIWoWtylD85/TO25ZSyNisPn92NYRh0Bv0c6W/h5HB7MhixyAqPF6yh3J1z3WWd4UiQN3suMqlGCCaOJ6RFCasqATU85Yu/JzTGX597HZfZhk02YU8ci8NkwWmyck9OyYwJ7NVZBRSmZXF+NL5zqCs4yl+e/TlPFlZT7SnAbbYRVmN0h0Y5PdzJ4b5LNI8PYlVMLHcvpXG8f0o7nbuRjMSe3BUc7G4grMdLlfy0o45ANMy2nBJyHW5kSSasxRiPhhmJBonpGp8r3z5rkny8fY6bL1TcS+v4EK0TQxhA3UgXXzvzM9Zk5lHi8pJtc2FXzER0lUAsTH8owGA4QPvECL2hMSyyiSeLZi72mCpd06cUqZztNRW/Tfz/zBbTjH3Nrv1bTdWmJbxfCcpPvn2Btgu98xpn0fJcKjcso/bIJRpOtFJ3tInBHj8A63dVzrnrLzkOw0BT9VnH9t5r8WXJ+ShfW0hJVR6X6jqoP95CVrabiUSz3h37qjFbPxwtom43keO0SNkUM5+r2M6BrvPUjnRxariDupEuLIoJBSneZ+sDlayXOT38/qqHyHVMLzK2EIJqhP2XT3J0oBXD0NExrjubdGq4g1PD8X9LgJwo4ilLEg8sXUF1VsGCB06SJJHnSOdP1z3G12tf4f3By/GaRkZ8eah9YgRFkuNb4Ik3ctV0fV6NY0ciQf654RBDkfjVvm4Ys/59zNA43He1eKNMvAK4LEnISHyxcndKgVORM4s9uSv498QyzUsdtfy8+zymRCmMqK4lk68hHjQ9nLeST5VumbNSe2fQz9+cP4iamE283vEEYmF+0ds45XjkxPHYFDNfNz82Y+CUYbHzm5W7+eqpl/BHJ9ExqB/tpXl8ELvJnKi/FQ9yQ4l2RA7FzHOlW9jpK+OPT/+U9uDcuSQLbXN2EY8VrOaljjpUQyeqaxzsaeBw/yXMUjwBVzdATyR7Z9ucfKZs25xfBJXpS/jGxif4xtnXOefvIWZojEZDvNPfzJH+FkyyjISEkXgPf7ArgUU23XTu77ljzby+/3023ldF2ep8nOkOLFYTsiJj6Ea8QOXAGC89/3ayl93ytYXTilxKksTytUU0nmnHMODA92pYWpyNM8OBIsuoqsZkIMzJQw3s/+eD0yqKz8ViM7Pn6c3Un2hldCjAmz86jn8wQIbXxfqdFVhsswcn8bEVMtQ7SjSi8vr+o3zs1x8gLd2BLEmoqkZgNEjNgTp++O03MZkVoiluzZckiXSPk+371tJa301v+zBv/fg4oYkIvgIPa7aVz7t5brw0gIGhX32/6pqebEb8YSUCp0UqoqlkWdL4q/VP8G+N7/CL3kYCsTDqDK0tTJLMRm8RX6i4l43euye3ySCewBq9gRySK0t6WuKHeCXou2MBT5IkfDYX39jwJD9uP8NrXfXUj/Umg9grPdBm4jJZKXfnYJVnf2vqGIRvsB2GjhG/kk2cKjXF+wjEInysaD2ZFgf/2VRD41g/YU0Fpj93OTYXjxeu5bPl21LagKAbOmEtlnLOzJS/TXxRX3nqZ2sjJEkS9+SU8EdrH+G/m47SMNqLQbytSOQDhQMloMTl5ZniDTyzbAOqobPUkX7XB06SJJFhcfDrlbswKwqvdJwjoEbieTqaSniG5yrVvCNJkliVmcffbHqKF9pO81pXPZ1Bf/z8Y8z6WlQkiTxHJpu9ReTab+6CLRpWOf3ORQ69eBJnup38Uh8eXzq2NAtaTGd0OEBrQzfjI0GQYN32Crbvq56xyOSDH99MzYFaRgbGOfJqLT1tQ1RUF2KzW5kYD9Ha0E3LuU5yi708/tld/OQ/fpHyOGVZomrjMkpX5tN4pp2zR5vQNZ3Cch8r1s+xK1WCvZ+4h/PHWhj3B3n1f2toOttJ6eoCzBYT4/4gTXXtdDT1Ub6mkLJVBbz2f0dTHpvJpLD+3hUc/MExetuHGO4bxcCgckMxhWW+ORP+A6NBLpxqS9a7ioZjBAPh5NKnGtN4+6VTtF3swWq3YLGasdrNeHMzWLmpZMadhIuRCJwWqaiuEtFiFKZl8tXVD/FY/ipe727gnL+HvtAYmmGQYXGwKjOXe33lbPYWs9Qxc92Q2azzFPL89ueSPxc4Mm9pmxa32cbvrNrDZ6Pbbvq+PNY0LDPMbNhkM58pu4d9+Vf7Ls3nA3yDp2jKOShMy0rpHEiSRLrFzqdKt3B/bgXn/T2cHG7nwmgfvaExJtUoEvGdUNlWJ4VOD5XpS1iXVUCx04PrOn3ufDY3/7D56Wk5YDeiKC0rpduNR0NYFBOP5K+kIt3HewOtHBlo4dJYPwE1gk02kZ+WyQZPIQ8tjefQpbprs8yVw3e2PXfT2+dlJMrcs+/eM8sKe5dWUpm+hMN9Tbw32EprYIixaAhJilcSL3Z62ewtYqevjGKnB4tiwgL8weq9DEcmMIi/BmZT7PTw7a3PJgM4jzUt5XeMhMSfrnuUYOLix6aYbyjYyLWn8+WqPez2LefoYCunhzvoC40zqUaxKWZcZhs+m4vlbh8rM3NTnqWVgDxHBl+ouJe9S6s4N9rNsYHLXBofYCgyQVTXsMoKLrONgrRMip1eNngKWebykO/ITLl46mwys114lqQTHA8xORGm8UzblPw3SQJJlrE5rGy8r5LnvrKPvFl6xi2ryuMzf/hRvv/3P2eg20/T2Q6a6joS9xPvv1axvphPfWUfDpeNt18+RWA0OON9zSQnP4u128ppOttBLKoiKxLr7l2BO2vuZbq128r55G8/zA/+5Q3GRgLUn2yl/kRr/P9lCbNZYd2OCn7lqx9hZGCcmp/XpjwuiFc5r1xfTM/lAVQNrHYL1TsqcLjmLk/T1zHCd7/5Cj1tg6gxDVXVplyvaqrGoRdPJsdqMimYLAqrt5RRvqYQuwichIV0pWv7lavM7TmlbM1eds1SV7wZiyxJyWWh+W4f9ljT2J5TeusHn2CWFVZmLL1t9w+gyDJl7hzK3Dlz3/gDJEnCa3Pitc3cTyoVZlmhKC2LorQsHs5biY6e+LC/8mkjJZ+bK8tncz1PdpOZzd7iGx7TjbgSpCmSTJkrm1KXl0+UbJrStFWSQEGed0Ngt8XGtpyb6ymZKpOssMzpobgsi+dKN18zfrj6fpGQrnkeJOLb8mHuDRUus40tc5QHmY0kSVRnzV1NOhVus42dvjK255TGd2kCyecp8VhS4njneylkVUysSPdRke7jqcLqaZ85kGgKjTSvRuRzKVmZz7d+9CUaTrXScr6b3vYhAv4g0aiK2azgzkyjqCKX6h0V5JfkYLJMb457haLI3P/URqq3L6fmQB3N5zoZ9wdRTAre3HRWby1j/a4VOJw2RocC7Ni3lr6OYTKzXSmN1WRS2LxnJQe+V0NgdBKHy87uJzakdC4sNjMf+eWdbLq/iiOv1tLe2EtgdBKL1UxOfibr713Bys0l2BxW0jqGuWfvGsKTkRn79s3EbDGx47FqDr10Ek3V8SxJj+9ETGFsNoeFkqq8lM/DFQVlvmlLd+keJ9U7lhOZjFK8Yul1H19WZEpX5ROLxHBlpuHMWNhOBCJw+pCQJCmZbyLcXa58IJgkiQ9DBZCrX7oLPZIbs9jHnyopEQQqt+E1JyUCrlTaPd0qsizhcNnYuLuKjburbuq+pERA583N4PFf3XXd22Zmu/n8156c92MM9Y2hxuIXHNXbyvEuyUh9bIrE0uJsPv4b1296n1vk5be++ey8xzbQNZKcrdu4u5L0OWbCrigo8/GVf3xu7humoGJdMX/ync+ldFurzcxzv/PILXncW2Hxf4oLgiAIwl0kHIpy4lAD4ckIZouJXY9vmLGC+UIIBkK8d/AcuqZjtZm578mNCz2kRefueCYFQRAE4UPAMAw6GntpONGKYcDy6kLK19yaJdibZRgGDScu034xXmKhemcFeSXZi74l1J0mAidBEARBuEXUmMa7r9TS1zGM2WJi4+5KPEsyFjw4MQyDyUCYd185g38ogD3NytYHV5Hmmr2FkjAzkeMkCIIgCDdA13VGhyaQZSkZmBx7s56f/s9hdE2ntCqPBz62ZcaSCLebGtMY9weRZQldNwiOh3jrR8c59OJJDN1g9dYytj60WrRYuQEicBIEQRCEGxAORnn+z19kciKCoRsM9vjpbO5HjWm4Mhw8+6W9eHMzFmRsw/1j/Ndfvkw0oqKqGv2dw3S3DKDrBt7cDJ754oNkeOe3O06IE4GTIAiCINwATdNoquuku20QQ4+XhzGZFXKLvTzzxQfZdP/N7f67GbFIjIun2xjsGU22bTFbTOQWe/n07+1jxfriBRvbYicCJ0EQBEG4AVabhcd/dRedzf2EghEsNjMFZT62PLgKX35qxWVvl3SPkyc+dx89lweJhKOJGkz5bNpTRVaOe0HHtthJc3QYvzt6WAjxjt6BQS6MxbthS8CazDwKnQv75hQ+nCZiEU4PdzAWCwNgV0zsyV2x4AmugiAId8isH3YicBIEQRAEQZhq1sBJpNMLgiAIgiCkSAROgiAIgiAIKRKBkyAIgiAIQopE4CQIgiAIgpAiETgJgiAIgiCkSAROgiAIgiAIKRKBkyAIgiAIQormqhwuqt0JgiAIgiAkiBknQRAEQRCEFInASRAEQRAEIUUicBIEQRAEQUiRCJwEQRAEQRBSJAInQRAEQRCEFInASRAEQRAEIUX/Dx5YbdZyIT+vAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Cómo describirías tu nivel de manejo de Python?', \n",
+    "    replacements={\"basico\":\"básico\", \"avanzaso\":\"avanzado\"}, \n",
+    "    exclude=[\"si\", \"sin\", \"al\", ]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c5c07e13-c79d-4454-b530-d8d57eb2d1e5",
+   "metadata": {},
+   "source": [
+    "# Feedback"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "4cf210b9-6707-4a68-aecd-6a1fd0220a33",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\"¿Querés dejar algún otro feedback?\", replacements={\"ek\":\"el\"}, exclude=[\"es\", \"les\", \"por\", \"si\", \"los\", \"las\", \"para\", \"ya\", \"con\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "06fbb85d-0af8-4ef4-bb74-6d094168bfaf",
+   "metadata": {},
+   "source": [
+    "# Místico"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3e823782-bc97-447b-bf77-4bc758543e32",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# ¿Cuánto se bañan por cada signo?\n",
+    "* Acuario        **2.5**\n",
+    "* Aries          **4.0**\n",
+    "* Capricornio    **3.6**\n",
+    "* Cáncer         **5.0**\n",
+    "* Escorpión      **4.0**\n",
+    "* Géminis        **3.75**\n",
+    "* Leo            **4.0**\n",
+    "* Libra          **2.0**\n",
+    "* Piscis         **5.5**\n",
+    "* Sagitario      **3.0**\n",
+    "* Tauro          **2.8**\n",
+    "* Virgo          **3.83**"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7d4872a9-1918-4c49-877f-32077d315d50",
+   "metadata": {},
+   "source": [
+    "* Fuerte influencia de *Cancer* en la comunidad\n",
+    "* Hay que trabajar en términos de inclusión (astral) para aumentar el federalismo astral de Aries y Leo\n",
+    "* Los de Cáncer y los Virgo usan mucho Python en el laburo, pero los de Escorpio nada\n",
+    "* Los de Libra podrían revisar sus desiciones higiénicas\n",
+    "* Dragones, Serpientes y Tigres programando mucho Python (atenti para recruiting)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "ec90c95b-dad7-41b0-83f0-b14eb6e49a2b",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c4e44c4b-8b6e-45b4-9555-3481cf058be9",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}

From 0035f75b042de3f48ff6c625bf6c64d8a92f9820 Mon Sep 17 00:00:00 2001
From: Carlos de la Torre <cmdelatorre@gmail.com>
Date: Sat, 22 Jun 2024 23:14:40 -0300
Subject: [PATCH 2/3] Report for 2024

---
 ...na 2024 (Responses) - Form Responses 1.csv |   41 +
 pycampana/README.md                           |    5 +
 pycampana/general_experiments.ipynb           | 2467 ++++-------------
 pycampana/pycampana_report_2024.ipynb         |  276 ++
 4 files changed, 796 insertions(+), 1993 deletions(-)
 create mode 100644 pycampana/PyCampAna 2024 (Responses) - Form Responses 1.csv
 create mode 100644 pycampana/README.md
 create mode 100644 pycampana/pycampana_report_2024.ipynb

diff --git a/pycampana/PyCampAna 2024 (Responses) - Form Responses 1.csv b/pycampana/PyCampAna 2024 (Responses) - Form Responses 1.csv
new file mode 100644
index 0000000..d11278f
--- /dev/null
+++ b/pycampana/PyCampAna 2024 (Responses) - Form Responses 1.csv	
@@ -0,0 +1,41 @@
+"Timestamp","¿De dónde venís? (ciudad, provincia)","¿Cuántos kilómetros hiciste para llegar?","¿En qué llegaste?","¿Cuántas veces te bañaste?","¿A cuántos PyCamp fuiste? (contando el actual)?","¿En cuántos proyectos participaste en este PyCamp?","¿Programaste Python durante el PyCamp?","¿Escuchaste ronquidos?","¿Viniste acompañado?","¿Pensás asistir a otro PyCamp?","¿Participaste de alguna actividad extra?","¿Jugaste algún juego?","Mencioná cosas de las que más te gustaron","¿Qué nota le pondrías a la comida?","¿Qué nota le pondrías a los dormitorios?","¿Qué nota le pondrías a Internet?","¿Qué nota le pondrías al lugar?","¿Volverías a un PyCamp en este mismo lugar?","¿Dónde te gustaría que se haga un PyCamp?","Tu edad","¿Cuál es tu signo del zodíaco?","¿Qué animal del horóscopo chino sos?","¿Cómo describirías tu nivel de manejo de Python?","¿Usas Python en tu profesión?","¿Tenés preferencias o limitaciones alimentarias?","Género autopercibido","¿Tenés hijes?","¿Querés dejar algún otro feedback?"
+"2024/06/22 6:21:34 PM GMT-3","Buenos Aires","950","Auto propio (con otros PyCampistas)","5","2","1","Si","Si","No","Sí","No","No","","6","6","3","6","Sí","Cordoba","27","Leo","rata","Aprendo rapido","Nada","No","Varón Cis","0","Agregar alguna pregunta de mascotas y otra de rubro de trabajo"
+"2024/06/22 6:22:03 PM GMT-3","Quilmes ","1000","Auto (de otro PyCampista)","3","1","3","Si","Si","Si","Tal vez","Sí","Sí","Comida aprender ","8","3","3","6","No","Costa Atlántica","25","Aries","conejo","Intermedio ","Poco","No","Varón Cis","0",""
+"2024/06/22 6:24:17 PM GMT-3","Alta Gracia, Córdoba ","926","Ómnibus","3","2","3","Si","Si","No","Sí","No","Sí","Las charlas con gente que no conocía ","7","3","3","8","Tal vez","Córdoba ","32","Libra","cabra","7","Mucho","No","Varón Cis","1",""
+"2024/06/22 6:25:03 PM GMT-3","Cordoba","900","Ómnibus","2","6","4","Si","No","No","Tal vez","Sí","Sí","amistades, conversaciones, ingenuidad, simpleza","6","3","2","3","No","Mendoza, Verónica, Córdoba","43","","","muy bueno","Mucho","Sí","Varón Cis","",""
+"2024/06/22 6:26:01 PM GMT-3","Florida, Buenos Aires ","850","Auto propio (con otros PyCampistas)","3","16","4","Si","Si","Si","Sí","Sí","Sí","Juegos, diversidad ","8","5","7","8","Sí","El sur ","49","Tauro","cerdo","Experto ","Mucho","No","Varón Cis","2",""
+"2024/06/22 6:26:53 PM GMT-3","ciudad autónoma de Buenos Aires ","3141","Avión","4","2","3","Si","Si","No","Sí","No","No","Python, fernet","8","8","6","9","Sí","cordoba","32","Libra","mono","juancarlosbatman","Algo","No","Varón Cis","0",""
+"2024/06/22 6:27:43 PM GMT-3","Capital federal caba","950","Avión","6","6","2","Si","Si","No","Sí","Sí","Sí","","9","8","4","8","Sí","Mendoza san ráfael","34","Piscis","caballo","Medio alto","Mucho","No","Varón Cis","0","Quiero más frutas para el próximo pycamp y internet de starlink"
+"2024/06/22 6:28:25 PM GMT-3","Buenos Aires","918 ","Avión","5","3","2","Si","Si","Si","Sí","Sí","Sí","Retro-Python, lamedh","7","6","4","9","Sí","Mendoza","27","Escorpión","rata","Avanzado ","Mucho","No","Varón Cis","0","Javi, Hugo y Fisa saben mucho :)"
+"2024/06/22 6:28:42 PM GMT-3","Buenos aires","920","Avión","4","2","1","No","Si","Si","Sí","Sí","Sí","Pileta, mesa de ping pong, juegos de mesa, cabañas, asado","8","8","3","9","Sí","Bariloche","25","Piscis","conejo","Intermedio","Poco","No","Varón Cis","0",""
+"2024/06/22 6:30:22 PM GMT-3","Caba","750","Auto (de otro PyCampista)","4","3","0","No","Si","Si","Tal vez","Sí","Sí","","8","4","2","7","No","Sur","29","Cáncer","rata","Pauperrimo","Poco","Sí","Varón Cis","0","No"
+"2024/06/22 6:34:11 PM GMT-3","Recoleta","920","Avión","3","1","2","No","Si","Si","Sí","Sí","Sí","Proyectos, amigos, programacion, python, javascript, pileta, cerveza, fazo","9","8","3","8","Tal vez","Bariloche","27","Piscis","buey","No compila","Nada","No","Varón Cis","0",""
+"2024/06/22 6:36:26 PM GMT-3","Buenos Aires, Vicente Lopez","850","Auto (de otro PyCampista)","3","3","1","Si","Si","Si","Sí","Sí","Sí","","9","5","7","8","Sí","","14","Libra","buey","Mediocre pero no tanto","Nada","Sí","Varón Cis","0","Que en las próximas encuestas estén las casas de Hogwarts ;)"
+"2024/06/22 6:38:12 PM GMT-3","Gualeguay","1000","Ómnibus","3","3","3","Si","No","Si","Sí","No","Sí","","8","8","1","9","Sí","Lugar donde sea fácil llegar en omnibus","25","Virgo","","Junior","Nada","Sí","Varón Cis","0",""
+"2024/06/22 6:38:46 PM GMT-3","Caba ,Almagro ","800","Auto (de otro PyCampista)","3","1","2","Si","Si","No","Sí","Sí","Sí","Juegos de mesa , conocer gente ","7","7","4","8","Sí","Calafate , Ushuaia ","24","Sagitario","conejo","Basico","Nada","No","Mujer Cis","0",""
+"2024/06/22 6:39:32 PM GMT-3","Caba","879","Avión","1","3","3","Si","Si","No","Sí","Sí","Sí","Compañia, juegos, desafios, aire libre","9","6","6","8","Sí","Mendoza","30","Leo","gallo","Alto","Mucho","No","Varón Cis","0","Free chipa!"
+"2024/06/22 6:40:21 PM GMT-3","Lanus Buenos Aires","835","Auto (de otro PyCampista)","4","2","2","Si","Si","Si","Sí","Sí","Sí","Juegos Gente Comunidad Python","10","9","6","8","Sí","Calafate o Ushuaia","17","Escorpión","perro","Basico","Nada","No","Varón Cis","0","No"
+"2024/06/22 6:40:36 PM GMT-3","Buenos Aires, Buenos Airez","800","Auto (de otro PyCampista)","4","1","2","Si","No","Si","No","Sí","Sí","Juegos, comida, gente","7","4","3","8","Tal vez","Bariloche ","23","Cáncer","serpiente","Muy Bajo","Poco","No","Varón Cis","0",""
+"2024/06/22 6:43:56 PM GMT-3","Villa Lugano, CABA","900","Auto (de otro PyCampista)","4","1","2","No","Si","Si","Tal vez","Sí","Sí","comunidad, ayuda, humildad","8","1","3","8","Tal vez","","27","Piscis","dragón","Muy básico","Nada","No","","0",""
+"2024/06/22 6:53:32 PM GMT-3","CABA","900","Auto (de otro PyCampista)","5","1","1","No","Si","Si","Tal vez","Sí","Sí","","8","1","3","7","Tal vez","","27","Piscis","","Básico","Nada","No","Mujer Cis","0",""
+"2024/06/22 6:55:43 PM GMT-3","La Plata. buenos Aires","960","Ómnibus","2","1","2","Si","Si","Si","Sí","Sí","Sí","Compañeres, juegos, proyectos","10","2","2","8","Tal vez","Mendoza","32","Acuario","gallo","Masomeno","Mucho","No","Varón Cis","0","Aguante la PyCamp!"
+"2024/06/22 7:05:27 PM GMT-3","La Plata, Buenos Aires","960 ","Ómnibus","2","1","2","No","Si","Si","Sí","Sí","Sí","Personas, música , juegos, naturaleza, comida, perritos","10","4","1","8","Tal vez","En el sur","32","Libra","cabra","Casi nulo","Nada","No","Mujer Cis","0","Muchas gracias por todo, lo estoy pasando muy lindo . Son personas geniales !"
+"2024/06/22 7:07:50 PM GMT-3","Jesús María, Córdoba","1300","Ómnibus","3","6","2","Si","No","Si","Sí","No","Sí","Python comunidad amistad gente","10","6","5","7","Sí","Bariloche rosario","41","Leo","perro","Sayayin","Algo","No","Varón Cis","2","PyAr es amor"
+"2024/06/22 7:11:06 PM GMT-3","Rosario, Santa Fe","","Ómnibus","3","1","2","Si","Si","No","Sí","No","No","la comida cuenta ?","10","8","7","10","Sí","Mar del Plata","46","Géminis","","básico inicial","Nada","No","Varón Cis","0",""
+"2024/06/22 7:18:40 PM GMT-3","Quilmes, Buenos aires","900","Auto (de otro PyCampista)","4","1","3","Si","Si","Si","Sí","Sí","Sí","Aprender, jugar","6","4","2","6","No","Mendoza","25","Tauro","conejo","Bien","Mucho","Sí","Mujer Cis","0",""
+"2024/06/22 7:21:43 PM GMT-3","Banfield, Buenos Aires","1000","Avión","5","3","2","Si","No","No","Sí","Sí","Sí","Juegos charlas aprendizaje conocimiento ","7","7","2","6","Tal vez","Mar del plata","45","","","Avanzado","Mucho","Sí","Varón Cis","0","Comprar fruta, organizarnos previamente para el día pre pycamp de manera más orgánica."
+"2024/06/22 7:24:53 PM GMT-3","Buenos aires","950","Auto propio (con otros PyCampistas)","2","2","3","Si","No","Si","Sí","Sí","Sí","Foco","8","7","5","8","Sí","La plata","46","Tauro","caballo","Bueno","Algo","No","Varón Cis","2",""
+"2024/06/22 8:04:37 PM GMT-3","Rafaela, Santa Fe","700","Auto propio (con otros PyCampistas)","4","14","4","Si","Si","Si","Sí","Sí","Sí","gente, python","9","7","5","8","Sí","Rafaela","37","Cáncer","conejo","experto","Mucho","Sí","Varón Cis","0","Saludos!!"
+"2024/06/22 8:05:12 PM GMT-3","CABA","900","Ómnibus","5","3","2","Si","No","Si","Sí","Sí","No","","10","8","6","10","Sí","Cordoba","49","Géminis","conejo","iunior","Poco","No","Varón Cis","2","Mas PyDays entre PyCamps"
+"2024/06/22 8:16:55 PM GMT-3","Ciudad Evita","915","Ómnibus","2","1","2","Si","Si","No","Sí","No","Sí","Juegos,comunidad,lugar,gente","9","9","7","9","Sí","","29","Géminis","cerdo","Básico a Intermedio.","Poco","No","Trans no Binarie","0",""
+"2024/06/22 9:43:19 PM GMT-3","CAba","1100","Ómnibus","4","1","1","Si","Si","Si","Sí","Sí","Sí","Actitud juegos gente proyectos","8","8","2","8","Tal vez","Lujan","34","Cáncer","serpiente","Regular","Algo","No","Mujer Cis","0","Me gustaría que se comunicaran o se armarán más los espacios de integración apenas comienza para los que no conocemos gente podamos socializar "
+"2024/06/22 9:49:16 PM GMT-3","rafaela, santa fe","600","Auto propio (con otros PyCampistas)","4","8","2","Si","Si","Si","Sí","No","Sí","Python, comunidad, comida, chipas","10","7","3","8","Sí","Londres","31","Virgo","mono","Avanzado ","Mucho","No","Mujer Cis","0","El mejor evento del mundo mundial"
+"2024/06/22 10:09:06 PM GMT-3","Quilmes ","950","Auto (de otro PyCampista)","3","1","1","Si","No","Si","Sí","Sí","Sí","Onda","7","7","7","8","Sí","San Luis","39","Acuario","rata","Principiante","Poco","No","Varón Cis","0",""
+"2024/06/22 10:14:17 PM GMT-3","Rosario","790","Ómnibus","3","10","1","Si","Si","No","Sí","Sí","Sí","comunidad programar desconexión aglutinan","8","3","5","7","No","El sur","34","Tauro","caballo","Avanzado","Mucho","No","Varón Cis","0",""
+"2024/06/22 10:20:06 PM GMT-3","Ciudad autónoma de Buenos Aires ","900","Avión","4","1","1","Si","Si","No","Sí","Sí","No","La libertad y las infinitas posibilidades ","10","5","5","8","Sí","","37","Aries","conejo","Rustico","Algo","No","Varón Cis","0",""
+"2024/06/22 10:22:15 PM GMT-3","Ciudad Autónoma de Buenos Aires","","Avión","4","6","1","Si","Si","No","Sí","Sí","Sí","comunidad","9","5","5","7","Tal vez","mi casa","40","Libra","mono","bueno","Mucho","No","Varón Cis","0","gracias"
+"2024/06/22 10:24:35 PM GMT-3","Trasla, Cordoba","900","Ómnibus","3","5","2","Si","No","No","Sí","Sí","Sí","Amor, amiatad,famiIia,hippismo","9","7","10","10","No","Camboriu,","31","Leo","mono","schumagger","Mucho","No","Travesti","0",""
+"2024/06/22 10:24:46 PM GMT-3","Resistencia, Chaco","40","Auto ajeno","3","14","3","Si","No","Si","Sí","Sí","Sí","Say my name","8","8","6","8","Sí","Villa La Angostura ","51","Tauro","buey","Senior ","Mucho","No","Mujer Cis","2","GRACIAS "
+"2024/06/22 10:27:40 PM GMT-3","Capital federal","1100","Avión","3","4","4","Si","Si","Si","Sí","Sí","Sí","Código, juegos de mesa, comida, comunidad, grupo","8","7","6","8","Sí","Bariloche","31","Aries","gallo","Alto","Algo","No","Varón Cis","1","Muy bueno, muy buena organización y muy lindo volver "
+"2024/06/22 10:31:21 PM GMT-3","Vicente López, Provincia de Buenos Aires","890","Avión","4","4","1","Si","Si","No","Sí","Sí","Sí","","10","9","7","9","Sí","Las yungas de Jujuy","37","Leo","tigre","Intermedio","Mucho","No","No binarie","0",""
+"2024/06/22 10:42:53 PM GMT-3","Caba, Buenos Aires","950","Auto propio (con otros PyCampistas)","4","1","4","Si","Si","Si","Sí","Sí","Sí","Compañerismo, diversión, juegos, paciencia, buenos tratos, naturaleza, manija","8","7","6","9","Sí","Córdoba","34","Cáncer","serpiente","casi nulo","Nada","Sí","Varón","0","Estuvo genial gente, sigan así!"
\ No newline at end of file
diff --git a/pycampana/README.md b/pycampana/README.md
new file mode 100644
index 0000000..0f8cd47
--- /dev/null
+++ b/pycampana/README.md
@@ -0,0 +1,5 @@
+pip install jupyterlab
+pip install pandas
+pip install wordcloud
+pip install geocoder
+pip install plotly
diff --git a/pycampana/general_experiments.ipynb b/pycampana/general_experiments.ipynb
index fa4c12e..203814d 100644
--- a/pycampana/general_experiments.ipynb
+++ b/pycampana/general_experiments.ipynb
@@ -20,7 +20,7 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "fname = \"PyCampAna 2023 (Responses) - Form Responses 1.csv\""
+    "fname = \"/Users/carlos/Downloads/PyCampAna 2024.csv\""
    ]
   },
   {
@@ -86,123 +86,123 @@
        "  <tbody>\n",
        "    <tr>\n",
        "      <th>0</th>\n",
-       "      <td>3/25/2023 20:39:06</td>\n",
-       "      <td>Caba</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>Avión</td>\n",
-       "      <td>9</td>\n",
-       "      <td>4.0</td>\n",
-       "      <td>3</td>\n",
+       "      <td>2024/06/22 6:21:34 PM GMT-3</td>\n",
+       "      <td>Buenos Aires</td>\n",
+       "      <td>950.0</td>\n",
+       "      <td>Auto propio (con otros PyCampistas)</td>\n",
+       "      <td>5</td>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
        "      <td>Si</td>\n",
        "      <td>Si</td>\n",
        "      <td>No</td>\n",
        "      <td>...</td>\n",
-       "      <td>En el sur lejos del calor</td>\n",
-       "      <td>33</td>\n",
-       "      <td>Piscis</td>\n",
-       "      <td>caballo</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>Mucho</td>\n",
+       "      <td>Cordoba</td>\n",
+       "      <td>27</td>\n",
+       "      <td>Leo</td>\n",
+       "      <td>rata</td>\n",
+       "      <td>Aprendo rapido</td>\n",
+       "      <td>Nada</td>\n",
        "      <td>No</td>\n",
        "      <td>Varón Cis</td>\n",
-       "      <td>0</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>Agregar alguna pregunta de mascotas y otra de ...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
-       "      <td>3/25/2023 20:39:07</td>\n",
-       "      <td>Santa Fe, Rafaela</td>\n",
-       "      <td>700.0</td>\n",
+       "      <td>2024/06/22 6:22:03 PM GMT-3</td>\n",
+       "      <td>Quilmes</td>\n",
+       "      <td>1000.0</td>\n",
        "      <td>Auto (de otro PyCampista)</td>\n",
-       "      <td>5</td>\n",
-       "      <td>2.0</td>\n",
+       "      <td>3</td>\n",
        "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>Si</td>\n",
        "      <td>Si</td>\n",
-       "      <td>No</td>\n",
        "      <td>Si</td>\n",
        "      <td>...</td>\n",
-       "      <td>Tierra del fuego</td>\n",
-       "      <td>15</td>\n",
-       "      <td>Leo</td>\n",
-       "      <td>cerdo</td>\n",
-       "      <td>zafable</td>\n",
-       "      <td>Nada</td>\n",
+       "      <td>Costa Atlántica</td>\n",
+       "      <td>25</td>\n",
+       "      <td>Aries</td>\n",
+       "      <td>conejo</td>\n",
+       "      <td>Intermedio</td>\n",
+       "      <td>Poco</td>\n",
        "      <td>No</td>\n",
        "      <td>Varón Cis</td>\n",
-       "      <td>0</td>\n",
-       "      <td>nop je</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>NaN</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
-       "      <td>3/25/2023 20:40:45</td>\n",
-       "      <td>vicente lopez, buenos aires</td>\n",
-       "      <td>900.0</td>\n",
-       "      <td>Auto (de otro PyCampista)</td>\n",
-       "      <td>4</td>\n",
-       "      <td>2.0</td>\n",
+       "      <td>2024/06/22 6:24:17 PM GMT-3</td>\n",
+       "      <td>Alta Gracia, Córdoba</td>\n",
+       "      <td>926.0</td>\n",
+       "      <td>Ómnibus</td>\n",
+       "      <td>3</td>\n",
        "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>Si</td>\n",
        "      <td>Si</td>\n",
-       "      <td>No</td>\n",
        "      <td>No</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>Córdoba</td>\n",
        "      <td>32</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>intermedio</td>\n",
+       "      <td>Libra</td>\n",
+       "      <td>cabra</td>\n",
+       "      <td>7</td>\n",
        "      <td>Mucho</td>\n",
-       "      <td>Sí</td>\n",
-       "      <td>Mujer Cis</td>\n",
-       "      <td>0</td>\n",
-       "      <td>los baños necesitan mejorar</td>\n",
+       "      <td>No</td>\n",
+       "      <td>Varón Cis</td>\n",
+       "      <td>1.0</td>\n",
+       "      <td>NaN</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>3</th>\n",
-       "      <td>3/25/2023 20:40:45</td>\n",
-       "      <td>Jesús María, Córdoba</td>\n",
+       "      <td>2024/06/22 6:25:03 PM GMT-3</td>\n",
+       "      <td>Cordoba</td>\n",
        "      <td>900.0</td>\n",
        "      <td>Ómnibus</td>\n",
-       "      <td>3</td>\n",
-       "      <td>5.0</td>\n",
        "      <td>2</td>\n",
+       "      <td>6</td>\n",
+       "      <td>4</td>\n",
        "      <td>Si</td>\n",
-       "      <td>Si</td>\n",
+       "      <td>No</td>\n",
        "      <td>No</td>\n",
        "      <td>...</td>\n",
-       "      <td>Salta</td>\n",
-       "      <td>40</td>\n",
-       "      <td>Leo</td>\n",
-       "      <td>perro</td>\n",
-       "      <td>super sayayin</td>\n",
+       "      <td>Mendoza, Verónica, Córdoba</td>\n",
+       "      <td>43</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>muy bueno</td>\n",
        "      <td>Mucho</td>\n",
-       "      <td>No</td>\n",
+       "      <td>Sí</td>\n",
        "      <td>Varón Cis</td>\n",
-       "      <td>2</td>\n",
-       "      <td>PyAr es amor. El PyCamp es la mejor actividad ...</td>\n",
+       "      <td>NaN</td>\n",
+       "      <td>NaN</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>4</th>\n",
-       "      <td>3/25/2023 20:41:37</td>\n",
-       "      <td>Rafaela, Santa Fe</td>\n",
-       "      <td>626.0</td>\n",
+       "      <td>2024/06/22 6:26:01 PM GMT-3</td>\n",
+       "      <td>Florida, Buenos Aires</td>\n",
+       "      <td>850.0</td>\n",
        "      <td>Auto propio (con otros PyCampistas)</td>\n",
-       "      <td>5</td>\n",
-       "      <td>12.0</td>\n",
-       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>16</td>\n",
+       "      <td>4</td>\n",
        "      <td>Si</td>\n",
        "      <td>Si</td>\n",
        "      <td>Si</td>\n",
        "      <td>...</td>\n",
-       "      <td>en el sur, en un lugar frío</td>\n",
-       "      <td>35</td>\n",
-       "      <td>Cáncer</td>\n",
-       "      <td>conejo</td>\n",
-       "      <td>avanzado</td>\n",
+       "      <td>El sur</td>\n",
+       "      <td>49</td>\n",
+       "      <td>Tauro</td>\n",
+       "      <td>cerdo</td>\n",
+       "      <td>Experto</td>\n",
        "      <td>Mucho</td>\n",
-       "      <td>Sí</td>\n",
+       "      <td>No</td>\n",
        "      <td>Varón Cis</td>\n",
-       "      <td>0</td>\n",
-       "      <td>-</td>\n",
+       "      <td>2.0</td>\n",
+       "      <td>NaN</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
@@ -210,72 +210,72 @@
        "</div>"
       ],
       "text/plain": [
-       "            Timestamp ¿De dónde venís? (ciudad, provincia)  \\\n",
-       "0  3/25/2023 20:39:06                                Caba    \n",
-       "1  3/25/2023 20:39:07                    Santa Fe, Rafaela   \n",
-       "2  3/25/2023 20:40:45          vicente lopez, buenos aires   \n",
-       "3  3/25/2023 20:40:45                 Jesús María, Córdoba   \n",
-       "4  3/25/2023 20:41:37                   Rafaela, Santa Fe    \n",
+       "                     Timestamp ¿De dónde venís? (ciudad, provincia)  \\\n",
+       "0  2024/06/22 6:21:34 PM GMT-3                         Buenos Aires   \n",
+       "1  2024/06/22 6:22:03 PM GMT-3                             Quilmes    \n",
+       "2  2024/06/22 6:24:17 PM GMT-3                Alta Gracia, Córdoba    \n",
+       "3  2024/06/22 6:25:03 PM GMT-3                              Cordoba   \n",
+       "4  2024/06/22 6:26:01 PM GMT-3               Florida, Buenos Aires    \n",
        "\n",
        "   ¿Cuántos kilómetros hiciste para llegar?  \\\n",
-       "0                                       NaN   \n",
-       "1                                     700.0   \n",
-       "2                                     900.0   \n",
+       "0                                     950.0   \n",
+       "1                                    1000.0   \n",
+       "2                                     926.0   \n",
        "3                                     900.0   \n",
-       "4                                     626.0   \n",
+       "4                                     850.0   \n",
        "\n",
        "                     ¿En qué llegaste?  ¿Cuántas veces te bañaste?  \\\n",
-       "0                                Avión                           9   \n",
-       "1            Auto (de otro PyCampista)                           5   \n",
-       "2            Auto (de otro PyCampista)                           4   \n",
-       "3                              Ómnibus                           3   \n",
-       "4  Auto propio (con otros PyCampistas)                           5   \n",
+       "0  Auto propio (con otros PyCampistas)                           5   \n",
+       "1            Auto (de otro PyCampista)                           3   \n",
+       "2                              Ómnibus                           3   \n",
+       "3                              Ómnibus                           2   \n",
+       "4  Auto propio (con otros PyCampistas)                           3   \n",
        "\n",
        "   ¿A cuántos PyCamp fuiste? (contando el actual)?  \\\n",
-       "0                                              4.0   \n",
-       "1                                              2.0   \n",
-       "2                                              2.0   \n",
-       "3                                              5.0   \n",
-       "4                                             12.0   \n",
+       "0                                                2   \n",
+       "1                                                1   \n",
+       "2                                                2   \n",
+       "3                                                6   \n",
+       "4                                               16   \n",
        "\n",
        "   ¿En cuántos proyectos participaste en este PyCamp?  \\\n",
-       "0                                                  3    \n",
-       "1                                                  1    \n",
-       "2                                                  2    \n",
-       "3                                                  2    \n",
-       "4                                                  2    \n",
+       "0                                                  1    \n",
+       "1                                                  3    \n",
+       "2                                                  3    \n",
+       "3                                                  4    \n",
+       "4                                                  4    \n",
        "\n",
        "  ¿Programaste Python durante el PyCamp? ¿Escuchaste ronquidos?  \\\n",
        "0                                     Si                     Si   \n",
-       "1                                     Si                     No   \n",
-       "2                                     Si                     No   \n",
-       "3                                     Si                     Si   \n",
+       "1                                     Si                     Si   \n",
+       "2                                     Si                     Si   \n",
+       "3                                     Si                     No   \n",
        "4                                     Si                     Si   \n",
        "\n",
        "  ¿Viniste acompañado?  ... ¿Dónde te gustaría que se haga un PyCamp? Tu edad  \\\n",
-       "0                   No  ...                 En el sur lejos del calor      33   \n",
-       "1                   Si  ...                          Tierra del fuego      15   \n",
-       "2                   No  ...                                       NaN      32   \n",
-       "3                   No  ...                                     Salta      40   \n",
-       "4                   Si  ...               en el sur, en un lugar frío      35   \n",
+       "0                   No  ...                                   Cordoba      27   \n",
+       "1                   Si  ...                           Costa Atlántica      25   \n",
+       "2                   No  ...                                  Córdoba       32   \n",
+       "3                   No  ...                Mendoza, Verónica, Córdoba      43   \n",
+       "4                   Si  ...                                   El sur       49   \n",
        "\n",
        "  ¿Cuál es tu signo del zodíaco? ¿Qué animal del horóscopo chino sos?  \\\n",
-       "0                         Piscis                              caballo   \n",
-       "1                            Leo                                cerdo   \n",
-       "2                            NaN                                  NaN   \n",
-       "3                            Leo                                perro   \n",
-       "4                         Cáncer                               conejo   \n",
+       "0                            Leo                                 rata   \n",
+       "1                          Aries                               conejo   \n",
+       "2                          Libra                                cabra   \n",
+       "3                            NaN                                  NaN   \n",
+       "4                          Tauro                                cerdo   \n",
        "\n",
        "   ¿Cómo describirías tu nivel de manejo de Python?  \\\n",
-       "0                                               NaN   \n",
-       "1                                          zafable    \n",
-       "2                                        intermedio   \n",
-       "3                                     super sayayin   \n",
-       "4                                          avanzado   \n",
+       "0                                    Aprendo rapido   \n",
+       "1                                       Intermedio    \n",
+       "2                                                 7   \n",
+       "3                                         muy bueno   \n",
+       "4                                          Experto    \n",
        "\n",
        "   ¿Usas Python en tu profesión?  \\\n",
-       "0                          Mucho   \n",
-       "1                           Nada   \n",
+       "0                           Nada   \n",
+       "1                           Poco   \n",
        "2                          Mucho   \n",
        "3                          Mucho   \n",
        "4                          Mucho   \n",
@@ -283,16 +283,16 @@
        "   ¿Tenés preferencias o limitaciones alimentarias?  Género autopercibido  \\\n",
        "0                                                No             Varón Cis   \n",
        "1                                                No             Varón Cis   \n",
-       "2                                                Sí             Mujer Cis   \n",
-       "3                                                No             Varón Cis   \n",
-       "4                                                Sí             Varón Cis   \n",
+       "2                                                No             Varón Cis   \n",
+       "3                                                Sí             Varón Cis   \n",
+       "4                                                No             Varón Cis   \n",
        "\n",
        "  ¿Tenés hijes?                 ¿Querés dejar algún otro feedback?  \n",
-       "0             0                                                NaN  \n",
-       "1             0                                             nop je  \n",
-       "2             0                        los baños necesitan mejorar  \n",
-       "3             2  PyAr es amor. El PyCamp es la mejor actividad ...  \n",
-       "4             0                                                  -  \n",
+       "0           0.0  Agregar alguna pregunta de mascotas y otra de ...  \n",
+       "1           0.0                                                NaN  \n",
+       "2           1.0                                                NaN  \n",
+       "3           NaN                                                NaN  \n",
+       "4           2.0                                                NaN  \n",
        "\n",
        "[5 rows x 29 columns]"
       ]
@@ -311,39 +311,33 @@
    "execution_count": 5,
    "id": "f1cd407c-aab6-4ca8-94a2-d94580da63c1",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "np.float64(947.2105263157895)"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "dist = df[\"¿Cuántos kilómetros hiciste para llegar?\"].mean()"
+    "dist = df[\"¿Cuántos kilómetros hiciste para llegar?\"].mean()\n",
+    "dist"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": 6,
-   "id": "4d5200f0-51fe-40cd-8dca-16af251ca76c",
+   "id": "1d4d52bf-5846-430c-a48c-e124f457e2ff",
    "metadata": {},
    "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/var/folders/rb/8wvq8l2d2yv9349m9w0cvspj1d3lfx/T/ipykernel_36196/1662282228.py:1: FutureWarning: Dropping of nuisance columns in DataFrame reductions (with 'numeric_only=None') is deprecated; in a future version this will raise TypeError.  Select only valid columns before calling the reduction.\n",
-      "  df.mean().T\n"
-     ]
-    },
     {
      "data": {
       "text/plain": [
-       "¿Cuántos kilómetros hiciste para llegar?              822.000000\n",
-       "¿Cuántas veces te bañaste?                              3.577778\n",
-       "¿A cuántos PyCamp fuiste? (contando el actual)?         3.295455\n",
-       "¿En cuántos proyectos participaste en este PyCamp?      2.044444\n",
-       "¿Qué nota le pondrías a la comida?                      8.644444\n",
-       "¿Qué nota le pondrías a los dormitorios?                7.355556\n",
-       "¿Qué nota le pondrías a Internet?                       4.111111\n",
-       "¿Qué nota le pondrías al lugar?                         8.488889\n",
-       "Tu edad                                                31.977778\n",
-       "¿Tenés hijes?                                           0.400000\n",
-       "dtype: float64"
+       "np.float64(3.5)"
       ]
      },
      "execution_count": 6,
@@ -352,12 +346,93 @@
     }
    ],
    "source": [
-    "df.mean().T"
+    "b = df[\"¿Cuántas veces te bañaste?\"].mean()\n",
+    "b"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": 7,
+   "id": "4d5200f0-51fe-40cd-8dca-16af251ca76c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "np.float64(3.675)"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "b = df[\"¿A cuántos PyCamp fuiste? (contando el actual)?\"].mean()\n",
+    "b"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "cdda3241-e257-4164-8f38-cbe081b8ada4",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "np.float64(2.15)"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df[\"¿En cuántos proyectos participaste en este PyCamp?\"].mean()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "6d70a0eb-b503-41a9-a51d-7e1f9e42f01b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "* ¿Cuántos kilómetros hiciste para llegar?\t**947.2105263157895**\n",
+      "* ¿Cuántas veces te bañaste?\t**3.5**\n",
+      "* ¿A cuántos PyCamp fuiste? (contando el actual)?\t**3.675**\n",
+      "* ¿En cuántos proyectos participaste en este PyCamp?\t**2.15**\n",
+      "* ¿Qué nota le pondrías a la comida?\t**8.35**\n",
+      "* ¿Qué nota le pondrías a los dormitorios?\t**5.95**\n",
+      "* ¿Qué nota le pondrías a Internet?\t**4.425**\n",
+      "* ¿Qué nota le pondrías al lugar?\t**7.875**\n",
+      "* Tu edad\t**32.95**\n",
+      "* ¿Tenés hijes?\t**0.3076923076923077**\n"
+     ]
+    }
+   ],
+   "source": [
+    "cols = [\"¿Cuántos kilómetros hiciste para llegar?\",\n",
+    "        \"¿Cuántas veces te bañaste?\",\n",
+    "        \"¿A cuántos PyCamp fuiste? (contando el actual)?\",\n",
+    "        \"¿En cuántos proyectos participaste en este PyCamp?\", \n",
+    "    '¿Qué nota le pondrías a la comida?', \n",
+    "    '¿Qué nota le pondrías a los dormitorios?', \n",
+    "    '¿Qué nota le pondrías a Internet?', \n",
+    "        '¿Qué nota le pondrías al lugar?',\n",
+    "       'Tu edad', '¿Tenés hijes?']\n",
+    "for c in cols:\n",
+    "    print(\"* {}\\t**{}**\".format(c, df[c].mean()))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
    "id": "c733651a-a3b7-436b-ab41-382f825d53f2",
    "metadata": {},
    "outputs": [
@@ -388,7 +463,7 @@
        "      dtype='object')"
       ]
      },
-     "execution_count": 7,
+     "execution_count": 10,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -399,7 +474,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 11,
    "id": "2756efb4-dbf0-4843-babd-2887cbf1c3ac",
    "metadata": {
     "tags": []
@@ -411,7 +486,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 12,
    "id": "552d4042-ba0d-425f-9cce-081909f49fe8",
    "metadata": {},
    "outputs": [],
@@ -421,7 +496,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 13,
    "id": "84094060-079f-4b61-8533-fe2f9e278e08",
    "metadata": {},
    "outputs": [],
@@ -443,20 +518,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 14,
    "id": "acadac90-a4c0-4ec9-b664-e00df5bbcfa3",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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",
       "text/plain": [
-       "<Figure size 576x576 with 1 Axes>"
+       "<Figure size 800x800 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -480,7 +553,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 15,
    "id": "9f015709-2439-4fcb-abc8-50df2dbc30b3",
    "metadata": {},
    "outputs": [],
@@ -510,7 +583,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 16,
    "id": "795eb546-cb7a-4959-811b-d8a9c419f128",
    "metadata": {},
    "outputs": [
@@ -518,73 +591,70 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "                                                     10\n",
-      "salta                                                 5\n",
-      "córdoba                                               4\n",
-      "san luis                                              2\n",
-      "bariloche                                             2\n",
-      "en el sur lejos del calor                             1\n",
-      "sur de argentina                                      1\n",
-      "nose pero que no haga calor                           1\n",
-      "algún pueblo del sur de argentina - ej. el bolson     1\n",
-      "rafaela                                               1\n",
-      "las sierras cordobesas                                1\n",
-      "formosa, salta                                        1\n",
-      "en cualquier lugar que permita aglutinarnos           1\n",
-      "en algún lugar con frío                               1\n",
-      "cerca de amba                                         1\n",
-      "el sur                                                1\n",
-      "jujuy                                                 1\n",
-      "buenos aires                                          1\n",
-      "tierra del fuego                                      1\n",
-      "córdoba, santa fe                                     1\n",
-      "aquí en corrientes/córdoba                            1\n",
-      "en el sur argentino                                   1\n",
-      "las grutas                                            1\n",
-      "baradero                                              1\n",
-      "neuquén                                               1\n",
-      "en el sur, en un lugar frío                           1\n",
-      "patagonia                                             1\n",
-      "Name: ¿Dónde te gustaría que se haga un PyCamp?, dtype: int64\n"
+      "¿Dónde te gustaría que se haga un PyCamp?\n",
+      "córdoba                                    5\n",
+      "                                           5\n",
+      "mendoza                                    4\n",
+      "bariloche                                  4\n",
+      "el sur                                     2\n",
+      "calafate o ushuaia                         2\n",
+      "mar del plata                              2\n",
+      "mendoza san ráfael                         1\n",
+      "mendoza verónica córdoba                   1\n",
+      "costa atlántica                            1\n",
+      "sur                                        1\n",
+      "lugar donde sea fácil llegar en omnibus    1\n",
+      "en el sur                                  1\n",
+      "bariloche rosario                          1\n",
+      "la plata                                   1\n",
+      "rafaela                                    1\n",
+      "lujan                                      1\n",
+      "londres                                    1\n",
+      "san luis                                   1\n",
+      "mi casa                                    1\n",
+      "camboriu,                                  1\n",
+      "villa la angostura                         1\n",
+      "las yungas de jujuy                        1\n",
+      "Name: count, dtype: int64\n"
      ]
     },
     {
      "data": {
-      "image/png": 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\n",
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",
       "text/plain": [
-       "<Figure size 576x576 with 1 Axes>"
+       "<Figure size 800x800 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
    "source": [
     "word_c(\n",
     "    '¿Dónde te gustaría que se haga un PyCamp?', \n",
-    "   replacements={'cordoba': \"córdoba\", 'jesús mario': \"jesus maria\"},\n",
+    "   replacements={\n",
+    "       'calafate , ushuaia': \"calafate o ushuaia\", \n",
+    "       'cordoba': \"córdoba\",\n",
+    "       \"mendoza, verónica, córdoba\": \"mendoza verónica córdoba\",\n",
+    "   },\n",
     "    show_counter=True\n",
     ")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 17,
    "id": "9723f770-9bc7-410f-9d4b-778c740a725f",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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",
       "text/plain": [
-       "<Figure size 576x576 with 1 Axes>"
+       "<Figure size 800x800 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -594,20 +664,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 18,
    "id": "cdecb78e-82fb-4630-8a73-b880200023c4",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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",
       "text/plain": [
-       "<Figure size 576x576 with 1 Axes>"
+       "<Figure size 800x800 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -621,7 +689,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 19,
    "id": "f6d22975-87e5-47e5-8fd0-75da917f888c",
    "metadata": {},
    "outputs": [
@@ -629,22 +697,21 @@
      "data": {
       "text/plain": [
        "¿Cuál es tu signo del zodíaco?\n",
-       "Acuario        2.500000\n",
-       "Aries          4.000000\n",
-       "Capricornio    3.666667\n",
-       "Cáncer         5.000000\n",
-       "Escorpión      4.000000\n",
-       "Géminis        3.750000\n",
-       "Leo            3.800000\n",
-       "Libra          3.333333\n",
-       "Piscis         4.666667\n",
-       "Sagitario      3.250000\n",
-       "Tauro          2.800000\n",
-       "Virgo          3.833333\n",
+       "Acuario      2.500000\n",
+       "Aries        3.333333\n",
+       "Cáncer       4.000000\n",
+       "Escorpión    4.500000\n",
+       "Géminis      3.333333\n",
+       "Leo          3.200000\n",
+       "Libra        3.200000\n",
+       "Piscis       4.400000\n",
+       "Sagitario    3.000000\n",
+       "Tauro        3.000000\n",
+       "Virgo        3.500000\n",
        "Name: ¿Cuántas veces te bañaste?, dtype: float64"
       ]
      },
-     "execution_count": 16,
+     "execution_count": 19,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -655,7 +722,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 20,
    "id": "45caba0f-b9c3-49b9-8173-c7fd8a266f4f",
    "metadata": {},
    "outputs": [
@@ -696,86 +763,79 @@
        "  <tbody>\n",
        "    <tr>\n",
        "      <th>Acuario</th>\n",
-       "      <td>0.500000</td>\n",
        "      <td>0.000000</td>\n",
+       "      <td>0.5</td>\n",
        "      <td>0.000000</td>\n",
        "      <td>0.500000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Aries</th>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.600000</td>\n",
-       "      <td>0.200000</td>\n",
-       "      <td>0.200000</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>Capricornio</th>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.333333</td>\n",
        "      <td>0.666667</td>\n",
+       "      <td>0.0</td>\n",
        "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Cáncer</th>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>1.000000</td>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.000000</td>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.2</td>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.400000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Escorpión</th>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>1.000000</td>\n",
+       "      <td>0.5</td>\n",
+       "      <td>0.500000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Géminis</th>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.500000</td>\n",
-       "      <td>0.500000</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.666667</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Leo</th>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.600000</td>\n",
-       "      <td>0.400000</td>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.6</td>\n",
+       "      <td>0.200000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Libra</th>\n",
+       "      <td>0.200000</td>\n",
+       "      <td>0.4</td>\n",
+       "      <td>0.400000</td>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Piscis</th>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
        "      <td>0.000000</td>\n",
+       "      <td>0.2</td>\n",
+       "      <td>0.600000</td>\n",
+       "      <td>0.200000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Sagitario</th>\n",
-       "      <td>0.250000</td>\n",
-       "      <td>0.500000</td>\n",
-       "      <td>0.250000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.0</td>\n",
+       "      <td>1.000000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Tauro</th>\n",
        "      <td>0.200000</td>\n",
-       "      <td>0.600000</td>\n",
+       "      <td>0.8</td>\n",
+       "      <td>0.000000</td>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.200000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>Virgo</th>\n",
-       "      <td>0.166667</td>\n",
-       "      <td>0.833333</td>\n",
        "      <td>0.000000</td>\n",
+       "      <td>0.5</td>\n",
+       "      <td>0.500000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
@@ -783,23 +843,22 @@
        "</div>"
       ],
       "text/plain": [
-       "¿Usas Python en tu profesión?       Algo     Mucho      Nada      Poco\n",
-       "¿Cuál es tu signo del zodíaco?                                        \n",
-       "Acuario                         0.500000  0.000000  0.000000  0.500000\n",
-       "Aries                           0.000000  0.600000  0.200000  0.200000\n",
-       "Capricornio                     0.000000  0.333333  0.666667  0.000000\n",
-       "Cáncer                          0.000000  1.000000  0.000000  0.000000\n",
-       "Escorpión                       0.000000  0.000000  1.000000  0.000000\n",
-       "Géminis                         0.000000  0.000000  0.500000  0.500000\n",
-       "Leo                             0.000000  0.600000  0.400000  0.000000\n",
-       "Libra                           0.000000  0.333333  0.333333  0.333333\n",
-       "Piscis                          0.333333  0.333333  0.333333  0.000000\n",
-       "Sagitario                       0.250000  0.500000  0.250000  0.000000\n",
-       "Tauro                           0.200000  0.600000  0.000000  0.200000\n",
-       "Virgo                           0.166667  0.833333  0.000000  0.000000"
+       "¿Usas Python en tu profesión?       Algo  Mucho      Nada      Poco\n",
+       "¿Cuál es tu signo del zodíaco?                                     \n",
+       "Acuario                         0.000000    0.5  0.000000  0.500000\n",
+       "Aries                           0.666667    0.0  0.000000  0.333333\n",
+       "Cáncer                          0.200000    0.2  0.200000  0.400000\n",
+       "Escorpión                       0.000000    0.5  0.500000  0.000000\n",
+       "Géminis                         0.000000    0.0  0.333333  0.666667\n",
+       "Leo                             0.200000    0.6  0.200000  0.000000\n",
+       "Libra                           0.200000    0.4  0.400000  0.000000\n",
+       "Piscis                          0.000000    0.2  0.600000  0.200000\n",
+       "Sagitario                       0.000000    0.0  1.000000  0.000000\n",
+       "Tauro                           0.200000    0.8  0.000000  0.000000\n",
+       "Virgo                           0.000000    0.5  0.500000  0.000000"
       ]
      },
-     "execution_count": 17,
+     "execution_count": 20,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -814,7 +873,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 21,
    "id": "9e67fdac-7aef-4363-80ab-7887db5b42c9",
    "metadata": {},
    "outputs": [
@@ -855,9 +914,9 @@
        "  <tbody>\n",
        "    <tr>\n",
        "      <th>buey</th>\n",
-       "      <td>0.200000</td>\n",
-       "      <td>0.400000</td>\n",
-       "      <td>0.400000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.666667</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
@@ -870,65 +929,65 @@
        "    <tr>\n",
        "      <th>cabra</th>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
-       "      <td>0.333333</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>cerdo</th>\n",
-       "      <td>0.250000</td>\n",
+       "      <td>0.000000</td>\n",
        "      <td>0.500000</td>\n",
-       "      <td>0.250000</td>\n",
        "      <td>0.000000</td>\n",
+       "      <td>0.500000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>conejo</th>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.666667</td>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.333333</td>\n",
+       "      <td>0.142857</td>\n",
+       "      <td>0.285714</td>\n",
+       "      <td>0.142857</td>\n",
+       "      <td>0.428571</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>dragón</th>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.500000</td>\n",
-       "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>1.000000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>gallo</th>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.666667</td>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.500000</td>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.500000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>mono</th>\n",
-       "      <td>0.500000</td>\n",
-       "      <td>0.500000</td>\n",
+       "      <td>0.250000</td>\n",
+       "      <td>0.750000</td>\n",
        "      <td>0.000000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>perro</th>\n",
-       "      <td>0.000000</td>\n",
        "      <td>0.500000</td>\n",
+       "      <td>0.000000</td>\n",
        "      <td>0.500000</td>\n",
        "      <td>0.000000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>rata</th>\n",
        "      <td>0.000000</td>\n",
-       "      <td>0.500000</td>\n",
        "      <td>0.250000</td>\n",
        "      <td>0.250000</td>\n",
+       "      <td>0.500000</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>serpiente</th>\n",
+       "      <td>0.333333</td>\n",
        "      <td>0.000000</td>\n",
-       "      <td>1.000000</td>\n",
-       "      <td>0.000000</td>\n",
-       "      <td>0.000000</td>\n",
+       "      <td>0.333333</td>\n",
+       "      <td>0.333333</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>tigre</th>\n",
@@ -944,21 +1003,21 @@
       "text/plain": [
        "¿Usas Python en tu profesión?             Algo     Mucho      Nada      Poco\n",
        "¿Qué animal del horóscopo chino sos?                                        \n",
-       "buey                                  0.200000  0.400000  0.400000  0.000000\n",
+       "buey                                  0.000000  0.333333  0.666667  0.000000\n",
        "caballo                               0.333333  0.666667  0.000000  0.000000\n",
-       "cabra                                 0.000000  0.333333  0.333333  0.333333\n",
-       "cerdo                                 0.250000  0.500000  0.250000  0.000000\n",
-       "conejo                                0.000000  0.666667  0.000000  0.333333\n",
-       "dragón                                0.000000  0.500000  0.500000  0.000000\n",
-       "gallo                                 0.000000  0.500000  0.000000  0.500000\n",
-       "mono                                  0.500000  0.500000  0.000000  0.000000\n",
-       "perro                                 0.000000  0.500000  0.500000  0.000000\n",
-       "rata                                  0.000000  0.500000  0.250000  0.250000\n",
-       "serpiente                             0.000000  1.000000  0.000000  0.000000\n",
+       "cabra                                 0.000000  0.500000  0.500000  0.000000\n",
+       "cerdo                                 0.000000  0.500000  0.000000  0.500000\n",
+       "conejo                                0.142857  0.285714  0.142857  0.428571\n",
+       "dragón                                0.000000  0.000000  1.000000  0.000000\n",
+       "gallo                                 0.333333  0.666667  0.000000  0.000000\n",
+       "mono                                  0.250000  0.750000  0.000000  0.000000\n",
+       "perro                                 0.500000  0.000000  0.500000  0.000000\n",
+       "rata                                  0.000000  0.250000  0.250000  0.500000\n",
+       "serpiente                             0.333333  0.000000  0.333333  0.333333\n",
        "tigre                                 0.000000  1.000000  0.000000  0.000000"
       ]
      },
-     "execution_count": 18,
+     "execution_count": 21,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -973,7 +1032,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 22,
    "id": "fe2a3fba-3cfa-45e2-9fa8-fdfb261dee77",
    "metadata": {},
    "outputs": [
@@ -982,21 +1041,21 @@
       "text/plain": [
        "¿Qué animal del horóscopo chino sos?\n",
        "buey         3.000000\n",
-       "caballo      4.333333\n",
-       "cabra        3.666667\n",
-       "cerdo        4.000000\n",
-       "conejo       4.333333\n",
-       "dragón       3.500000\n",
-       "gallo        3.750000\n",
-       "mono         3.000000\n",
-       "perro        3.750000\n",
+       "caballo      3.666667\n",
+       "cabra        2.500000\n",
+       "cerdo        2.500000\n",
+       "conejo       3.857143\n",
+       "dragón       4.000000\n",
+       "gallo        2.000000\n",
+       "mono         3.750000\n",
+       "perro        3.500000\n",
        "rata         4.250000\n",
-       "serpiente    3.000000\n",
-       "tigre        3.500000\n",
+       "serpiente    4.000000\n",
+       "tigre        4.000000\n",
        "Name: ¿Cuántas veces te bañaste?, dtype: float64"
       ]
      },
-     "execution_count": 19,
+     "execution_count": 22,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1007,7 +1066,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 23,
    "id": "357e25cb-5c0d-44cb-9bf0-39855d16278d",
    "metadata": {},
    "outputs": [],
@@ -1032,7 +1091,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 24,
    "id": "4963c89e-a2c3-4333-bf0a-ddd44e94547e",
    "metadata": {},
    "outputs": [],
@@ -1042,7 +1101,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 25,
    "id": "59ee93cc-3226-4d15-b557-29a3b47c9961",
    "metadata": {},
    "outputs": [],
@@ -1053,7 +1112,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 26,
    "id": "f57c8545-c127-40e4-9c65-3da37c98b198",
    "metadata": {},
    "outputs": [],
@@ -1063,7 +1122,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 27,
    "id": "06746635-3c1b-4710-b922-28cd53752cdc",
    "metadata": {},
    "outputs": [
@@ -1073,7 +1132,7 @@
        "\"The Google Maps JavaScript API must be downloaded directly from Google's servers. Learn more: https://developers.google.com/maps/documentation/javascript/tutorial#Loading_the_Maps_API\""
       ]
      },
-     "execution_count": 24,
+     "execution_count": 27,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1084,7 +1143,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 28,
    "id": "0644e46d-88b7-4f40-8138-b6ff3fe2ca26",
    "metadata": {},
    "outputs": [
@@ -1116,7 +1175,7 @@
        " 'status': 'OK'}"
       ]
      },
-     "execution_count": 25,
+     "execution_count": 28,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1127,35 +1186,31 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 29,
    "id": "8605588d-905a-4170-9a0d-ab3e49ed6639",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "array(['Caba ', 'Santa Fe, Rafaela', 'vicente lopez, buenos aires',\n",
-       "       'Jesús María, Córdoba', 'Rafaela, Santa Fe ', 'Buenos Aires, CABA',\n",
-       "       'Barracas, Ciudad Autónoma de Buenos Aires', 'Resistencia, Chaco',\n",
-       "       'Ciudad de Buenos Aires ', 'Berazategui', 'CABA ',\n",
-       "       'Ciudad autonoma de buenos aires', 'CABA',\n",
-       "       'La Plata, Buenos Aires', 'Córdoba capital',\n",
-       "       'La Plata, Buenos Aires ', 'Castelli, buenos aires', 'Rosario',\n",
-       "       'La Plata', 'Florida Oeste, Vicente López, Buenos Aires ',\n",
-       "       'Barracas, Buenos Aires', 'Buenos Aires', 'Capital federal bs as',\n",
-       "       'Las Perdices, Córdoba', 'Lanus', 'caba',\n",
-       "       'San Isidro, Buenos Aires ', 'Vicente López,BsAs', 'Gualeguay',\n",
-       "       'ciudad autónoma de buenos aires ',\n",
-       "       'Ciudad autónoma de buenos aires', 'Rafaela, Santa Fe',\n",
-       "       'Corrientes Capital ', 'Formosa capital ', 'Lanus, Buenos Aires',\n",
-       "       'Santa Fe, Santa Fe', 'San Francisco, Córdoba',\n",
-       "       'Vicente López, Provincia de Buenos Aires', 'CABA, Buenos Aires',\n",
-       "       'Córdoba', 'Boedo, ciudad autonoma de buenos aires',\n",
-       "       'Almafuerte, Córdoba', 'Córdoba capital ', 'Caba',\n",
-       "       'Ciudad de Salta, Salta'], dtype=object)"
+       "array(['Buenos Aires', 'Quilmes ', 'Alta Gracia, Córdoba ', 'Cordoba',\n",
+       "       'Florida, Buenos Aires ', 'ciudad autónoma de Buenos Aires ',\n",
+       "       'Capital federal caba', 'Buenos aires', 'Caba', 'Recoleta',\n",
+       "       'Buenos Aires, Vicente Lopez', 'Gualeguay', 'Caba ,Almagro ',\n",
+       "       'Lanus Buenos Aires', 'Buenos Aires, Buenos Airez',\n",
+       "       'Villa Lugano, CABA', 'CABA', 'La Plata. buenos Aires',\n",
+       "       'La Plata, Buenos Aires', 'Jesús María, Córdoba',\n",
+       "       'Rosario, Santa Fe', 'Quilmes, Buenos aires',\n",
+       "       'Banfield, Buenos Aires', 'Rafaela, Santa Fe', 'Ciudad Evita',\n",
+       "       'CAba', 'rafaela, santa fe', 'Rosario',\n",
+       "       'Ciudad autónoma de Buenos Aires ',\n",
+       "       'Ciudad Autónoma de Buenos Aires', 'Trasla, Cordoba',\n",
+       "       'Resistencia, Chaco', 'Capital federal',\n",
+       "       'Vicente López, Provincia de Buenos Aires', 'Caba, Buenos Aires'],\n",
+       "      dtype=object)"
       ]
      },
-     "execution_count": 26,
+     "execution_count": 29,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1166,7 +1221,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 30,
    "id": "6de9cb80-c601-4191-bb69-6aae5bacefdb",
    "metadata": {},
    "outputs": [],
@@ -1177,7 +1232,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 31,
    "id": "18142981-7c81-43bf-a294-4534b98a7218",
    "metadata": {},
    "outputs": [],
@@ -1187,7 +1242,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 29,
+   "execution_count": 32,
    "id": "89a0c09f-68b1-49e1-b135-84d3c7b24d23",
    "metadata": {},
    "outputs": [],
@@ -1197,17 +1252,25 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 33,
    "id": "a9ee8bd9-4cb2-4499-a598-f15e28af9748",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=San+Rafael%2C+Mendoza+&format=jsonv2&addressdetails=1&limit=1\n"
+     ]
+    }
+   ],
    "source": [
     "x = geocoder.osm('San Rafael, Mendoza ')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 34,
    "id": "c11a3513-63bd-45f5-bd46-e4dec7fad52c",
    "metadata": {},
    "outputs": [
@@ -1215,8 +1278,41 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "Status code Unknown from https://nominatim.openstreetmap.org/search: ERROR - HTTPSConnectionPool(host='nominatim.openstreetmap.org', port=443): Read timed out. (read timeout=5.0)\n",
-      "Status code Unknown from https://nominatim.openstreetmap.org/search: ERROR - HTTPSConnectionPool(host='nominatim.openstreetmap.org', port=443): Read timed out. (read timeout=5.0)\n"
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Quilmes+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Alta+Gracia%2C+C%C3%B3rdoba+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Cordoba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Florida%2C+Buenos+Aires+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=ciudad+aut%C3%B3noma+de+Buenos+Aires+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Capital+federal+caba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Buenos+aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Caba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Recoleta&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Buenos+Aires%2C+Vicente+Lopez&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Gualeguay&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Caba+%2CAlmagro+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Lanus+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Buenos+Aires%2C+Buenos+Airez&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Villa+Lugano%2C+CABA&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=CABA&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=La+Plata.+buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=La+Plata%2C+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Jes%C3%BAs+Mar%C3%ADa%2C+C%C3%B3rdoba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Rosario%2C+Santa+Fe&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Quilmes%2C+Buenos+aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Banfield%2C+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Rafaela%2C+Santa+Fe&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Ciudad+Evita&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=CAba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=rafaela%2C+santa+fe&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Rosario&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Ciudad+aut%C3%B3noma+de+Buenos+Aires+&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Ciudad+Aut%C3%B3noma+de+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Trasla%2C+Cordoba&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Resistencia%2C+Chaco&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Capital+federal&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Formosa%2C+Formosa%2C+Argentina&format=jsonv2&addressdetails=1&limit=1\n",
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Caba%2C+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n"
      ]
     }
    ],
@@ -1226,7 +1322,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 35,
    "id": "1dce9443-a8e3-4309-970e-608276fb98ab",
    "metadata": {},
    "outputs": [
@@ -1234,7 +1330,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Caba  -34.6075682 -58.4370894\n"
+      "Buenos Aires None None\n"
      ]
     }
    ],
@@ -1244,17 +1340,29 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 36,
    "id": "917a6bb6-5f0c-4c1a-8a09-c25cd3b04c45",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "ename": "ModuleNotFoundError",
+     "evalue": "No module named 'plotly'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[36], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mplotly\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexpress\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mpx\u001b[39;00m\n",
+      "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'plotly'"
+     ]
+    }
+   ],
    "source": [
     "import plotly.express as px\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": null,
    "id": "612889f9-b0ee-4c07-9780-cb31f7d0a4d1",
    "metadata": {},
    "outputs": [],
@@ -1264,1649 +1372,22 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": null,
    "id": "082567fe-84f7-4fc1-8b62-f7f5631e3df7",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>city</th>\n",
-       "      <th>lats</th>\n",
-       "      <th>lngs</th>\n",
-       "      <th>size</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>0</th>\n",
-       "      <td>Caba</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>1</th>\n",
-       "      <td>Santa Fe, Rafaela</td>\n",
-       "      <td>-31.253273</td>\n",
-       "      <td>-61.487446</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>2</th>\n",
-       "      <td>vicente lopez, buenos aires</td>\n",
-       "      <td>-34.524448</td>\n",
-       "      <td>-58.503628</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>3</th>\n",
-       "      <td>Jesús María, Córdoba</td>\n",
-       "      <td>-30.976413</td>\n",
-       "      <td>-64.095708</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>4</th>\n",
-       "      <td>Rafaela, Santa Fe</td>\n",
-       "      <td>-31.253273</td>\n",
-       "      <td>-61.487446</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>5</th>\n",
-       "      <td>Buenos Aires, CABA</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>6</th>\n",
-       "      <td>Barracas, Ciudad Autónoma de Buenos Aires</td>\n",
-       "      <td>-34.645285</td>\n",
-       "      <td>-58.387562</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>7</th>\n",
-       "      <td>Resistencia, Chaco</td>\n",
-       "      <td>-27.451124</td>\n",
-       "      <td>-58.986520</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>8</th>\n",
-       "      <td>Ciudad de Buenos Aires</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>9</th>\n",
-       "      <td>Berazategui</td>\n",
-       "      <td>-34.763268</td>\n",
-       "      <td>-58.211660</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>10</th>\n",
-       "      <td>CABA</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>11</th>\n",
-       "      <td>Ciudad autonoma de buenos aires</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>12</th>\n",
-       "      <td>CABA</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>13</th>\n",
-       "      <td>La Plata, Buenos Aires</td>\n",
-       "      <td>-34.920680</td>\n",
-       "      <td>-57.953764</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>14</th>\n",
-       "      <td>Córdoba capital</td>\n",
-       "      <td>-31.416687</td>\n",
-       "      <td>-64.183419</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>15</th>\n",
-       "      <td>La Plata, Buenos Aires</td>\n",
-       "      <td>-34.920680</td>\n",
-       "      <td>-57.953764</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>16</th>\n",
-       "      <td>Castelli, buenos aires</td>\n",
-       "      <td>-36.086730</td>\n",
-       "      <td>-57.810580</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>17</th>\n",
-       "      <td>Rosario</td>\n",
-       "      <td>-32.959500</td>\n",
-       "      <td>-60.661541</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>18</th>\n",
-       "      <td>La Plata</td>\n",
-       "      <td>-34.920680</td>\n",
-       "      <td>-57.953764</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>19</th>\n",
-       "      <td>Florida Oeste, Vicente López, Buenos Aires</td>\n",
-       "      <td>-34.538766</td>\n",
-       "      <td>-58.514405</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>20</th>\n",
-       "      <td>Barracas, Buenos Aires</td>\n",
-       "      <td>-34.645285</td>\n",
-       "      <td>-58.387562</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>21</th>\n",
-       "      <td>Buenos Aires</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>22</th>\n",
-       "      <td>Capital federal bs as</td>\n",
-       "      <td>-34.504886</td>\n",
-       "      <td>-58.493642</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>23</th>\n",
-       "      <td>Las Perdices, Córdoba</td>\n",
-       "      <td>-32.699317</td>\n",
-       "      <td>-63.705159</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>24</th>\n",
-       "      <td>Lanus</td>\n",
-       "      <td>-34.703336</td>\n",
-       "      <td>-58.395324</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>25</th>\n",
-       "      <td>caba</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>26</th>\n",
-       "      <td>San Isidro, Buenos Aires</td>\n",
-       "      <td>-34.473979</td>\n",
-       "      <td>-58.526487</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>27</th>\n",
-       "      <td>Vicente López,BsAs</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>28</th>\n",
-       "      <td>Gualeguay</td>\n",
-       "      <td>-33.150426</td>\n",
-       "      <td>-59.310679</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>29</th>\n",
-       "      <td>ciudad autónoma de buenos aires</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>30</th>\n",
-       "      <td>Ciudad autónoma de buenos aires</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>31</th>\n",
-       "      <td>Rafaela, Santa Fe</td>\n",
-       "      <td>-31.253273</td>\n",
-       "      <td>-61.487446</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>32</th>\n",
-       "      <td>Corrientes Capital</td>\n",
-       "      <td>-27.498136</td>\n",
-       "      <td>-58.814561</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>33</th>\n",
-       "      <td>Formosa, Formosa, Argentina</td>\n",
-       "      <td>-26.185298</td>\n",
-       "      <td>-58.174498</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>34</th>\n",
-       "      <td>Lanus, Buenos Aires</td>\n",
-       "      <td>-34.703336</td>\n",
-       "      <td>-58.395324</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>35</th>\n",
-       "      <td>Santa Fe, Santa Fe</td>\n",
-       "      <td>35.687610</td>\n",
-       "      <td>-105.938456</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>36</th>\n",
-       "      <td>San Francisco, Córdoba</td>\n",
-       "      <td>-31.424982</td>\n",
-       "      <td>-62.084030</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>37</th>\n",
-       "      <td>Vicente López, Provincia de Buenos Aires</td>\n",
-       "      <td>-34.524448</td>\n",
-       "      <td>-58.503628</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>38</th>\n",
-       "      <td>CABA, Buenos Aires</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>39</th>\n",
-       "      <td>Córdoba</td>\n",
-       "      <td>37.884581</td>\n",
-       "      <td>-4.776014</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>40</th>\n",
-       "      <td>Boedo, ciudad autonoma de buenos aires</td>\n",
-       "      <td>-34.630252</td>\n",
-       "      <td>-58.418790</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>41</th>\n",
-       "      <td>Almafuerte, Córdoba</td>\n",
-       "      <td>-32.191769</td>\n",
-       "      <td>-64.255066</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>42</th>\n",
-       "      <td>Córdoba capital</td>\n",
-       "      <td>-31.416687</td>\n",
-       "      <td>-64.183419</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>43</th>\n",
-       "      <td>Caba</td>\n",
-       "      <td>-34.607568</td>\n",
-       "      <td>-58.437089</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>44</th>\n",
-       "      <td>Ciudad de Salta, Salta</td>\n",
-       "      <td>-24.789183</td>\n",
-       "      <td>-65.410320</td>\n",
-       "      <td>1</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "                                           city       lats        lngs  size\n",
-       "0                                         Caba  -34.607568  -58.437089     1\n",
-       "1                             Santa Fe, Rafaela -31.253273  -61.487446     1\n",
-       "2                   vicente lopez, buenos aires -34.524448  -58.503628     1\n",
-       "3                          Jesús María, Córdoba -30.976413  -64.095708     1\n",
-       "4                            Rafaela, Santa Fe  -31.253273  -61.487446     1\n",
-       "5                            Buenos Aires, CABA -34.607568  -58.437089     1\n",
-       "6     Barracas, Ciudad Autónoma de Buenos Aires -34.645285  -58.387562     1\n",
-       "7                            Resistencia, Chaco -27.451124  -58.986520     1\n",
-       "8                       Ciudad de Buenos Aires  -34.607568  -58.437089     1\n",
-       "9                                   Berazategui -34.763268  -58.211660     1\n",
-       "10                                        CABA  -34.607568  -58.437089     1\n",
-       "11              Ciudad autonoma de buenos aires -34.607568  -58.437089     1\n",
-       "12                                         CABA -34.607568  -58.437089     1\n",
-       "13                       La Plata, Buenos Aires -34.920680  -57.953764     1\n",
-       "14                              Córdoba capital -31.416687  -64.183419     1\n",
-       "15                      La Plata, Buenos Aires  -34.920680  -57.953764     1\n",
-       "16                       Castelli, buenos aires -36.086730  -57.810580     1\n",
-       "17                                      Rosario -32.959500  -60.661541     1\n",
-       "18                                     La Plata -34.920680  -57.953764     1\n",
-       "19  Florida Oeste, Vicente López, Buenos Aires  -34.538766  -58.514405     1\n",
-       "20                       Barracas, Buenos Aires -34.645285  -58.387562     1\n",
-       "21                                 Buenos Aires -34.607568  -58.437089     1\n",
-       "22                        Capital federal bs as -34.504886  -58.493642     1\n",
-       "23                        Las Perdices, Córdoba -32.699317  -63.705159     1\n",
-       "24                                        Lanus -34.703336  -58.395324     1\n",
-       "25                                         caba -34.607568  -58.437089     1\n",
-       "26                    San Isidro, Buenos Aires  -34.473979  -58.526487     1\n",
-       "27                           Vicente López,BsAs        NaN         NaN     1\n",
-       "28                                    Gualeguay -33.150426  -59.310679     1\n",
-       "29             ciudad autónoma de buenos aires         NaN         NaN     1\n",
-       "30              Ciudad autónoma de buenos aires        NaN         NaN     1\n",
-       "31                            Rafaela, Santa Fe -31.253273  -61.487446     1\n",
-       "32                          Corrientes Capital  -27.498136  -58.814561     1\n",
-       "33                  Formosa, Formosa, Argentina -26.185298  -58.174498     1\n",
-       "34                          Lanus, Buenos Aires -34.703336  -58.395324     1\n",
-       "35                           Santa Fe, Santa Fe  35.687610 -105.938456     1\n",
-       "36                       San Francisco, Córdoba -31.424982  -62.084030     1\n",
-       "37     Vicente López, Provincia de Buenos Aires -34.524448  -58.503628     1\n",
-       "38                           CABA, Buenos Aires -34.607568  -58.437089     1\n",
-       "39                                      Córdoba  37.884581   -4.776014     1\n",
-       "40       Boedo, ciudad autonoma de buenos aires -34.630252  -58.418790     1\n",
-       "41                          Almafuerte, Córdoba -32.191769  -64.255066     1\n",
-       "42                             Córdoba capital  -31.416687  -64.183419     1\n",
-       "43                                         Caba -34.607568  -58.437089     1\n",
-       "44                       Ciudad de Salta, Salta -24.789183  -65.410320     1"
-      ]
-     },
-     "execution_count": 35,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "g"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": null,
    "id": "232b4086-41e3-4512-8974-3a0ebb384b73",
    "metadata": {
     "tags": []
    },
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r=L(8/(3*y)),i=e/r;return[t/(r*(1-n(i)/y)),i]},gt.invert=function(t,e){var r=2-n(e)/L(2*y/3);return[t*L(6*y)/(2*r),d(e)*S((4-r*r)/3)]},mt.invert=function(t,e){var r=L(y*(4+y))/2;return[t*r/(1+L(1-e*e*(4+y)/(4*y))),e*r/2]},vt.invert=function(t,e){var r=e*L((4+y)/y)/2,n=S(r),i=o(n);return[t/(2/L(y*(4+y))*(1+i)),S((n+r*(i+2))/(2+x))]},yt.invert=function(t,e){var r=L(2+y),n=e*r/2;return[r*t/(1+o(n)),n]},xt.invert=function(t,e){var r=1+x,n=L(r/2);return[2*t*n/(1+o(e*=n)),S((e+g(e))/r)]};var bt=3+2*w;function _t(t,e){var r=g(t/=2),n=o(t),a=L(o(e)),s=o(e/=2),l=g(e)/(s+w*n*a),u=L(2/(1+l*l)),f=L((w*s+(n+r)*a)/(w*s+(n-r)*a));return[bt*(u*(f-1/f)-2*c(f)),bt*(u*l*(f+1/f)-2*i(l))]}_t.invert=function(t,e){if(!(r=D.invert(t/1.2,1.065*e)))return null;var r,a=r[0],s=r[1],l=20;t/=bt,e/=bt;do{var 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a=V(s,i);return[r/n*(t+e/o(a)),a]},a}function Mt(t){return[t[0]/2,S(m(t[1]/2*M))*A]}function St(t){return[2*t[0],2*i(g(t[1]*M))*A]}function Et(t,r){var i=2*y/r,s=t*t;function l(r,l){var c=e.geoAzimuthalEquidistantRaw(r,l),u=c[0],f=c[1],h=u*u+f*f;if(h>s){var d=L(h),m=a(f,u),b=i*p(m/i),_=m-b,w=t*o(_),T=(t*g(_)-_*g(w))/(x-w),k=Lt(_,T),A=(y-t)/Ct(k,w,y);u=d;var M,S=50;do{u-=M=(t+Ct(k,w,u)*A-d)/(k(u)*A)}while(n(M)>v&&--S>0);f=_*g(u),u<x&&(f-=T*(u-x));var E=g(b),C=o(b);c[0]=u*C-f*E,c[1]=u*E+f*C}return c}return l.invert=function(r,l){var c=r*r+l*l;if(c>s){var u=L(c),f=a(l,r),h=i*p(f/i),d=f-h;r=u*o(d),l=u*g(d);for(var m=r-x,v=g(r),b=l/v,_=r<x?1/0:0,w=10;;){var T=t*g(b),k=t*o(b),A=g(k),M=x-k,S=(T-b*A)/M,E=Lt(b,S);if(n(_)<1e-12||!--w)break;b-=_=(b*v-S*m-l)/(v-2*m*(M*(k+b*T*o(k)-A)-T*(T-b*A))/(M*M))}r=(u=t+Ct(E,k,r)*(y-t)/Ct(E,k,y))*o(f=h+b),l=u*g(f)}return e.geoAzimuthalEquidistantRaw.invert(r,l)},l}function Lt(t,e){return function(r){var n=t*o(r);return r<x&&(n-=e),L(1+n*n)}}function 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float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 255.;\\n\\t\\t\\t}\",frag:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tuniform float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform sampler2D atlas;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\n\\t\\t\\tfloat lightness(vec4 color) {\\n\\t\\t\\t\\treturn color.r * 0.299 + color.g * 0.587 + color.b * 0.114;\\n\\t\\t\\t}\\n\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 uv = gl_FragCoord.xy - charCoord + charStep * .5;\\n\\t\\t\\t\\tfloat halfCharStep = floor(charStep * .5 + .5);\\n\\n\\t\\t\\t\\t// invert y and shift by 1px (FF expecially needs that)\\n\\t\\t\\t\\tuv.y = charStep - uv.y;\\n\\n\\t\\t\\t\\t// ignore points outside of character bounding box\\n\\t\\t\\t\\tfloat halfCharWidth = ceil(charWidth * .5);\\n\\t\\t\\t\\tif (floor(uv.x) > halfCharStep + halfCharWidth ||\\n\\t\\t\\t\\t\\tfloor(uv.x) < halfCharStep - halfCharWidth) return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign textbaseline\",baseline:\"baseline textBaseline textbaseline\",direction:\"dir direction textDirection\",color:\"color colour fill fill-color fillColor textColor textcolor\",kerning:\"kerning kern\",range:\"range dataBox\",viewport:\"vp viewport viewBox viewbox viewPort\",opacity:\"opacity alpha transparency visible visibility opaque\",offset:\"offset positionOffset padding shift indent indentation\"},!0)).opacity&&(Array.isArray(t.opacity)?this.opacity=t.opacity.map((function(t){return parseFloat(t)})):this.opacity=parseFloat(t.opacity)),null!=t.viewport&&(this.viewport=f(t.viewport),this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null==this.viewport&&(this.viewport={x:0,y:0,width:this.gl.drawingBufferWidth,height:this.gl.drawingBufferHeight},this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null!=t.kerning&&(this.kerning=t.kerning),null!=t.offset&&(\"number\"==typeof t.offset&&(t.offset=[t.offset,0]),this.positionOffset=y(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var c=t.family.join(\", \"),u=[t.style];t.style!=t.variant&&u.push(t.variant),t.variant!=t.weight&&u.push(t.weight),_&&t.weight!=t.stretch&&u.push(t.stretch),e.font[r]={baseString:i,family:c,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:v(c,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:u.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);m(t.kerning,g(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=u.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),u.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=u.mallocUint8(this.count),P=u.mallocFloat(2*this.count);this.textWidth=[];for(var I=0,O=0;I<this.counts.length;I++){for(var z=this.counts[I],D=this.font[I]||this.font[0],R=this.fontAtlas[I]||this.fontAtlas[0],F=0;F<z;F++){var B=this.text.charAt(O),N=this.text.charAt(O-1);if(C[O]=R.ids[B],P[2*O]=D.width[B],F){var j=P[2*O-2],U=P[2*O],V=P[2*O-1]+.5*j+.5*U;if(this.kerning){var H=D.kerning[N+B];H&&(V+=.001*H)}P[2*O+1]=V}else P[2*O+1]=.5*P[2*O];O++}this.textWidth.push(P.length?.5*P[2*O-2]+P[2*O-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),u.freeUint8(C),u.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),u=x(s*i);n.width=l,n.height=u,n.rows=s,n.cols=o,n.em&&n.texture({data:c({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,u],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,i+=\"number\"==typeof t?t-n.baseline:-n[t],i*=-1}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var q;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;q=u.mallocUint8(G);for(var Y=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)q.set(l(Y(W,W+4),\"uint8\"),W)}else{var X=t.color.length;q=u.mallocUint8(4*X);for(var Z=0;Z<X;Z++)q.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=q}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var J=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(J);for(var K=0;K<this.batch.length;K++)this.batch[K]={count:this.counts.length>1?this.counts[K]:this.counts[0],offset:this.textOffsets.length>1?this.textOffsets[K]:this.textOffsets[0],color:this.color?this.color.length<=4?this.color:this.color.subarray(4*K,4*K+4):[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[K]:this.opacity,baseline:null!=this.baselineOffset[K]?this.baselineOffset[K]:this.baselineOffset[0],align:this.align?null!=this.alignOffset[K]?this.alignOffset[K]:this.alignOffset[0]:0,atlas:this.fontAtlas[K]||this.fontAtlas[0],positionOffset:this.positionOffset.length>2?this.positionOffset.subarray(2*K,2*K+2):this.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new Uint8Array([0,0,0,255]),T.prototype.alignOffset=[0,0],T.maxAtlasSize=1024,T.atlasCanvas=document.createElement(\"canvas\"),T.atlasContext=T.atlasCanvas.getContext(\"2d\",{alpha:!1}),T.baseFontSize=64,T.fonts={},e.exports=T},{\"bit-twiddle\":81,\"color-normalize\":89,\"css-font\":99,\"detect-kerning\":125,\"es6-weak-map\":183,\"flatten-vertex-data\":191,\"font-atlas\":192,\"font-measure\":193,\"gl-util/context\":226,\"is-plain-obj\":236,\"object-assign\":247,\"parse-rect\":249,\"parse-unit\":251,\"pick-by-alias\":253,regl:283,\"to-px\":314,\"typedarray-pool\":327}],226:[function(t,e,r){(function(r){(function(){\"use strict\";var n=t(\"pick-by-alias\");function i(t){if(t.container)if(t.container==document.body)document.body.style.width||(t.canvas.width=t.width||t.pixelRatio*r.innerWidth),document.body.style.height||(t.canvas.height=t.height||t.pixelRatio*r.innerHeight);else{var 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r=e.parse(t[1],1,Bt);if(!r)return null;var n=[],i=null;e.expectedType&&\"value\"!==e.expectedType.kind&&(i=e.expectedType);for(var a=1;a<t.length;a+=2){var o=1===a?-1/0:t[a],s=t[a+1],l=a,c=a+1;if(\"number\"!=typeof o)return e.error('Input/output pairs for \"step\" expressions must be defined using literal numeric values (not computed expressions) for the input values.',l);if(n.length&&n[n.length-1][0]>=o)return e.error('Input/output pairs for \"step\" expressions must be arranged with input values in strictly ascending order.',l);var u=e.parse(s,c,i);if(!u)return null;i=i||u.type,n.push([o,u])}return new He(i,r,n)},He.prototype.evaluate=function(t){var e=this.labels,r=this.outputs;if(1===e.length)return r[0].evaluate(t);var n=this.input.evaluate(t);if(n<=e[0])return r[0].evaluate(t);var i=e.length;return n>=e[i-1]?r[i-1].evaluate(t):r[Ve(e,n)].evaluate(t)},He.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},He.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},He.prototype.serialize=function(){for(var t=[\"step\",this.input.serialize()],e=0;e<this.labels.length;e++)e>0&&t.push(this.labels[e]),t.push(this.outputs[e].serialize());return t};var Ge=Object.freeze({__proto__:null,number:qe,color:function(t,e,r){return new te(qe(t.r,e.r,r),qe(t.g,e.g,r),qe(t.b,e.b,r),qe(t.a,e.a,r))},array:function(t,e,r){return t.map((function(t,n){return qe(t,e[n],r)}))}}),Ye=6/29,We=3*Ye*Ye,Xe=Math.PI/180,Ze=180/Math.PI;function Je(t){return t>.008856451679035631?Math.pow(t,1/3):t/We+4/29}function Ke(t){return t>Ye?t*t*t:We*(t-4/29)}function Qe(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function $e(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function tr(t){var e=$e(t.r),r=$e(t.g),n=$e(t.b),i=Je((.4124564*e+.3575761*r+.1804375*n)/.95047),a=Je((.2126729*e+.7151522*r+.072175*n)/1);return{l:116*a-16,a:500*(i-a),b:200*(a-Je((.0193339*e+.119192*r+.9503041*n)/1.08883)),alpha:t.a}}function er(t){var e=(t.l+16)/116,r=isNaN(t.a)?e:e+t.a/500,n=isNaN(t.b)?e:e-t.b/200;return e=1*Ke(e),r=.95047*Ke(r),n=1.08883*Ke(n),new te(Qe(3.2404542*r-1.5371385*e-.4985314*n),Qe(-.969266*r+1.8760108*e+.041556*n),Qe(.0556434*r-.2040259*e+1.0572252*n),t.alpha)}function rr(t,e,r){var n=e-t;return t+r*(n>180||n<-180?n-360*Math.round(n/360):n)}var nr={forward:tr,reverse:er,interpolate:function(t,e,r){return{l:qe(t.l,e.l,r),a:qe(t.a,e.a,r),b:qe(t.b,e.b,r),alpha:qe(t.alpha,e.alpha,r)}}},ir={forward:function(t){var e=tr(t),r=e.l,n=e.a,i=e.b,a=Math.atan2(i,n)*Ze;return{h:a<0?a+360:a,c:Math.sqrt(n*n+i*i),l:r,alpha:t.a}},reverse:function(t){var e=t.h*Xe,r=t.c;return er({l:t.l,a:Math.cos(e)*r,b:Math.sin(e)*r,alpha:t.alpha})},interpolate:function(t,e,r){return{h:rr(t.h,e.h,r),c:qe(t.c,e.c,r),l:qe(t.l,e.l,r),alpha:qe(t.alpha,e.alpha,r)}}},ar=Object.freeze({__proto__:null,lab:nr,hcl:ir}),or=function(t,e,r,n,i){this.type=t,this.operator=e,this.interpolation=r,this.input=n,this.labels=[],this.outputs=[];for(var a=0,o=i;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1];this.labels.push(l),this.outputs.push(c)}};function sr(t,e,r,n){var i=n-r,a=t-r;return 0===i?0:1===e?a/i:(Math.pow(e,a)-1)/(Math.pow(e,i)-1)}or.interpolationFactor=function(t,e,n,i){var a=0;if(\"exponential\"===t.name)a=sr(e,t.base,n,i);else if(\"linear\"===t.name)a=sr(e,1,n,i);else if(\"cubic-bezier\"===t.name){var o=t.controlPoints;a=new r(o[0],o[1],o[2],o[3]).solve(sr(e,1,n,i))}return a},or.parse=function(t,e){var r=t[0],n=t[1],i=t[2],a=t.slice(3);if(!Array.isArray(n)||0===n.length)return e.error(\"Expected an interpolation type expression.\",1);if(\"linear\"===n[0])n={name:\"linear\"};else if(\"exponential\"===n[0]){var o=n[1];if(\"number\"!=typeof o)return e.error(\"Exponential interpolation requires a numeric base.\",1,1);n={name:\"exponential\",base:o}}else{if(\"cubic-bezier\"!==n[0])return e.error(\"Unknown interpolation type \"+String(n[0]),1,0);var s=n.slice(1);if(4!==s.length||s.some((function(t){return\"number\"!=typeof t||t<0||t>1})))return e.error(\"Cubic bezier interpolation requires four numeric arguments with values between 0 and 1.\",1);n={name:\"cubic-bezier\",controlPoints:s}}if(t.length-1<4)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if((t.length-1)%2!=0)return e.error(\"Expected an even number of arguments.\");if(!(i=e.parse(i,2,Bt)))return null;var l=[],c=null;\"interpolate-hcl\"===r||\"interpolate-lab\"===r?c=Ut:e.expectedType&&\"value\"!==e.expectedType.kind&&(c=e.expectedType);for(var u=0;u<a.length;u+=2){var f=a[u],h=a[u+1],p=u+3,d=u+4;if(\"number\"!=typeof f)return e.error('Input/output pairs for 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a=Ve(e,n),o=e[a],s=e[a+1],l=or.interpolationFactor(this.interpolation,n,o,s),c=r[a].evaluate(t),u=r[a+1].evaluate(t);return\"interpolate\"===this.operator?Ge[this.type.kind.toLowerCase()](c,u,l):\"interpolate-hcl\"===this.operator?ir.reverse(ir.interpolate(ir.forward(c),ir.forward(u),l)):nr.reverse(nr.interpolate(nr.forward(c),nr.forward(u),l))},or.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},or.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},or.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var lr=function(t,e){this.type=t,this.args=e};lr.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var c=n&&i.some((function(t){return Jt(n,t.type)}));return new lr(c?Ht:r,i)},lr.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length;i+=1){if(n++,(r=a[i].evaluate(t))&&r instanceof ie&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null!==r)break}return r},lr.prototype.eachChild=function(t){this.args.forEach(t)},lr.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},lr.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var cr=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};cr.prototype.evaluate=function(t){return this.result.evaluate(t)},cr.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1){t(r[e][1])}t(this.result)},cr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new cr(r,o):null},cr.prototype.outputDefined=function(){return this.result.outputDefined()},cr.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return t.push(this.result.serialize()),t};var ur=function(t,e,r){this.type=t,this.index=e,this.input=r};ur.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Bt),n=e.parse(t[2],2,Wt(e.expectedType||Ht));if(!r||!n)return null;var i=n.type;return new ur(i.itemType,r,n)},ur.prototype.evaluate=function(t){var e=this.index.evaluate(t),r=this.input.evaluate(t);if(e<0)throw new ue(\"Array index out of bounds: \"+e+\" < 0.\");if(e>=r.length)throw new ue(\"Array index out of bounds: \"+e+\" > \"+(r.length-1)+\".\");if(e!==Math.floor(e))throw new ue(\"Array index must be an integer, but found \"+e+\" instead.\");return r[e]},ur.prototype.eachChild=function(t){t(this.index),t(this.input)},ur.prototype.outputDefined=function(){return!1},ur.prototype.serialize=function(){return[\"at\",this.index.serialize(),this.input.serialize()]};var fr=function(t,e){this.type=jt,this.needle=t,this.haystack=e};fr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);return r&&n?Kt(r.type,[jt,Nt,Bt,Ft,Ht])?new fr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\"):null},fr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");return r.indexOf(e)>=0},fr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},fr.prototype.outputDefined=function(){return!0},fr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var hr=function(t,e,r){this.type=Bt,this.needle=t,this.haystack=e,this.fromIndex=r};hr.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);if(!r||!n)return null;if(!Kt(r.type,[jt,Nt,Bt,Ft,Ht]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Bt);return i?new hr(r,n,i):null}return new hr(r,n)},hr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");if(this.fromIndex){var n=this.fromIndex.evaluate(t);return r.indexOf(e,n)}return r.indexOf(e)},hr.prototype.eachChild=function(t){t(this.needle),t(this.haystack),this.fromIndex&&t(this.fromIndex)},hr.prototype.outputDefined=function(){return!1},hr.prototype.serialize=function(){if(null!=this.fromIndex&&void 0!==this.fromIndex){var t=this.fromIndex.serialize();return[\"index-of\",this.needle.serialize(),this.haystack.serialize(),t]}return[\"index-of\",this.needle.serialize(),this.haystack.serialize()]};var pr=function(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a};pr.parse=function(t,e){if(t.length<5)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=1)return e.error(\"Expected an even number of 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g?\"value\"!==d.type.kind&&e.concat(1).checkSubtype(r,d.type)?null:new pr(r,n,d,i,a,g):null},pr.prototype.evaluate=function(t){var e=this.input.evaluate(t);return(se(e)===this.inputType&&this.outputs[this.cases[e]]||this.otherwise).evaluate(t)},pr.prototype.eachChild=function(t){t(this.input),this.outputs.forEach(t),t(this.otherwise)},pr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))&&this.otherwise.outputDefined()},pr.prototype.serialize=function(){for(var t=this,e=[\"match\",this.input.serialize()],r=[],n={},i=0,a=Object.keys(this.cases).sort();i<a.length;i+=1){var o=a[i];void 0===(f=n[this.cases[o]])?(n[this.cases[o]]=r.length,r.push([this.cases[o],[o]])):r[f][1].push(o)}for(var s=function(e){return\"number\"===t.inputType.kind?Number(e):e},l=0,c=r;l<c.length;l+=1){var u=c[l],f=u[0],h=u[1];1===h.length?e.push(s(h[0])):e.push(h.map(s)),e.push(this.outputs[outputIndex$1].serialize())}return e.push(this.otherwise.serialize()),e};var dr=function(t,e,r){this.type=t,this.branches=e,this.otherwise=r};dr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=0)return e.error(\"Expected an odd number of arguments.\");var r;e.expectedType&&\"value\"!==e.expectedType.kind&&(r=e.expectedType);for(var n=[],i=1;i<t.length-1;i+=2){var a=e.parse(t[i],i,jt);if(!a)return null;var o=e.parse(t[i+1],i+1,r);if(!o)return null;n.push([a,o]),r=r||o.type}var s=e.parse(t[t.length-1],t.length-1,r);return s?new dr(r,n,s):null},dr.prototype.evaluate=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];if(i.evaluate(t))return a.evaluate(t)}return this.otherwise.evaluate(t)},dr.prototype.eachChild=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t(i),t(a)}t(this.otherwise)},dr.prototype.outputDefined=function(){return this.branches.every((function(t){t[0];return 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or?a.interpolation:void 0;return Ir(new Zr(n?\"camera\":\"composite\",t.value,a.labels,o))}Zr.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},Zr.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},Zr.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?or.interpolationFactor(this.interpolationType,t,e,r):0};var Kr=function(t,e){this._parameters=t,this._specification=e,It(this,function t(e,r){var n,i,a,o=\"color\"===r.type,s=e.stops&&\"object\"==typeof e.stops[0][0],l=s||void 0!==e.property,c=s||!l,u=e.type||(Rr(r)?\"exponential\":\"interval\");if(o&&((e=It({},e)).stops&&(e.stops=e.stops.map((function(t){return[t[0],te.parse(t[1])]}))),e.default?e.default=te.parse(e.default):e.default=te.parse(r.default)),e.colorSpace&&\"rgb\"!==e.colorSpace&&!ar[e.colorSpace])throw new Error(\"Unknown color space: 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n&&r<n.minimum?[new Ct(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Ct(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function en(t){var e,r,n,i=t.valueSpec,a=Ot(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,c=\"array\"===Fr(t.value.stops)&&\"array\"===Fr(t.value.stops[0])&&\"object\"===Fr(t.value.stops[0][0]),u=Qr({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Ct(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;e=e.concat($r({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Fr(r)&&0===r.length&&e.push(new Ct(t.key,r,\"array must have at least one stop\"));return e},default:function(t){return kn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&u.push(new Ct(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||u.push(new Ct(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!Rr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!zr(t.valueSpec)?u.push(new Ct(t.key,t.value,\"property functions not supported\")):s&&!Dr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!c||void 0!==t.value.property||u.push(new Ct(t.key,t.value,'\"property\" property is required')),u;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Fr(a))return[new Ct(s,a,\"array expected, \"+Fr(a)+\" found\")];if(2!==a.length)return[new Ct(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(c){if(\"object\"!==Fr(a[0]))return[new Ct(s,a,\"object expected, \"+Fr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Ct(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Ct(s,a,\"object stop key must have value\")];if(n&&n>Ot(a[0].zoom))return[new Ct(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ot(a[0].zoom)!==n&&(n=Ot(a[0].zoom),r=void 0,o={}),e=e.concat(Qr({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:tn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return Yr(zt(a[1]))?e.concat([new Ct(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(kn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Fr(t.value),l=Ot(t.value),c=null!==t.value?t.value:n;if(e){if(s!==e)return[new Ct(t.key,c,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Ct(t.key,c,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var u=\"number expected, \"+s+\" found\";return zr(i)&&void 0===a&&(u+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Ct(t.key,c,u)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Ct(t.key,c,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Ct(t.key,c,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Ct(t.key,c,\"integer expected, found \"+l)]}}function rn(t){var e=(\"property\"===t.expressionContext?Jr:Wr)(zt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Ct(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Ct(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ne(r,[\"zoom\",\"feature-state\"]))return[new Ct(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Fe(r))return[new Ct(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function nn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ot(r))&&i.push(new Ct(e,r,\"expected one of [\"+n.values.join(\", \")+\"], 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on={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function sn(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};an(t)||(t=cn(t));var e=Wr(t,on);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:function t(e){if(!Array.isArray(e))return!1;if(\"within\"===e[0])return!0;for(var r=1;r<e.length;r++)if(t(e[r]))return!0;return!1}(t)}}function ln(t,e){return t<e?-1:t>e?1:0}function cn(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?un(t[1],t[2],\"==\"):\"!=\"===r?pn(un(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?un(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(cn))):\"all\"===r?[\"all\"].concat(t.slice(1).map(cn)):\"none\"===r?[\"all\"].concat(t.slice(1).map(cn).map(pn)):\"in\"===r?fn(t[1],t.slice(2)):\"!in\"===r?pn(fn(t[1],t.slice(2))):\"has\"===r?hn(t[1]):\"!has\"===r?pn(hn(t[1])):\"within\"!==r||t}function un(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function fn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(ln)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function hn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function pn(t){return[\"!\",t]}function dn(t){return an(zt(t.value))?rn(It({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):function t(e){var r=e.value,n=e.key;if(\"array\"!==Fr(r))return[new Ct(n,r,\"array expected, \"+Fr(r)+\" found\")];var i,a=e.styleSpec,o=[];if(r.length<1)return[new Ct(n,r,\"filter array must have at least 1 element\")];switch(o=o.concat(nn({key:n+\"[0]\",value:r[0],valueSpec:a.filter_operator,style:e.style,styleSpec:e.styleSpec})),Ot(r[0])){case\"<\":case\"<=\":case\">\":case\">=\":r.length>=2&&\"$type\"===Ot(r[1])&&o.push(new Ct(n,r,'\"$type\" cannot be use with operator \"'+r[0]+'\"'));case\"==\":case\"!=\":3!==r.length&&o.push(new Ct(n,r,'filter array for operator \"'+r[0]+'\" must have 3 elements'));case\"in\":case\"!in\":r.length>=2&&\"string\"!==(i=Fr(r[1]))&&o.push(new Ct(n+\"[1]\",r[1],\"string expected, \"+i+\" 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r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return kn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var c,u=t.valueSpec||s[o];if(!u)return[new Ct(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Fr(a)&&zr(u)&&!u.tokens&&(c=/^{([^}]+)}$/.exec(a)))return[new Ct(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(c[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Ct(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&Br(zt(a))&&\"identity\"===Ot(a.type)&&f.push(new Ct(r,a,'\"text-font\" does not support identity 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Kr(t,e);if(Yr(t)){var r=Jr(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=te.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var gi=function(t){this.property=t,this.value=new di(t,void 0)};gi.prototype.transitioned=function(t,e){return new vi(this.property,this.value,e,u({},t.transition,this.transition),t.now)},gi.prototype.untransitioned=function(){return new vi(this.property,this.value,null,{},0)};var mi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};mi.prototype.getValue=function(t){return x(this._values[t].value.value)},mi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new gi(this._values[t].property)),this._values[t].value=new di(this._values[t].property,null===e?void 0:x(e))},mi.prototype.getTransition=function(t){return x(this._values[t].transition)},mi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new gi(this._values[t].property)),this._values[t].transition=x(e)||void 0},mi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},mi.prototype.transitioned=function(t,e){for(var r=new yi(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},mi.prototype.untransitioned=function(){for(var t=new yi(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var vi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};vi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var yi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};yi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},yi.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var xi=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};xi.prototype.getValue=function(t){return x(this._values[t].value)},xi.prototype.setValue=function(t,e){this._values[t]=new di(this._values[t].property,null===e?void 0:x(e))},xi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},xi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var bi=function(t,e,r){this.property=t,this.value=e,this.parameters=r};bi.prototype.isConstant=function(){return\"constant\"===this.value.kind},bi.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},bi.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var _i=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};_i.prototype.get=function(t){return this._values[t]};var wi=function(t){this.specification=t};wi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},wi.prototype.interpolate=function(t,e,r){var n=Ge[this.specification.type];return n?n(t,e,r):t};var Ti=function(t,e){this.specification=t,this.overrides=e};Ti.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new bi(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new bi(this,t.expression,e)},Ti.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new bi(this,{kind:\"constant\",value:void 0},t.parameters);var n=Ge[this.specification.type];return n?new bi(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Ti.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new bi(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new bi(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new bi(this,{kind:\"constant\",value:s},e)}return new bi(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Ti),Ai=function(t){this.specification=t};Ai.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new pi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new pi(Math.floor(e.zoom),e)),t.expression.evaluate(new pi(Math.floor(e.zoom+1),e)),e)}},Ai.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Ai.prototype.interpolate=function(t){return t};var Mi=function(t){this.specification=t};Mi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},Mi.prototype.interpolate=function(){return!1};var Si=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new di(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new gi(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};Nn(\"DataDrivenProperty\",Ti),Nn(\"DataConstantProperty\",wi),Nn(\"CrossFadedDataDrivenProperty\",ki),Nn(\"CrossFadedProperty\",Ai),Nn(\"ColorRampProperty\",Mi);var Ei=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(e=e,this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new xi(r.layout)),r.paint)){for(var n in this._transitionablePaint=new mi(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new _i(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(In,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return m(t,\"-transition\")?this._transitionablePaint.getTransition(t.slice(0,-\"-transition\".length)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Pn,n,t,e,r))return!1}if(m(t,\"-transition\"))return this._transitionablePaint.setTransition(t.slice(0,-\"-transition\".length),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||(!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility)},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),y(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&On(this,t.call(Ln,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Lt,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof bi&&zr(e.property.specification)&&((\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent))return!0}return!1},e}(Et),Li={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Ci=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Pi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function Ii(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Li[i].BYTES_PER_ELEMENT),o=r=Oi(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:Oi(r,Math.max(n,e)),alignment:e}}function Oi(t,e){return Math.ceil(t/e)*e}Pi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Pi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Pi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Pi.prototype.clear=function(){this.length=0},Pi.prototype.resize=function(t){this.reserve(t),this.length=t},Pi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Pi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Pi);zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2i4\",zi);var Di=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t},e}(Pi);Di.prototype.bytesPerElement=8,Nn(\"StructArrayLayout4i8\",Di);var Ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Ri.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i4i12\",Ri);var Fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Pi);Fi.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2i4ub8\",Fi);var Bi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u){var f=9*t,h=18*t;return this.uint16[f+0]=e,this.uint16[f+1]=r,this.uint16[f+2]=n,this.uint16[f+3]=i,this.uint16[f+4]=a,this.uint16[f+5]=o,this.uint16[f+6]=s,this.uint16[f+7]=l,this.uint8[h+16]=c,this.uint8[h+17]=u,t},e}(Pi);Bi.prototype.bytesPerElement=18,Nn(\"StructArrayLayout8ui2ub18\",Bi);var Ni=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f){var h=this.length;return this.resize(h+1),this.emplace(h,t,e,r,n,i,a,o,s,l,c,u,f)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=f,this.int16[p+11]=h,t},e}(Pi);Ni.prototype.bytesPerElement=24,Nn(\"StructArrayLayout4i4ui4i24\",Ni);var ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Pi);ji.prototype.bytesPerElement=12,Nn(\"StructArrayLayout3f12\",ji);var Ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint32[r+0]=e,t},e}(Pi);Ui.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1ul4\",Ui);var Vi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l){var c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c){var u=10*t,f=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[f+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t},e}(Pi);Vi.prototype.bytesPerElement=20,Nn(\"StructArrayLayout6i1ul2ui20\",Vi);var Hi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Hi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i2i2i12\",Hi);var qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i){var a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)},e.prototype.emplace=function(t,e,r,n,i,a){var o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t},e}(Pi);qi.prototype.bytesPerElement=16,Nn(\"StructArrayLayout2f1f2i16\",qi);var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=12*t,o=3*t;return this.uint8[a+0]=e,this.uint8[a+1]=r,this.float32[o+1]=n,this.float32[o+2]=i,t},e}(Pi);Gi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2ub2f12\",Gi);var Yi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.uint16[i+0]=e,this.uint16[i+1]=r,this.uint16[i+2]=n,t},e}(Pi);Yi.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3ui6\",Yi);var Wi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m){var v=this.length;return this.resize(v+1),this.emplace(v,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v){var y=24*t,x=12*t,b=48*t;return this.int16[y+0]=e,this.int16[y+1]=r,this.uint16[y+2]=n,this.uint16[y+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[y+10]=l,this.uint16[y+11]=c,this.uint16[y+12]=u,this.float32[x+7]=f,this.float32[x+8]=h,this.uint8[b+36]=p,this.uint8[b+37]=d,this.uint8[b+38]=g,this.uint32[x+10]=m,this.int16[y+22]=v,t},e}(Pi);Wi.prototype.bytesPerElement=48,Nn(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",Wi);var Xi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S){var E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S,E){var L=34*t,C=17*t;return this.int16[L+0]=e,this.int16[L+1]=r,this.int16[L+2]=n,this.int16[L+3]=i,this.int16[L+4]=a,this.int16[L+5]=o,this.int16[L+6]=s,this.int16[L+7]=l,this.uint16[L+8]=c,this.uint16[L+9]=u,this.uint16[L+10]=f,this.uint16[L+11]=h,this.uint16[L+12]=p,this.uint16[L+13]=d,this.uint16[L+14]=g,this.uint16[L+15]=m,this.uint16[L+16]=v,this.uint16[L+17]=y,this.uint16[L+18]=x,this.uint16[L+19]=b,this.uint16[L+20]=_,this.uint16[L+21]=w,this.uint16[L+22]=T,this.uint32[C+12]=k,this.float32[C+13]=A,this.float32[C+14]=M,this.float32[C+15]=S,this.float32[C+16]=E,t},e}(Pi);Xi.prototype.bytesPerElement=68,Nn(\"StructArrayLayout8i15ui1ul4f68\",Xi);var Zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.float32[r+0]=e,t},e}(Pi);Zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1f4\",Zi);var Ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.int16[i+0]=e,this.int16[i+1]=r,this.int16[i+2]=n,t},e}(Pi);Ji.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3i6\",Ji);var Ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=2*t,a=4*t;return this.uint32[i+0]=e,this.uint16[a+2]=r,this.uint16[a+3]=n,t},e}(Pi);Ki.prototype.bytesPerElement=8,Nn(\"StructArrayLayout1ul2ui8\",Ki);var Qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.uint16[n+0]=e,this.uint16[n+1]=r,t},e}(Pi);Qi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2ui4\",Qi);var $i=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint16[r+0]=e,t},e}(Pi);$i.prototype.bytesPerElement=2,Nn(\"StructArrayLayout1ui2\",$i);var ta=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t},e}(Pi);ta.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2f8\",ta);var ea=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t},e}(Pi);ea.prototype.bytesPerElement=16,Nn(\"StructArrayLayout4f16\",ea);var ra=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorPointX:{configurable:!0},anchorPointY:{configurable:!0},x1:{configurable:!0},y1:{configurable:!0},x2:{configurable:!0},y2:{configurable:!0},featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.y2.get=function(){return this._structArray.int16[this._pos2+5]},r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+8]},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.anchorPoint.get=function(){return new i(this.anchorPointX,this.anchorPointY)},Object.defineProperties(e.prototype,r),e}(Ci);ra.prototype.size=20;var na=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ra(this,t)},e}(Vi);Nn(\"CollisionBoxArray\",na);var ia=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},glyphStartIndex:{configurable:!0},numGlyphs:{configurable:!0},vertexStartIndex:{configurable:!0},lineStartIndex:{configurable:!0},lineLength:{configurable:!0},segment:{configurable:!0},lowerSize:{configurable:!0},upperSize:{configurable:!0},lineOffsetX:{configurable:!0},lineOffsetY:{configurable:!0},writingMode:{configurable:!0},placedOrientation:{configurable:!0},hidden:{configurable:!0},crossTileID:{configurable:!0},associatedIconIndex:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.glyphStartIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.numGlyphs.get=function(){return this._structArray.uint16[this._pos2+3]},r.vertexStartIndex.get=function(){return this._structArray.uint32[this._pos4+2]},r.lineStartIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.lineLength.get=function(){return this._structArray.uint32[this._pos4+4]},r.segment.get=function(){return this._structArray.uint16[this._pos2+10]},r.lowerSize.get=function(){return this._structArray.uint16[this._pos2+11]},r.upperSize.get=function(){return this._structArray.uint16[this._pos2+12]},r.lineOffsetX.get=function(){return this._structArray.float32[this._pos4+7]},r.lineOffsetY.get=function(){return this._structArray.float32[this._pos4+8]},r.writingMode.get=function(){return this._structArray.uint8[this._pos1+36]},r.placedOrientation.get=function(){return this._structArray.uint8[this._pos1+37]},r.placedOrientation.set=function(t){this._structArray.uint8[this._pos1+37]=t},r.hidden.get=function(){return this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}(Ci);ia.prototype.size=48;var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ia(this,t)},e}(Wi);Nn(\"PlacedSymbolArray\",aa);var oa=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},rightJustifiedTextSymbolIndex:{configurable:!0},centerJustifiedTextSymbolIndex:{configurable:!0},leftJustifiedTextSymbolIndex:{configurable:!0},verticalPlacedTextSymbolIndex:{configurable:!0},placedIconSymbolIndex:{configurable:!0},verticalPlacedIconSymbolIndex:{configurable:!0},key:{configurable:!0},textBoxStartIndex:{configurable:!0},textBoxEndIndex:{configurable:!0},verticalTextBoxStartIndex:{configurable:!0},verticalTextBoxEndIndex:{configurable:!0},iconBoxStartIndex:{configurable:!0},iconBoxEndIndex:{configurable:!0},verticalIconBoxStartIndex:{configurable:!0},verticalIconBoxEndIndex:{configurable:!0},featureIndex:{configurable:!0},numHorizontalGlyphVertices:{configurable:!0},numVerticalGlyphVertices:{configurable:!0},numIconVertices:{configurable:!0},numVerticalIconVertices:{configurable:!0},useRuntimeCollisionCircles:{configurable:!0},crossTileID:{configurable:!0},textBoxScale:{configurable:!0},textOffset0:{configurable:!0},textOffset1:{configurable:!0},collisionCircleDiameter:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return this._structArray.uint16[this._pos2+22]},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+12]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+12]=t},r.textBoxScale.get=function(){return this._structArray.float32[this._pos4+13]},r.textOffset0.get=function(){return this._structArray.float32[this._pos4+14]},r.textOffset1.get=function(){return this._structArray.float32[this._pos4+15]},r.collisionCircleDiameter.get=function(){return this._structArray.float32[this._pos4+16]},Object.defineProperties(e.prototype,r),e}(Ci);oa.prototype.size=68;var sa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new oa(this,t)},e}(Xi);Nn(\"SymbolInstanceArray\",sa);var la=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getoffsetX=function(t){return this.float32[1*t+0]},e}(Zi);Nn(\"GlyphOffsetArray\",la);var ca=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getx=function(t){return this.int16[3*t+0]},e.prototype.gety=function(t){return this.int16[3*t+1]},e.prototype.gettileUnitDistanceFromAnchor=function(t){return this.int16[3*t+2]},e}(Ji);Nn(\"SymbolLineVertexArray\",ca);var ua=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0}};return r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+0]},r.sourceLayerIndex.get=function(){return 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t.paint._values)if(r(a)){var o=t.paint.get(a);if(o instanceof bi&&zr(o.property.specification)){var s=Va(a,t.type),l=o.value,c=o.property.specification.type,u=o.property.useIntegerZoom,f=o.property.specification[\"property-type\"],h=\"cross-faded\"===f||\"cross-faded-data-driven\"===f;if(\"constant\"===l.kind)this.binders[a]=h?new Ra(l.value,s):new Da(l.value,s,c),i.push(\"/u_\"+a);else if(\"source\"===l.kind||h){var p=Ha(a,c,\"source\");this.binders[a]=h?new Na(l,c,u,e,p,t.id):new Fa(l,s,c,p),i.push(\"/a_\"+a)}else{var d=Ha(a,c,\"composite\");this.binders[a]=new Ba(l,s,c,u,e,d),i.push(\"/z_\"+a)}}}this.cacheKey=i.sort().join(\"\")};ja.prototype.getMaxValue=function(t){var e=this.binders[t];return e instanceof Fa||e instanceof Ba?e.maxValue:0},ja.prototype.populatePaintArrays=function(t,e,r,n,i){for(var a in this.binders){var o=this.binders[a];(o instanceof Fa||o instanceof Ba||o instanceof Na)&&o.populatePaintArray(t,e,r,n,i)}},ja.prototype.setConstantPatternPositions=function(t,e){for(var r in this.binders){var n=this.binders[r];n instanceof Ra&&n.setConstantPatternPositions(t,e)}},ja.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var c=l[s],u=r.feature(c.index);for(var f in this.binders){var h=this.binders[f];if((h instanceof Fa||h instanceof Ba||h instanceof Na)&&!0===h.expression.isStateDependent){var p=n.paint.get(f);h.expression=p.value,h.updatePaintArray(c.start,c.end,u,t[o],i),a=!0}}}return a},ja.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof Da||r instanceof Ra)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},ja.prototype.getPaintVertexBuffers=function(){return this._buffers},ja.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof Da||i instanceof Ra||i instanceof Ba)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},ja.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,c=o.binding;this.binders[l].setUniform(c,n,r.get(l),s)}},ja.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof Na){var n=2===t.fromScale?r.zoomInPaintVertexBuffer:r.zoomOutPaintVertexBuffer;n&&this._buffers.push(n)}else(r instanceof Fa||r instanceof Ba)&&r.paintVertexBuffer&&this._buffers.push(r.paintVertexBuffer)}},ja.prototype.upload=function(t){for(var e in this.binders){var r=this.binders[e];(r instanceof Fa||r instanceof Ba||r instanceof Na)&&r.upload(t)}this.updatePaintBuffers()},ja.prototype.destroy=function(){for(var t in this.binders){var e=this.binders[t];(e instanceof Fa||e instanceof Ba||e instanceof Na)&&e.destroy()}};var Ua=function(t,e,r,n){void 0===n&&(n=function(){return!0}),this.programConfigurations={};for(var i=0,a=e;i<a.length;i+=1){var o=a[i];this.programConfigurations[o.id]=new ja(o,r,n,t)}this.needsUpload=!1,this._featureMap=new _a,this._bufferOffset=0};function Va(t,e){return{\"text-opacity\":[\"opacity\"],\"icon-opacity\":[\"opacity\"],\"text-color\":[\"fill_color\"],\"icon-color\":[\"fill_color\"],\"text-halo-color\":[\"halo_color\"],\"icon-halo-color\":[\"halo_color\"],\"text-halo-blur\":[\"halo_blur\"],\"icon-halo-blur\":[\"halo_blur\"],\"text-halo-width\":[\"halo_width\"],\"icon-halo-width\":[\"halo_width\"],\"line-gap-width\":[\"gapwidth\"],\"line-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"],\"fill-extrusion-pattern\":[\"pattern_to\",\"pattern_from\",\"pixel_ratio_to\",\"pixel_ratio_from\"]}[t]||[t.replace(e+\"-\",\"\").replace(/-/g,\"_\")]}function Ha(t,e,r){var n={color:{source:ta,composite:ea},number:{source:Zi,composite:ta}},i=function(t){return{\"line-pattern\":{source:Bi,composite:Bi},\"fill-pattern\":{source:Bi,composite:Bi},\"fill-extrusion-pattern\":{source:Bi,composite:Bi}}[t]}(t);return 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c=t.readVarint();n=7&c,a=c>>3}if(a--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new i(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},ws.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},ws.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=ws.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];u(l=f);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=ks(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}r&&i.push(r);return i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var h={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var As=Ms;function Ms(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Ss,this,e),this.length=this._features.length}function Ss(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){var e=null,r=t.readVarint()+t.pos;for(;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Es(t,e,r){if(3===t){var n=new As(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Ms.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new _s(this._pbf,e,this.extent,this._keys,this._values)};var Ls={VectorTile:function(t,e){this.layers=t.readFields(Es,{},e)},VectorTileFeature:_s,VectorTileLayer:As},Cs=Ls.VectorTileFeature.types,Ps=Math.pow(2,13);function Is(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*Ps)+o,i*Ps*2,a*Ps*2,Math.round(s))}var Os=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new Ri,this.indexArray=new Yi,this.programConfigurations=new Ua(bs,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function zs(t,e){return t.x===e.x&&(t.x<0||t.x>8192)||t.y===e.y&&(t.y<0||t.y>8192)}function Ds(t){return t.every((function(t){return t.x<0}))||t.every((function(t){return t.x>8192}))||t.every((function(t){return t.y<0}))||t.every((function(t){return t.y>8192}))}Os.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=ds(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,c=a.sourceLayerIndex,u=this.layers[0]._featureFilter.needGeometry,f={type:o.type,id:s,properties:o.properties,geometry:u?Ya(o):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:c,index:l,geometry:u?f.geometry:Ya(o),properties:o.properties,type:o.type,patterns:{}};void 0!==o.id&&(h.id=o.id),this.hasPattern?this.features.push(gs(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,c,this.index,!0)}}},Os.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},Os.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},Os.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},Os.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},Os.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,bs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},Os.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},Os.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=hs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,c=0,u=s;c<u.length;c+=1){l+=u[c].length}for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!Ds(d))for(var g=0,m=0;m<d.length;m++){var v=d[m];if(m>=1){var y=d[m-1];if(!zs(v,y)){f.vertexLength+4>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=v.sub(y)._perp()._unit(),b=y.dist(v);g+b>32768&&(g=0),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,0,g),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,1,g),g+=b,Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,g),Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,g);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===Cs[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];Is(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=Do(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},Nn(\"FillExtrusionBucket\",Os,{omit:[\"layers\",\"features\"]});var Rs={paint:new Si({\"fill-extrusion-opacity\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new ki(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},Fs=function(t){function e(e){t.call(this,e,Rs)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new Os(t)},e.prototype.queryRadius=function(){return so(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,a,o,s,l){var c=lo(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var a=[],o=0,s=t;o<s.length;o+=1){var l=s[o],c=[l.x,l.y,n,1];xo(c,c,e),a.push(new i(c[0]/c[3],c[1]/c[3]))}return a}(c,l,0,0),p=function(t,e,r,n){for(var a=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,g=0,m=t;g<m.length;g+=1){for(var v=m[g],y=[],x=[],b=0,_=v;b<_.length;b+=1){var w=_[b],T=w.x,k=w.y,A=n[0]*T+n[4]*k+n[12],M=n[1]*T+n[5]*k+n[13],S=n[2]*T+n[6]*k+n[14],E=n[3]*T+n[7]*k+n[15],L=S+c,C=E+u,P=A+f,I=M+h,O=S+p,z=E+d,D=new i((A+s)/C,(M+l)/C);D.z=L/C,y.push(D);var R=new i(P/z,I/z);R.z=O/z,x.push(R)}a.push(y),o.push(x)}return[a,o]}(n,f,u,l);return function(t,e,r){var n=1/0;Ka(r,e)&&(n=Ns(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],c=a[s+1],u=o[s],f=o[s+1],h=[l,c,f,u,l];Za(r,h)&&(n=Math.min(n,Ns(r,h)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ei);function Bs(t,e){return t.x*e.x+t.y*e.y}function Ns(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),c=o.sub(i),u=Bs(s,s),f=Bs(s,l),h=Bs(l,l),p=Bs(c,s),d=Bs(c,l),g=u*h-f*f,m=(h*p-f*d)/g,v=(u*d-f*p)/g,y=1-m-v,x=i.z*y+r.z*m+a.z*v;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var js=Ii([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,Us=Ls.VectorTileFeature.types,Vs=Math.cos(Math.PI/180*37.5),Hs=Math.pow(2,14)/.5,qs=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.layoutVertexArray=new Fi,this.indexArray=new Yi,this.programConfigurations=new Ua(js,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};qs.prototype.populate=function(t,e,r){this.hasPattern=ds(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,c=s.id,u=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p={type:l.type,id:c,properties:l.properties,geometry:h?Ya(l):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),p,r)){h||(p.geometry=Ya(l));var d=n?n.evaluate(p,{},r):void 0,g={id:c,properties:l.properties,type:l.type,sourceLayerIndex:f,index:u,geometry:p.geometry,patterns:{},sortKey:d};i.push(g)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var m=0,v=i;m<v.length;m+=1){var y=v[m],x=y,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=gs(\"line\",this.layers,y,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(y,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},qs.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},qs.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},qs.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},qs.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},qs.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,js),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},qs.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},qs.prototype.addFeature=function(t,e,r,n,i){for(var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\"),u=0,f=e;u<f.length;u+=1){var h=f[u];this.addLine(h,t,o,s,l,c)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},qs.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")){this.clipStart=+e.properties.mapbox_clip_start,this.clipEnd=+e.properties.mapbox_clip_end;for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance()}for(var s=\"Polygon\"===Us[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var u,f=this.overscaling<=16?122880/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,g=void 0,m=void 0;this.e1=this.e2=-1,s&&(u=t[l-2],m=t[c].sub(u)._unit()._perp());for(var v=c;v<l;v++)if(!(d=v===l-1?s?t[c+1]:void 0:t[v+1])||!t[v].equals(d)){m&&(g=m),u&&(p=u),u=t[v],m=d?d.sub(u)._unit()._perp():g;var y=(g=g||m).add(m);0===y.x&&0===y.y||y._unit();var x=g.x*m.x+g.y*m.y,b=y.x*m.x+y.y*m.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<Vs&&p&&d,k=g.x*m.y-g.y*m.x>0;if(T&&v>c){var A=u.dist(p);if(A>2*f){var M=u.sub(u.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,g,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,u),\"miter\"===E)y._mult(_),this.addCurrentVertex(u,y,0,0,h);else if(\"flipbevel\"===E){if(_>100)y=m.mult(-1);else{var L=_*g.add(m).mag()/g.sub(m).mag();y._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(u,y,0,0,h),this.addCurrentVertex(u,y.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,I=k?0:C;if(p&&this.addCurrentVertex(u,g,P,I,h),\"fakeround\"===E)for(var O=Math.round(180*w/Math.PI/20),z=1;z<O;z++){var D=z/O;if(.5!==D){var R=D-.5;D+=D*R*(D-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=m.sub(g)._mult(D)._add(g)._unit()._mult(k?-1:1);this.addHalfVertex(u,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(u,m,-P,-I,h)}else if(\"butt\"===E)this.addCurrentVertex(u,y,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(u,y,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(u,g,0,0,h),this.addCurrentVertex(u,g,1,1,h,!0)),d&&(this.addCurrentVertex(u,m,-1,-1,h,!0),this.addCurrentVertex(u,m,0,0,h)));if(T&&v<l-1){var N=u.dist(d);if(N>2*f){var j=u.add(d.sub(u)._mult(f/N)._round());this.updateDistance(u,j),this.addCurrentVertex(j,m,0,0,h),u=j}}}}},qs.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>Hs/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},qs.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,c=.5*this.scaledDistance;this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&c)<<2,c>>6);var u=o.vertexLength++;this.e1>=0&&this.e2>=0&&(this.indexArray.emplaceBack(this.e1,this.e2,u),o.primitiveLength++),i?this.e2=u:this.e1=u},qs.prototype.updateScaledDistance=function(){this.scaledDistance=this.totalDistance>0?(this.clipStart+(this.clipEnd-this.clipStart)*this.distance/this.totalDistance)*(Hs-1):this.distance},qs.prototype.updateDistance=function(t,e){this.distance+=t.dist(e),this.updateScaledDistance()},Nn(\"LineBucket\",qs,{omit:[\"layers\",\"patternFeatures\"]});var Gs=new Si({\"line-cap\":new wi(Lt.layout_line[\"line-cap\"]),\"line-join\":new Ti(Lt.layout_line[\"line-join\"]),\"line-miter-limit\":new wi(Lt.layout_line[\"line-miter-limit\"]),\"line-round-limit\":new wi(Lt.layout_line[\"line-round-limit\"]),\"line-sort-key\":new Ti(Lt.layout_line[\"line-sort-key\"])}),Ys={paint:new Si({\"line-opacity\":new Ti(Lt.paint_line[\"line-opacity\"]),\"line-color\":new Ti(Lt.paint_line[\"line-color\"]),\"line-translate\":new wi(Lt.paint_line[\"line-translate\"]),\"line-translate-anchor\":new wi(Lt.paint_line[\"line-translate-anchor\"]),\"line-width\":new Ti(Lt.paint_line[\"line-width\"]),\"line-gap-width\":new Ti(Lt.paint_line[\"line-gap-width\"]),\"line-offset\":new Ti(Lt.paint_line[\"line-offset\"]),\"line-blur\":new Ti(Lt.paint_line[\"line-blur\"]),\"line-dasharray\":new Ai(Lt.paint_line[\"line-dasharray\"]),\"line-pattern\":new ki(Lt.paint_line[\"line-pattern\"]),\"line-gradient\":new Mi(Lt.paint_line[\"line-gradient\"])}),layout:Gs},Ws=new(function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(e,r){return r=new pi(Math.floor(r.zoom),{now:r.now,fadeDuration:r.fadeDuration,zoomHistory:r.zoomHistory,transition:r.transition}),t.prototype.possiblyEvaluate.call(this,e,r)},e.prototype.evaluate=function(e,r,n,i){return r=u({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n,i)},e}(Ti))(Ys.paint.properties[\"line-width\"].specification);Ws.useIntegerZoom=!0;var Xs=function(t){function e(e){t.call(this,e,Ys)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._handleSpecialPaintPropertyUpdate=function(t){\"line-gradient\"===t&&this._updateGradient()},e.prototype._updateGradient=function(){var 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o=t[a],s=[],l=0;l<o.length;l++){var c=o[l-1],u=o[l],f=o[l+1],h=0===l?n:u.sub(c)._unit()._perp(),p=l===o.length-1?n:f.sub(u)._unit()._perp(),d=h._add(p)._unit(),g=d.x*p.x+d.y*p.y;d._mult(1/g),s.push(d._mult(e)._add(u))}r.push(s)}return r}(n,u*s)),function(t,e,r){for(var n=0;n<e.length;n++){var i=e[n];if(t.length>=3)for(var a=0;a<i.length;a++)if(io(t,i[a]))return!0;if(Qa(t,i,r))return!0}return!1}(l,n,c)},e.prototype.isTileClipped=function(){return!0},e}(Ei);function Zs(t,e){return e>0?e+2*t:t}var 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nl=function(t,e,r,n,i){var a,o,s=8*i-n-1,l=(1<<s)-1,c=l>>1,u=-7,f=r?i-1:0,h=r?-1:1,p=t[e+f];for(f+=h,a=p&(1<<-u)-1,p>>=-u,u+=s;u>0;a=256*a+t[e+f],f+=h,u-=8);for(o=a&(1<<-u)-1,a>>=-u,u+=n;u>0;o=256*o+t[e+f],f+=h,u-=8);if(0===a)a=1-c;else{if(a===l)return o?NaN:1/0*(p?-1:1);o+=Math.pow(2,n),a-=c}return(p?-1:1)*o*Math.pow(2,a-n)},il=function(t,e,r,n,i,a){var o,s,l,c=8*a-i-1,u=(1<<c)-1,f=u>>1,h=23===i?Math.pow(2,-24)-Math.pow(2,-77):0,p=n?0:a-1,d=n?1:-1,g=e<0||0===e&&1/e<0?1:0;for(e=Math.abs(e),isNaN(e)||e===1/0?(s=isNaN(e)?1:0,o=u):(o=Math.floor(Math.log(e)/Math.LN2),e*(l=Math.pow(2,-o))<1&&(o--,l*=2),(e+=o+f>=1?h/l:h*Math.pow(2,1-f))*l>=2&&(o++,l/=2),o+f>=u?(s=0,o=u):o+f>=1?(s=(e*l-1)*Math.pow(2,i),o+=f):(s=e*Math.pow(2,f-1)*Math.pow(2,i),o=0));i>=8;t[r+p]=255&s,p+=d,s/=256,i-=8);for(o=o<<i|s,c+=i;c>0;t[r+p]=255&o,p+=d,o/=256,c-=8);t[r+p-d]|=128*g},al=ol;function ol(t){this.buf=ArrayBuffer.isView&&ArrayBuffer.isView(t)?t:new 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e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readSFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===ol.Varint)for(;this.buf[this.pos++]>127;);else if(e===ol.Bytes)this.pos=this.readVarint()+this.pos;else if(e===ol.Fixed32)this.pos+=4;else{if(e!==ol.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return 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r=(7&t)<<4;if(e.buf[e.pos++]|=r|((t>>>=3)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;e.buf[e.pos++]=127&t}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&ul(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),il(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),il(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&ul(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,ol.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,fl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,hl,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,gl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,pl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,dl,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,ml,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,vl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,xl,e)},writeBytesField:function(t,e){this.writeTag(t,ol.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,ol.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,ol.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};function Tl(t,e,r){1===t&&r.readMessage(kl,e)}function kl(t,e,r){if(3===t){var n=r.readMessage(Al,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,c=n.top,u=n.advance;e.push({id:i,bitmap:new So({width:o+6,height:s+6},a),metrics:{width:o,height:s,left:l,top:c,advance:u}})}}function Al(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}function Ml(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,c=0,u=t;c<u.length;c+=1)for(var f=u[c],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else 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Eo({width:o||1,height:s||1});for(var c in t){var u=t[c],f=r[c].paddedRect;Eo.copy(u.data,l,{x:0,y:0},{x:f.x+1,y:f.y+1},u.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,g=d.x+1,m=d.y+1,v=p.data.width,y=p.data.height;Eo.copy(p.data,l,{x:0,y:0},{x:g,y:m},p.data),Eo.copy(p.data,l,{x:0,y:y-1},{x:g,y:m-1},{width:v,height:1}),Eo.copy(p.data,l,{x:0,y:0},{x:g,y:m+y},{width:v,height:1}),Eo.copy(p.data,l,{x:v-1,y:0},{x:g-1,y:m},{width:1,height:y}),Eo.copy(p.data,l,{x:0,y:0},{x:g+v,y:m},{width:1,height:y})}this.image=l,this.iconPositions=r,this.patternPositions=n};Ll.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2,h:i.data.height+2};r.push(a),e[n]=new Sl(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},Ll.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},Ll.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},Nn(\"ImagePosition\",Sl),Nn(\"ImageAtlas\",Ll);var Cl={horizontal:1,vertical:2,horizontalOnly:3};var Pl=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};Pl.forText=function(t,e){var r=new Pl;return r.scale=t||1,r.fontStack=e,r},Pl.forImage=function(t){var e=new Pl;return e.imageName=t,e};var Il=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function Ol(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g){var m,v=Il.fromFeature(t,i);f===Cl.vertical&&v.verticalizePunctuation();var y=hi.processBidirectionalText,x=hi.processStyledBidirectionalText;if(y&&1===v.sections.length){m=[];for(var b=0,_=y(v.toString(),jl(v,c,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new Il;T.text=w,T.sections=v.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);m.push(T)}}else if(x){m=[];for(var A=0,M=x(v.text,v.sectionIndex,jl(v,c,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new Il;E.text=S[0],E.sectionIndex=S[1],E.sections=v.sections,m.push(E)}}else m=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(v,jl(v,c,a,e,n,p,d));var L=[],C={positionedLines:L,text:v.toString(),top:u[1],bottom:u[1],left:u[0],right:u[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=0,p=-17,d=0,g=0,m=\"right\"===s?1:\"left\"===s?0:.5,v=0,y=0,x=i;y<x.length;y+=1){var b=x[y];b.trim();var _=b.getMaxScale(),w=24*(_-1),T={positionedGlyphs:[],lineOffset:0};t.positionedLines[v]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,I=null,O=null,z=24,D=!(l===Cl.horizontal||!u&&!Zn(L)||u&&(zl[L]||(Y=L,Yn.Arabic(Y)||Yn[\"Arabic Supplement\"](Y)||Yn[\"Arabic Extended-A\"](Y)||Yn[\"Arabic Presentation Forms-A\"](Y)||Yn[\"Arabic Presentation Forms-B\"](Y))));if(S.imageName){var R=n[S.imageName];if(!R)continue;O=S.imageName,t.iconsInText=t.iconsInText||!0,I=R.paddedRect;var F=R.displaySize;S.scale=24*S.scale/f,P={width:F[0],height:F[1],left:1,top:-3,advance:D?F[1]:F[0]};var B=24-F[1]*S.scale;C=w+B,z=P.advance;var N=D?F[0]*S.scale-24*_:F[1]*S.scale-24*_;N>0&&N>A&&(A=N)}else{var j=r[S.fontStack],U=j&&j[L];if(U&&U.rect)I=U.rect,P=U.metrics;else{var V=e[S.fontStack],H=V&&V[L];if(!H)continue;P=H.metrics}C=24*(_-S.scale)}D?(t.verticalizable=!0,k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=z*S.scale+c):(k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=P.advance*S.scale+c)}if(0!==k.length){var q=h-c;d=Math.max(q,d),Vl(k,0,k.length-1,m,A)}h=0;var G=a*_+A;T.lineOffset=Math.max(A,w),p+=G,g=Math.max(G,g),++v}else p+=a,++v}var Y;var W=p- -17,X=Ul(o),Z=X.horizontalAlign,J=X.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var c=(e-r)*i,u=0;u=a!==o?-s*n- -17:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=h[f],d=0,g=p.positionedGlyphs;d<g.length;d+=1){var m=g[d];m.x+=c,m.y+=u}})(t.positionedLines,m,Z,J,d,g,a,W,i.length),t.top+=-J*W,t.bottom=t.top+W,t.left+=-Z*d,t.right=t.left+d}(C,e,r,n,m,o,s,l,f,c,h,g),!function(t){for(var e=0,r=t;e<r.length;e+=1){if(0!==r[e].positionedGlyphs.length)return!1}return!0}(L)&&C}Il.fromFeature=function(t,e){for(var r=new Il,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},Il.prototype.length=function(){return this.text.length},Il.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},Il.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},Il.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},Il.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;(!n||!Jn(n)||rl[t[r+1]])&&(!i||!Jn(i)||rl[t[r-1]])&&rl[t[r]]?e+=rl[t[r]]:e+=t[r]}return e}(this.text)},Il.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&zl[this.text.charCodeAt(e)];e++)t++;for(var 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e=this.data,r=this.compare,n=this.length>>1,i=e[t];t<n;){var a=1+(t<<1),o=e[a],s=a+1;if(s<this.length&&r(e[s],o)<0&&(a=s,o=e[s]),r(o,i)>=0)break;e[t]=o,t=a}e[t]=i};var pc=Number.POSITIVE_INFINITY;function dc(t,e){return e[1]!==pc?function(t,e,r){var n=0,i=0;switch(e=Math.abs(e),r=Math.abs(r),t){case\"top-right\":case\"top-left\":case\"top\":i=r-7;break;case\"bottom-right\":case\"bottom-left\":case\"bottom\":i=7-r}switch(t){case\"top-right\":case\"bottom-right\":case\"right\":n=-e;break;case\"top-left\":case\"bottom-left\":case\"left\":n=e}return[n,i]}(t,e[0],e[1]):function(t,e){var r=0,n=0;e<0&&(e=0);var i=e/Math.sqrt(2);switch(t){case\"top-right\":case\"top-left\":n=i-7;break;case\"bottom-right\":case\"bottom-left\":n=7-i;break;case\"bottom\":n=7-e;break;case\"top\":n=e-7}switch(t){case\"top-right\":case\"bottom-right\":r=-i;break;case\"top-left\":case\"bottom-left\":r=i;break;case\"left\":r=e;break;case\"right\":r=-e}return[r,n]}(t,e[0])}function gc(t){switch(t){case\"right\":case\"top-right\":case\"bottom-right\":return\"right\";case\"left\":case\"top-left\":case\"bottom-left\":return\"left\"}return\"center\"}function mc(t,e,r,n,a,o,s,l,c,u,f,h,p,d,g){var m=function(t,e,r,n,a,o,s,l){for(var c=n.layout.get(\"text-rotate\").evaluate(o,{})*Math.PI/180,u=[],f=0,h=e.positionedLines;f<h.length;f+=1)for(var p=h[f],d=0,g=p.positionedGlyphs;d<g.length;d+=1){var m=g[d];if(m.rect){var v=m.rect||{},y=4,x=!0,b=1,_=0,w=(a||l)&&m.vertical,T=m.metrics.advance*m.scale/2;if(l&&e.verticalizable){var k=24*(m.scale-1),A=(24-m.metrics.width*m.scale)/2;_=p.lineOffset/2-(m.imageName?-A:k)}if(m.imageName){var M=s[m.imageName];x=M.sdf,y=1/(b=M.pixelRatio)}var S=a?[m.x+T,m.y]:[0,0],E=a?[0,0]:[m.x+T+r[0],m.y+r[1]-_],L=[0,0];w&&(L=E,E=[0,0]);var C=(m.metrics.left-y)*m.scale-T+E[0],P=(-m.metrics.top-y)*m.scale+E[1],I=C+v.w*m.scale/b,O=P+v.h*m.scale/b,z=new i(C,P),D=new i(I,P),R=new i(C,O),F=new i(I,O);if(w){var B=new i(-T,T- -17),N=-Math.PI/2,j=12-T,U=m.imageName?j:0,V=new i(22-j,-U),H=new(Function.prototype.bind.apply(i,[null].concat(L)));z._rotateAround(N,B)._add(V)._add(H),D._rotateAround(N,B)._add(V)._add(H),R._rotateAround(N,B)._add(V)._add(H),F._rotateAround(N,B)._add(V)._add(H)}if(c){var q=Math.sin(c),G=Math.cos(c),Y=[G,-q,q,G];z._matMult(Y),D._matMult(Y),R._matMult(Y),F._matMult(Y)}var W=new i(0,0),X=new i(0,0);u.push({tl:z,tr:D,bl:R,br:F,tex:v,writingMode:e.writingMode,glyphOffset:S,sectionIndex:m.sectionIndex,isSDF:x,pixelOffsetTL:W,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return u}(0,r,l,a,o,s,n,t.allowVerticalPlacement),v=t.textSizeData,y=null;\"source\"===v.kind?(y=[128*a.layout.get(\"text-size\").evaluate(s,{})])[0]>32640&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'):\"composite\"===v.kind&&((y=[128*d.compositeTextSizes[0].evaluate(s,{},g),128*d.compositeTextSizes[1].evaluate(s,{},g)])[0]>32640||y[1]>32640)&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'),t.addSymbols(t.text,m,y,l,o,s,u,e,c.lineStartIndex,c.lineLength,p,g);for(var x=0,b=f;x<b.length;x+=1){h[b[x]]=t.text.placedSymbolArray.length-1}return 4*m.length}function vc(t){for(var e in t)return t[e];return null}function yc(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var xc=Ls.VectorTileFeature.types,bc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function _c(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=s?Math.min(32640,Math.round(s[0])):0,d=s?Math.min(32640,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*f,256*h)}function wc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function Tc(t){for(var e=0,r=t.sections;e<r.length;e+=1){if($n(r[e].text))return!0}return!1}var kc=function(t){this.layoutVertexArray=new Ni,this.indexArray=new Yi,this.programConfigurations=t,this.segments=new pa,this.dynamicLayoutVertexArray=new ji,this.opacityVertexArray=new Ui,this.placedSymbolArray=new aa};kc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},kc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Js.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Ks.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,bc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},kc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},Nn(\"SymbolBuffers\",kc);var Ac=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new pa,this.collisionVertexArray=new Gi};Ac.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,Qs.members,!0)},Ac.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},Nn(\"CollisionBuffers\",Ac);var Mc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=ho([]),this.placementViewportMatrix=ho([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Gl(this.zoom,e[\"text-size\"]),this.iconSizeData=Gl(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&(r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")),\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return Cl[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};Mc.prototype.createArrays=function(){this.text=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new la,this.lineVertexArray=new ca,this.symbolInstances=new sa},Mc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=rl[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},Mc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof ne&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),c=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,u=i.get(\"symbol-sort-key\");if(this.features=[],l||c){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new pi(this.zoom),g=0,m=t;g<m.length;g+=1){var v=m[g],y=v.feature,x=v.id,b=v.index,_=v.sourceLayerIndex,w=n._featureFilter.needGeometry,T={type:y.type,id:x,properties:y.properties,geometry:w?Ya(y):[]};if(n._featureFilter.filter(d,T,r)){w||(T.geometry=Ya(y));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=ne.factory(A);Tc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===ui()||this.hasRTLText&&hi.isParsed())&&(k=el(M,n,T))}var S=void 0;if(c){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof ie?E:ie.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?u.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:Ya(y),properties:y.properties,type:xc[y.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),I=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(Cl.vertical)>=0;for(var O=0,z=k.sections;O<z.length;O+=1){var D=z[O];if(D.image)f[D.image.name]=!0;else{var R=Wn(k.toString()),F=D.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(D.text,B,I,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],f=u.geometry,h=u.text?u.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var g=s(p,d,f),m=o(p,d,n[g].geometry);delete e[p],delete r[d],r[l(h,n[m].geometry,!0)]=m,n[g].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},Mc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},Mc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},Mc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},Mc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},Mc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},Mc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},Mc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},Mc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,a.sortKey),g=this.glyphOffsetArray.length,m=d.vertexLength,v=this.allowVerticalPlacement&&o===Cl.vertical?Math.PI/2:0,y=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,I=b.sectionIndex,O=d.vertexLength,z=C[1];_c(p,s.x,s.y,_.x,z+_.y,A.x,A.y,r,P,M.x,M.y,E,L),_c(p,s.x,s.y,w.x,z+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),_c(p,s.x,s.y,T.x,z+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),_c(p,s.x,s.y,k.x,z+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),wc(t.dynamicLayoutVertexArray,s,v),h.emplaceBack(O,O+1,O+2),h.emplaceBack(O+1,O+2,O+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&I===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,y&&y[I])}t.placedSymbolArray.emplaceBack(s.x,s.y,g,this.glyphOffsetArray.length-g,m,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,u)},Mc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},Mc.prototype.addCollisionDebugVertices=function(t,e,r,n,a,o,s){var l=a.segments.prepareSegment(4,a.layoutVertexArray,a.indexArray),c=l.vertexLength,u=a.layoutVertexArray,f=a.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,f,o,h,p,new i(t,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,n)),this._addCollisionDebugVertex(u,f,o,h,p,new i(t,n)),l.vertexLength+=4;var d=a.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4},Mc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,c=a.y2;this.addCollisionDebugVertices(o,s,l,c,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},Mc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new Ac(Hi,$s.members,Qi),this.iconCollisionBox=new Ac(Hi,$s.members,Qi);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},Mc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var c={},u=e;u<r;u++){var f=t.get(u);c.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},c.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);c.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},c.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var g=t.get(d);c.iconBox={x1:g.x1,y1:g.y1,x2:g.x2,y2:g.y2,anchorPointX:g.anchorPointX,anchorPointY:g.anchorPointY},c.iconFeatureIndex=g.featureIndex;break}for(var m=s;m<l;m++){var v=t.get(m);c.verticalIconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},c.verticalIconFeatureIndex=v.featureIndex;break}return c},Mc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},Mc.prototype.hasTextData=function(){return this.text.segments.get().length>0},Mc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},Mc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},Mc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},Mc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},Mc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},Mc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},Mc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},Mc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},Nn(\"SymbolBucket\",Mc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),Mc.MAX_GLYPHS=65535,Mc.addDynamicAttributes=wc;var Sc=new Si({\"symbol-placement\":new wi(Lt.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new wi(Lt.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new wi(Lt.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Ti(Lt.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new wi(Lt.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new wi(Lt.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new wi(Lt.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new wi(Lt.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new wi(Lt.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Ti(Lt.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new wi(Lt.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new wi(Lt.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Ti(Lt.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Ti(Lt.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new wi(Lt.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new wi(Lt.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Ti(Lt.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Ti(Lt.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new wi(Lt.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new wi(Lt.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new wi(Lt.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Ti(Lt.layout_symbol[\"text-field\"]),\"text-font\":new Ti(Lt.layout_symbol[\"text-font\"]),\"text-size\":new Ti(Lt.layout_symbol[\"text-size\"]),\"text-max-width\":new Ti(Lt.layout_symbol[\"text-max-width\"]),\"text-line-height\":new wi(Lt.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Ti(Lt.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Ti(Lt.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Ti(Lt.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new wi(Lt.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Ti(Lt.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new wi(Lt.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new wi(Lt.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Ti(Lt.layout_symbol[\"text-rotate\"]),\"text-padding\":new wi(Lt.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new wi(Lt.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Ti(Lt.layout_symbol[\"text-transform\"]),\"text-offset\":new Ti(Lt.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new wi(Lt.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new wi(Lt.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new wi(Lt.layout_symbol[\"text-optional\"])}),Ec={paint:new Si({\"icon-opacity\":new Ti(Lt.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Ti(Lt.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Ti(Lt.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Ti(Lt.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Ti(Lt.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new wi(Lt.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new wi(Lt.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Ti(Lt.paint_symbol[\"text-opacity\"]),\"text-color\":new Ti(Lt.paint_symbol[\"text-color\"],{runtimeType:Ut,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Ti(Lt.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Ti(Lt.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Ti(Lt.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new wi(Lt.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new wi(Lt.paint_symbol[\"text-translate-anchor\"])}),layout:Sc},Lc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Ft,this.defaultValue=t};Lc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},Lc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},Lc.prototype.outputDefined=function(){return!1},Lc.prototype.serialize=function(){return null},Nn(\"FormatSectionOverride\",Lc,{omit:[\"defaultValue\"]});var Cc=function(t){function e(e){t.call(this,e,Ec)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||Yr(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new Mc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=Ec.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i=this.paint.get(n),a=new Lc(i),o=new Gr(a,i.property.specification),s=null;s=\"constant\"===i.value.kind||\"source\"===i.value.kind?new Xr(\"source\",o):new Zr(\"composite\",o,i.value.zoomStops,i.value._interpolationType),this.paint._values[n]=new bi(i.property,s,i.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=Ec.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof ne)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ce&&se(t.value)===Gt){var e=t.value;a(e.sections)}else t instanceof pe?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ei),Pc={paint:new Si({\"background-color\":new wi(Lt.paint_background[\"background-color\"]),\"background-pattern\":new Ai(Lt.paint_background[\"background-pattern\"]),\"background-opacity\":new wi(Lt.paint_background[\"background-opacity\"])})},Ic=function(t){function e(e){t.call(this,e,Pc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei),Oc={paint:new Si({\"raster-opacity\":new wi(Lt.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new wi(Lt.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new wi(Lt.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new wi(Lt.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new wi(Lt.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new wi(Lt.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new wi(Lt.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new wi(Lt.paint_raster[\"raster-fade-duration\"])})},zc=function(t){function e(e){t.call(this,e,Oc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei);var Dc=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ei),Rc={circle:_o,heatmap:Po,hillshade:Oo,fill:xs,\"fill-extrusion\":Fs,line:Xs,symbol:Cc,background:Ic,raster:zc};var Fc=self.HTMLImageElement,Bc=self.HTMLCanvasElement,Nc=self.HTMLVideoElement,jc=self.ImageData,Uc=self.ImageBitmap,Vc=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Vc.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},c=l.x,u=l.y;t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texSubImage2D(s.TEXTURE_2D,0,c,u,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,c,u,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Vc.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Vc.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Vc.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Hc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Hc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Hc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var qc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},g([\"receive\",\"process\"],this),this.invoker=new Hc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=k()?t:self};function Gc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}qc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=S(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:Hn(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},qc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else k()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},qc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},qc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(qn(e.error)):n(null,qn(e.data)))}else{var i=!1,a=S(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?Hn(e):null,data:Hn(n,a)},a)}:function(t){i=!0},s=null,l=qn(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var c=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,c[0],l.source)[c[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},qc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Yc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Yc.prototype.setNorthEast=function(t){return this._ne=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.setSouthWest=function(t){return this._sw=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Wc)e=t,r=t;else{if(!(t instanceof Yc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Yc.convert(a))}var o=t;return this.extend(Wc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Wc(e.lng,e.lat),this._ne=new Wc(r.lng,r.lat)),this},Yc.prototype.getCenter=function(){return new Wc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Yc.prototype.getSouthWest=function(){return this._sw},Yc.prototype.getNorthEast=function(){return this._ne},Yc.prototype.getNorthWest=function(){return new Wc(this.getWest(),this.getNorth())},Yc.prototype.getSouthEast=function(){return new Wc(this.getEast(),this.getSouth())},Yc.prototype.getWest=function(){return this._sw.lng},Yc.prototype.getSouth=function(){return this._sw.lat},Yc.prototype.getEast=function(){return this._ne.lng},Yc.prototype.getNorth=function(){return this._ne.lat},Yc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Yc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Yc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Yc.prototype.contains=function(t){var e=Wc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Yc.convert=function(t){return!t||t instanceof Yc?t:new Yc(t)};var Wc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Wc.prototype.wrap=function(){return new Wc(c(this.lng,-180,180),this.lat)},Wc.prototype.toArray=function(){return[this.lng,this.lat]},Wc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Wc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return 6371008.8*Math.acos(Math.min(i,1))},Wc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Yc(new Wc(this.lng-r,this.lat-e),new Wc(this.lng+r,this.lat+e))},Wc.convert=function(t){if(t instanceof Wc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Wc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Wc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Xc=2*Math.PI*6371008.8;function Zc(t){return Xc*Math.cos(t*Math.PI/180)}function Jc(t){return(180+t)/360}function Kc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Qc(t,e){return t/Zc(e)}function $c(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var tu=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};tu.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Wc.convert(t);return new tu(Jc(r.lng),Kc(r.lat),Qc(e,r.lat))},tu.prototype.toLngLat=function(){return new Wc(360*this.x-180,$c(this.y))},tu.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Zc($c(e));var t,e},tu.prototype.meterInMercatorCoordinateUnits=function(){return 1/Xc*(t=$c(this.y),1/Math.cos(t*Math.PI/180));var t};var eu=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=iu(0,t,t,e,r)};eu.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},eu.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Gc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Gc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},eu.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new i(8192*(t.x*e-this.x),8192*(t.y*e-this.y))},eu.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var ru=function(t,e){this.wrap=t,this.canonical=e,this.key=iu(t,e.z,e.z,e.x,e.y)},nu=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new eu(r,+n,+i),this.key=iu(e,t,r,n,i)};function iu(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}nu.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},nu.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new nu(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new nu(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},nu.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?iu(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):iu(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},nu.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},nu.prototype.children=function(t){if(this.overscaledZ>=t)return[new nu(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new nu(e,this.wrap,e,r,n),new nu(e,this.wrap,e,r+1,n),new nu(e,this.wrap,e,r,n+1),new nu(e,this.wrap,e,r+1,n+1)]},nu.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},nu.prototype.wrapped=function(){return new nu(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.unwrapTo=function(t){return new nu(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},nu.prototype.toUnwrapped=function(){return new ru(this.wrap,this.canonical)},nu.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},nu.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new tu(t.x-this.wrap,t.y))},Nn(\"CanonicalTileID\",eu),Nn(\"OverscaledTileID\",nu,{omit:[\"posMatrix\"]});var au=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return _('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};au.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},au.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},au.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},au.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},au.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},au.prototype.getPixels=function(){return new Eo({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},au.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,c=a;c<o;c++)for(var u=n;u<i;u++)this.data[this._idx(u,c)]=t.data[this._idx(u+s,c+l)]},Nn(\"DEMData\",au);var ou=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};ou.prototype.encode=function(t){return this._stringToNumber[t]},ou.prototype.decode=function(t){return this._numberToString[t]};var su=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},lu={geometry:{configurable:!0}};lu.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},lu.geometry.set=function(t){this._geometry=t},su.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(su.prototype,lu);var cu=function(){this.state={},this.stateChanges={},this.deletedStates={}};cu.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},u(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r){this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]}},cu.prototype.removeFeatureState=function(t,e,r){if(!(null===this.deletedStates[t])){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e){if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null}else this.deletedStates[t]=null}},cu.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=u({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},cu.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},cu.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),u(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var c in this.deletedStates[o]){if(null===this.deletedStates[o][c])this.state[o][c]={};else for(var f=0,h=Object.keys(this.deletedStates[o][c]);f<h.length;f+=1){var p=h[f];delete this.state[o][c][p]}s[c]=this.state[o][c]}r[o]=r[o]||{},u(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t){t[d].setFeatureState(r,e)}};var uu=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new zn(8192,16,0),this.grid3D=new zn(8192,16,0),this.featureIndexArray=new fa,this.promoteId=e};function fu(t,e,r,n,i){return v(t,(function(t,a){var o=e instanceof _i?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function hu(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function pu(t,e){return e-t}uu.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var c=e[l],u=[1/0,1/0,-1/0,-1/0],f=0;f<c.length;f++){var h=c[f];u[0]=Math.min(u[0],h.x),u[1]=Math.min(u[1],h.y),u[2]=Math.max(u[2],h.x),u[3]=Math.max(u[3],h.y)}u[0]<8192&&u[1]<8192&&u[2]>=0&&u[3]>=0&&s.insert(o,u[0],u[1],u[2],u[3])}},uu.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new Ls.VectorTile(new al(this.rawTileData)).layers,this.sourceLayerCoder=new ou(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},uu.prototype.query=function(t,e,r,n){var a=this;this.loadVTLayers();for(var o=t.params||{},s=8192/t.tileSize/t.scale,l=sn(o.filter),c=t.queryGeometry,u=t.queryPadding*s,f=hu(c),h=this.grid.query(f.minX-u,f.minY-u,f.maxX+u,f.maxY+u),p=hu(t.cameraQueryGeometry),d=this.grid3D.query(p.minX-u,p.minY-u,p.maxX+u,p.maxY+u,(function(e,r,n,a){return function(t,e,r,n,a){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&a>=l.y)return!0}var c=[new i(e,r),new i(e,a),new i(n,a),new i(n,r)];if(t.length>2)for(var u=0,f=c;u<f.length;u+=1){if(io(t,f[u]))return!0}for(var h=0;h<t.length-1;h++){if(ao(t[h],t[h+1],c))return!0}return!1}(t.cameraQueryGeometry,e-u,r-u,n+u,a+u)})),g=0,m=d;g<m.length;g+=1){var v=m[g];h.push(v)}h.sort(pu);for(var y,x={},b=function(i){var u=h[i];if(u!==y){y=u;var f=a.featureIndexArray.get(u),p=null;a.loadMatchingFeature(x,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=Ya(e)),r.queryIntersectsFeature(c,e,n,p,a.z,t.transform,s,t.pixelPosMatrix)}))}},_=0;_<h.length;_++)b(_);return x},uu.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,c,u){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),p=this.vtLayers[h].feature(n);if(i.filter(new pi(this.tileID.overscaledZ),p))for(var d=this.getId(p,h),g=0;g<f.length;g++){var m=f[g];if(!(a&&a.indexOf(m)<0)){var v=s[m];if(v){var y={};void 0!==d&&c&&(y=c.getState(v.sourceLayer||\"_geojsonTileLayer\",d));var x=l[m];x.paint=fu(x.paint,v.paint,p,y,o),x.layout=fu(x.layout,v.layout,p,y,o);var b=!u||u(p,v,y);if(b){var _=new su(p,this.z,this.x,this.y,d);_.layer=x;var w=t[m];void 0===w&&(w=t[m]=[]),w.push({featureIndex:n,feature:_,intersectionZ:b})}}}}}},uu.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var c=sn(i),u=0,f=t;u<f.length;u+=1){var h=f[u];this.loadMatchingFeature(l,r,n,h,c,a,o,s,e)}return l},uu.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1){if(t===i[n])return!0}return!1},uu.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},Nn(\"FeatureIndex\",uu,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var du=function(t,e){this.tileID=t,this.uid=h(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};du.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<R.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},du.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},du.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof Mc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof Mc&&o.hasRTLText){this.hasRTLText=!0,hi.isLoading()||hi.isLoaded()||\"deferred\"!==ui()||fi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new na},du.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},du.prototype.getBucket=function(t){return this.buckets[t.id]},du.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Vc(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Vc(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},du.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},du.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},du.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=sn(e&&e.filter),s=this.tileID.canonical,l=s.z,c=s.x,u=s.y,f={z:l,x:c,y:u},h=0;h<a.length;h++){var p=a.feature(h);if(o.filter(new pi(this.tileID.overscaledZ),p)){var d=r.getId(p,i),g=new su(p,l,c,u,d);g.tile=f,t.push(g)}}}},du.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},du.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},du.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=A(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},du.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},du.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},du.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},du.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<R.now()},du.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},du.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=R.now()+t},du.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){r[i[n]]=!0}this.dependencies[t]=r},du.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1){if(a[s[o]])return!0}}return!1};var 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m=(c+1)%2;(0===c?r-i<=d:n-i<=g)&&(o.push(f),o.push(p-1),o.push(m)),(0===c?r+i>=d:n+i>=g)&&(o.push(p+1),o.push(u),o.push(m))}}return s}(this.ids,this.coords,t,e,r,this.nodeSize)};var j={minZoom:0,maxZoom:16,radius:40,extent:512,nodeSize:64,log:!1,generateId:!1,reduce:null,map:function(t){return t}},U=function(t){this.options=X(Object.create(j),t),this.trees=new Array(this.options.maxZoom+1)};function V(t,e,r,n,i){return{x:t,y:e,zoom:1/0,id:r,parentId:-1,numPoints:n,properties:i}}function H(t,e){var r=t.geometry.coordinates,n=r[0],i=r[1];return{x:Y(n),y:W(i),zoom:1/0,index:e,parentId:-1}}function q(t){return{type:\"Feature\",id:t.id,properties:G(t),geometry:{type:\"Point\",coordinates:[(n=t.x,360*(n-.5)),(e=t.y,r=(180-360*e)*Math.PI/180,360*Math.atan(Math.exp(r))/Math.PI-90)]}};var e,r,n}function G(t){var e=t.numPoints,r=e>=1e4?Math.round(e/1e3)+\"k\":e>=1e3?Math.round(e/100)/10+\"k\":e;return 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r=0;r<e.length;r+=3)t.minX=Math.min(t.minX,e[r]),t.minY=Math.min(t.minY,e[r+1]),t.maxX=Math.max(t.maxX,e[r]),t.maxY=Math.max(t.maxY,e[r+1])}function tt(t,e,r,n){if(e.geometry){var i=e.geometry.coordinates,a=e.geometry.type,o=Math.pow(r.tolerance/((1<<r.maxZoom)*r.extent),2),s=[],l=e.id;if(r.promoteId?l=e.properties[r.promoteId]:r.generateId&&(l=n||0),\"Point\"===a)et(i,s);else if(\"MultiPoint\"===a)for(var c=0;c<i.length;c++)et(i[c],s);else if(\"LineString\"===a)rt(i,s,o,!1);else if(\"MultiLineString\"===a){if(r.lineMetrics){for(c=0;c<i.length;c++)s=[],rt(i[c],s,o,!1),t.push(Q(l,\"LineString\",s,e.properties));return}nt(i,s,o,!1)}else if(\"Polygon\"===a)nt(i,s,o,!0);else{if(\"MultiPolygon\"!==a){if(\"GeometryCollection\"===a){for(c=0;c<e.geometry.geometries.length;c++)tt(t,{id:l,geometry:e.geometry.geometries[c],properties:e.properties},r,n);return}throw new Error(\"Input data is not a valid GeoJSON object.\")}for(c=0;c<i.length;c++){var 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u=t[c],f=u.geometry,h=u.type,p=0===i?u.minX:u.minY,d=0===i?u.maxX:u.maxY;if(p>=r&&d<n)l.push(u);else if(!(d<r||p>=n)){var g=[];if(\"Point\"===h||\"MultiPoint\"===h)st(f,g,r,n,i);else if(\"LineString\"===h)lt(f,g,r,n,i,!1,s.lineMetrics);else if(\"MultiLineString\"===h)ut(f,g,r,n,i,!1);else if(\"Polygon\"===h)ut(f,g,r,n,i,!0);else if(\"MultiPolygon\"===h)for(var m=0;m<f.length;m++){var v=[];ut(f[m],v,r,n,i,!0),v.length&&g.push(v)}if(g.length){if(s.lineMetrics&&\"LineString\"===h){for(m=0;m<g.length;m++)l.push(Q(u.id,h,g[m],u.tags));continue}\"LineString\"!==h&&\"MultiLineString\"!==h||(1===g.length?(h=\"LineString\",g=g[0]):h=\"MultiLineString\"),\"Point\"!==h&&\"MultiPoint\"!==h||(h=3===g.length?\"Point\":\"MultiPoint\"),l.push(Q(u.id,h,g,u.tags))}}}return l.length?l:null}function st(t,e,r,n,i){for(var a=0;a<t.length;a+=3){var o=t[a+i];o>=r&&o<=n&&(e.push(t[a]),e.push(t[a+1]),e.push(t[a+2]))}}function lt(t,e,r,n,i,a,o){for(var 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r=[],n=0;n<t.length;n++){var i,a=t[n],o=a.type;if(\"Point\"===o||\"MultiPoint\"===o||\"LineString\"===o)i=gt(a.geometry,e);else if(\"MultiLineString\"===o||\"Polygon\"===o){i=[];for(var s=0;s<a.geometry.length;s++)i.push(gt(a.geometry[s],e))}else if(\"MultiPolygon\"===o)for(i=[],s=0;s<a.geometry.length;s++){for(var l=[],c=0;c<a.geometry[s].length;c++)l.push(gt(a.geometry[s][c],e));i.push(l)}r.push(Q(a.id,o,i,a.tags))}return r}function gt(t,e){var r=[];r.size=t.size,void 0!==t.start&&(r.start=t.start,r.end=t.end);for(var n=0;n<t.length;n+=3)r.push(t[n]+e,t[n+1],t[n+2]);return r}function mt(t,e){if(t.transformed)return t;var r,n,i,a=1<<t.z,o=t.x,s=t.y;for(r=0;r<t.features.length;r++){var l=t.features[r],c=l.geometry,u=l.type;if(l.geometry=[],1===u)for(n=0;n<c.length;n+=2)l.geometry.push(vt(c[n],c[n+1],e,a,o,s));else for(n=0;n<c.length;n++){var f=[];for(i=0;i<c[n].length;i+=2)f.push(vt(c[n][i],c[n][i+1],e,a,o,s));l.geometry.push(f)}}return t.transformed=!0,t}function 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u={},e.tags)u[f]=e.tags[f];u.mapbox_clip_start=i.start/i.size,u.mapbox_clip_end=i.end/i.size}var h={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:u};null!==e.id&&(h.id=e.id),t.features.push(h)}}function bt(t,e,r,n,i,a){var o=n*n;if(n>0&&e.size<(i?o:n))r.numPoints+=e.length/3;else{for(var s=[],l=0;l<e.length;l+=3)(0===n||e[l+2]>o)&&(r.numSimplified++,s.push(e[l]),s.push(e[l+1])),r.numPoints++;i&&function(t,e){for(var r=0,n=0,i=t.length,a=i-2;n<i;a=n,n+=2)r+=(t[n]-t[a])*(t[n+1]+t[a+1]);if(r>0===e)for(n=0,i=t.length;n<i/2;n+=2){var o=t[n],s=t[n+1];t[n]=t[i-2-n],t[n+1]=t[i-1-n],t[i-2-n]=o,t[i-1-n]=s}}(s,a),t.push(s)}}function _t(t,e){var r=(e=this.options=function(t,e){for(var r in e)t[r]=e[r];return t}(Object.create(this.options),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)tt(r,t.features[n],e,n);else\"Feature\"===t.type?tt(r,t,e):tt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=ot(t,1,-1-r,r,0,-1,2,e),a=ot(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=ot(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=dt(i,1).concat(n)),a&&(n=n.concat(dt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function wt(t,e,r){return 32*((1<<t)*r+e)+t}function Tt(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new m(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}U.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new N(s,Z,J,a,Float32Array),r&&console.timeEnd(o);for(var c=i;c>=n;c--){var u=+Date.now();s=this._cluster(s,c),this.trees[c]=new N(s,Z,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",c,s.length,+Date.now()-u)}return r&&console.timeEnd(\"total time\"),this},U.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],c=[],u=0,f=l.range(Y(r),W(a),Y(i),W(n));u<f.length;u+=1){var h=f[u],p=l.points[h];c.push(p.numPoints?q(p):this.points[p.index])}return c},U.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,c=i.within(a.x,a.y,o);l<c.length;l+=1){var u=c[l],f=i.points[u];f.parentId===t&&s.push(f.numPoints?q(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},U.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},U.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.points,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.points,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.points,-1,r,i,u),u.features.length?u:null},U.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},U.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},U.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],c=l.numPoints,u={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:c?G(l):this.points[l.index].properties},f=void 0;c?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(u.id=f),a.features.push(u)}},U.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},U.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=i/(a*Math.pow(2,e)),l=0;l<t.length;l++){var c=t[l];if(!(c.zoom<=e)){c.zoom=e;for(var u=this.trees[e+1],f=u.within(c.x,c.y,s),h=c.numPoints||1,p=c.x*h,d=c.y*h,g=o&&h>1?this._map(c,!0):null,m=(l<<5)+(e+1)+this.points.length,v=0,y=f;v<y.length;v+=1){var x=y[v],b=u.points[x];if(!(b.zoom<=e)){b.zoom=e;var _=b.numPoints||1;p+=b.x*_,d+=b.y*_,h+=_,b.parentId=m,o&&(g||(g=this._map(c,!0)),o(g,this._map(b)))}}1===h?r.push(c):(c.parentId=m,r.push(V(p/h,d/h,m,h,g)))}}return r},U.prototype._getOriginId=function(t){return t-this.points.length>>5},U.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},U.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},_t.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},_t.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,f=wt(e,r,n),h=this.tiles[f];if(!h&&(c>1&&console.time(\"creation\"),h=this.tiles[f]=yt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){c>1&&console.time(\"clipping\");var g,m,v,y,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;g=m=v=y=null,x=ot(t,u,r-_,r+T,0,h.minX,h.maxX,l),b=ot(t,u,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(g=ot(x,u,n-_,n+T,1,h.minY,h.maxY,l),m=ot(x,u,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(v=ot(b,u,n-_,n+T,1,h.minY,h.maxY,l),y=ot(b,u,n+w,n+k,1,h.minY,h.maxY,l),b=null),c>1&&console.timeEnd(\"clipping\"),s.push(g||[],e+1,2*r,2*n),s.push(m||[],e+1,2*r,2*n+1),s.push(v||[],e+1,2*r+1,2*n),s.push(y||[],e+1,2*r+1,2*n+1)}}},_t.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=wt(t,e=(e%o+o)%o,r);if(this.tiles[s])return mt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,f=r;!l&&c>0;)c--,u=Math.floor(u/2),f=Math.floor(f/2),l=this.tiles[wt(c,u,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,f,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?mt(this.tiles[s],i):null):null};var kt=function(e){function r(t,r,n,i){e.call(this,t,r,n,Tt),i&&(this.loadGeoJSON=i)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON object.\"));f(o,!0);try{e._geoJSONIndex=n.cluster?new U(function(e){var r=e.superclusterOptions,n=e.clusterProperties;if(!n||!r)return r;for(var i={},a={},o={accumulated:null,zoom:0},s={properties:null},l=Object.keys(n),c=0,u=l;c<u.length;c+=1){var f=u[c],h=n[f],p=h[0],d=h[1],g=t.createExpression(d),m=t.createExpression(\"string\"==typeof p?[p,[\"accumulated\"],[\"get\",f]]:p);i[f]=g.value,a[f]=m.value}return r.map=function(t){s.properties=t;for(var e={},r=0,n=l;r<n.length;r+=1){var a=n[r];e[a]=i[a].evaluate(o,s)}return e},r.reduce=function(t,e){s.properties=e;for(var r=0,n=l;r<n.length;r+=1){var i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new _t(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var s={};if(i){var l=i.finish();l&&(s.resourceTiming={},s.resourceTiming[n.source]=JSON.parse(JSON.stringify(l)))}r(null,s)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON 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t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!t||4===t.length&&(!(t[0]<0||e.data.width<t[0])&&(!(t[1]<0||e.data.height<t[1])&&(!(t[2]<0||e.data.width<t[2])&&(!(t[3]<0||e.data.height<t[3])&&(!(t[2]<t[0])&&!(t[3]<t[1]))))))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,c=l.x+1,u=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:c,y:u-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:c-1,y:u},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c+h,y:u},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=m,d=m,g=1e20;function m(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function v(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(y(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(y(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function y(t,e,r,n,i){r[0]=0,n[0]=-g,n[1]=+g;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+g}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}m.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?g:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?g:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(v(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),v(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1){(0,o[i])(t,e)}delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,\"-transition\")?this._transitionable.setTransition(n.slice(0,-\"-transition\".length),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),T=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};T.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},T.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var c=t[l];i=s*r,a=(s+=c)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===c})}return n},T.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=void 0,d=i/r*(n+1);if(l.isDash){var g=n-Math.abs(d);p=Math.sqrt(h*h+g*g)}else p=n-Math.sqrt(h*h+d*d);this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=l.isDash?h:-h;this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var c={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,c},T.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var k=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function A(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}k.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},k.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},k.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},k.Actor=t.Actor;var M=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};M.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},M.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var S=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),E=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(E),C=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),P=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var c=i-r,u=a-n,f=Math.max(c,u),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var O=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var 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e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e}(_t),Tt=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(_t),kt=function(t,e,r,n){this.context=t,this.width=e,this.height=r;var i=t.gl,a=this.framebuffer=i.createFramebuffer();this.colorAttachment=new wt(t,a),n&&(this.depthAttachment=new Tt(t,a))};kt.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r)}t.deleteFramebuffer(this.framebuffer)};var At=function(t,e,r){this.func=t,this.mask=e,this.range=r};At.ReadOnly=!1,At.ReadWrite=!0,At.disabled=new At(519,At.ReadOnly,[0,1]);var Mt=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Mt.disabled=new Mt({func:519,mask:0},0,0,7680,7680,7680);var St=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};St.disabled=new St(St.Replace=[1,0],t.Color.transparent,[!1,!1,!1,!1]),St.unblended=new St(St.Replace,t.Color.transparent,[!0,!0,!0,!0]),St.alphaBlended=new St([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Et=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Et.disabled=new Et(!1,1029,2305),Et.backCCW=new Et(!0,1029,2305);var Lt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new q(this),this.clearDepth=new G(this),this.clearStencil=new Y(this),this.colorMask=new W(this),this.depthMask=new X(this),this.stencilMask=new Z(this),this.stencilFunc=new J(this),this.stencilOp=new K(this),this.stencilTest=new Q(this),this.depthRange=new $(this),this.depthTest=new tt(this),this.depthFunc=new et(this),this.blend=new rt(this),this.blendFunc=new nt(this),this.blendColor=new it(this),this.blendEquation=new at(this),this.cullFace=new ot(this),this.cullFaceSide=new st(this),this.frontFace=new lt(this),this.program=new ct(this),this.activeTexture=new ut(this),this.viewport=new ft(this),this.bindFramebuffer=new ht(this),this.bindRenderbuffer=new pt(this),this.bindTexture=new dt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new mt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new vt(this),this.pixelStoreUnpack=new yt(this),this.pixelStoreUnpackPremultiplyAlpha=new xt(this),this.pixelStoreUnpackFlipY=new bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\")};Lt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Lt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Lt.prototype.createIndexBuffer=function(t,e){return new j(this,t,e)},Lt.prototype.createVertexBuffer=function(t,e,r){return new V(this,t,e,r)},Lt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Lt.prototype.createFramebuffer=function(t,e,r){return new kt(this,t,e,r)},Lt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Lt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Lt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Lt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Lt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,St.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Lt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ct=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new D[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new N(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(It(this._source.type)){for(var c={},u={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],g=this._tiles[p];if(g&&!(g.fadeEndTime&&g.fadeEndTime<=t.browser.now())){var m=this.findLoadedParent(d,o);m&&(this._addTile(m.tileID),c[m.tileID.key]=m.tileID),u[p]=d}}for(var v in this._retainLoadedChildren(u,a,s,l),c)l[v]||(this._coveredTiles[v]=!0,l[v]=c[v])}for(var y in l)this._tiles[y].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,c=t;l<c.length;l+=1){var u=c[l],f=this._addTile(u);n[u.key]=u,f.hasData()||e<this._source.maxzoom&&(s[u.key]=u)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],g=this._tiles[d.key];if(!g.hasData()){if(e+1>this._source.maxzoom){var m=d.children(this._source.maxzoom)[0],v=this.getTile(m);if(v&&v.hasData()){n[m.key]=m;continue}}else{var y=d.children(this._source.maxzoom);if(n[y[0].key]&&n[y[1].key]&&n[y[2].key]&&n[y[3].key])continue}for(var x=g.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(g=this.getTile(_))&&x&&(g=this._addTile(_)),g&&(n[_.key]=_,x=g.wasRequested(),g.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),c=s.map((function(t){return o.pointCoordinate(t)})),u=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,g=0,m=c;g<m.length;g+=1){var v=m[g];f=Math.min(f,v.x),h=Math.min(h,v.y),p=Math.max(p,v.x),d=Math.max(d,v.y)}for(var y=function(e){var n=i._tiles[u[e]];if(!n.holdingForFade()){var s=n.tileID,g=Math.pow(2,o.zoom-n.tileID.overscaledZ),m=r*n.queryPadding*t.EXTENT/n.tileSize/g,v=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(v[0].x-m<t.EXTENT&&v[0].y-m<t.EXTENT&&v[1].x+m>=0&&v[1].y+m>=0){var y=l.map((function(t){return s.getTilePoint(t)})),x=c.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:y,cameraQueryGeometry:x,scale:g})}}},x=0;x<u.length;x++)y(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(It(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles){this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\")}this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function Pt(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function It(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Ot(){return new t.window.Worker(Zi.workerUrl)}Ct.maxOverzooming=10,Ct.maxUnderzooming=3;var zt=\"mapboxgl_preloaded_worker_pool\",Dt=function(){this.active={}};Dt.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Dt.workerCount;)this.workers.push(new Ot);return this.active[t]=!0,this.workers.slice()},Dt.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Dt.prototype.isPreloaded=function(){return!!this.active[zt]},Dt.prototype.numActive=function(){return Object.keys(this.active).length};var Rt,Ft=Math.floor(t.browser.hardwareConcurrency/2);function Bt(){return Rt||(Rt=new Dt),Rt}function Nt(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function jt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Nt(t[n],e[t[n].ref]));return t}Dt.workerCount=Math.max(Math.min(Ft,6),1);var Ut={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Vt(t,e,r){r.push({command:Ut.addSource,args:[t,e[t]]})}function Ht(t,e,r){e.push({command:Ut.removeSource,args:[t]}),r[t]=!0}function qt(t,e,r,n){Ht(t,r,n),Vt(t,e,r)}function Gt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Yt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Wt(t){return t.id}function Xt(t,e){return t[e.id]=e,t}function Zt(e,r){if(!e)return[{command:Ut.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:Ut.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:Ut.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:Ut.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:Ut.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:Ut.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:Ut.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:Ut.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:Ut.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:Ut.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Ht(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Gt(e,r,a)?n.push({command:Ut.setGeoJSONSourceData,args:[a,r[a].data]}):qt(a,r,n,i)):Vt(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:Ut.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,f=(e=e||[]).map(Wt),h=r.map(Wt),p=e.reduce(Xt,{}),d=r.reduce(Xt,{}),g=f.slice(),m=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:Ut.removeLayer,args:[o]}),g.splice(g.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],g[g.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:Ut.removeLayer,args:[o]}),g.splice(g.lastIndexOf(o,g.length-a),1)):a++,c=g[g.length-i],n.push({command:Ut.addLayer,args:[d[o],c]}),g.splice(g.length-i,0,o),m[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!m[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(u in Yt(s.layout,l.layout,n,o,null,Ut.setLayoutProperty),Yt(s.paint,l.paint,n,o,null,Ut.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:Ut.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:Ut.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:Ut.removeLayer,args:[o]}),c=g[g.lastIndexOf(o)+1],n.push({command:Ut.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:Ut.setStyle,args:[r]}]}return n}var Jt=function(t,e){this.reset(t,e)};Jt.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},Jt.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Kt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function Qt(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function $t(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function te(e,r){var n=[e.x,e.y,0,1];fe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ee(t,e){return.5+t/e*.5}function re(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ne(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,g=n.transform.width/n.transform.height,m=!1,v=0;v<d.length;v++){var y=d.get(v);if(y.hidden||y.writingMode===t.WritingMode.vertical&&!m)ue(y.numGlyphs,h);else{m=!1;var x=[y.anchorX,y.anchorY,0,1];if(t.transformMat4(x,x,r),re(x,f)){var b=x[3],_=ee(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(c,u,y),T=s?w/_:w*_,k=new t.Point(y.anchorX,y.anchorY),A=te(k,a).point,M={},S=oe(y,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,g);m=S.useVertical,(S.notEnoughRoom||m||S.needsFlipping&&oe(y,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,g).notEnoughRoom)&&ue(y.numGlyphs,h)}else ue(y.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function ie(t,e,r,n,i,a,o,s,l,c,u){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),g=e.getoffsetX(f-1),m=le(t*d,r,n,i,a,o,s.segment,h,p,l,c,u);if(!m)return null;var v=le(t*g,r,n,i,a,o,s.segment,h,p,l,c,u);return v?{first:m,last:v}:null}function ae(e,r,n,i){if(e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i)return{useVertical:!0};return(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function oe(e,r,n,i,a,o,s,l,c,u,f,h,p,d){var g,m=r/24,v=e.lineOffsetX*m,y=e.lineOffsetY*m;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=ie(m,l,v,y,n,f,h,e,c,o,p);if(!w)return{notEnoughRoom:!0};var T=te(w.first.point,s).point,k=te(w.last.point,s).point;if(i&&!n){var A=ae(e.writingMode,T,k,d);if(A)return A}g=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)g.push(le(m*l.getoffsetX(M),v,y,n,f,h,e.segment,b,_,c,o,p));g.push(w.last)}else{if(i&&!n){var S=te(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(c.getx(E),c.gety(E)),C=te(L,a),P=C.signedDistanceFromCamera>0?C.point:se(h,L,S,1,a),I=ae(e.writingMode,S,P,d);if(I)return I}var O=le(m*l.getoffsetX(e.glyphStartIndex),v,y,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p);if(!O)return{notEnoughRoom:!0};g=[O]}for(var z=0,D=g;z<D.length;z+=1){var R=D[z];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function se(t,e,r,n,i){var a=te(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function le(e,r,n,i,a,o,s,l,c,u,f,h){var p=i?e-r:e+r,d=p>0?1:-1,g=0;i&&(d*=-1,g=Math.PI),d<0&&(g+=Math.PI);for(var m=d>0?l+s:l+s+1,v=a,y=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((m+=d)<l||m>=c)return null;if(y=v,w.push(v),void 0===(v=h[m])){var T=new t.Point(u.getx(m),u.gety(m)),k=te(T,f);if(k.signedDistanceFromCamera>0)v=h[m]=k.point;else{var A=m-d;v=se(0===x?o:new t.Point(u.getx(A),u.gety(A)),T,y,_-x+1,f)}}x+=b,b=y.dist(v)}var M=(_-x)/b,S=v.sub(y),E=S.mult(M)._add(y);E._add(S._unit()._perp()._mult(n*d));var L=g+Math.atan2(v.y-y.y,v.x-y.x);return w.push(E),{point:E,angle:L,path:w}}Kt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Kt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Kt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Kt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Kt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Kt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var c=this.circles[3*l],u=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:c-f,y1:u-f,x2:c+f,y2:u+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Kt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var c=[],u={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),n?c.length>0:c},Kt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Kt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Kt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Kt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,f=0,h=c;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=u[d+2]&&e<=u[d+3]&&r>=u[d+0]&&n>=u[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:u[d],y1:u[d+1],x2:u[d+2],y2:u[d+3]})}}}var g=this.circleCells[i];if(null!==g)for(var m=this.circles,v=0,y=g;v<y.length;v+=1){var x=y[v];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(m[b],m[b+1],m[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=m[b],w=m[b+1],T=m[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Kt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,c=o.seenUids,u=this.boxCells[i];if(null!==u)for(var f=this.bboxes,h=0,p=u;h<p.length;h+=1){var d=p[h];if(!c.box[d]){c.box[d]=!0;var g=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[g+0],f[g+1],f[g+2],f[g+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var m=this.circleCells[i];if(null!==m)for(var v=this.circles,y=0,x=m;y<x.length;y+=1){var b=x[y];if(!c.circle[b]){c.circle[b]=!0;var _=3*b;if(this._circlesCollide(v[_],v[_+1],v[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Kt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=u;h++)for(var p=c;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Kt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Kt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Kt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Kt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var f=l-s,h=u-c;return f*f+h*h<=r*r};var ce=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function ue(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(ce,3*n)}}function fe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var he=function(t,e,r){void 0===e&&(e=new Kt(t.width+200,t.height+200,25)),void 0===r&&(r=new Kt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+100,this.screenBottomBoundary=t.height+100,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function pe(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}he.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,c=t.x2*o+a.point.x,u=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,c,u)||!e&&this.grid.hitTest(s,l,c,u,i)?{box:[],offscreen:!1}:{box:[s,l,c,u],offscreen:this.isOffscreen(s,l,c,u)}},he.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,f,h,p){var d=[],g=new t.Point(r.anchorX,r.anchorY),m=te(g,o),v=ee(this.transform.cameraToCenterDistance,m.signedDistanceFromCamera),y=(u?a/v:a*v)/t.ONE_EM,x=te(g,s).point,b=ie(y,i,r.lineOffsetX*y,r.lineOffsetY*y,!1,x,g,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*v+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new Jt,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var I=1;I<L.path.length;I++)C.push(L.path[I]);var O=2.5*k;if(l){var z=C.map((function(t){return te(t,l)}));C=z.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:z.map((function(t){return t.point}))}var D=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);D=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=D;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V=0;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/O)+1;for(var H=0;H<V;H++){var q=H/Math.max(V-1,1),G=S.lerp(q),Y=G.x+100,W=G.y+100;d.push(Y,W,k,0);var X=Y-k,Z=W-k,J=Y+k,K=W+k;if(T=T&&this.isOffscreen(X,Z,J,K),w=w||this.isInsideGrid(X,Z,J,K),!e&&this.grid.hitTestCircle(Y,W,k,f)&&(_=!0,!c))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!c&&_||!w?[]:d,offscreen:T,collisionDetected:_}},he.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.Point(c.x+100,c.y+100);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var g=d[p],m=g.key;if(void 0===f[m.bucketInstanceId]&&(f[m.bucketInstanceId]={}),!f[m.bucketInstanceId][m.featureIndex]){var v=[new t.Point(g.x1,g.y1),new t.Point(g.x2,g.y1),new t.Point(g.x2,g.y2),new t.Point(g.x1,g.y2)];t.polygonIntersectsPolygon(r,v)&&(f[m.bucketInstanceId][m.featureIndex]=!0,void 0===h[m.bucketInstanceId]&&(h[m.bucketInstanceId]=[]),h[m.bucketInstanceId].push(m.featureIndex))}}return h},he.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},he.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},he.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return fe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},he.prototype.isOffscreen=function(t,e,r,n){return r<100||t>=this.screenRightBoundary||n<100||e>this.screenBottomBoundary},he.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},he.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var de=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};de.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var ge=function(t,e,r,n,i){this.text=new de(t?t.text:null,e,r,i),this.icon=new de(t?t.icon:null,e,n,i)};ge.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var me=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},ve=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},ye=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},xe=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function be(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point(s+c[0]*a,l+c[1]*a)}function _e(e,r,n,i,a,o){var s=e.x1,l=e.x2,c=e.y1,u=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:c+p.y,x2:l+p.x,y2:u+p.y,anchorPointX:f,anchorPointY:h}}xe.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var we=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new he(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new xe(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Te(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}we.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),u=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=pe(n,1,this.transform.zoom),g=Qt(f,h,p,this.transform,d),m=null;if(h){var v=$t(f,h,p,this.transform,d);m=t.multiply([],this.transform.labelPlaneMatrix,v)}this.retainedQueryData[a.bucketInstanceId]=new ye(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var y={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:g,labelToScreenMatrix:m,scale:c,textPixelRatio:u,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:y})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:y})}},we.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d){var g,m=[f.textOffset0,f.textOffset1],v=be(t,r,n,m,i),y=this.collisionIndex.placeCollisionBox(_e(e,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate);if(d&&0===this.collisionIndex.placeCollisionBox(_e(d,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate).box.length)return;if(y.box.length>0)return this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(g=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:m,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:g},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:v,placedGlyphBoxes:y}},we.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,c=a.textLabelPlaneMatrix,u=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,g=a.collisionGroup,m=s.get(\"text-optional\"),v=s.get(\"icon-optional\"),y=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=y&&(x||!o.hasIconData()||v),A=x&&(y||!o.hasTextData()||m);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new me(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,I=null,O=0,z=0,D=0;a.textFeatureIndex?O=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(O=e.featureIndex),a.verticalTextFeatureIndex&&(z=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length;i+=1){if(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),L&&L.box&&L.box.length)break}else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,c=e.textBoxScale,u=w&&!x?r:null,h={box:[],offscreen:!1},p=y?2*N.length:N.length,d=0;d<p;++d){var m=N[d%N.length],v=d>=N.length,k=i.attemptAnchorPlacement(m,t,a,s,c,b,_,f,l,g,v,e,o,n,u);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var H=i.prevPlacement.variableOffsets[e.crossTileID];H&&(i.variableOffsets[e.crossTileID]=H,i.markUsedJustification(o,H.anchor,e,V))}}else{var q=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,y,f,l,g.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return q(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?q(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Y=t.evaluateSizeForFeature(o.textSizeData,d,G),W=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(y,G,o.lineVertexArray,o.glyphOffsetArray,Y,l,c,u,n,_,g.predicate,X,W),T=y||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?_e(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,g.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(I=Z(a.verticalIconBox)).box.length>0:(I=Z(a.iconBox)).box.length>0,S=S&&I.offscreen}var J=m||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,K=v||0===e.numIconVertices;if(J||K?K?J||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&z?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,g.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,g.ID)),M&&I&&i.collisionIndex.insertCollisionBox(I.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,D,g.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,g.ID),n)){var Q=o.bucketInstanceId,$=i.collisionCircleArrays[Q];void 0===$&&($=i.collisionCircleArrays[Q]=new ve);for(var tt=0;tt<P.circles.length;tt+=4)$.circles.push(P.circles[tt+0]),$.circles.push(P.circles[tt+1]),$.circles.push(P.circles[tt+2]),$.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new me(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},we.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var c=l[s];c>=0&&(e.text.placedSymbolArray.get(c).crossTileID=a>=0&&c!==a?0:n.crossTileID)}},we.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},we.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],c=i[s];c?(this.opacities[s]=new ge(c,n,l.text,l.icon),r=r||l.text!==c.text.placed||l.icon!==c.icon.placed):(this.opacities[s]=new ge(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var u in i){var f=i[u];if(!this.opacities[u]){var h=new ge(f,n,!1,!1);h.isHidden()||(this.opacities[u]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},we.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},we.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new ge(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),c=a.get(\"text-variable-anchor\"),u=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new ge(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},g=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,g=a.crossTileID,m=r[g],v=i.opacities[g];m?v=o:v||(v=p,i.opacities[g]=v),r[g]=!0;var y=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(y){var T=Pe(v.text),k=_?Ie:T;d(e.text,s,k);var A=w?Ie:T;d(e.text,l,A);var M=v.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=Pe(v.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:Ie;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=v.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var I=C?Ie:L;d(e.icon,a.numVerticalIconVertices,I),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=v.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var O=e.collisionArrays[n];if(O){var z=new t.Point(0,0);if(O.textBox||O.verticalTextBox){var D=!0;if(c){var R=i.variableOffsets[g];R?(z=be(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),u&&z._rotate(f?i.transform.angle:-i.transform.angle)):D=!1}O.textBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||_,z.x,z.y),O.verticalTextBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||w,z.x,z.y)}var F=Boolean(!w&&O.verticalIconBox);O.iconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,F,h?z.x:0,h?z.y:0),O.verticalIconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,!F,h?z.x:0,h?z.y:0)}}},m=0;m<e.symbolInstances.length;m++)g(m);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var v=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=v.invProjMatrix,e.placementViewportMatrix=v.viewportMatrix,e.collisionCircleArray=v.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},we.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},we.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},we.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},we.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},we.prototype.setStale=function(){this.stale=!0};var ke=Math.pow(2,25),Ae=Math.pow(2,24),Me=Math.pow(2,17),Se=Math.pow(2,16),Ee=Math.pow(2,9),Le=Math.pow(2,8),Ce=Math.pow(2,1);function Pe(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*ke+e*Ae+r*Me+e*Se+r*Ee+e*Le+r*Ce+e}var Ie=0,Oe=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Oe.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var ze=function(t,e,r,n,i,a,o){this.placement=new we(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};ze.prototype.isDone=function(){return this._done},ze.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Oe(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},ze.prototype.commit=function(t){return this.placement.commit(t),this.placement};var De=512/t.EXTENT/2,Re=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Re.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=De/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Re.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,c=o;l<c.length;l+=1){var u=c[l];if(Math.abs(u.coord.x-s.x)<=n&&Math.abs(u.coord.y-s.y)<=n&&!r[u.crossTileID]){r[u.crossTileID]=!0,a.crossTileID=u.crossTileID;break}}}}};var Fe=function(){this.maxCrossTileID=0};Fe.prototype.generate=function(){return++this.maxCrossTileID};var Be=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Be.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Be.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++){e.symbolInstances.get(n).crossTileID=0}this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var c=o[t.scaledTo(Number(a)).key];c&&c.findMatches(e.symbolInstances,t,i)}}for(var u=0;u<e.symbolInstances.length;u++){var f=e.symbolInstances.get(u);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Re(t,e.symbolInstances,e.bucketInstanceId),!0},Be.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Be.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ne=function(){this.layerIndexes={},this.crossTileIDs=new Fe,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ne.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Be);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ne.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var je=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},Ue=t.pick(Ut,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ve=t.pick(Ut,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),He=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a=null;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),qe=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new k(Bt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new T(256,512),this.crossTileSymbolIndex=new Ne,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if((t.triggerPluginCompletionEvent(e),r)&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(He,!1)},r.prototype._load=function(e,r){if(!r||!je(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=jt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new w(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,u())})),c=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){c=null,o||(o=t,a=e,u())}));function u(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],c=l.width,u=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,g=l.stretchX,m=l.stretchY,v=l.content,y=new t.RGBAImage({width:c,height:u});t.RGBAImage.copy(e,y,{x:f,y:h},{x:0,y:0},{width:c,height:u}),r[s]={data:y,pixelRatio:d,sdf:p,stretchX:g,stretchY:m,content:v}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),c&&(c.cancel(),c=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}for(var l in this.sourceCaches)this.sourceCaches[l].used=!1;for(var c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];h.recalculate(e,this._availableImages),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),je(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=jt(e.layers);var n=Zt(this.serialize(),e).filter((function(t){return!(t.command in Ve)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in Ue)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but the only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0)||!this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n)){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ct(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(je(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is requred to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var c=l[s][o];if(c)for(var u=0,f=c;u<f.length;u+=1){var h=f[u];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var g=this._order[d];if(r(g))for(var m=i.length-1;m>=0;m--){var v=i[m].feature;if(n[v.layer.id]<d)break;p.push(v),i.pop()}else for(var y=0,x=t;y<x.length;y+=1){var b=x[y][g];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[u]||c.push(F(this.sourceCaches[u],this._layers,this._serializedLayers,e,r,n));return this.placement&&c.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),c=[],u=0,f=Object.keys(l).map(Number);u<f.length;u+=1){var h=f[u];c.push(o[h])}c.sort(B);for(var p=function(){var r=g[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],c=n[a];c.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var u=0,f=c;u<f.length;u+=1){var h=f[u];o.push(h)}}},d=0,g=c;d<g.length;d+=1)p();var m=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var v in s)m(v);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&je(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers){this._layers[e].setEventedParent(null)}for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new ze(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var g=0,m=this._order;g<m.length;g+=1){var v=m[g],y=this._layers[v];\"symbol\"===y.type&&this.placement.updateLayerOpacities(y,l[y.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);qe.getSourceType=function(t){return D[t]},qe.setSourceType=function(t,e){D[t]=e},qe.registerForPluginStateChange=t.registerForPluginStateChange;var Ge=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ye=yr(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),We=yr(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Xe=yr(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),Ze=yr(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Je=yr(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Ke=yr(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),Qe=yr(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),$e=yr(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),tr=yr(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),er=yr(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),rr=yr(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),nr=yr(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ir=yr(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ar=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),or=yr(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),sr=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),lr=yr(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform float u_maxzoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggeration=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/ pow(2.0,(u_zoom-u_maxzoom)*exaggeration+19.2562-u_zoom);gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),cr=yr(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),ur=yr(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),fr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,vec2(v_lineprogress,0.5));gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define MAX_LINE_DISTANCE 32767.0\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_lineprogress=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0/MAX_LINE_DISTANCE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),hr=yr(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),pr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),dr=yr(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),gr=yr(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),mr=yr(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),vr=yr(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function yr(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n={};return{fragmentSource:t=t.replace(r,(function(t,e,r,i,a){return n[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,i,a){var o=\"float\"===i?\"vec2\":\"vec4\",s=a.match(/color/)?\"color\":o;return n[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}))}}var xr=Object.freeze({__proto__:null,prelude:Ye,background:We,backgroundPattern:Xe,circle:Ze,clippingMask:Je,heatmap:Ke,heatmapTexture:Qe,collisionBox:$e,collisionCircle:tr,debug:er,fill:rr,fillOutline:nr,fillOutlinePattern:ir,fillPattern:ar,fillExtrusion:or,fillExtrusionPattern:sr,hillshadePrepare:lr,hillshade:cr,line:ur,lineGradient:fr,linePattern:hr,lineSDF:pr,raster:dr,symbolIcon:gr,symbolSDF:mr,symbolTextAndIcon:vr}),br=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};br.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},br.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var f=l;f<s;f++)u.disableVertexAttribArray(f)}e.enableAttributes(u,t);for(var h=0,p=r;h<p.length;h+=1){p[h].enableAttributes(u,t)}a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,g=r;d<g.length;d+=1){var m=g[d];m.bind(),m.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},br.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var _r=function(t,e,r,n,i){var a=t.gl;this.program=a.createProgram();var o=r?r.defines():[];i&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(Ye.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(Ye.vertexSource,e.vertexSource).join(\"\\n\"),c=a.createShader(a.FRAGMENT_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(c,s),a.compileShader(c),a.attachShader(this.program,c);var u=a.createShader(a.VERTEX_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(u,l),a.compileShader(u),a.attachShader(this.program,u);for(var f=r?r.layoutAttributes:[],h=0;h<f.length;h++)a.bindAttribLocation(this.program,h,f[h].name);a.linkProgram(this.program),a.deleteShader(u),a.deleteShader(c),this.numAttributes=a.getProgramParameter(this.program,a.ACTIVE_ATTRIBUTES),this.attributes={};for(var p={},d=0;d<this.numAttributes;d++){var g=a.getActiveAttrib(this.program,d);g&&(this.attributes[g.name]=a.getAttribLocation(this.program,g.name))}for(var m=a.getProgramParameter(this.program,a.ACTIVE_UNIFORMS),v=0;v<m;v++){var y=a.getActiveUniform(this.program,v);y&&(p[y.name]=a.getUniformLocation(this.program,y.name))}this.fixedUniforms=n(t,p),this.binderUniforms=r?r.getUniforms(t,p):[]}}};function wr(t,e,r){var n=1/pe(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}_r.prototype.draw=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g){var m,v=t.gl;if(!this.failedToCreate){for(var y in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[y].set(o[y]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(m={},m[v.LINES]=2,m[v.TRIANGLES]=3,m[v.LINE_STRIP]=1,m)[e],b=0,_=u.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new br)).bind(t,this,l,p?p.getPaintVertexBuffers():[],c,w.vertexOffset,d,g),v.drawElements(e,w.primitiveLength*x,v.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Tr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var c=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},kr=function(e,r,n,i,a,o,s){return t.extend(Tr(e,r,n,i),wr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Ar=function(t){return{u_matrix:t}},Mr=function(e,r,n,i){return t.extend(Ar(e),wr(n,r,i))},Sr=function(t,e){return{u_matrix:t,u_world:e}},Er=function(e,r,n,i,a){return t.extend(Mr(e,r,n,i),{u_world:a})},Lr=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=pe(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Cr=function(t,e,r){var n=pe(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Pr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Ir=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Or=function(t){return{u_matrix:t}},zr=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:pe(e,1,r),u_intensity:n}};function Dr(e,r){var n=Math.pow(2,r.canonical.z),i=r.canonical.y;return[new t.MercatorCoordinate(0,i/n).toLngLat().lat,new t.MercatorCoordinate(0,(i+1)/n).toLngLat().lat]}var Rr=function(e,r,n){var i=e.transform;return{u_matrix:Ur(e,r,n),u_ratio:1/pe(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},Fr=function(e,r,n){return t.extend(Rr(e,r,n),{u_image:0})},Br=function(e,r,n,i){var a=e.transform,o=jr(r,a);return{u_matrix:Ur(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/pe(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Nr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=jr(r,o),c=\"round\"===n.layout.get(\"line-cap\"),u=s.getDash(i.from,c),f=s.getDash(i.to,c),h=u.width*a.fromScale,p=f.width*a.toScale;return t.extend(Rr(e,r,n),{u_patternscale_a:[l/h,-u.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:u.y,u_tex_y_b:f.y,u_mix:a.t})};function jr(t,e){return 1/pe(t,1,e.tileZoom)}function Ur(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Vr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Hr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Hr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var qr,Gr=function(t,e,r,n,i,a,o,s,l,c){var u=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:u.cameraToCenterDistance,u_pitch:u.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:u.width/u.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:c,u_texture:0}},Yr=function(e,r,n,i,a,o,s,l,c,u,f){var h=a.transform;return t.extend(Gr(e,r,n,i,a,o,s,l,c,u),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Wr=function(e,r,n,i,a,o,s,l,c,u){return t.extend(Yr(e,r,n,i,a,o,s,l,!0,c,!0),{u_texsize_icon:u,u_texture_icon:1})},Xr=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},Zr=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,c=Math.pow(2,n.tileID.overscaledZ),u=n.tileSize*Math.pow(2,r.transform.tileZoom)/c,f=u*(n.tileID.canonical.x+n.tileID.wrap*c),h=u*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/pe(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},Jr={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_maxzoom:new t.Uniform1f(e,r.u_maxzoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function Kr(e,r,n,i,a,o,s){for(var l=e.context,c=l.gl,u=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var g=i[d],m=r.getTile(g),v=m.getBucket(n);if(v){var y=g.posMatrix;0===a[0]&&0===a[1]||(y=e.translatePosMatrix(g.posMatrix,m,a,o));var x=s?v.textCollisionBox:v.iconCollisionBox,b=v.collisionCircleArray;if(b.length>0){var _=t.create(),w=y;t.mul(_,v.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,v.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&u.draw(l,c.LINES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,Cr(y,e.transform,m),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],I=E.circleArray[C+1],O=E.circleArray[C+2],z=E.circleArray[C+3];k.emplace(A++,P,I,O,z,0),k.emplace(A++,P,I,O,z,1),k.emplace(A++,P,I,O,z,2),k.emplace(A++,P,I,O,z,3)}(!qr||qr.length<2*h)&&(qr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var D=l.createIndexBuffer(qr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=Pr(N.transform,N.invTransform,e.transform);T.draw(l,c.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,j,n.id,R,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var Qr=t.identity(new Float32Array(16));function $r(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,c=-(s.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point((l/a+u[0])*o,(c/a+u[1])*o)}function tn(e,r,n,i,a,o,s,l,c,u,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,g={};p.clear();for(var m=0;m<h.length;m++){var v=h.get(m),y=e.allowVerticalPlacement&&!v.placedOrientation,x=v.hidden||!v.crossTileID||y?null:i[v.crossTileID];if(x){var b=new t.Point(v.anchorX,v.anchorY),_=te(b,n?l:s),w=ee(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,u,v)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/c);for(var k=x.width,A=x.height,M=$r(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?te(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&v.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<v.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&v.associatedIconIndex>=0&&(g[v.associatedIconIndex]={shiftedAnchor:S,angle:E})}else ue(v.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var I=C.get(P);if(I.hidden)ue(I.numGlyphs,d);else{var O=g[P];if(O)for(var z=0;z<I.numGlyphs;z++)t.addDynamicAttributes(d,O.shiftedAnchor,O.angle);else ue(I.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function en(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function rn(e,r,n,i,a,o,s,l,c,u,f,h){for(var p=e.context,d=p.gl,g=e.transform,m=\"map\"===l,v=\"map\"===c,y=m&&\"point\"!==n.layout.get(\"symbol-placement\"),x=m&&!v&&!y,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=e.depthModeForSublayer(0,At.ReadOnly),w=n.layout.get(\"text-variable-anchor\"),T=[],k=0,A=i;k<A.length;k+=1){var M=A[k],S=r.getTile(M),E=S.getBucket(n);if(E){var L=a?E.text:E.icon;if(L&&L.segments.get().length){var C=L.programConfigurations.get(n.id),P=a||E.sdfIcons,I=a?E.textSizeData:E.iconSizeData,O=v||0!==g.pitch,z=e.useProgram(en(P,a,E),C),D=t.evaluateSizeForZoom(I,g.zoom),R=void 0,F=[0,0],B=void 0,N=void 0,j=null,U=void 0;if(a){if(B=S.glyphAtlasTexture,N=d.LINEAR,R=S.glyphAtlasTexture.size,E.iconsInText){F=S.imageAtlasTexture.size,j=S.imageAtlasTexture;var V=\"composite\"===I.kind||\"camera\"===I.kind;U=O||e.options.rotating||e.options.zooming||V?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||E.iconsNeedLinear;B=S.imageAtlasTexture,N=P||e.options.rotating||e.options.zooming||H||O?d.LINEAR:d.NEAREST,R=S.imageAtlasTexture.size}var q=pe(S,1,e.transform.zoom),G=Qt(M.posMatrix,v,m,e.transform,q),Y=$t(M.posMatrix,v,m,e.transform,q),W=w&&E.hasTextData(),X=\"none\"!==n.layout.get(\"icon-text-fit\")&&W&&E.hasIconData();y&&ne(E,M.posMatrix,e,a,G,Y,v,u);var Z=e.translatePosMatrix(M.posMatrix,S,o,s),J=y||a&&w||X?Qr:G,K=e.translatePosMatrix(Y,S,o,s,!0),Q=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),$={program:z,buffers:L,uniformValues:P?E.iconsInText?Wr(I.kind,D,x,v,e,Z,J,K,R,F):Yr(I.kind,D,x,v,e,Z,J,K,a,R,!0):Gr(I.kind,D,x,v,e,Z,J,K,a,R),atlasTexture:B,atlasTextureIcon:j,atlasInterpolation:N,atlasInterpolationIcon:U,isSDF:P,hasHalo:Q};if(b)for(var tt=0,et=L.segments.get();tt<et.length;tt+=1){var rt=et[tt];T.push({segments:new t.SegmentVector([rt]),sortKey:rt.sortKey,state:$})}else T.push({segments:L.segments,sortKey:0,state:$})}}}b&&T.sort((function(t,e){return t.sortKey-e.sortKey}));for(var nt=0,it=T;nt<it.length;nt+=1){var at=it[nt],ot=at.state;if(p.activeTexture.set(d.TEXTURE0),ot.atlasTexture.bind(ot.atlasInterpolation,d.CLAMP_TO_EDGE),ot.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),ot.atlasTextureIcon&&ot.atlasTextureIcon.bind(ot.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),ot.isSDF){var st=ot.uniformValues;ot.hasHalo&&(st.u_is_halo=1,nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,st)),st.u_is_halo=0}nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,ot.uniformValues)}}function nn(t,e,r,n,i,a,o,s,l){var c=n.context,u=c.gl;i.draw(c,u.TRIANGLES,a,o,s,Et.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function an(t,e,r,n,i,a,o){var s,l,c,u,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),g=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var m=0,v=n;m<v.length;m+=1){var y=v[m],x=e.getTile(y);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(g));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(y.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){u=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];c=\"fillOutlinePattern\"===l&&d?Er(S,t,g,x,E):Sr(S,E)}else u=b.indexBuffer,f=b.segments,c=d?Mr(S,t,g,x):Ar(S);w.draw(t.context,s,i,t.stencilModeForClipping(y),a,Et.disabled,c,r.id,b.layoutVertexBuffer,u,f,r.paint,t.transform.zoom,_)}}}}function on(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=c.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var g=d[p],m=e.getTile(g),v=m.getBucket(r);if(v){var y=v.programConfigurations.get(r.id),x=t.useProgram(u?\"fillExtrusionPattern\":\"fillExtrusion\",y);u&&(t.context.activeTexture.set(l.TEXTURE0),m.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),y.updatePaintBuffers(f));var b=c.constantOr(null);if(b&&m.imageAtlas){var _=m.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&y.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(g.posMatrix,m,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=u?kr(k,t,A,h,g,f,m):Tr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Et.backCCW,M,r.id,v.layoutVertexBuffer,v.indexBuffer,v.segments,r.paint,t.transform.zoom,y)}}}function sn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var c=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var u=function(t,e,r){var n=r.paint.get(\"hillshade-shadow-color\"),i=r.paint.get(\"hillshade-highlight-color\"),a=r.paint.get(\"hillshade-accent-color\"),o=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(o-=t.transform.angle);var s=!t.options.moving;return{u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped(),s),u_image:0,u_latrange:Dr(t,e.tileID),u_light:[r.paint.get(\"hillshade-exaggeration\"),o],u_shadow:n,u_highlight:i,u_accent:a}}(t,e,r);c.draw(o,s.TRIANGLES,n,i,a,Et.disabled,u,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function ln(e,r,n,i,a,o,s){var l=e.context,c=l.gl,u=r.dem;if(u&&u.data){var f=u.dim,h=u.stride,p=u.getPixels();if(l.activeTexture.set(c.TEXTURE1),l.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var d=r.demTexture;d.update(p,{premultiply:!1}),d.bind(c.NEAREST,c.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(l,p,c.RGBA,{premultiply:!1}),r.demTexture.bind(c.NEAREST,c.CLAMP_TO_EDGE);l.activeTexture.set(c.TEXTURE0);var g=r.fbo;if(!g){var m=new t.Texture(l,{width:f,height:f,data:null},c.RGBA);m.bind(c.LINEAR,c.CLAMP_TO_EDGE),(g=r.fbo=l.createFramebuffer(f,f,!0)).colorAttachment.set(m.texture)}l.bindFramebuffer.set(g.framebuffer),l.viewport.set([0,0,f,f]),e.useProgram(\"hillshadePrepare\").draw(l,c.TRIANGLES,a,o,s,Et.disabled,function(e,r,n){var i=r.stride,a=t.create();return t.ortho(a,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(a,a,[0,-t.EXTENT,0]),{u_matrix:a,u_image:1,u_dimension:[i,i],u_zoom:e.overscaledZ,u_maxzoom:n,u_unpack:r.getUnpackVector()}}(r.tileID,u,i),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function cn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,c=r?(s-r.timeAdded)/o:-1,u=n.getSource(),f=a.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-c,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var un=new t.Color(1,0,0,1),fn=new t.Color(0,1,0,1),hn=new t.Color(0,0,1,1),pn=new t.Color(1,0,1,1),dn=new t.Color(0,1,1,1);function gn(t){var e=t.transform.padding;mn(t,t.transform.height-(e.top||0),3,un),mn(t,e.bottom||0,3,fn),vn(t,e.left||0,3,hn),vn(t,t.transform.width-(e.right||0),3,pn);var r=t.transform.centerPoint;!function(t,e,r,n){yn(t,e-1,r-10,2,20,n),yn(t,e-10,r-1,20,2,n)}(t,r.x,t.transform.height-r.y,dn)}function mn(t,e,r,n){yn(t,0,e+r/2,t.transform.width,r,n)}function vn(t,e,r,n){yn(t,e-r/2,0,r,t.transform.height,n)}function yn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function xn(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=At.disabled,c=Mt.disabled,u=e.colorModeForRenderPass();i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,c,u,Et.disabled,Ir(o,t.Color.red),\"$debug\",e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var f=r.getTileByID(n.key).latestRawTileData,h=f&&f.byteLength||0,p=Math.floor(h/1024),d=r.getTile(n).tileSize,g=512/Math.min(d,512)*(n.overscaledZ/e.transform.zoom)*.5,m=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(m+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,m+\" \"+p+\"kb\"),s.draw(i,a.TRIANGLES,l,c,St.alphaBlended,Et.disabled,Ir(o,t.Color.transparent,g),\"$debug\",e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var bn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Mt.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,c=\"map\"===a,u=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),g=d.getBucket(n);if(g&&g.text&&g.text.segments.get().length){var m=g.textSizeData,v=t.evaluateSizeForZoom(m,l.zoom),y=pe(d,1,r.transform.zoom),x=Qt(p.posMatrix,u,c,r.transform,y),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&g.hasIconData();if(v){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);tn(g,c,u,s,t.symbolSize,l,x,p.posMatrix,_,v,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&rn(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&rn(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(Kr(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),Kr(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var c=e.context,u=c.gl,f=e.depthModeForSublayer(0,At.ReadOnly),h=Mt.disabled,p=e.colorModeForRenderPass(),d=[],g=0;g<i.length;g++){var m=i[g],v=r.getTile(m),y=v.getBucket(n);if(y){var x=y.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:y.layoutVertexBuffer,indexBuffer:y.indexBuffer,uniformValues:Lr(e,m,v,n)};if(l)for(var _=0,w=y.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:y.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,I=S.uniformValues,O=M.segments;L.draw(c,u.TRIANGLES,f,h,p,Et.disabled,I,n.id,C,P,O,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Mt.disabled,l=new St([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);!function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}}(a,e,n),a.clear({color:t.Color.transparent});for(var c=0;c<i.length;c++){var u=i[c];if(!r.hasRenderableParent(u)){var f=r.getTile(u),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),g=e.transform.zoom;d.draw(a,o.TRIANGLES,At.disabled,s,l,Et.disabled,zr(u.posMatrix,f,g,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(!a)return;n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA));o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}}(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1)){var s=e.depthModeForSublayer(0,At.ReadOnly),l=e.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),f=u.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":c?\"lineSDF\":h?\"lineGradient\":\"line\",g=e.context,m=g.gl,v=!0;if(h){g.activeTexture.set(m.TEXTURE0);var y=n.gradientTexture;if(!n.gradient)return;y||(y=n.gradientTexture=new t.Texture(g,n.gradient,m.RGBA)),y.bind(m.LINEAR,m.CLAMP_TO_EDGE)}for(var x=0,b=i;x<b.length;x+=1){var _=b[x],w=r.getTile(_);if(!f||w.patternsLoaded()){var T=w.getBucket(n);if(T){var k=T.programConfigurations.get(n.id),A=e.context.program.get(),M=e.useProgram(d,k),S=v||M.program!==A,E=u.constantOr(null);if(E&&w.imageAtlas){var L=w.imageAtlas,C=L.patternPositions[E.to.toString()],P=L.patternPositions[E.from.toString()];C&&P&&k.setConstantPatternPositions(C,P)}var I=f?Br(e,w,n,p):c?Nr(e,w,n,c,p):h?Fr(e,w,n):Rr(e,w,n);f?(g.activeTexture.set(m.TEXTURE0),w.imageAtlasTexture.bind(m.LINEAR,m.CLAMP_TO_EDGE),k.updatePaintBuffers(p)):c&&(S||e.lineAtlas.dirty)&&(g.activeTexture.set(m.TEXTURE0),e.lineAtlas.bind(g)),M.draw(g,m.TRIANGLES,s,e.stencilModeForClipping(_),l,Et.disabled,I,n.id,T.layoutVertexBuffer,T.indexBuffer,T.segments,n.paint,e.transform.zoom,k),v=!1}}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===c){var u=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?At.ReadWrite:At.ReadOnly);an(e,r,n,i,u,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,At.ReadOnly);an(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))on(t,e,r,n,a,Mt.disabled,St.disabled),on(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();on(t,e,r,n,a,Mt.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=e.getSource().maxzoom,o=t.depthModeForSublayer(0,At.ReadOnly),s=t.colorModeForRenderPass(),l=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],c=l[0],u=0,f=l[1];u<f.length;u+=1){var h=f[u],p=e.getTile(h);p.needsHillshadePrepare&&\"offscreen\"===t.renderPass?ln(t,p,r,a,o,Mt.disabled,s):\"translucent\"===t.renderPass&&sn(t,p,r,o,c[h.overscaledZ],s)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),c=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),u=c[0],f=c[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,g=f;d<g.length;d+=1){var m=g[d],v=t.depthModeForSublayer(m.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?At.ReadWrite:At.ReadOnly,a.LESS),y=e.getTile(m),x=t.transform.calculatePosMatrix(m.toUnwrapped(),p);y.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(m,0),_=cn(y,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-y.tileID.overscaledZ),T=[y.tileID.canonical.x*w%1,y.tileID.canonical.y*w%1]):y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Vr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,v,Mt.disabled,l,Et.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,v,u[m.overscaledZ],l,Et.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(c)){var u=!c&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===u){var f=Mt.disabled,h=t.depthModeForSublayer(0,\"opaque\"===u?At.ReadWrite:At.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(c?\"backgroundPattern\":\"background\"),g=s.coveringTiles({tileSize:l});c&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var m=r.getCrossfadeParameters(),v=0,y=g;v<y.length;v+=1){var x=y[v],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=c?Zr(b,i,t,c,{tileID:x,tileSize:l},m):Xr(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Et.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)xn(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Mt.disabled);var o=\"3d\"===i.renderingMode?new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,At.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},_n=function(t,e){this.context=new Lt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ct.maxUnderzooming+Ct.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ne,this.gpuTimers={}};_n.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},_n.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Ge.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Ge.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,P.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ge.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Mt({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},_n.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,At.disabled,this.stencilClearMode,St.disabled,Et.disabled,Or(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},_n.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(St.disabled),r.setDepthMode(At.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,At.disabled,new Mt({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),St.disabled,Et.disabled,Or(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},_n.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Mt({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Mt({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Mt({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Mt.disabled,e),n]},_n.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){return new St([e.CONSTANT_COLOR,e.ONE],new t.Color(1/8,1/8,1/8,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?St.unblended:St.alphaBlended},_n.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return At.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new At(r||this.context.gl.LEQUAL,e,[n,n])},_n.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},_n.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,c,u={},f={},h={};for(var p in a){var d=a[p];u[p]=d.getVisibleCoordinates(),f[p]=u[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var g=0;g<i.length;g++){var m=i[g];if(this.style._layers[m].is3D()){this.opaquePassCutoff=g;break}}this.renderPass=\"offscreen\";for(var v=0,y=i;v<y.length;v+=1){var x=y[v],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=u[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,u[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(c&&c.id)&&(c=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<c.getSource().maxzoom)&&(l=c))})),l&&bn.debug(this,l,l.getVisibleCoordinates()));this.options.showPadding&&gn(this),this.context.setDefault()},_n.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),bn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},_n.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},_n.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},_n.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},_n.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},_n.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:pe(r,n[0],this.transform.zoom),a?n[1]:pe(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.translate(u,e,c),u},_n.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},_n.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},_n.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},_n.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new _r(this.context,xr[t],e,Jr[t],this._showOverdrawInspector)),this.cache[r]},_n.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},_n.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},_n.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},_n.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var wn=function(t,e){this.points=t,this.planes=e};wn.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new wn(a,o)};var Tn=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Tn.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Tn(n,i)},Tn.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Tn.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Tn.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var c=Number.MAX_VALUE,u=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];c=Math.min(c,h),u=Math.max(u,h)}if(u<0||c>this.max[l]-this.min[l])return 0}return 1};var kn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};kn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},kn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},kn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},kn.prototype.clone=function(){return new kn(this.top,this.bottom,this.left,this.right)},kn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var An=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new kn,this._posMatrixCache={},this._alignedPosMatrixCache={}},Mn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};An.prototype.clone=function(){var t=new An(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Mn.minZoom.get=function(){return this._minZoom},Mn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Mn.maxZoom.get=function(){return this._maxZoom},Mn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Mn.minPitch.get=function(){return this._minPitch},Mn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Mn.maxPitch.get=function(){return this._maxPitch},Mn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Mn.renderWorldCopies.get=function(){return this._renderWorldCopies},Mn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Mn.worldSize.get=function(){return this.tileSize*this.scale},Mn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Mn.size.get=function(){return new t.Point(this.width,this.height)},Mn.bearing.get=function(){return-this.angle/Math.PI*180},Mn.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Mn.pitch.get=function(){return this._pitch/Math.PI*180},Mn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Mn.fov.get=function(){return this._fov/Math.PI*180},Mn.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Mn.zoom.get=function(){return this._zoom},Mn.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Mn.center.get=function(){return this._center},Mn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Mn.padding.get=function(){return this._edgeInsets.toJSON()},Mn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Mn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},An.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},An.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},An.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},An.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=s-1;c<=l+1;c++)0!==c&&r.push(new t.UnwrappedTileID(c,e));return r},An.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=wn.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var c=function(t){return{aabb:new Tn([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},u=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)u.push(c(-d)),u.push(c(d));for(u.push(c(0));u.length>0;){var g=u.pop(),m=g.x,v=g.y,y=g.fullyVisible;if(!y){var x=g.aabb.intersects(s);if(0===x)continue;y=2===x}var b=g.aabb.distanceX(o),_=g.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-g.zoom)-2;if(g.zoom===h||w>T&&g.zoom>=l)f.push({tileID:new t.OverscaledTileID(g.zoom===h?p:g.zoom,g.wrap,g.zoom,m,v),distanceSq:t.sqrLen([o[0]-.5-m,o[1]-.5-v])});else for(var k=0;k<4;k++){var A=(m<<1)+k%2,M=(v<<1)+(k>>1);u.push({aabb:g.aabb.quadrant(k),zoom:g.zoom+1,x:A,y:M,wrap:g.wrap,fullyVisible:y})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},An.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Mn.unmodified.get=function(){return this._unmodified},An.prototype.zoomScale=function(t){return Math.pow(2,t)},An.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},An.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},An.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Mn.point.get=function(){return this.project(this.center)},An.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},An.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},An.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},An.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},An.prototype.coordinateLocation=function(t){return t.toLngLat()},An.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,c=n[1]/a,u=r[2]/i,f=n[2]/a,h=u===f?0:(0-u)/(f-u);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,c,h)/this.worldSize)},An.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},An.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},An.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},An.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},An.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},An.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},An.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<c.y?c.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<c.x?c.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var g=p.y,m=c.y/2;g-m<a&&(i=a+m),g+m>o&&(i=o-m)}if(this.lngRange){var v=p.x,y=c.x/2;v-y<s&&(n=s+y),v+y>l&&(n=l-y)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=u,this._constraining=!1}},An.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,c=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),u=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,u,c),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),g=Math.sin(this.angle),m=s-Math.round(s)+d*h+g*p,v=l-Math.round(l)+d*p+g*h,y=new Float64Array(f);if(t.translate(y,y,[m>.5?m-1:m,v>.5?v-1:v,0]),this.alignedProjMatrix=y,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},An.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},An.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},An.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var c=l[s];n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(An.prototype,Mn);var Sn=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};Sn.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},Sn.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},Sn.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),c=this._map.getPitch(),u=\"\";if(u+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||c)&&(u+=\"/\"+Math.round(10*l)/10),c&&(u+=\"/\"+Math.round(c)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+u):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+u),\"#\"+p.join(\"&\")}return\"#\"+u},Sn.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},Sn.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},Sn.prototype._updateHashUnthrottled=function(){var e=this.getHashString();try{t.window.history.replaceState(t.window.history.state,\"\",e)}catch(t){}};var En={linearity:.3,easing:t.bezier(0,0,.3,1)},Ln=t.extend({deceleration:2500,maxSpeed:1400},En),Cn=t.extend({deceleration:20,maxSpeed:1400},En),Pn=t.extend({deceleration:1e3,maxSpeed:360},En),In=t.extend({deceleration:1e3,maxSpeed:90},En),On=function(t){this._map=t,this.clear()};function zn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Dn(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}On.prototype.clear=function(){this._inertiaBuffer=[]},On.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},On.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},On.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Dn(r.pan.mag(),o,t.extend({},Ln,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,zn(s,l)}if(r.zoom){var c=Dn(r.zoom,o,Cn);s.zoom=this._map.transform.zoom+c.amount,zn(s,c)}if(r.bearing){var u=Dn(r.bearing,o,Pn);s.bearing=this._map.transform.bearing+t.clamp(u.amount,-179,179),zn(s,u)}if(r.pitch){var f=Dn(r.pitch,o,In);s.pitch=this._map.transform.pitch+f.amount,zn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Rn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Fn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),c=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),u=i.unproject(c);e.call(this,n,{points:s,point:c,lngLats:l,lngLat:u,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Bn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Nn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Nn.prototype.reset=function(){delete this._mousedownPos},Nn.prototype.wheel=function(t){return this._firePreventable(new Bn(t.type,this._map,t))},Nn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseup=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.dblclick=function(t){return this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseover=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.mouseout=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.touchstart=function(t){return this._firePreventable(new Fn(t.type,this._map,t))},Nn.prototype.touchmove=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchend=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchcancel=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Nn.prototype.isEnabled=function(){return!0},Nn.prototype.isActive=function(){return!1},Nn.prototype.enable=function(){},Nn.prototype.disable=function(){};var jn=function(t){this._map=t};jn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},jn.prototype.mousemove=function(t){this._map.fire(new Rn(t.type,this._map,t))},jn.prototype.mousedown=function(){this._delayContextMenu=!0},jn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Rn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},jn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Rn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},jn.prototype.isEnabled=function(){return!0},jn.prototype.isActive=function(){return!1},jn.prototype.enable=function(){},jn.prototype.disable=function(){};var Un=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Vn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Un.prototype.isEnabled=function(){return!!this._enabled},Un.prototype.isActive=function(){return!!this._active},Un.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Un.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Un.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Un.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Un.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Un.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Un.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Un.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Hn=function(t){this.reset(),this.numTouches=t.numTouches};Hn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Hn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Vn(n,r)))},Hn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Vn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Hn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var qn=function(t){this.singleTap=new Hn(t),this.numTaps=t.numTaps,this.reset()};qn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},qn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},qn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},qn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Gn=function(){this._zoomIn=new qn({numTouches:1,numTaps:2}),this._zoomOut=new qn({numTouches:2,numTaps:1}),this.reset()};Gn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Gn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Gn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Gn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Gn.prototype.touchcancel=function(){this.reset()},Gn.prototype.enable=function(){this._enabled=!0},Gn.prototype.disable=function(){this._enabled=!1,this.reset()},Gn.prototype.isEnabled=function(){return this._enabled},Gn.prototype.isActive=function(){return this._active};var Yn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Yn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Yn.prototype._correctButton=function(t,e){return!1},Yn.prototype._move=function(t,e){return{}},Yn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Yn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r&&(t.preventDefault(),this._moved||!(e.dist(r)<this._clickTolerance)))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Yn.prototype.mouseupWindow=function(t){r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Yn.prototype.enable=function(){this._enabled=!0},Yn.prototype.disable=function(){this._enabled=!1,this.reset()},Yn.prototype.isEnabled=function(){return this._enabled},Yn.prototype.isActive=function(){return this._active};var Wn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Yn),Xn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Zn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Jn=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};Jn.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},Jn.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},Jn.prototype.touchmove=function(t,e,r){if(this._active)return t.preventDefault(),this._calculateTransform(t,e,r)},Jn.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Vn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var c=i[l],u=this._touches[l];u&&(a._add(c),o._add(c.sub(u)),s++,i[l]=c)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn=function(){this.reset()};function Qn(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}Kn.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},Kn.prototype._start=function(t){},Kn.prototype._move=function(t,e,r){return{}},Kn.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},Kn.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=Qn(r,e,i),s=Qn(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},Kn.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=Qn(n,e,a),l=Qn(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},Kn.prototype.touchcancel=function(){this.reset()},Kn.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},Kn.prototype.disable=function(){this._enabled=!1,this.reset()},Kn.prototype.isEnabled=function(){return this._enabled},Kn.prototype.isActive=function(){return this._active};function $n(t,e){return Math.log(t/e)/Math.LN2}var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs($n(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:$n(this._distance,r),pinchAround:e}},e}(Kn);function ei(t,e){return 180*t.angleWith(e)/Math.PI}var ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:ei(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=ei(t,this._startVector);return Math.abs(r)<e},e}(Kn);function ni(t){return Math.abs(t.y)>Math.abs(t.x)}var ii=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ni(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid){this._lastPoints=t,this._active=!0;return{pitchDelta:-.5*((n.y+i.y)/2)}}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ni(t)&&ni(e)&&a}},e}(Kn),ai={panStep:100,bearingStep:15,pitchStep:10},oi=function(){var t=ai;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep};function si(t){return t*(2-t)}oi.prototype.reset=function(){this._active=!1},oi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:si,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},oi.prototype.enable=function(){this._enabled=!0},oi.prototype.disable=function(){this._enabled=!1,this.reset()},oi.prototype.isEnabled=function(){return this._enabled},oi.prototype.isActive=function(){return this._active};var li=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=1/450,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};li.prototype.setZoomRate=function(t){this._defaultZoomRate=t},li.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},li.prototype.isEnabled=function(){return!!this._enabled},li.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},li.prototype.isZooming=function(){return!!this._zooming},li.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},li.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},li.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%4.000244140625==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},li.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},li.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},li.prototype.renderFrame=function(){return this._onScrollFrame()},li.prototype._onScrollFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>4.000244140625?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,c=this._easing,u=!1;if(\"wheel\"===this._type&&l&&c){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=c(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):u=!0}else o=s,u=!0;return this._active=!0,u&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!u,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},li.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},li.prototype.reset=function(){this._active=!1};var ci=function(t,e){this._clickZoom=t,this._tapZoom=e};ci.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},ci.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},ci.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},ci.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var ui=function(){this.reset()};ui.prototype.reset=function(){this._active=!1},ui.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},ui.prototype.enable=function(){this._enabled=!0},ui.prototype.disable=function(){this._enabled=!1,this.reset()},ui.prototype.isEnabled=function(){return this._enabled},ui.prototype.isActive=function(){return this._active};var fi=function(){this._tap=new qn({numTouches:1,numTaps:1}),this.reset()};fi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},fi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},fi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},fi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},fi.prototype.touchcancel=function(){this.reset()},fi.prototype.enable=function(){this._enabled=!0},fi.prototype.disable=function(){this._enabled=!1,this.reset()},fi.prototype.isEnabled=function(){return this._enabled},fi.prototype.isActive=function(){return this._active};var hi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};hi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},hi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},hi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},hi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var pi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};pi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},pi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},pi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},pi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var di=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};di.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},di.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},di.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},di.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},di.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},di.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var gi=function(t){return t.zoom||t.drag||t.pitch||t.rotate},mi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function vi(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var yi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new On(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!1}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1],u=s[2];r.addEventListener(l,c,l===t.window.document?this.handleWindowEvent:this.handleEvent,u)}};yi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},yi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Nn(e,t));var n=e.boxZoom=new Un(e,t);this._add(\"boxZoom\",n);var i=new Gn,a=new ui;e.doubleClickZoom=new ci(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new fi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new ii;this._add(\"touchPitch\",s);var l=new Xn(t),c=new Zn(t);e.dragRotate=new pi(t,l,c),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",c,[\"mouseRotate\"]);var u=new Wn(t),f=new Jn(t);e.dragPan=new hi(r,u,f),this._add(\"mousePan\",u),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ri,p=new ti;e.touchZoomRotate=new di(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new li(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var g=e.keyboard=new oi;this._add(\"keyboard\",g),this._add(\"blockableMapEvent\",new jn(e));for(var m=0,v=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];m<v.length;m+=1){var y=v[m];t.interactive&&t[y]&&e[y].enable(t[y])}},yi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},yi.prototype.stop=function(){if(!this._updatingCamera){for(var t=0,e=this._handlers;t<e.length;t+=1){e[t].handler.reset()}this._inertia.clear(),this._fireEvents({},{}),this._changes=[]}},yi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1){if(e[t].handler.isActive())return!0}return!1},yi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},yi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},yi.prototype.isMoving=function(){return Boolean(gi(this._eventsInProgress))||this.isZooming()},yi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},yi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},yi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},yi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),c=0,u=this._handlers;c<u.length;c+=1){var f=u[c],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var g=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(g=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,g,h,n),g&&g.needsRenderFrame&&this._triggerRenderFrame()),(g||p.isActive())&&(o[h]=p)}}var m={};for(var v in this._previousActiveHandlers)o[v]||(m[v]=n);this._previousActiveHandlers=o,(Object.keys(m).length||vi(i))&&(this._changes.push([i,a,m]),this._triggerRenderFrame()),(Object.keys(o).length||vi(i))&&this._map._stop(!0),this._updatingCamera=!1;var y=i.cameraAnimation;y&&(this._inertia.clear(),this._fireEvents({},{}),this._changes=[],y(this._map))}else this.stop()},yi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},yi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],c=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,c)}this._updateMapTransform(e,r,n),this._changes=[]},yi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!vi(t))return this._fireEvents(e,r);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,c=t.around,u=t.pinchAround;void 0!==u&&(c=u),n._stop(!0),c=c||n.transform.centerPoint;var f=i.pointLocation(a?c.sub(a):c);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,c),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r)},yi.prototype._fireEvents=function(e,r){var n=this,i=gi(this._eventsInProgress),a=gi(e),o={};for(var s in e){var l=e[s].originalEvent;this._eventsInProgress[s]||(o[s+\"start\"]=l),this._eventsInProgress[s]=e[s]}for(var c in!i&&a&&this._fireEvent(\"movestart\",a.originalEvent),o)this._fireEvent(c,o[c]);for(var u in e.rotate&&(this._bearingChanged=!0),a&&this._fireEvent(\"move\",a.originalEvent),e){var f=e[u].originalEvent;this._fireEvent(u,f)}var h,p={};for(var d in this._eventsInProgress){var g=this._eventsInProgress[d],m=g.handlerName,v=g.originalEvent;this._handlersById[m].isActive()||(delete this._eventsInProgress[d],h=r[m]||v,p[d+\"end\"]=h)}for(var y in p)this._fireEvent(y,p[y]);var x=gi(this._eventsInProgress);if((i||a)&&!x){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),_=function(t){return 0!==t&&-n._bearingSnap<t&&t<n._bearingSnap};b?(_(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:h})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:h})),_(this._map.getBearing())&&this._map.resetNorth()),this._bearingChanged=!1,this._updatingCamera=!1}},yi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},yi.prototype._triggerRenderFrame=function(){var t=this;void 0===this._frameId&&(this._frameId=this._map._requestRenderFrame((function(e){delete t._frameId,t.handleEvent(new mi(\"renderFrame\",{timeStamp:e})),t._applyChanges()})))};var xi=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){return e=t.LngLatBounds.convert(e),this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),0,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,c=s.project(t.LngLat.convert(e)),u=s.project(t.LngLat.convert(r)),f=c.rotate(-n*Math.PI/180),h=u.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),g=p.sub(d),m=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/g.x,v=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/g.y;if(!(v<0||m<0)){var y=Math.min(s.scaleZoom(s.scale*Math.min(m,v)),i.maxZoom),x=t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(x.x+b,x.y+_).mult(s.scale/s.zoomScale(y));return{center:s.unproject(c.add(u).div(2).sub(w)),zoom:y,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),c=\"zoom\"in e?+e.zoom:a,u=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),g=i.pointLocation(d),m=t.LngLat.convert(e.center||g);this._normalizeCenter(m);var v,y,x=i.project(g),b=i.project(m).sub(x),_=i.zoomScale(c-a);e.around&&(v=t.LngLat.convert(e.around),y=i.locationPoint(v));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||c!==a,this._rotating=this._rotating||o!==u,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),clearTimeout(this._easeEndTimeoutID),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,c,e)),n._rotating&&(i.bearing=t.number(o,u,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),v)i.setLocationAtPoint(v,y);else{var g=i.zoomScale(i.zoom-a),m=c>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(m,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(g));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),c=this.getPadding(),u=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(u-o),g=t.Point.convert(e.offset),m=a.centerPoint.add(g),v=a.pointLocation(m),y=t.LngLat.convert(e.center||v);this._normalizeCenter(y);var x=a.project(v),b=a.project(y).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,u),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),I=function(t){return C(P)/C(P+_*t)},O=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},z=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(z)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;z=Math.abs(Math.log(T/w))/_,O=function(){return 0},I=function(t){return Math.exp(D*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*z/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*z,d=1/I(i);a.zoom=1===e?u:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(c,p,e),m=a.centerPoint.add(g));var v=1===e?y:a.unproject(x.add(b.mult(O(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?v.wrap():v,m),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop()}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),bi=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};bi.prototype.getDefaultPosition=function(){return\"bottom-right\"},bi.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},bi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},bi.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\"}},bi.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},bi.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},bi.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var _i=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};_i.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},_i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},_i.prototype.getDefaultPosition=function(){return\"bottom-left\"},_i.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},_i.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t){if(t[e].getSource().mapbox_logo)return!0}return!1}},_i.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var wi=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};wi.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},wi.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},wi.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},wi.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Ti={\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},ki=t.window.HTMLImageElement,Ai=t.window.HTMLElement,Mi=t.window.ImageBitmap,Si={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:60,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Ei=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Si,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>60)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new An(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new wi,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Ti,e.locale),this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ai))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1)),this.handlers=new yi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new Sn(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new bi({customAttribution:e.customAttribution})),this.addControl(new _i,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&e.getDefaultPosition&&(r=e.getDefaultPosition()),void 0===r&&(r=\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?60:t)>60)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Rn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Rn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Rn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new qe(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new qe(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof ki||Mi&&r instanceof Mi){var c=t.browser.getImageData(r),u=c.width,f=c.height,h=c.data;this.style.addImage(e,{data:new t.RGBAImage({width:u,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,g=r.data,m=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(g)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:m}),m.onAdd&&m.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof ki||Mi&&r instanceof Mi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof ki||Mi&&r instanceof Mi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)}))},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new _n(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var c=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),u=c.crossFadingFactor();1===u&&u===this._crossFadingFactor||(o=!0,this._crossFadingFactor=u),this.style.update(c)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}return this._sourcesDirty||this._styleDirty||this._placementDirty||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&(this._fullyLoaded||(this._fullyLoaded=!0),this.fire(new t.Event(\"idle\"))),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1){r[e].onRemove(this)}this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext(),Li(this._canvasContainer),Li(this._controlContainer),Li(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(xi);function Li(t){t.parentNode&&t.parentNode.removeChild(t)}var Ci={showCompass:!0,showZoom:!0,visualizePitch:!1},Pi=function(e){var n=this;this.options=t.extend({},Ci,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};Pi.prototype._updateZoomButtons=function(){var t=this._map.getZoom();this._zoomInButton.disabled=t===this._map.getMaxZoom(),this._zoomOutButton.disabled=t===this._map.getMinZoom()},Pi.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},Pi.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ii(this._map,this._compass,this.options.visualizePitch)),this._container},Pi.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},Pi.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},Pi.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ii=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new Xn({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new Zn({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Oi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ii.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ii.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ii.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ii.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ii.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ii.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ii.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ii.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ii.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var zi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Di(t,e,r){var n=t.classList;for(var i in zi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Ri,Fi=function(e){function n(n,i){var a=this;if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._draggable=n&&n.draggable||!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");o.setAttributeNS(null,\"display\",\"block\"),o.setAttributeNS(null,\"height\",\"41px\"),o.setAttributeNS(null,\"width\",\"27px\"),o.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"stroke\",\"none\"),s.setAttributeNS(null,\"stroke-width\",\"1\"),s.setAttributeNS(null,\"fill\",\"none\"),s.setAttributeNS(null,\"fill-rule\",\"evenodd\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"fill-rule\",\"nonzero\");var c=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");c.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),c.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,f=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<f.length;u+=1){var h=f[u],p=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");p.setAttributeNS(null,\"opacity\",\"0.04\"),p.setAttributeNS(null,\"cx\",\"10.5\"),p.setAttributeNS(null,\"cy\",\"5.80029008\"),p.setAttributeNS(null,\"rx\",h.rx),p.setAttributeNS(null,\"ry\",h.ry),c.appendChild(p)}var d=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"fill\",this._color);var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),d.appendChild(g);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"opacity\",\"0.25\"),m.setAttributeNS(null,\"fill\",\"#000000\");var v=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");v.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),m.appendChild(v);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");x.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#000000\"),b.setAttributeNS(null,\"opacity\",\"0.25\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),x.appendChild(b),x.appendChild(_),l.appendChild(c),l.appendChild(d),l.appendChild(m),l.appendChild(y),l.appendChild(x),o.appendChild(l),this._element.appendChild(o),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),this._element.addEventListener(\"focus\",(function(){var t=a._map.getContainer();t.scrollTop=0,t.scrollLeft=0})),Di(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=Math.sqrt(Math.pow(13.5,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[e,-1*(24.6+e)],\"bottom-right\":[-e,-1*(24.6+e)],left:[13.5,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,zi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\"))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Bi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Ni=0,ji=!1,Ui=function(e){function n(r){e.call(this),this.options=t.extend({},Bi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){var n;return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Ri?n(Ri):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Ri=\"denied\"!==t.state,n(Ri)})):(Ri=!!t.window.navigator.geolocation,n(Ri)),this._container},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Ni=0,ji=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&ji)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Fi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Fi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Ni--,ji=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Ni>1?(e={maximumAge:6e5,timeout:0},ji=!0):(e=this.options.positionOptions,ji=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Vi={maxWidth:100,unit:\"metric\"},Hi=function(e){this.options=t.extend({},Vi,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;if(l>5280)Gi(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\"));else Gi(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else if(r&&\"nautical\"===r.unit){Gi(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\"))}else s>=1e3?Gi(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):Gi(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function Gi(t,e,r,n){var i,a,o,s=(i=r,a=Math.pow(10,(\"\"+Math.floor(i)).length-1),o=(o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o),a*o),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Hi.prototype.getDefaultPosition=function(){return\"bottom-left\"},Hi.prototype._onMove=function(){qi(this._map,this._container,this.options)},Hi.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Hi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Hi.prototype.setUnit=function(t){this.options.unit=t,qi(this._map,this._container,this.options)};var Yi=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};Yi.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},Yi.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},Yi.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},Yi.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},Yi.prototype._isFullscreen=function(){return this._fullscreen},Yi.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},Yi.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var Wi={closeButton:!0,closeOnClick:!0,className:\"\",maxWidth:\"240px\"},Xi=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(Wi),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createContent=function(){this._content&&r.remove(this._content),this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(e){var n=this,i=this._lngLat||this._trackPointer;if(this._map&&i&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return n._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||e)){var a=this._pos=this._trackPointer&&e?e:this._map.project(this._lngLat),o=this.options.anchor,s=function e(r){if(r){if(\"number\"==typeof r){var n=Math.round(Math.sqrt(.5*Math.pow(r,2)));return{center:new t.Point(0,0),top:new t.Point(0,r),\"top-left\":new t.Point(n,n),\"top-right\":new t.Point(-n,n),bottom:new t.Point(0,-r),\"bottom-left\":new t.Point(n,-n),\"bottom-right\":new t.Point(-n,-n),left:new t.Point(r,0),right:new t.Point(-r,0)}}if(r instanceof t.Point||Array.isArray(r)){var i=t.Point.convert(r);return{center:i,top:i,\"top-left\":i,\"top-right\":i,bottom:i,\"bottom-left\":i,\"bottom-right\":i,left:i,right:i}}return{center:t.Point.convert(r.center||[0,0]),top:t.Point.convert(r.top||[0,0]),\"top-left\":t.Point.convert(r[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(r[\"top-right\"]||[0,0]),bottom:t.Point.convert(r.bottom||[0,0]),\"bottom-left\":t.Point.convert(r[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(r[\"bottom-right\"]||[0,0]),left:t.Point.convert(r.left||[0,0]),right:t.Point.convert(r.right||[0,0])}}return e(new t.Point(0,0))}(this.options.offset);if(!o){var l,c=this._container.offsetWidth,u=this._container.offsetHeight;l=a.y+s.bottom.y<u?[\"top\"]:a.y>this._map.transform.height-u?[\"bottom\"]:[],a.x<c/2?l.push(\"left\"):a.x>this._map.transform.width-c/2&&l.push(\"right\"),o=0===l.length?\"bottom\":l.join(\"-\")}var f=a.add(s[o]).round();r.setTransform(this._container,zi[o]+\" translate(\"+f.x+\"px,\"+f.y+\"px)\"),Di(this._container,o,\"popup\")}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);var Zi={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Ei,NavigationControl:Pi,GeolocateControl:Ui,AttributionControl:bi,ScaleControl:Hi,FullscreenControl:Yi,Popup:Xi,Marker:Fi,Style:qe,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){Bt().acquire(zt)},clearPrewarmedResources:function(){var t=Rt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(zt),Rt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Dt.workerCount},set workerCount(t){Dt.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return Zi})),r}))},{}],240:[function(t,e,r){\"use strict\";e.exports=Math.log2||function(t){return Math.log(t)*Math.LOG2E}},{}],241:[function(t,e,r){\"use strict\";e.exports=function(t,e){e||(e=t,t=window);var r=0,i=0,a=0,o={shift:!1,alt:!1,control:!1,meta:!1},s=!1;function l(t){var e=!1;return\"altKey\"in t&&(e=e||t.altKey!==o.alt,o.alt=!!t.altKey),\"shiftKey\"in t&&(e=e||t.shiftKey!==o.shift,o.shift=!!t.shiftKey),\"ctrlKey\"in t&&(e=e||t.ctrlKey!==o.control,o.control=!!t.ctrlKey),\"metaKey\"in t&&(e=e||t.metaKey!==o.meta,o.meta=!!t.metaKey),e}function c(t,s){var c=n.x(s),u=n.y(s);\"buttons\"in s&&(t=0|s.buttons),(t!==r||c!==i||u!==a||l(s))&&(r=0|t,i=c||0,a=u||0,e&&e(r,i,a,o))}function u(t){c(0,t)}function f(){(r||i||a||o.shift||o.alt||o.meta||o.control)&&(i=a=0,r=0,o.shift=o.alt=o.control=o.meta=!1,e&&e(0,0,0,o))}function h(t){l(t)&&e&&e(r,i,a,o)}function p(t){0===n.buttons(t)?c(0,t):c(r,t)}function d(t){c(r|n.buttons(t),t)}function g(t){c(r&~n.buttons(t),t)}function m(){s||(s=!0,t.addEventListener(\"mousemove\",p),t.addEventListener(\"mousedown\",d),t.addEventListener(\"mouseup\",g),t.addEventListener(\"mouseleave\",u),t.addEventListener(\"mouseenter\",u),t.addEventListener(\"mouseout\",u),t.addEventListener(\"mouseover\",u),t.addEventListener(\"blur\",f),t.addEventListener(\"keyup\",h),t.addEventListener(\"keydown\",h),t.addEventListener(\"keypress\",h),t!==window&&(window.addEventListener(\"blur\",f),window.addEventListener(\"keyup\",h),window.addEventListener(\"keydown\",h),window.addEventListener(\"keypress\",h)))}m();var v={element:t};return Object.defineProperties(v,{enabled:{get:function(){return s},set:function(e){e?m():function(){if(!s)return;s=!1,t.removeEventListener(\"mousemove\",p),t.removeEventListener(\"mousedown\",d),t.removeEventListener(\"mouseup\",g),t.removeEventListener(\"mouseleave\",u),t.removeEventListener(\"mouseenter\",u),t.removeEventListener(\"mouseout\",u),t.removeEventListener(\"mouseover\",u),t.removeEventListener(\"blur\",f),t.removeEventListener(\"keyup\",h),t.removeEventListener(\"keydown\",h),t.removeEventListener(\"keypress\",h),t!==window&&(window.removeEventListener(\"blur\",f),window.removeEventListener(\"keyup\",h),window.removeEventListener(\"keydown\",h),window.removeEventListener(\"keypress\",h))}()},enumerable:!0},buttons:{get:function(){return r},enumerable:!0},x:{get:function(){return i},enumerable:!0},y:{get:function(){return a},enumerable:!0},mods:{get:function(){return o},enumerable:!0}}),v};var n=t(\"mouse-event\")},{\"mouse-event\":243}],242:[function(t,e,r){var n={left:0,top:0};e.exports=function(t,e,r){e=e||t.currentTarget||t.srcElement,Array.isArray(r)||(r=[0,0]);var i=t.clientX||0,a=t.clientY||0,o=(s=e,s===window||s===document||s===document.body?n:s.getBoundingClientRect());var s;return r[0]=i-o.left,r[1]=a-o.top,r}},{}],243:[function(t,e,r){\"use strict\";function n(t){return t.target||t.srcElement||window}r.buttons=function(t){if(\"object\"==typeof t){if(\"buttons\"in t)return t.buttons;if(\"which\"in t){if(2===(e=t.which))return 4;if(3===e)return 2;if(e>0)return 1<<e-1}else if(\"button\"in t){var e;if(1===(e=t.button))return 4;if(2===e)return 2;if(e>=0)return 1<<e}}return 0},r.element=n,r.x=function(t){if(\"object\"==typeof t){if(\"offsetX\"in t)return t.offsetX;var e=n(t).getBoundingClientRect();return t.clientX-e.left}return 0},r.y=function(t){if(\"object\"==typeof t){if(\"offsetY\"in t)return t.offsetY;var e=n(t).getBoundingClientRect();return t.clientY-e.top}return 0}},{}],244:[function(t,e,r){\"use strict\";var n=t(\"to-px\");e.exports=function(t,e,r){\"function\"==typeof t&&(r=!!e,e=t,t=window);var i=n(\"ex\",t),a=function(t){r&&t.preventDefault();var n=t.deltaX||0,a=t.deltaY||0,o=t.deltaZ||0,s=1;switch(t.deltaMode){case 1:s=i;break;case 2:s=window.innerHeight}if(a*=s,o*=s,(n*=s)||a||o)return e(n,a,o,t)};return t.addEventListener(\"wheel\",a),a}},{\"to-px\":314}],245:[function(t,e,r){(function(t,r){(function(){\n",
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-       "/*\n",
-       " * @copyright 2016 Sean Connelly (@voidqk), http://syntheti.cc\n",
-       " * @license MIT\n",
-       " * @preserve Project Home: https://github.com/voidqk/polybooljs\n",
-       " */\n",
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r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var u=[];function f(t){var e=[c(t.region,!1)];u.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return c(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return u.length<=0?{type:\"Polygon\",coordinates:[]}:1==u.length?{type:\"Polygon\",coordinates:u[0]}:{type:\"MultiPolygon\",coordinates:u}}};e.exports=n},{}],258:[function(t,e,r){var n=t(\"./linked-list\");e.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return function(t,r,n,i,a,o){var s=e.pointsCompare(r,a);return 0!==s?s:e.pointsSame(n,o)?0:t!==i?t?1:-1:e.pointAboveOrOnLine(n,i?a:o,i?o:a)?1:-1}(t.isStart,t.pt,r,n.isStart,n.pt,n.other.pt)<0}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function c(i,o){var s=n.create();function c(t){return s.findTransition((function(r){var n,i,a,o,s,l;return(n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function u(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,c=a.start,u=a.end;r&&r.checkIntersection(i,a);var f=e.linesIntersect(o,s,c,u);if(!1===f){if(!e.pointsCollinear(o,s,c))return!1;if(e.pointsSame(o,u)||e.pointsSame(s,c))return!1;var h=e.pointsSame(o,c),p=e.pointsSame(s,u);if(h&&p)return n;var d=!h&&e.pointBetween(o,c,u),g=!p&&e.pointBetween(s,c,u);if(h)return g?l(n,s):l(t,u),n;d&&(p||(g?l(n,s):l(t,u)),l(n,o))}else 0===f.alongA&&(-1===f.alongB?l(t,c):0===f.alongB?l(t,f.pt):1===f.alongB&&l(t,u)),0===f.alongB&&(-1===f.alongA?l(n,o):0===f.alongA?l(n,f.pt):1===f.alongA&&l(n,s));return!1}for(var f=[];!a.isEmpty();){var h=a.getHead();if(r&&r.vert(h.pt[0]),h.isStart){r&&r.segmentNew(h.seg,h.primary);var p=c(h),d=p.before?p.before.ev:null,g=p.after?p.after.ev:null;function m(){if(d){var t=u(h,d);if(t)return t}return!!g&&u(h,g)}r&&r.tempStatus(h.seg,!!d&&d.seg,!!g&&g.seg);var v,y=m();if(y){var x;if(t)(x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(y.seg.myFill.above=!y.seg.myFill.above);else y.seg.otherFill=h.seg.myFill;r&&r.segmentUpdate(y.seg),h.other.remove(),h.remove()}if(a.getHead()!==h){r&&r.rewind(h.seg);continue}if(t)x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=g?g.seg.myFill.above:i,h.seg.myFill.above=x?!h.seg.myFill.below:h.seg.myFill.below;else if(null===h.seg.otherFill)v=g?h.primary===g.primary?g.seg.otherFill.above:g.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:v,below:v};r&&r.status(h.seg,!!d&&d.seg,!!g&&g.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&u(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var _=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=_}f.push(h.seg)}a.getHead().remove()}return r&&r.done(),f}return t?{addRegion:function(t){for(var n,i,a,o=t[t.length-1],l=0;l<t.length;l++){n=o,o=t[l];var c=e.pointsCompare(n,o);0!==c&&s((i=c<0?n:o,a=c<0?o:n,{id:r?r.segmentId():-1,start:i,end:a,myFill:{above:null,below:null},otherFill:null}),!0)}},calculate:function(t){return c(t,!1)}}:{calculate:function(t,e,r,n){return t.forEach((function(t){s(i(t.start,t.end,t),!0)})),r.forEach((function(t){s(i(t.start,t.end,t),!1)})),c(e,n)}}}},{\"./linked-list\":259}],259:[function(t,e,r){e.exports={create:function(){var t={root:{root:!0,next:null},exists:function(e){return null!==e&&e!==t.root},isEmpty:function(){return null===t.root.next},getHead:function(){return t.root.next},insertBefore:function(e,r){for(var n=t.root,i=t.root.next;null!==i;){if(r(i))return e.prev=i.prev,e.next=i,i.prev.next=e,void(i.prev=e);n=i,i=i.next}n.next=e,e.prev=n,e.next=null},findTransition:function(e){for(var r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},{}],260:[function(t,e,r){e.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,u=0;u<n.length;u++){var f=(m=n[u])[0],h=(m[1],m[m.length-1]);m[m.length-2];if(e.pointsSame(f,a)){if(k(u,!0,!0))break}else if(e.pointsSame(f,o)){if(k(u,!0,!1))break}else if(e.pointsSame(h,a)){if(k(u,!1,!0))break}else if(e.pointsSame(h,o)&&k(u,!1,!1))break}if(c===s)return n.push([a,o]),void(r&&r.chainNew(a,o));if(c===l){r&&r.chainMatch(s.index);var p=s.index,d=s.matches_pt1?o:a,g=s.matches_head,m=n[p],v=g?m[0]:m[m.length-1],y=g?m[1]:m[m.length-2],x=g?m[m.length-1]:m[0],b=g?m[m.length-2]:m[1];return e.pointsCollinear(y,v,d)&&(g?(r&&r.chainRemoveHead(s.index,d),m.shift()):(r&&r.chainRemoveTail(s.index,d),m.pop()),v=y),e.pointsSame(x,d)?(n.splice(p,1),e.pointsCollinear(b,x,v)&&(g?(r&&r.chainRemoveTail(s.index,v),m.pop()):(r&&r.chainRemoveHead(s.index,v),m.shift())),r&&r.chainClose(s.index),void i.push(m)):void(g?(r&&r.chainAddHead(s.index,d),m.unshift(d)):(r&&r.chainAddTail(s.index,d),m.push(d)))}var _=s.index,w=l.index;r&&r.chainConnect(_,w);var T=n[_].length<n[w].length;s.matches_head?l.matches_head?T?(A(_),M(_,w)):(A(w),M(w,_)):M(w,_):l.matches_head?M(_,w):T?(A(_),M(w,_)):(A(w),M(_,w))}function k(t,e,r){return c.index=t,c.matches_head=e,c.matches_pt1=r,c===s?(c=l,!1):(c=null,!0)}function A(t){r&&r.chainReverse(t),n[t].reverse()}function M(t,i){var a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],c=o[0],u=o[1];e.pointsCollinear(l,s,c)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,c,u)&&(r&&r.chainRemoveHead(i,c),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},{}],261:[function(t,e,r){function n(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var i={union:function(t,e){return n(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],e)},intersect:function(t,e){return n(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],e)},difference:function(t,e){return n(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],e)},differenceRev:function(t,e){return n(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],e)},xor:function(t,e){return n(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],e)}};e.exports=i},{}],262:[function(t,e,r){\"use strict\";var n=t(\"stream\").Transform,i=t(\"stream-parser\");function a(){n.call(this,{readableObjectMode:!0})}function o(t,e,r){Error.call(this),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||\"\",this.name=this.constructor.name,this.message=t,e&&(this.code=e),r&&(this.statusCode=r)}a.prototype=Object.create(n.prototype),a.prototype.constructor=a,i(a.prototype),r.ParserStream=a,r.sliceEq=function(t,e,r){for(var n=e,i=0;i<r.length;)if(t[n++]!==r[i++])return!1;return!0},r.str2arr=function(t,e){var r=[],n=0;if(e&&\"hex\"===e)for(;n<t.length;)r.push(parseInt(t.slice(n,n+2),16)),n+=2;else for(;n<t.length;n++)r.push(255&t.charCodeAt(n));return r},r.readUInt16LE=function(t,e){return t[e]|t[e+1]<<8},r.readUInt16BE=function(t,e){return t[e+1]|t[e]<<8},r.readUInt32LE=function(t,e){return t[e]|t[e+1]<<8|t[e+2]<<16|16777216*t[e+3]},r.readUInt32BE=function(t,e){return t[e+3]|t[e+2]<<8|t[e+1]<<16|16777216*t[e]},o.prototype=Object.create(Error.prototype),o.prototype.constructor=o,r.ProbeError=o},{stream:285,\"stream-parser\":301}],263:[function(t,e,r){\"use strict\";function n(t,e){var r=new Error(t);return r.code=e,r}function i(t){try{return decodeURIComponent(escape(t))}catch(e){return t}}function a(t,e,r){this.input=t.subarray(e,r),this.start=e;var i=String.fromCharCode.apply(null,this.input.subarray(0,4));if(\"II*\\0\"!==i&&\"MM\\0*\"!==i)throw n(\"invalid TIFF signature\",\"EBADDATA\");this.big_endian=\"M\"===i[0]}a.prototype.each=function(t){this.aborted=!1;var e=this.read_uint32(4);for(this.ifds_to_read=[{id:0,offset:e}];this.ifds_to_read.length>0&&!this.aborted;){var r=this.ifds_to_read.shift();r.offset&&this.scan_ifd(r.id,r.offset,t)}},a.prototype.read_uint16=function(t){var e=this.input;if(t+2>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?256*e[t]+e[t+1]:e[t]+256*e[t+1]},a.prototype.read_uint32=function(t){var e=this.input;if(t+4>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?16777216*e[t]+65536*e[t+1]+256*e[t+2]+e[t+3]:e[t]+256*e[t+1]+65536*e[t+2]+16777216*e[t+3]},a.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},a.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},a.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return r=this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return r=this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return r=this.read_uint32(e);case 9:return 0|(r=this.read_uint32(e));case 5:case 10:case 11:case 12:case 7:default:return null}},a.prototype.scan_ifd=function(t,e,r){var a=this.read_uint16(e);e+=2;for(var o=0;o<a;o++){var s=this.read_uint16(e),l=this.read_uint16(e+2),c=this.read_uint32(e+4),u=this.exif_format_length(l),f=c*u,h=f<=4?e+8:this.read_uint32(e+8),p=!1;if(h+f>this.input.length)throw n(\"unexpected EOF\",\"EBADDATA\");for(var d=[],g=h,m=0;m<c;m++,g+=u){var v=this.exif_format_read(l,g);if(null===v){d=null;break}d.push(v)}if(Array.isArray(d)&&2===l&&(d=i(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===r({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:c,entry_offset:e+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);e+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(e)})},e.exports.ExifParser=a,e.exports.get_orientation=function(t){var e=0;try{return new a(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},{}],264:[function(t,e,r){\"use strict\";var n=t(\"./common\").readUInt16BE,i=t(\"./common\").readUInt32BE;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return t.length<r+e||r<8?null:{boxtype:String.fromCharCode.apply(null,t.slice(e+4,e+8)),data:t.slice(e+8,e+r),end:e+r}}function o(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;switch(n.boxtype){case\"ispe\":e.sizes.push({width:i(n.data,4),height:i(n.data,8)});break;case\"irot\":e.transforms.push({type:\"irot\",value:3&n.data[0]});break;case\"imir\":e.transforms.push({type:\"imir\",value:1&n.data[0]})}r=n.end}}function s(t,e,r){for(var n=0,i=0;i<r;i++)n=256*n+(t[e+i]||0);return n}function l(t,e){for(var r=t[4]>>4&15,i=15&t[4],a=t[5]>>4&15,o=n(t,6),l=8,c=0;c<o;c++){var u=n(t,l),f=n(t,l+=2),h=s(t,l+=2,a),p=n(t,l+=a);if(l+=2,0===f&&1===p){var d=s(t,l,r),g=s(t,l+r,i);e.item_loc[u]={length:g,offset:d+h}}l+=p*(r+i)}}function c(t,e){for(var r=n(t,4),i=6,o=0;o<r;o++){var s=a(t,i);if(!s)break;if(\"infe\"===s.boxtype){for(var l=n(s.data,4),c=\"\",u=8;u<s.data.length&&s.data[u];u++)c+=String.fromCharCode(s.data[u]);e.item_inf[c]=l}i=s.end}}function u(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;\"ipco\"===n.boxtype&&o(n.data,e),r=n.end}}e.exports.unbox=a,e.exports.readSizeFromMeta=function(t){var e={sizes:[],transforms:[],item_inf:{},item_loc:{}};if(function(t,e){for(var r=4;;){var n=a(t,r);if(!n)break;\"iprp\"===n.boxtype&&u(n.data,e),\"iloc\"===n.boxtype&&l(n.data,e),\"iinf\"===n.boxtype&&c(n.data,e),r=n.end}}(t,e),e.sizes.length){var r,n,i,o=(r=e.sizes,n=r.reduce((function(t,e){return t.width>e.width||t.width===e.width&&t.height>e.height?t:e})),i=r.reduce((function(t,e){return t.height>e.height||t.height===e.height&&t.width>e.width?t:e})),n.width>i.height||n.width===i.height&&n.height>i.width?n:i),s=1;e.transforms.forEach((function(t){var e={1:6,2:5,3:8,4:7,5:4,6:3,7:2,8:1},r={1:4,2:3,3:2,4:1,5:6,6:5,7:8,8:7};if(\"imir\"===t.type&&(s=0===t.value?r[s]:e[s=e[s=r[s]]]),\"irot\"===t.type)for(var n=0;n<t.value;n++)s=e[s]}));var f=null;return e.item_inf.Exif&&(f=e.item_loc[e.item_inf.Exif]),{width:o.width,height:o.height,orientation:e.transforms.length?s:null,variants:e.sizes,exif_location:f}}},e.exports.getMimeType=function(t){var e=String.fromCharCode.apply(null,t.slice(0,4)),r={};r[e]=!0;for(var 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n=t(\"../common\").str2arr,i=t(\"../common\").sliceEq,a=t(\"../common\").readUInt32BE,o=n(\"8BPS\\0\\x01\");e.exports=function(t){if(!(t.length<22)&&i(t,0,o))return{width:a(t,18),height:a(t,14),type:\"psd\",mime:\"image/vnd.adobe.photoshop\",wUnits:\"px\",hUnits:\"px\"}}},{\"../common\":262}],272:[function(t,e,r){\"use strict\";function n(t){return\"number\"==typeof t&&isFinite(t)&&t>0}var i=/<[-_.:a-zA-Z0-9][^>]*>/,a=/^<([-_.:a-zA-Z0-9]+:)?svg\\s/,o=/[^-]\\bwidth=\"([^%]+?)\"|[^-]\\bwidth='([^%]+?)'/,s=/\\bheight=\"([^%]+?)\"|\\bheight='([^%]+?)'/,l=/\\bview[bB]ox=\"(.+?)\"|\\bview[bB]ox='(.+?)'/,c=/in$|mm$|cm$|pt$|pc$|px$|em$|ex$/;function u(t){return c.test(t)?t.match(c)[0]:\"px\"}e.exports=function(t){if(function(t){var e,r=0,n=t.length;for(239===t[0]&&187===t[1]&&191===t[2]&&(r=3);r<n&&(32===(e=t[r])||9===e||13===e||10===e);)r++;return r!==n&&60===t[r]}(t)){for(var e=\"\",r=0;r<t.length;r++)e+=String.fromCharCode(t[r]);var c=(e.match(i)||[\"\"])[0];if(a.test(c)){var 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h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},{\"array-bounds\":71,\"color-normalize\":89,\"flatten-vertex-data\":191,\"object-assign\":247,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],280:[function(t,e,r){\"use strict\";var n=t(\"color-normalize\"),i=t(\"array-bounds\"),a=t(\"object-assign\"),o=t(\"glslify\"),s=t(\"pick-by-alias\"),l=t(\"flatten-vertex-data\"),c=t(\"earcut\"),u=t(\"array-normalize\"),f=t(\"to-float32\"),h=f.float32,p=f.fract32,d=t(\"es6-weak-map\"),g=t(\"parse-rect\"),m=t(\"array-find-index\");function v(t,e){if(!(this instanceof v))return new v(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=v.shaders.has(t)?v.shaders.get(t):v.shaders.set(t,v.createShaders(t)).get(t),this.update(e)}e.exports=v,v.dashMult=2,v.maxPatternLength=256,v.precisionThreshold=3e6,v.maxPoints=1e4,v.maxLines=2048,v.shaders=new d,v.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach((function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>v.precisionThreshold||e.scale[1]*e.viewport.height>v.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=v.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},v.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,o=this.gl;if(t.forEach((function(t,f){var d=e.passes[f];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=s(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin 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C=y[2*S],P=y[2*S+1];isNaN(C)||isNaN(P)||null==C||null==P?(C=y[2*M],P=y[2*M+1],A[S]=M):M=S,k[E++]=C,k[E++]=P}if(t.splitNull){d.count-1 in A||(A[d.count]=d.count-1);var I=Object.keys(A).map(Number).sort((function(t,e){return t-e})),O=[],z=0,D=null!=d.hole?d.hole[0]:null;if(null!=D){var R=m(I,(function(t){return t>=D}));(I=I.slice(0,R)).push(D)}for(var F=function(t){var e=k.slice(2*z,2*I[t]).concat(D?k.slice(2*D):[]),r=(d.hole||[]).map((function(e){return e-D+(I[t]-z)})),n=c(e,r);n=n.map((function(e){return e+z+(e+z<I[t]?0:D-I[t])})),O.push.apply(O,n),z=I[t]+1},B=0;B<I.length;B++)F(B);for(var N=0,j=O.length;N<j;N++)null!=A[O[N]]&&(O[N]=A[O[N]]);d.triangles=O}else{for(var U=c(k,d.hole||[]),V=0,H=U.length;V<H;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);d.triangles=U}}var q=new Float64Array(y);u(q,2,T);var G=new 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*v.dashMult*.5;ot<st;++ot)$[rt++]=nt;nt^=255}}d.dashLength=tt,d.dashTexture({channels:1,data:$,width:$.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=d.count,ct=t.color;ct||(ct=\"transparent\");var ut=new Uint8Array(4*lt+4);if(Array.isArray(ct)&&\"number\"!=typeof ct[0]){for(var ft=0;ft<lt;ft++){var ht=n(ct[ft],\"uint8\");ut.set(ht,4*ft)}ut.set(n(ct[0],\"uint8\"),4*lt)}else for(var pt=n(ct,\"uint8\"),dt=0;dt<lt+1;dt++)ut.set(pt,4*dt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ut})}}else e.passes[f]=null})),t.length<this.passes.length){for(var f=t.length;f<this.passes.length;f++){var d=this.passes[f];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var y=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&y.push(this.passes[x]);return this.passes=y,this}},v.prototype.destroy=function(){return 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o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return 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mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pointSizeScale;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\"]),this.drawMarker=t(s);var l=f({},o);l.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),m&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}b.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},b.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},b.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},b.prototype.drawItem=function(t,e){var r=this.groups,n=r[t];if(\"number\"==typeof e&&(t=e,n=r[e],e=null),n&&n.count&&n.opacity){n.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,n,e));for(var a=[],o=1;o<n.activation.length;o++)n.activation[o]&&(!0===n.activation[o]||n.activation[o].data.length)&&a.push.apply(a,i(this.getMarkerDrawOptions(o,n,e)));a.length&&this.drawMarker(a)}},b.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,c=e.count;this.regl;if(!a)return r?[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var u=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(c),g=0;g<r.length;g++){var m=r[g];d[m]=p?p[m]:1}l.subdata(d)}for(var v=h.length;v--;){var y=n(h[v],2),x=y[0],b=y[1];u.push(f({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return u},b.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,s=this.maxSize,c=this.maxColors,h=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=p(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=f({},b.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var m=0,x=0;if(d(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=b.defaults.size),m+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=b.defaults.borderSize),m+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=b.defaults.color),e=t.updateColor(e),x++,e},borderColor:function(e,r){return null==e&&(e=b.defaults.borderColor),e=t.updateColor(e),x++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,s=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=g(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?l(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=v.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:v.fract32(t,p),usage:\"dynamic\"}),s({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var c=t.addMarker(e[s]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][s]=1}for(var u=0;u<a.length;u++)if(a[u]){var f={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](f):i[u]=o.buffer(f),i[u].data=a[u]}}else{i[t.addMarker(e)]=!0}return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=v.fract(e.scale),e.translateFract=v.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),m){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/s),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/s);A({data:M,usage:\"dynamic\"})}if(x){var E,L=n,C=L.count,P=L.color,I=L.borderColor,O=L.colorBuffer;if(t.tooManyColors){if(P.length||I.length){E=new Uint8Array(8*C);for(var z=0;z<C;z++){var D=P[z];E[8*z]=h[4*D],E[8*z+1]=h[4*D+1],E[8*z+2]=h[4*D+2],E[8*z+3]=h[4*D+3];var R=I[z];E[8*z+4]=h[4*R],E[8*z+5]=h[4*R+1],E[8*z+6]=h[4*R+2],E[8*z+7]=h[4*R+3]}}}else if(P.length||I.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%c,E[4*F+1]=Math.floor(P[F]/c)),null!=I[F]&&(E[4*F+2]=I[F]%c,E[4*F+3]=Math.floor(I[F]/c))}O({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},b.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},b.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var o=0;o<t.length;o+=4)a.push(t.slice(o,o+4));else for(var l=0;l<t.length;l+=4)a.push(t.subarray(l,l+4));t=a}for(var u=0;u<t.length;u++){var f=t[u];f=s(f,\"uint8\");var h=c(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[u]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},b.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},b.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var _=t(\"object-assign\");e.exports=function(t,e){var r=new x(t,e),n=r.render.bind(r);return _(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},{\"@plotly/point-cluster\":59,\"array-bounds\":71,\"color-id\":87,\"color-normalize\":89,\"flatten-vertex-data\":191,glslify:227,\"is-iexplorer\":233,\"object-assign\":247,\"parse-rect\":249,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],282:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"pick-by-alias\"),a=t(\"array-bounds\"),o=t(\"raf\"),s=t(\"array-range\"),l=t(\"parse-rect\"),c=t(\"flatten-vertex-data\");function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x+s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y+l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}e.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency opaque\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",borderColor:\"borderColors borderColor bordercolor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range ranges databox dataBox\",viewport:\"viewport viewBox viewbox\",domain:\"domain domains area areas\",padding:\"pad padding paddings pads margin margins\",transpose:\"transpose transposed\",diagonal:\"diagonal diag showDiagonal\",upper:\"upper up top upperhalf upperHalf showupperhalf showUpper showUpperHalf\",lower:\"lower low bottom lowerhalf lowerHalf showlowerhalf showLowerHalf showLower\"}),s=this.traces[t]||(this.traces[t]={id:t,buffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(c(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var u=0;u<s.columns;u++)s.bounds[u]=a(o.data[u],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var g=s.columns,m=s.count,v=s.viewport.width,y=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=v/g,w=y/g;s.passes=[];for(var T=0;T<g;T++)for(var k=0;k<g;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:m,stride:g},y:{buffer:s.buffer,offset:T,count:m,stride:g}}:M.positions={x:{buffer:s.buffer,offset:k*m,count:m},y:{buffer:s.buffer,offset:T*m,count:m}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],I=E[3];M.viewport=[x+L*v+S[0],b+C*y+S[1],x+P*v-S[2],b+I*y-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},u.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var c=e[i],u=this.traces[i],f=u.passes,h=u.passOffset;f=f.map((function(t,e){n[h+e]=c}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},u.prototype.destroy=function(){return 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},{\"../main\":346,\"object-assign\":247}],335:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Hebrew\",jdEpoch:347995.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29,29],hasYearZero:!1,minMonth:1,firstMonth:7,minDay:1,regionalOptions:{\"\":{name:\"Hebrew\",epochs:[\"BAM\",\"AM\"],monthNames:[\"Nisan\",\"Iyar\",\"Sivan\",\"Tammuz\",\"Av\",\"Elul\",\"Tishrei\",\"Cheshvan\",\"Kislev\",\"Tevet\",\"Shevat\",\"Adar\",\"Adar II\"],monthNamesShort:[\"Nis\",\"Iya\",\"Siv\",\"Tam\",\"Av\",\"Elu\",\"Tis\",\"Che\",\"Kis\",\"Tev\",\"She\",\"Ada\",\"Ad2\"],dayNames:[\"Yom Rishon\",\"Yom Sheni\",\"Yom Shlishi\",\"Yom Revi'i\",\"Yom Chamishi\",\"Yom Shishi\",\"Yom Shabbat\"],dayNamesShort:[\"Ris\",\"She\",\"Shl\",\"Rev\",\"Cha\",\"Shi\",\"Sha\"],dayNamesMin:[\"Ri\",\"She\",\"Shl\",\"Re\",\"Ch\",\"Shi\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return 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n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},{\"../main\":346,\"object-assign\":247}],339:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o((t-=this.jdEpoch)+8+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s((t-=this.jdEpoch)+20,20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},{\"../main\":346,\"object-assign\":247}],340:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return 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9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thal\\u0101th\\u0101\\u2019\",\"Yawm al-Arba\\u2018\\u0101\\u2019\",\"Yawm al-Kham\\u012bs\",\"Yawm al-Jum\\u2018a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return 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n=t(\"object-assign\");function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day();\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(!function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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r,s,l=o(t,e),c=l.on,u=l.off.concat(l.explicitOff),f={},h=t._fullLayout.annotations;if(!c.length&&!u.length)return;for(r=0;r<c.length;r++)(s=a(t.layout,\"annotations\",h[c[r]])).modifyItem(\"visible\",!0),n.extendFlat(f,s.getUpdateObj());for(r=0;r<u.length;r++)(s=a(t.layout,\"annotations\",h[u[r]])).modifyItem(\"visible\",!1),n.extendFlat(f,s.getUpdateObj());return i.call(\"update\",t,{},f)}}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638}],352:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\");e.exports=function(t,e,r,a){a(\"opacity\");var o=a(\"bgcolor\"),s=a(\"bordercolor\"),l=i.opacity(s);a(\"borderpad\");var c=a(\"borderwidth\"),u=a(\"showarrow\");if(a(\"text\",u?\" \":r._dfltTitle.annotation),a(\"textangle\"),n.coerceFont(a,\"font\",r.font),a(\"width\"),a(\"align\"),a(\"height\")&&a(\"valign\"),u){var f,h,p=a(\"arrowside\");-1!==p.indexOf(\"end\")&&(f=a(\"arrowhead\"),h=a(\"arrowsize\")),-1!==p.indexOf(\"start\")&&(a(\"startarrowhead\",f),a(\"startarrowsize\",h)),a(\"arrowcolor\",l?e.bordercolor:i.defaultLine),a(\"arrowwidth\",2*(l&&c||1)),a(\"standoff\"),a(\"startstandoff\")}var d=a(\"hovertext\"),g=r.hoverlabel||{};if(d){var m=a(\"hoverlabel.bgcolor\",g.bgcolor||(i.opacity(o)?i.rgb(o):i.defaultLine)),v=a(\"hoverlabel.bordercolor\",g.bordercolor||i.contrast(m));n.coerceFont(a,\"hoverlabel.font\",{family:g.font.family,size:g.font.size,color:g.font.color||v})}a(\"captureevents\",!!d)}},{\"../../lib\":503,\"../color\":366}],353:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib/to_log_range\");e.exports=function(t,e,r,a){e=e||{};var o=\"log\"===r&&\"linear\"===e.type,s=\"linear\"===r&&\"log\"===e.type;if(o||s)for(var l,c,u=t._fullLayout.annotations,f=e._id.charAt(0),h=0;h<u.length;h++)l=u[h],c=\"annotations[\"+h+\"].\",l[f+\"ref\"]===e._id&&p(f),l[\"a\"+f+\"ref\"]===e._id&&p(\"a\"+f);function p(t){var r=l[t],s=null;s=o?i(r,e.range):Math.pow(10,r),n(s)||(s=null),a(c+t,s)}}},{\"../../lib/to_log_range\":531,\"fast-isnumeric\":190}],354:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../plots/cartesian/axes\"),a=t(\"../../plots/array_container_defaults\"),o=t(\"./common_defaults\"),s=t(\"./attributes\");function l(t,e,r){function a(r,i){return n.coerce(t,e,s,r,i)}var l=a(\"visible\"),c=a(\"clicktoshow\");if(l||c){o(t,e,r,a);for(var u=e.showarrow,f=[\"x\",\"y\"],h=[-10,-30],p={_fullLayout:r},d=0;d<2;d++){var g=f[d],m=i.coerceRef(t,e,p,g,\"\",\"paper\");if(\"paper\"!==m)i.getFromId(p,m)._annIndices.push(e._index);if(i.coercePosition(e,p,a,m,g,.5),u){var v=\"a\"+g,y=i.coerceRef(t,e,p,v,\"pixel\",[\"pixel\",\"paper\"]);\"pixel\"!==y&&y!==m&&(y=e[v]=\"pixel\");var x=\"pixel\"===y?h[d]:.4;i.coercePosition(e,p,a,y,v,x)}a(g+\"anchor\"),a(g+\"shift\")}if(n.noneOrAll(t,e,[\"x\",\"y\"]),u&&n.noneOrAll(t,e,[\"ax\",\"ay\"]),c){var b=a(\"xclick\"),_=a(\"yclick\");e._xclick=void 0===b?e.x:i.cleanPosition(b,p,e.xref),e._yclick=void 0===_?e.y:i.cleanPosition(_,p,e.yref)}}}e.exports=function(t,e){a(t,e,{name:\"annotations\",handleItemDefaults:l})}},{\"../../lib\":503,\"../../plots/array_container_defaults\":549,\"../../plots/cartesian/axes\":554,\"./attributes\":349,\"./common_defaults\":352}],355:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../registry\"),a=t(\"../../plots/plots\"),o=t(\"../../lib\"),s=o.strTranslate,l=t(\"../../plots/cartesian/axes\"),c=t(\"../color\"),u=t(\"../drawing\"),f=t(\"../fx\"),h=t(\"../../lib/svg_text_utils\"),p=t(\"../../lib/setcursor\"),d=t(\"../dragelement\"),g=t(\"../../plot_api/plot_template\").arrayEditor,m=t(\"./draw_arrow_head\");function v(t,e){var r=t._fullLayout.annotations[e]||{},n=l.getFromId(t,r.xref),i=l.getFromId(t,r.yref);n&&n.setScale(),i&&i.setScale(),x(t,r,e,!1,n,i)}function y(t,e,r,n,i){var a=i[r],o=i[r+\"ref\"],s=-1!==r.indexOf(\"y\"),c=\"domain\"===l.getRefType(o),u=s?n.h:n.w;return t?c?a+(s?-e:e)/t._length:t.p2r(t.r2p(a)+e):a+(s?-e:e)/u}function x(t,e,r,a,v,x){var b,_,w=t._fullLayout,T=t._fullLayout._size,k=t._context.edits;a?(b=\"annotation-\"+a,_=a+\".annotations\"):(b=\"annotation\",_=\"annotations\");var A=g(t.layout,_,e),M=A.modifyBase,S=A.modifyItem,E=A.getUpdateObj;w._infolayer.selectAll(\".\"+b+'[data-index=\"'+r+'\"]').remove();var L=\"clip\"+w._uid+\"_ann\"+r;if(e._input&&!1!==e.visible){var C={x:{},y:{}},P=+e.textangle||0,I=w._infolayer.append(\"g\").classed(b,!0).attr(\"data-index\",String(r)).style(\"opacity\",e.opacity),O=I.append(\"g\").classed(\"annotation-text-g\",!0),z=k[e.showarrow?\"annotationTail\":\"annotationPosition\"],D=e.captureevents||k.annotationText||z,R=O.append(\"g\").style(\"pointer-events\",D?\"all\":null).call(p,\"pointer\").on(\"click\",(function(){t._dragging=!1,t.emit(\"plotly_clickannotation\",Y(n.event))}));e.hovertext&&R.on(\"mouseover\",(function(){var r=e.hoverlabel,n=r.font,i=this.getBoundingClientRect(),a=t.getBoundingClientRect();f.loneHover({x0:i.left-a.left,x1:i.right-a.left,y:(i.top+i.bottom)/2-a.top,text:e.hovertext,color:r.bgcolor,borderColor:r.bordercolor,fontFamily:n.family,fontSize:n.size,fontColor:n.color},{container:w._hoverlayer.node(),outerContainer:w._paper.node(),gd:t})})).on(\"mouseout\",(function(){f.loneUnhover(w._hoverlayer.node())}));var F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(c.stroke,e.bordercolor).call(c.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var H=e.font,q=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(q);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(W).on(\"edit\",(function(r){e.text=r,this.call(W),S(\"text\",r),v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(W)}else n.selectAll(\"#\"+L).remove();function Y(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function W(r){return r.call(u.font,H).attr({\"text-anchor\":{left:\"start\",right:\"end\"}[e.align]||\"middle\"}),h.convertToTspans(r,t,X),r}function X(){var r=G.selectAll(\"a\");1===r.size()&&r.text()===G.text()&&R.insert(\"a\",\":first-child\").attr({\"xlink:xlink:href\":r.attr(\"xlink:href\"),\"xlink:xlink:show\":r.attr(\"xlink:show\")}).style({cursor:\"pointer\"}).node().appendChild(j.node());var n=R.select(\".annotation-text-math-group\"),f=!n.empty(),g=u.bBox((f?n:G).node()),b=g.width,_=g.height,A=e.width||b,D=e.height||_,B=Math.round(A+2*N),H=Math.round(D+2*N);function q(t,e){return\"auto\"===e&&(e=t<1/3?\"left\":t>2/3?\"right\":\"center\"),{center:0,middle:0,left:.5,bottom:-.5,right:-.5,top:.5}[e]}for(var W=!1,X=[\"x\",\"y\"],Z=0;Z<X.length;Z++){var J,K,Q,$,tt,et=X[Z],rt=e[et+\"ref\"]||et,nt=e[\"a\"+et+\"ref\"],it={x:v,y:x}[et],at=(P+(\"x\"===et?0:-90))*Math.PI/180,ot=B*Math.cos(at),st=H*Math.sin(at),lt=Math.abs(ot)+Math.abs(st),ct=e[et+\"anchor\"],ut=e[et+\"shift\"]*(\"x\"===et?1:-1),ft=C[et],ht=l.getRefType(rt);if(it&&\"domain\"!==ht){var pt=it.r2fraction(e[et]);(pt<0||pt>1)&&(nt===rt?((pt=it.r2fraction(e[\"a\"+et]))<0||pt>1)&&(W=!0):W=!0),J=it._offset+it.r2p(e[et]),$=.5}else{var dt=\"domain\"===ht;\"x\"===et?(Q=e[et],J=dt?it._offset+it._length*Q:J=T.l+T.w*Q):(Q=1-e[et],J=dt?it._offset+it._length*Q:J=T.t+T.h*Q),$=e.showarrow?.5:Q}if(e.showarrow){ft.head=J;var gt=e[\"a\"+et];if(tt=ot*q(.5,e.xanchor)-st*q(.5,e.yanchor),nt===rt){var mt=l.getRefType(nt);\"domain\"===mt?(\"y\"===et&&(gt=1-gt),ft.tail=it._offset+it._length*gt):\"paper\"===mt?\"y\"===et?(gt=1-gt,ft.tail=T.t+T.h*gt):ft.tail=T.l+T.w*gt:ft.tail=it._offset+it.r2p(gt),K=tt}else ft.tail=J+gt,K=tt+gt;ft.text=ft.tail+tt;var vt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,vt-1)),\"pixel\"===nt){var yt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-vt;yt>0?(ft.tail+=yt,ft.text+=yt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ut,ft.head+=ut}else K=tt=lt*q($,ct),ft.text=J+tt;ft.text+=ut,tt+=ut,K+=ut,e[\"_\"+et+\"padplus\"]=lt/2+K,e[\"_\"+et+\"padminus\"]=lt/2-K,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(W)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(D-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(u.setClipUrl,U?L:null,t);else{var wt=N+_t-g.top,Tt=N+bt-g.left;G.call(h.positionText,Tt,wt).call(u.setClipUrl,U?L:null,t)}V.select(\"rect\").call(u.setRect,N,N,A,D),j.call(u.setRect,F/2,F/2,B-F,H-F),R.call(u.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-H/2)),O.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){I.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,g=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,g,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),z=+j.attr(\"height\"),D=g-.5*L,F=D+L,B=b-.5*z,N=B+z,U=[[D,B,D,N],[D,N,F,N],[F,N,F,B],[F,B,D,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,H=e.arrowcolor,q=e.arrowside,G=I.append(\"g\").style({opacity:c.opacity(H)}).classed(\"annotation-arrow-g\",!0),Y=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(c.stroke,c.rgb(H));if(m(Y,q,e),k.annotationPosition&&Y.node().parentNode&&!a){var W=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));W+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var J,K,Q=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-W)+\",\"+(p-X),transform:s(W,X)}).style(\"stroke-width\",V+6+\"px\").call(c.stroke,\"rgba(0,0,0,0)\").call(c.fill,\"rgba(0,0,0,0)\");d.init({element:Q.node(),gd:t,prepFn:function(){var t=u.getTranslate(R);J=t.x,K=t.y,v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(J,K),i=n[0]+t,a=n[1]+r;R.call(u.setTranslate,i,a),S(\"x\",y(v,t,\"x\",T,e)),S(\"y\",y(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",y(v,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",y(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),O.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}};if(e.showarrow&&At(0,0),z)d.init({element:R.node(),gd:t,prepFn:function(){kt=O.attr(\"transform\")},moveFn:function(t,r){var n=\"pointer\";if(e.showarrow)e.axref===e.xref?S(\"ax\",y(v,t,\"ax\",T,e)):S(\"ax\",e.ax+t),e.ayref===e.yref?S(\"ay\",y(x,r,\"ay\",T.w,e)):S(\"ay\",e.ay+r),At(t,r);else{if(a)return;var i,o;if(v)i=y(v,t,\"x\",T,e);else{var l=e._xsize/T.w,c=e.x+(e._xshift-e.xshift)/T.w-l/2;i=d.align(c+t/T.w,l,0,1,e.xanchor)}if(x)o=y(x,r,\"y\",T,e);else{var u=e._ysize/T.h,f=e.y-(e._yshift+e.yshift)/T.h-u/2;o=d.align(f-r/T.h,u,0,1,e.yanchor)}S(\"x\",i),S(\"y\",o),v&&x||(n=d.getCursor(v?.5:i,x?.5:o,e.xanchor,e.yanchor))}O.attr({transform:s(t,r)+kt}),p(R,n)},clickFn:function(r,n){e.captureevents&&t.emit(\"plotly_clickannotation\",Y(n))},doneFn:function(){p(R),i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}}e.exports={draw:function(t){var e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&v(t,r);return a.previousPromises(t)},drawOne:v,drawRaw:x}},{\"../../lib\":503,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/axes\":554,\"../../plots/plots\":619,\"../../registry\":638,\"../color\":366,\"../dragelement\":385,\"../drawing\":388,\"../fx\":406,\"./draw_arrow_head\":356,\"@plotly/d3\":58}],356:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../color\"),a=t(\"./arrow_paths\"),o=t(\"../../lib\"),s=o.strScale,l=o.strRotate,c=o.strTranslate;e.exports=function(t,e,r){var o,u,f,h,p=t.node(),d=a[r.arrowhead||0],g=a[r.startarrowhead||0],m=(r.arrowwidth||1)*(r.arrowsize||1),v=(r.arrowwidth||1)*(r.startarrowsize||1),y=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*m+r.standoff,_=g.backoff*v+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},u={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-u.x,T=o.y-u.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void z();if(b){if(b*b>w*w+T*T)return void z();var k=b*Math.cos(f),A=b*Math.sin(f);u.x+=k,u.y+=A,t.attr({x2:u.x,y2:u.y})}if(_){if(_*_>w*w+T*T)return void z();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void z();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../plots/cartesian/axes\"),l=t(\"../dragelement\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../lib/extend\").extendFlat,h=t(\"../../lib/setcursor\"),p=t(\"../drawing\"),d=t(\"../color\"),g=t(\"../titles\"),m=t(\"../../lib/svg_text_utils\"),v=t(\"../colorscale/helpers\").flipScale,y=t(\"../../plots/cartesian/axis_defaults\"),x=t(\"../../plots/cartesian/position_defaults\"),b=t(\"../../plots/cartesian/layout_attributes\"),_=t(\"../../constants/alignment\"),w=_.LINE_SPACING,T=_.FROM_TL,k=_.FROM_BR,A=t(\"./constants\").cn;e.exports={draw:function(t){var e=t._fullLayout._infolayer.selectAll(\"g.\"+A.colorbar).data(function(t){var e,r,n,i,a=t._fullLayout,o=t.calcdata,s=[];function l(t){return f(t,{_fillcolor:null,_line:{color:null,width:null,dash:null},_levels:{start:null,end:null,size:null},_filllevels:null,_fillgradient:null,_zrange:null})}function c(){\"function\"==typeof 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r=n.select(this);c.ensureSingle(r,\"rect\",A.cbbg),c.ensureSingle(r,\"g\",A.cbfills),c.ensureSingle(r,\"g\",A.cblines),c.ensureSingle(r,\"g\",A.cbaxis,(function(t){t.classed(A.crisp,!0)})),c.ensureSingle(r,\"g\",A.cbtitleunshift,(function(t){t.append(\"g\").classed(A.cbtitle,!0)})),c.ensureSingle(r,\"rect\",A.cboutline);var v=function(t,e,r){var o=\"v\"===e.orientation,l=e.len,h=e.lenmode,v=e.thickness,_=e.thicknessmode,M=e.outlinewidth,S=e.borderwidth,E=e.bgcolor,L=e.xanchor,C=e.yanchor,P=e.xpad,I=e.ypad,O=e.x,z=o?e.y:1-e.y,D=r._fullLayout,R=D._size,F=e._fillcolor,B=e._line,N=e.title,j=N.side,U=e._zrange||n.extent((\"function\"==typeof F?F:B.color).domain()),V=\"function\"==typeof B.color?B.color:function(){return B.color},H=\"function\"==typeof F?F:function(){return F},q=e._levels,G=function(t,e,r){var n,i,a=e._levels,o=[],s=[],l=a.end+a.size/100,c=a.size,u=1.001*r[0]-.001*r[1],f=1.001*r[1]-.001*r[0];for(i=0;i<1e5&&(n=a.start+i*c,!(c>0?n>=l:n<=l));i++)n>u&&n<f&&o.push(n);if(e._fillgradient)s=[0];else if(\"function\"==typeof e._fillcolor){var h=e._filllevels;if(h)for(l=h.end+h.size/100,c=h.size,i=0;i<1e5&&(n=h.start+i*c,!(c>0?n>=l:n<=l));i++)n>r[0]&&n<r[1]&&s.push(n);else(s=o.map((function(t){return t-a.size/2}))).push(s[s.length-1]+a.size)}else e._fillcolor&&\"string\"==typeof e._fillcolor&&(s=[0]);a.size<0&&(o.reverse(),s.reverse());return{line:o,fill:s}}(0,e,U),Y=G.fill,W=G.line,X=Math.round(v*(\"fraction\"===_?o?R.w:R.h:1)),Z=X/(o?R.w:R.h),J=Math.round(l*(\"fraction\"===h?o?R.h:R.w:1)),K=J/(o?R.h:R.w),Q=Math.round(o?O*R.w+P:z*R.h+I),$={center:.5,right:1}[L]||0,tt={top:1,middle:.5}[C]||0,et=o?O-$*Z:z-tt*Z,rt=o?z-tt*K:O-$*K,nt=Math.round(o?R.h*(1-rt):R.w*rt);e._lenFrac=K,e._thickFrac=Z,e._uFrac=et,e._vFrac=rt;var it=e._axis=function(t,e,r){var n=t._fullLayout,i=\"v\"===e.orientation,a={type:\"linear\",range:r,tickmode:e.tickmode,nticks:e.nticks,tick0:e.tick0,dtick:e.dtick,tickvals:e.tickvals,ticktext:e.ticktext,ticks:e.ticks,ticklen:e.ticklen,tickwidth:e.tickwidth,tickcolor:e.tickcolor,showticklabels:e.showticklabels,ticklabelposition:e.ticklabelposition,ticklabeloverflow:e.ticklabeloverflow,ticklabelstep:e.ticklabelstep,tickfont:e.tickfont,tickangle:e.tickangle,tickformat:e.tickformat,exponentformat:e.exponentformat,minexponent:e.minexponent,separatethousands:e.separatethousands,showexponent:e.showexponent,showtickprefix:e.showtickprefix,tickprefix:e.tickprefix,showticksuffix:e.showticksuffix,ticksuffix:e.ticksuffix,title:e.title,showline:!0,anchor:\"free\",side:i?\"right\":\"bottom\",position:1},o=i?\"y\":\"x\",s={type:\"linear\",_id:o+e._id},l={letter:o,font:n.font,noHover:!0,noTickson:!0,noTicklabelmode:!0,calendar:n.calendar};function u(t,e){return c.coerce(a,s,b,t,e)}return y(a,s,u,l,n),x(a,s,u,l),s}(r,e,U);it.position=Z+(o?O+P/R.w:z+I/R.h);var at=-1!==[\"top\",\"bottom\"].indexOf(j);o&&at&&(it.title.side=j,it.titlex=O+P/R.w,it.titley=rt+(\"top\"===N.side?K-I/R.h:I/R.h));o||at||(it.title.side=j,it.titley=z+I/R.h,it.titlex=rt+P/R.w);if(B.color&&\"auto\"===e.tickmode){it.tickmode=\"linear\",it.tick0=q.start;var ot=q.size,st=c.constrain(J/50,4,15)+1,lt=(U[1]-U[0])/((e.nticks||st)*ot);if(lt>1){var ct=Math.pow(10,Math.floor(Math.log(lt)/Math.LN10));ot*=ct*c.roundUp(lt/ct,[2,5,10]),(Math.abs(q.start)/q.size+1e-6)%1<2e-6&&(it.tick0=0)}it.dtick=ot}it.domain=o?[rt+I/R.h,rt+K-I/R.h]:[rt+P/R.w,rt+K-P/R.w],it.setScale(),t.attr(\"transform\",u(Math.round(R.l),Math.round(R.t)));var ut,ft=t.select(\".\"+A.cbtitleunshift).attr(\"transform\",u(-Math.round(R.l),-Math.round(R.t))),ht=it.ticklabelposition,pt=it.title.font.size,dt=t.select(\".\"+A.cbaxis),gt=0,mt=0;function vt(n,i){var a={propContainer:it,propName:e._propPrefix+\"title\",traceIndex:e._traceIndex,_meta:e._meta,placeholder:D._dfltTitle.colorbar,containerGroup:t.select(\".\"+A.cbtitle)},o=\"h\"===n.charAt(0)?n.substr(1):\"h\"+n;t.selectAll(\".\"+o+\",.\"+o+\"-math-group\").remove(),g.draw(r,n,f(a,i||{}))}return c.syncOrAsync([a.previousPromises,function(){var t,e;(o&&at||!o&&!at)&&(\"top\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt-K)+3+.75*pt),\"bottom\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt)-3-.25*pt),\"right\"===j&&(e=I+R.t+R.h*z+3+.75*pt,t=P+R.l+R.w*rt),vt(it._id+\"title\",{attributes:{x:t,y:e,\"text-anchor\":o?\"start\":\"middle\"}}))},function(){if(!o&&!at||o&&at){var a,l=t.select(\".\"+A.cbtitle),f=l.select(\"text\"),h=[-M/2,M/2],d=l.select(\".h\"+it._id+\"title-math-group\").node(),g=15.6;if(f.node()&&(g=parseInt(f.node().style.fontSize,10)*w),d?(a=p.bBox(d),mt=a.width,(gt=a.height)>g&&(h[1]-=(gt-g)/2)):f.node()&&!f.classed(A.jsPlaceholder)&&(a=p.bBox(f.node()),mt=a.width,gt=a.height),o){if(gt){if(gt+=5,\"top\"===j)it.domain[1]-=gt/R.h,h[1]*=-1;else{it.domain[0]+=gt/R.h;var v=m.lineCount(f);h[1]+=(1-v)*g}l.attr(\"transform\",u(h[0],h[1])),it.setScale()}}else mt&&(\"right\"===j&&(it.domain[0]+=(mt+pt/2)/R.w),l.attr(\"transform\",u(h[0],h[1])),it.setScale())}t.selectAll(\".\"+A.cbfills+\",.\"+A.cblines).attr(\"transform\",o?u(0,Math.round(R.h*(1-it.domain[1]))):u(Math.round(R.w*it.domain[0]),0)),dt.attr(\"transform\",o?u(0,Math.round(-R.t)):u(Math.round(-R.l),0));var y=t.select(\".\"+A.cbfills).selectAll(\"rect.\"+A.cbfill).attr(\"style\",\"\").data(Y);y.enter().append(\"rect\").classed(A.cbfill,!0).style(\"stroke\",\"none\"),y.exit().remove();var x=U.map(it.c2p).map(Math.round).sort((function(t,e){return t-e}));y.each((function(t,a){var s=[0===a?U[0]:(Y[a]+Y[a-1])/2,a===Y.length-1?U[1]:(Y[a]+Y[a+1])/2].map(it.c2p).map(Math.round);o&&(s[1]=c.constrain(s[1]+(s[1]>s[0])?1:-1,x[0],x[1]));var l=n.select(this).attr(o?\"x\":\"y\",Q).attr(o?\"y\":\"x\",n.min(s)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(n.max(s)-n.min(s),2));if(e._fillgradient)p.gradient(l,r,e._id,o?\"vertical\":\"horizontalreversed\",e._fillgradient,\"fill\");else{var u=H(t).replace(\"e-\",\"\");l.attr(\"fill\",i(u).toHexString())}}));var b=t.select(\".\"+A.cblines).selectAll(\"path.\"+A.cbline).data(B.color&&B.width?W:[]);b.enter().append(\"path\").classed(A.cbline,!0),b.exit().remove(),b.each((function(t){var e=Q,r=Math.round(it.c2p(t))+B.width/2%1;n.select(this).attr(\"d\",\"M\"+(o?e+\",\"+r:r+\",\"+e)+(o?\"h\":\"v\")+X).call(p.lineGroupStyle,B.width,V(t),B.dash)})),dt.selectAll(\"g.\"+it._id+\"tick,path\").remove();var _=Q+X+(M||0)/2-(\"outside\"===e.ticks?1:0),T=s.calcTicks(it),k=s.getTickSigns(it)[2];return s.drawTicks(r,it,{vals:\"inside\"===it.ticks?s.clipEnds(it,T):T,layer:dt,path:s.makeTickPath(it,_,k),transFn:s.makeTransTickFn(it)}),s.drawLabels(r,it,{vals:T,layer:dt,transFn:s.makeTransTickLabelFn(it),labelFns:s.makeLabelFns(it,_)})},function(){if(o&&!at||!o&&at){var t,i,a=it.position||0,s=it._offset+it._length/2;if(\"right\"===j)i=s,t=R.l+R.w*a+10+pt*(it.showticklabels?1:.5);else if(t=s,\"bottom\"===j&&(i=R.t+R.h*a+10+(-1===ht.indexOf(\"inside\")?it.tickfont.size:0)+(\"intside\"!==it.ticks&&e.ticklen||0)),\"top\"===j){var l=N.text.split(\"<br>\").length;i=R.t+R.h*a+10-X-w*pt*l}vt((o?\"h\":\"v\")+it._id+\"title\",{avoid:{selection:n.select(r).selectAll(\"g.\"+it._id+\"tick\"),side:j,offsetTop:o?0:R.t,offsetLeft:o?R.l:0,maxShift:o?D.width:D.height},attributes:{x:t,y:i,\"text-anchor\":\"middle\"},transform:{rotate:o?-90:0,offset:0}})}},a.previousPromises,function(){var n,s=X+M/2;-1===ht.indexOf(\"inside\")&&(n=p.bBox(dt.node()),s+=o?n.width:n.height),ut=ft.select(\"text\");var c=0,f=o&&\"top\"===j,g=!o&&\"right\"===j,m=0;if(ut.node()&&!ut.classed(A.jsPlaceholder)){var y,x=ft.select(\".h\"+it._id+\"title-math-group\").node();x&&(o&&at||!o&&!at)?(c=(n=p.bBox(x)).width,y=n.height):(c=(n=p.bBox(ft.node())).right-R.l-(o?Q:nt),y=n.bottom-R.t-(o?nt:Q),o||\"top\"!==j||(s+=n.height,m=n.height)),g&&(ut.attr(\"transform\",u(c/2+pt/2,0)),c*=2),s=Math.max(s,o?c:y)}var b=2*(o?P:I)+s+S+M/2,w=0;!o&&N.text&&\"bottom\"===C&&z<=0&&(b+=w=b/2,m+=w),D._hColorbarMoveTitle=w,D._hColorbarMoveCBTitle=m;var F=S+M;t.select(\".\"+A.cbbg).attr(\"x\",(o?Q:nt)-F/2-(o?P:0)).attr(\"y\",(o?nt:Q)-(o?J:I+m-w)).attr(o?\"width\":\"height\",Math.max(b-w,2)).attr(o?\"height\":\"width\",Math.max(J+F,2)).call(d.fill,E).call(d.stroke,e.bordercolor).style(\"stroke-width\",S);var B=g?Math.max(c-10,0):0;if(t.selectAll(\".\"+A.cboutline).attr(\"x\",(o?Q:nt+P)+B).attr(\"y\",(o?nt+I-J:Q)+(f?gt:0)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(J-(o?2*I+gt:2*P+B),2)).call(d.stroke,e.outlinecolor).style({fill:\"none\",\"stroke-width\":M}),t.attr(\"transform\",u(R.l-(o?$*b:0),R.t-(o?0:(1-tt)*b-m))),!o&&(S||i(E).getAlpha()&&!i.equals(D.paper_bgcolor,E))){var U=dt.selectAll(\"text\"),V=U[0].length,H=t.select(\".\"+A.cbbg).node(),q=p.bBox(H),G=p.getTranslate(t);U.each((function(t,e){var r=V-1;if(0===e||e===r){var n,i=p.bBox(this),a=p.getTranslate(this);if(e===r){var o=i.right+a.x;(n=q.right+G.x+nt-S-2+O-o)>0&&(n=0)}else if(0===e){var s=i.left+a.x;(n=q.left+G.x+nt+S+2-s)<0&&(n=0)}n&&(V<3?this.setAttribute(\"transform\",\"translate(\"+n+\",0) \"+this.getAttribute(\"transform\")):this.setAttribute(\"visibility\",\"hidden\"))}}))}var Y={},W=T[L],Z=k[L],K=T[C],et=k[C],rt=b-X;o?(\"pixels\"===h?(Y.y=z,Y.t=J*K,Y.b=J*et):(Y.t=Y.b=0,Y.yt=z+l*K,Y.yb=z-l*et),\"pixels\"===_?(Y.x=O,Y.l=b*W,Y.r=b*Z):(Y.l=rt*W,Y.r=rt*Z,Y.xl=O-v*W,Y.xr=O+v*Z)):(\"pixels\"===h?(Y.x=O,Y.l=J*W,Y.r=J*Z):(Y.l=Y.r=0,Y.xl=O+l*W,Y.xr=O-l*Z),\"pixels\"===_?(Y.y=1-z,Y.t=b*K,Y.b=b*et):(Y.t=rt*K,Y.b=rt*et,Y.yt=z-v*K,Y.yb=z+v*et)),a.autoMargin(r,e._id,Y)}],r)}(r,e,t);v&&v.then&&(t._promises||[]).push(v),t._context.edits.colorbarPosition&&function(t,e,r){var n,i,a,s=\"v\"===e.orientation,c=r._fullLayout._size;l.init({element:t.node(),gd:r,prepFn:function(){n=t.attr(\"transform\"),h(t)},moveFn:function(r,o){t.attr(\"transform\",n+u(r,o)),i=l.align((s?e._uFrac:e._vFrac)+r/c.w,s?e._thickFrac:e._lenFrac,0,1,e.xanchor),a=l.align((s?e._vFrac:1-e._uFrac)-o/c.h,s?e._lenFrac:e._thickFrac,0,1,e.yanchor);var f=l.getCursor(i,a,e.xanchor,e.yanchor);h(t,f)},doneFn:function(){if(h(t),void 0!==i&&void 0!==a){var n={};n[e._propPrefix+\"x\"]=i,n[e._propPrefix+\"y\"]=a,void 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o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ct=1/0;function ut(t,r){for(G=0;G<rt.length;G++)if((Y=rt[G])&&Y[0]&&Y[0].trace&&!0===(W=Y[0].trace).visible&&0!==W._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(W._module.name)){if(\"splom\"===W.type?X=l[Z=0]:(X=v.getSubplot(W),Z=l.indexOf(X)),J=P,v.isUnifiedHover(J)&&(J=J.charAt(0)),$={cd:Y,trace:W,xa:_[Z],ya:w[Z],maxHoverDistance:O,maxSpikeDistance:B,index:!1,distance:Math.min(ct,O),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:W.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},u[X]&&($.subplot=u[X]._subplot),u._splomScenes&&u._splomScenes[W.uid]&&($.scene=u._splomScenes[W.uid]),tt=et.length,\"array\"===J){var n=e[G];\"pointNumber\"in n?($.index=n.pointNumber,J=\"closest\"):(J=\"\",\"xval\"in n&&(K=n.xval,J=\"x\"),\"yval\"in n&&(Q=n.yval,J=J?\"closest\":\"y\"))}else void 0!==t&&void 0!==r?(K=t,Q=r):(K=V[Z],Q=H[Z]);if(0!==O)if(W._module&&W._module.hoverPoints){var a=W._module.hoverPoints($,K,Q,J,{finiteRange:!0,hoverLayer:u._hoverlayer});if(a)for(var s,c=0;c<a.length;c++)s=a[c],i(s.x0)&&i(s.y0)&&et.push(D(s,P))}else o.log(\"Unrecognized trace type in hover:\",W);if(\"closest\"===P&&et.length>tt&&(et.splice(0,tt),ct=et[0].distance),y&&0!==B&&0===et.length){$.distance=B,$.index=!1;var f=W._module.hoverPoints($,K,Q,\"closest\",{hoverLayer:u._hoverlayer});if(f&&(f=f.filter((function(t){return t.spikeDistance<=B}))),f&&f.length){var h,d=f.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(d.length){var g=d[0];i(g.x0)&&i(g.y0)&&(h=ht(g),(!nt.vLinePoint||nt.vLinePoint.spikeDistance>h.spikeDistance)&&(nt.vLinePoint=h))}var m=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(m.length){var x=m[0];i(x.x0)&&i(x.y0)&&(h=ht(x),(!nt.hLinePoint||nt.hLinePoint.spikeDistance>h.spikeDistance)&&(nt.hLinePoint=h))}}}}}function ft(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function ht(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ut();var pt={fullLayout:u,container:u._hoverlayer,event:e},dt=t._spikepoints,gt={vLinePoint:nt.vLinePoint,hLinePoint:nt.hLinePoint};t._spikepoints=gt;var mt=function(){et.sort((function(t,e){return t.distance-e.distance})),et=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];m.traceIs(s.trace,\"bar-like\")||m.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(et,P)};mt();var vt=P.charAt(0),yt=(\"x\"===vt||\"y\"===vt)&&et[0]&&L[et[0].trace.type];if(y&&0!==B&&0!==et.length){var xt=ft(et.filter((function(t){return t.ya.showspikes})),B,yt);nt.hLinePoint=ht(xt);var bt=ft(et.filter((function(t){return t.xa.showspikes})),B,yt);nt.vLinePoint=ht(bt)}if(0===et.length){var _t=d.unhoverRaw(t,e);return!y||null===nt.hLinePoint&&null===nt.vLinePoint||F(dt)&&R(t,nt,pt),_t}y&&F(dt)&&R(t,nt,pt);if(v.isXYhover(J)&&0!==et[0].length&&\"splom\"!==et[0].trace.type){var wt=et[0],Tt=(et=E[wt.trace.type]?et.filter((function(t){return t.trace.index===wt.trace.index})):[wt]).length,kt=N(\"x\",wt,u),At=N(\"y\",wt,u);ut(kt,At);var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<Tt;Mt++)Ct(et[Mt]);for(Mt=et.length-1;Mt>Tt-1;Mt--)Ct(et[Mt]);et=St,mt()}var Pt=t._hoverdata,It=[],Ot=j(t),zt=U(t);for(q=0;q<et.length;q++){var Dt=et[q],Rt=v.makeEventData(Dt,Dt.trace,Dt.cd);if(!1!==Dt.hovertemplate){var Ft=!1;Dt.cd[Dt.index]&&Dt.cd[Dt.index].ht&&(Ft=Dt.cd[Dt.index].ht),Dt.hovertemplate=Ft||Dt.trace.hovertemplate||!1}if(Dt.xa&&Dt.ya){var Bt=Dt.x0+Dt.xa._offset,Nt=Dt.x1+Dt.xa._offset,jt=Dt.y0+Dt.ya._offset,Ut=Dt.y1+Dt.ya._offset,Vt=Math.min(Bt,Nt),Ht=Math.max(Bt,Nt),qt=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+zt,x1:Ht+zt,y0:qt+Ot,y1:Gt+Ot}}Dt.eventData=[Rt],It.push(Rt)}t._hoverdata=It;var Yt=\"y\"===P&&(rt.length>1||et.length>1)||\"closest\"===P&&it&&et.length>1,Wt=p.combine(u.plot_bgcolor||p.background,u.paper_bgcolor),Xt=I(et,{gd:t,hovermode:P,rotateLabels:Yt,bgColor:Wt,container:u._hoverlayer,outerContainer:u._paper.node(),commonLabelOpts:u.hoverlabel,hoverdistance:u.hoverdistance});v.isUnifiedHover(P)||(!function(t,e,r){var n,i,a,o,s,l,c,u=0,f=1,h=t.size(),p=new Array(h),d=0;function g(t){var e=t[0],r=t[t.length-1];if(i=e.pmin-e.pos-e.dp+e.size,a=r.pos+r.dp+r.size-e.pmax,i>.01){for(s=t.length-1;s>=0;s--)t[s].dp+=i;n=!1}if(!(a<.01)){if(i<-.01){for(s=t.length-1;s>=0;s--)t[s].dp-=a;n=!1}if(n){var c=0;for(o=0;o<t.length;o++)(l=t[o]).pos+l.dp+l.size>e.pmax&&c++;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos>e.pmax-1&&(l.del=!0,c--);for(o=0;o<t.length&&!(c<=0);o++)if((l=t[o]).pos<e.pmin+1)for(l.del=!0,c--,a=2*l.size,s=t.length-1;s>=0;s--)t[s].dp-=a;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos+l.dp+l.size>e.pmax&&(l.del=!0,c--)}}}t.each((function(t){var n=t[e],i=\"x\"===n._id.charAt(0),a=n.range;0===d&&a&&a[0]>a[1]!==i&&(f=-1),p[d++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(i?T:1)/2,pmin:0,pmax:i?r.width:r.height}]})),p.sort((function(t,e){return t[0].posref-e[0].posref||f*(e[0].traceIndex-t[0].traceIndex)}));for(;!n&&u<=h;){for(u++,n=!0,o=0;o<p.length-1;){var m=p[o],v=p[o+1],y=m[m.length-1],x=v[0];if((i=y.pos+y.dp+y.size-x.pos-x.dp+x.size)>.01&&y.pmin===x.pmin&&y.pmax===x.pmax){for(s=v.length-1;s>=0;s--)v[s].dp+=i;for(m.push.apply(m,v),p.splice(o+1,1),c=0,s=m.length-1;s>=0;s--)c+=m[s].dp;for(a=c/m.length,s=m.length-1;s>=0;s--)m[s].dp-=a;n=!1}else o++}p.forEach(g)}for(o=p.length-1;o>=0;o--){var b=p[o];for(s=b.length-1;s>=0;s--){var _=b[s],w=_.datum;w.offset=_.dp,w.del=_.del}}}(Xt,Yt?\"xa\":\"ya\",u),z(Xt,Yt,u._invScaleX,u._invScaleY));if(s&&s.tagName){var Zt=m.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,It);f(n.select(s),Zt?\"pointer\":\"\")}if(!s||a||!function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt))return;Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt});t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:V,yvals:H})}(t,e,r,a,s)}))},r.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=j(i),o=U(i),s=I(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,c=t.eventData;if(c){var u=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),g=t.trace;if(m.traceIs(g,\"gl3d\")){var v=i._fullLayout[g.scene]._scene.container,y=v.offsetLeft,x=v.offsetTop;u+=y,f+=y,h+=x,d+=x}c.bbox={x0:u+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(c.bbox)}else c=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:c}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}),l=0,c=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(c=t.offset)})).each((function(t){t.offset-=c})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function I(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,c=e.rotateLabels,f=e.bgColor,d=e.container,g=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||y.HOVERFONT,k=e.fontSize||y.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),I=A[P+\"Label\"],z=V(r,g),D=z.top,R=z.width,F=z.height,B=void 0!==I&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(B){var N,j,U=!0;for(N=0;N<t.length;N++)if(U&&void 0===t[N].zLabel&&(U=!1),j=t[N].hoverinfo||t[N].trace.hoverinfo){var H=Array.isArray(j)?j:j.split(\"+\");if(-1===H.indexOf(\"all\")&&-1===H.indexOf(a)){B=!1;break}}U&&(B=!1)}var q=d.selectAll(\"g.axistext\").data(B?[0]:[]);if(q.enter().append(\"g\").classed(\"axistext\",!0),q.exit().remove(),q.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),l=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),c=w.bgcolor||p.defaultLine,f=w.bordercolor||p.contrast(c),d=p.contrast(c),g={family:w.font.family||T,size:w.font.size||k,color:w.font.color||d};e.style({fill:c,stroke:f}),l.text(I).call(h.font,g).call(u.positionText,0,0).call(u.convertToTspans,r),t.attr(\"transform\",\"\");var m,v,y=V(r,l.node());if(\"x\"===a){var x=\"top\"===E.side?\"-\":\"\";l.attr(\"text-anchor\",\"middle\").call(u.positionText,0,\"top\"===E.side?D-y.bottom-M-S:D-y.top+M+S),m=E._offset+(A.x0+A.x1)/2,v=L._offset+(\"top\"===E.side?0:L._length);var b=y.width/2+S;m<b?(m=b,e.attr(\"d\",\"M-\"+(b-M)+\",0L-\"+(b-2*M)+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"Z\")):m>i.width-b?(m=i.width-b,e.attr(\"d\",\"M\"+(b-M)+\",0L\"+b+\",\"+x+M+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"H\"+(b-2*M)+\"Z\")):e.attr(\"d\",\"M0,0L\"+M+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+(S+y.width/2)+\"V\"+x+M+\"H-\"+M+\"Z\")}else{var _,C,P;\"right\"===L.side?(_=\"start\",C=1,P=\"\",m=E._offset+E._length):(_=\"end\",C=-1,P=\"-\",m=E._offset),v=L._offset+(A.y0+A.y1)/2,l.attr(\"text-anchor\",_),e.attr(\"d\",\"M0,0L\"+P+M+\",\"+M+\"V\"+(S+y.height/2)+\"h\"+P+(2*S+y.width)+\"V-\"+(S+y.height/2)+\"H\"+P+M+\"V-\"+M+\"Z\");var O,z=y.height/2,R=D-y.top-z,F=\"clip\"+i._uid+\"commonlabel\"+L._id;if(m<y.width+2*S+M){O=\"M-\"+(M+S)+\"-\"+z+\"h-\"+(y.width-S)+\"V\"+z+\"h\"+(y.width-S)+\"Z\";var B=y.width-m+S;u.positionText(l,B,R),\"end\"===_&&l.selectAll(\"tspan\").each((function(){var t=n.select(this),e=h.tester.append(\"text\").text(t.text()).call(h.font,g),i=V(r,e.node());Math.round(i.width)<Math.round(y.width)&&t.attr(\"x\",B-i.width),e.remove()}))}else u.positionText(l,C*(S+M),R),O=null;var N=i._topclips.selectAll(\"#\"+F).data(O?[0]:[]);N.enter().append(\"clipPath\").attr(\"id\",F).append(\"path\"),N.exit().remove(),N.select(\"path\").attr(\"d\",O),h.setClipUrl(l,O?F:null,r)}t.attr(\"transform\",s(m,v))})),v.isUnifiedHover(a)){d.selectAll(\"g.hovertext\").remove();var G=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===G.length)return;var Y=i.hoverlabel,W=Y.font,X={showlegend:!0,legend:{title:{text:I,font:W},font:W,bgcolor:Y.bgcolor,bordercolor:Y.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},Z={font:W};x(X,Z,r._fullData);var J=Z.legend;J.entries=[];for(var K=0;K<G.length;K++){var Q=G[K];if(\"none\"!==Q.hoverinfo){var $=O(Q,!0,a,i,I),tt=$[0],et=$[1];Q.name=et,Q.text=\"\"!==et?et+\" : 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../lib/events\"),l=t(\"../dragelement\"),c=t(\"../drawing\"),u=t(\"../color\"),f=t(\"../../lib/svg_text_utils\"),h=t(\"./handle_click\"),p=t(\"./constants\"),d=t(\"../../constants/alignment\"),g=d.LINE_SPACING,m=d.FROM_TL,v=d.FROM_BR,y=t(\"./get_legend_data\"),x=t(\"./style\"),b=t(\"./helpers\");function _(t,e,r,n,i){var a=r.data()[0][0].trace,l={event:i,node:r.node(),curveNumber:a.index,expandedIndex:a._expandedIndex,data:t.data,layout:t.layout,frames:t._transitionData._frames,config:t._context,fullData:t._fullData,fullLayout:t._fullLayout};if(a._group&&(l.group=a._group),o.traceIs(a,\"pie-like\")&&(l.label=r.datum()[0].label),!1!==s.triggerHandler(t,\"plotly_legendclick\",l))if(1===n)e._clickTimeout=setTimeout((function(){t._fullLayout&&h(r,t,n)}),t._context.doubleClickDelay);else 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axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},u.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},u.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return c(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},u.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return c(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},u.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return c(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},u.orbitRotation={name:\"orbitRotation\",title:function(t){return c(t,\"Orbital 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hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:v},u.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return c(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},u.toggleHover={name:\"toggleHover\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=m(t),n.call(\"_guiRelayout\",t,r)}},u.resetViews={name:\"resetViews\",title:function(t){return c(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},u.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return c(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},u.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return c(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},u.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom 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n=t(\"../../lib\"),i=t(\"../color\"),a=t(\"../../plot_api/plot_template\"),o=t(\"./attributes\");e.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var c=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(c,.3)),l(\"activecolor\",i.addOpacity(c,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../color\":366,\"./attributes\":425}],429:[function(t,e,r){\"use strict\";e.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:t(\"./attributes\"),supplyLayoutDefaults:t(\"./defaults\"),manage:t(\"./manage\")}},{\"./attributes\":425,\"./defaults\":428,\"./manage\":430}],430:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axis_ids\"),i=t(\"../../traces/scatter/subtypes\"),a=t(\"../../registry\"),o=t(\"../fx/helpers\").isUnifiedHover,s=t(\"./modebar\"),l=t(\"./buttons\"),c=t(\"./constants\").DRAW_MODES;e.exports=function(t){var e=t._fullLayout,r=t._context,u=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var f,h=r.modeBarButtons;f=Array.isArray(h)&&h.length?function(t){for(var e=0;e<t.length;e++)for(var r=t[e],n=0;n<r.length;n++){var i=r[n];if(\"string\"==typeof i){if(void 0===l[i])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));t[e][n]=l[i]}}return t}(h):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function u(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(u(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(u(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),g=e._has(\"cartesian\"),m=e._has(\"gl3d\"),v=e._has(\"geo\"),y=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,c=0;c<d.length;c++){var u=d[c].toLowerCase();if(u===a||u===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\");L(C);var P=[],I=[],O=[],z=[];(g||b||y||x||_)+v+m+w+T+k>1?(I=[\"toggleHover\"],O=[\"resetViews\"]):v?(P=[\"zoomInGeo\",\"zoomOutGeo\"],I=[\"hoverClosestGeo\"],O=[\"resetGeo\"]):m?(I=[\"hoverClosest3d\"],O=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],I=[\"toggleHover\"],O=[\"resetViewMapbox\"]):b?I=[\"hoverClosestGl2d\"]:y?I=[\"hoverClosestPie\"]:A?(I=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],O=[\"resetViewSankey\"]):I=[\"toggleHover\"];g&&(I=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]);(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(I=[]);!g&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==O[0]&&(O=[\"resetScale2d\"]));m?z=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(g||b)&&!M||_?z=[\"zoom2d\",\"pan2d\"]:w||v?z=[\"pan2d\"]:T&&(z=[\"zoom2d\"]);(function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var 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r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),c=this.hasLogo!==r.displaylogo,u=this.locale!==r.locale;if(this.locale=r.locale,(l||c||u)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},u.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},u.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},u.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof 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a=document.createElementNS(n,\"path\");a.setAttribute(\"d\",t.path),t.transform?a.setAttribute(\"transform\",t.transform):void 0!==t.ascent&&a.setAttribute(\"transform\",\"matrix(1 0 0 -1 0 \"+t.ascent+\")\"),e.appendChild(a)}t.svg&&(e=l.parseFromString(t.svg,\"application/xml\").childNodes[0]);return e.setAttribute(\"height\",\"1em\"),e.setAttribute(\"width\",\"1em\"),e},u.updateActiveButton=function(t){var e=this.graphInfo._fullLayout,r=void 0!==t?t.getAttribute(\"data-attr\"):null;this.buttonElements.forEach((function(t){var i=t.getAttribute(\"data-val\")||!0,o=t.getAttribute(\"data-attr\"),s=\"true\"===t.getAttribute(\"data-toggle\"),l=n.select(t);if(s)o===r&&l.classed(\"active\",!l.classed(\"active\"));else{var c=null===o?o:a.nestedProperty(e,o).get();l.classed(\"active\",c===i)}}))},u.hasButtons=function(t){var e=this.buttons;if(!e)return!1;if(t.length!==e.length)return!1;for(var r=0;r<t.length;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;n++)if(t[r][n].name!==e[r][n].name)return!1}return!0},u.getLogo=function(){var t=this.createGroup(),e=document.createElement(\"a\");return e.href=\"https://plotly.com/\",e.target=\"_blank\",e.setAttribute(\"data-title\",a._(this.graphInfo,\"Produced with Plotly.js\")+\" (v\"+s+\")\"),e.className=\"modebar-btn plotlyjsicon modebar-btn--logo\",e.appendChild(this.createIcon(o.newplotlylogo)),t.appendChild(e),t},u.removeAllButtons=function(){for(;this.element.firstChild;)this.element.removeChild(this.element.firstChild);this.hasLogo=!1},u.destroy=function(){a.removeElement(this.container.querySelector(\".modebar\")),a.deleteRelatedStyleRule(this._uid)},e.exports=function(t,e){var r=t._fullLayout,i=new c({graphInfo:t,container:r._modebardiv.node(),buttons:e});return r._privateplot&&n.select(i.element).append(\"span\").classed(\"badge-private 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if(\"log\"===t.type){t.tick0=0;var c=s.simpleMap(t.range,t.r2l);if(e>.7)t.dtick=Math.ceil(e);else if(Math.abs(c[1]-c[0])<1){var u=1.5*Math.abs((c[1]-c[0])/e);e=Math.abs(Math.pow(10,c[1])-Math.pow(10,c[0]))/u,r=n(10),t.dtick=\"L\"+ot(e,r,$)}else t.dtick=e>.3?\"D2\":\"D1\"}else\"category\"===t.type||\"multicategory\"===t.type?(t.tick0=0,t.dtick=Math.ceil(Math.max(e,1))):At(t)?(t.tick0=0,r=1,t.dtick=ot(e,r,at)):(t.tick0=0,r=n(10),t.dtick=ot(e,r,$));if(0===t.dtick&&(t.dtick=1),!i(t.dtick)&&\"string\"!=typeof t.dtick){var f=t.dtick;throw t.dtick=1,\"ax.dtick error: \"+String(f)}},V.tickIncrement=function(t,e,r,a){var o=r?-1:1;if(i(e))return s.increment(t,o*e);var l=e.charAt(0),c=o*Number(e.substr(1));if(\"M\"===l)return s.incrementMonth(t,c,a);if(\"L\"===l)return Math.log(Math.pow(10,t)+c)/Math.LN10;if(\"D\"===l){var u=\"D2\"===e?it:nt,f=t+.01*o,h=s.roundUp(s.mod(f,1),u,r);return Math.floor(f)+Math.log(n.round(Math.pow(10,h),1))/Math.LN10}throw\"unrecognized dtick 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a=n._fullLayout._zoomlayer.selectAll(\".select-outline-\"+r.id);if(a&&n._fullLayout._drawing){var o=v(a,t);o&&i.call(\"_guiRelayout\",n,{shapes:o}),n._fullLayout._drawing=!1}}r.selection={},r.selection.selectionDefs=t.selectionDefs=[],r.selection.mergedPolygons=t.mergedPolygons=[]}function N(t,e,r,n){var i,a,o,s=[],l=e.map((function(t){return t._id})),c=r.map((function(t){return t._id}));for(o=0;o<t.calcdata.length;o++)if(!0===(a=(i=t.calcdata[o])[0].trace).visible&&a._module&&a._module.selectPoints)if(!n||a.subplot!==n&&a.geo!==n)if(\"splom\"===a.type&&a._xaxes[l[0]]&&a._yaxes[c[0]]){var u=h(a._module,i,e[0],r[0]);u.scene=t._fullLayout._splomScenes[a.uid],s.push(u)}else if(\"sankey\"===a.type){var f=h(a._module,i,e[0],r[0]);s.push(f)}else{if(-1===l.indexOf(a.xaxis))continue;if(-1===c.indexOf(a.yaxis))continue;s.push(h(a._module,i,_(t,a.xaxis),_(t,a.yaxis)))}else s.push(h(a._module,i,e[0],r[0]));return s;function h(t,e,r,n){return{_module:t,cd:e,xaxis:r,yaxis:n}}}function j(t){var 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n=t(\"@plotly/d3\"),i=t(\"d3-geo\"),a=i.geoPath,o=i.geoDistance,s=t(\"d3-geo-projection\"),l=t(\"../../registry\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../components/color\"),h=t(\"../../components/drawing\"),p=t(\"../../components/fx\"),d=t(\"../plots\"),g=t(\"../cartesian/axes\"),m=t(\"../cartesian/autorange\").getAutoRange,v=t(\"../../components/dragelement\"),y=t(\"../cartesian/select\").prepSelect,x=t(\"../cartesian/select\").clearSelect,b=t(\"../cartesian/select\").selectOnClick,_=t(\"./zoom\"),w=t(\"./constants\"),T=t(\"../../lib/geo_location_utils\"),k=t(\"../../lib/topojson_utils\"),A=t(\"topojson-client\").feature;function M(t){this.id=t.id,this.graphDiv=t.graphDiv,this.container=t.container,this.topojsonURL=t.topojsonURL,this.isStatic=t.staticPlot,this.topojsonName=null,this.topojson=null,this.projection=null,this.scope=null,this.viewInitial=null,this.fitScale=null,this.bounds=null,this.midPt=null,this.hasChoropleth=!1,this.traceHash={},this.layers={},this.basePaths={},this.dataPaths={},this.dataPoints={},this.clipDef=null,this.clipRect=null,this.bgRect=null,this.makeFramework()}var S=M.prototype;function E(t,e){var r=w.clipPad,n=t[0]+r,i=t[1]-r,a=e[0]+r,o=e[1]-r;n>0&&i<0&&(i+=360);var s=(i-n)/4;return{type:\"Polygon\",coordinates:[[[n,a],[n,o],[n+s,o],[n+2*s,o],[n+3*s,o],[i,o],[i,a],[i-s,a],[i-2*s,a],[i-3*s,a],[n,a]]]}}e.exports=function(t){return new M(t)},S.plot=function(t,e,r){var n=this,i=e[this.id],a=[],o=!1;for(var s in w.layerNameToAdjective)if(\"frame\"!==s&&i[\"show\"+s]){o=!0;break}for(var l=0;l<t.length;l++)if(t[0][0].trace.locationmode){o=!0;break}if(o){var 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i=t[n],a=i[0].trace;\"choropleth\"===a.type&&(this.hasChoropleth=!0),!0===a.visible&&a._length>0&&a._module.calcGeoJSON(i,e)}if(!this.updateProjection(t,e)){this.viewInitial&&this.scope===r.scope||this.saveViewInitial(r),this.scope=r.scope,this.updateBaseLayers(e,r),this.updateDims(e,r),this.updateFx(e,r),d.generalUpdatePerTraceModule(this.graphDiv,this,t,r);var o=this.layers.frontplot.select(\".scatterlayer\");this.dataPoints.point=o.selectAll(\".point\"),this.dataPoints.text=o.selectAll(\"text\"),this.dataPaths.line=o.selectAll(\".js-line\");var s=this.layers.backplot.select(\".choroplethlayer\");this.dataPaths.choropleth=s.selectAll(\"path\"),this.render()}},S.updateProjection=function(t,e){var r=this.graphDiv,n=e[this.id],l=e._size,u=n.domain,f=n.projection,h=n.lonaxis,p=n.lataxis,d=h._ax,g=p._ax,v=this.projection=function(t){var e=t.projection,r=e.type,n=w.projNames[r];n=\"geo\"+c.titleCase(n);for(var l=(i[n]||s[n])(),u=t._isSatellite?180*Math.acos(1/e.distance)/Math.PI:t._isClipped?w.lonaxisSpan[r]/2:null,f=[\"center\",\"rotate\",\"parallels\",\"clipExtent\"],h=function(t){return t?l:[]},p=0;p<f.length;p++){var d=f[p];\"function\"!=typeof l[d]&&(l[d]=h)}l.isLonLatOverEdges=function(t){if(null===l(t))return!0;if(u){var e=l.rotate();return o(t,[-e[0],-e[1]])>u*Math.PI/180}return!1},l.getPath=function(){return a().projection(l)},l.getBounds=function(t){return l.getPath().bounds(t)},l.precision(w.precision),t._isSatellite&&l.tilt(e.tilt).distance(e.distance);u&&l.clipAngle(u-w.clipPad);return l}(n),y=[[l.l+l.w*u.x[0],l.t+l.h*(1-u.y[1])],[l.l+l.w*u.x[1],l.t+l.h*(1-u.y[0])]],x=n.center||{},b=f.rotation||{},_=h.range||[],T=p.range||[];if(n.fitbounds){d._length=y[1][0]-y[0][0],g._length=y[1][1]-y[0][1],d.range=m(r,d),g.range=m(r,g);var k=(d.range[0]+d.range[1])/2,A=(g.range[0]+g.range[1])/2;if(n._isScoped)x={lon:k,lat:A};else if(n._isClipped){x={lon:k,lat:A},b={lon:k,lat:A,roll:b.roll};var M=f.type,S=w.lonaxisSpan[M]/2||180,L=w.lataxisSpan[M]/2||90;_=[k-S,k+S],T=[A-L,A+L]}else x={lon:k,lat:A},b={lon:k,lat:b.lat,roll:b.roll}}v.center([x.lon-b.lon,x.lat-b.lat]).rotate([-b.lon,-b.lat,b.roll]).parallels(f.parallels);var C=E(_,T);v.fitExtent(y,C);var P=this.bounds=v.getBounds(C),I=this.fitScale=v.scale(),O=v.translate();if(n.fitbounds){var z=v.getBounds(E(d.range,g.range)),D=Math.min((P[1][0]-P[0][0])/(z[1][0]-z[0][0]),(P[1][1]-P[0][1])/(z[1][1]-z[0][1]));isFinite(D)?v.scale(D*I):c.warn(\"Something went wrong during\"+this.id+\"fitbounds computations.\")}else v.scale(f.scale*I);var R=this.midPt=[(P[0][0]+P[1][0])/2,(P[0][1]+P[1][1])/2];if(v.translate([O[0]+(R[0]-O[0]),O[1]+(R[1]-O[1])]).clipExtent(P),n._isAlbersUsa){var F=v([x.lon,x.lat]),B=v.translate();v.translate([B[0]-(F[0]-B[0]),B[1]-(F[1]-B[1])])}},S.updateBaseLayers=function(t,e){var r=this,i=r.topojson,a=r.layers,o=r.basePaths;function s(t){return\"lonaxis\"===t||\"lataxis\"===t}function l(t){return Boolean(w.lineLayers[t])}function c(t){return Boolean(w.fillLayers[t])}var u=(this.hasChoropleth?w.layersForChoropleth:w.layers).filter((function(t){return l(t)||c(t)?e[\"show\"+t]:!s(t)||e[t].showgrid})),p=r.framework.selectAll(\".layer\").data(u,String);p.exit().each((function(t){delete a[t],delete o[t],n.select(this).remove()})),p.enter().append(\"g\").attr(\"class\",(function(t){return\"layer \"+t})).each((function(t){var e=a[t]=n.select(this);\"bg\"===t?r.bgRect=e.append(\"rect\").style(\"pointer-events\",\"all\"):s(t)?o[t]=e.append(\"path\").style(\"fill\",\"none\"):\"backplot\"===t?e.append(\"g\").classed(\"choroplethlayer\",!0):\"frontplot\"===t?e.append(\"g\").classed(\"scatterlayer\",!0):l(t)?o[t]=e.append(\"path\").style(\"fill\",\"none\").style(\"stroke-miterlimit\",2):c(t)&&(o[t]=e.append(\"path\").style(\"stroke\",\"none\"))})),p.order(),p.each((function(r){var n=o[r],a=w.layerNameToAdjective[r];\"frame\"===r?n.datum(w.sphereSVG):l(r)||c(r)?n.datum(A(i,i.objects[r])):s(r)&&n.datum(function(t,e,r){var n,i,a,o=e[t],s=w.scopeDefaults[e.scope];\"lonaxis\"===t?(n=s.lonaxisRange,i=s.lataxisRange,a=function(t,e){return[t,e]}):\"lataxis\"===t&&(n=s.lataxisRange,i=s.lonaxisRange,a=function(t,e){return[e,t]});var l={type:\"linear\",range:[n[0],n[1]-1e-6],tick0:o.tick0,dtick:o.dtick};g.setConvert(l,r);var c=g.calcTicks(l);e.isScoped||\"lonaxis\"!==t||c.pop();for(var u=c.length,f=new Array(u),h=0;h<u;h++)for(var p=c[h].x,d=f[h]=[],m=i[0];m<i[1]+2.5;m+=2.5)d.push(a(p,m));return{type:\"MultiLineString\",coordinates:f}}(r,e,t)).call(f.stroke,e[r].gridcolor).call(h.dashLine,\"\",e[r].gridwidth),l(r)?n.call(f.stroke,e[a+\"color\"]).call(h.dashLine,\"\",e[a+\"width\"]):c(r)&&n.call(f.fill,e[a+\"color\"])}))},S.updateDims=function(t,e){var r=this.bounds,n=(e.framewidth||0)/2,i=r[0][0]-n,a=r[0][1]-n,o=r[1][0]-i+n,s=r[1][1]-a+n;h.setRect(this.clipRect,i,a,o,s),this.bgRect.call(h.setRect,i,a,o,s).call(f.fill,e.bgcolor),this.xaxis._offset=i,this.xaxis._length=o,this.yaxis._offset=a,this.yaxis._length=s},S.updateFx=function(t,e){var r=this,i=r.graphDiv,a=r.bgRect,o=t.dragmode,s=t.clickmode;if(!r.isStatic){var u;\"select\"===o?u=function(t,e){(t.range={})[r.id]=[h([e.xmin,e.ymin]),h([e.xmax,e.ymax])]}:\"lasso\"===o&&(u=function(t,e,n){(t.lassoPoints={})[r.id]=n.filtered.map(h)});var f={element:r.bgRect.node(),gd:i,plotinfo:{id:r.id,xaxis:r.xaxis,yaxis:r.yaxis,fillRangeItems:u},xaxes:[r.xaxis],yaxes:[r.yaxis],subplot:r.id,clickFn:function(t){2===t&&x(i)}};\"pan\"===o?(a.node().onmousedown=null,a.call(_(r,e)),a.on(\"dblclick.zoom\",(function(){var t=r.viewInitial,e={};for(var n in 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v=n/(f[2]-f[0])*(l[2]-l[0])+l[0],y=i/(f[3]-f[1])*(l[3]-l[1])+l[1];c.boxInited||(c.boxStart[0]=v,c.boxStart[1]=y,c.dragStart[0]=n,c.dragStart[1]=i),c.boxEnd[0]=v,c.boxEnd[1]=y,c.boxInited=!0,c.boxEnabled||c.boxStart[0]===c.boxEnd[0]&&c.boxStart[1]===c.boxEnd[1]||(c.boxEnabled=!0);var x=Math.abs(c.dragStart[0]-n)<g,b=Math.abs(c.dragStart[1]-i)<g;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&b)x&&(c.boxEnd[0]=c.boxStart[0]),b&&(c.boxEnd[1]=c.boxStart[1]);else{a=c.boxEnd[0]-c.boxStart[0],s=c.boxEnd[1]-c.boxStart[1];var _=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(c.boxEnd[1]=c.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),c.boxEnd[1]<l[1]?(c.boxEnd[1]=l[1],c.boxEnd[0]=c.boxStart[0]+(l[1]-c.boxStart[1])/Math.abs(_)):c.boxEnd[1]>l[3]&&(c.boxEnd[1]=l[3],c.boxEnd[0]=c.boxStart[0]+(l[3]-c.boxStart[1])/Math.abs(_))):(c.boxEnd[0]=c.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),c.boxEnd[0]<l[0]?(c.boxEnd[0]=l[0],c.boxEnd[1]=c.boxStart[1]+(l[0]-c.boxStart[0])*Math.abs(_)):c.boxEnd[0]>l[2]&&(c.boxEnd[0]=l[2],c.boxEnd[1]=c.boxStart[1]+(l[2]-c.boxStart[0])*Math.abs(_)))}}else c.boxEnabled?(a=c.boxStart[0]!==c.boxEnd[0],s=c.boxStart[1]!==c.boxEnd[1],a||s?(a&&(m(0,c.boxStart[0],c.boxEnd[0]),t.xaxis.autorange=!1),s&&(m(1,c.boxStart[1],c.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),c.boxEnabled=!1,c.boxInited=!1):c.boxInited&&(c.boxInited=!1);break;case\"pan\":c.boxEnabled=!1,c.boxInited=!1,e?(c.panning||(c.dragStart[0]=n,c.dragStart[1]=i),Math.abs(c.dragStart[0]-n)<d&&(n=c.dragStart[0]),Math.abs(c.dragStart[1]-i)<d&&(i=c.dragStart[1]),a=(h-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),c.panning=!0,c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations()):c.panning&&(c.panning=!1,t.relayoutCallback())}c.lastPos[0]=n,c.lastPos[1]=i}return c.mouseListener=n(e,f),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);f(0,r[0],r[1]),f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){f(0,c.lastPos[0],c.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),c.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=c.lastPos[0],s=c.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),f=o/(a[2]-a[0])*(i[2]-i[0])+i[0],h=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-f)*l+f,i[2]=(i[2]-f)*l+f,i[1]=(i[1]-h)*l+h,i[3]=(i[3]-h)*l+h,t.setRanges(i),c.lastInputTime=Date.now(),u(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),c}},{\"../cartesian/constants\":561,\"has-passive-events\":229,\"mouse-change\":241,\"mouse-event-offset\":242,\"mouse-wheel\":244}],595:[function(t,e,r){\"use strict\";var n=t(\"../cartesian/axes\"),i=t(\"../../lib/str2rgbarray\");function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,c,u,f,h,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),h=0;h<2;++h){var d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,f=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[h]=r.showline),(l||u)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=e.title.font.size,n=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?r*(1.5+(n?1:0))-10:r*(1.5+(n?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+r*(1.5+(n?1:.5)):10+r*(1.5+(n?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},e.exports=function(t){return new a(t)}},{\"../../lib/str2rgbarray\":528,\"../cartesian/axes\":554}],596:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"./scene2d\"),a=t(\"../layout_attributes\"),o=t(\"../../constants/xmlns_namespaces\"),s=t(\"../cartesian/constants\"),l=t(\"../cartesian\"),c=t(\"../../components/fx/layout_attributes\"),u=t(\"../get_data\").getSubplotData;r.name=\"gl2d\",r.attr=[\"xaxis\",\"yaxis\"],r.idRoot=[\"x\",\"y\"],r.idRegex=s.idRegex,r.attrRegex=s.attrRegex,r.attributes=t(\"../cartesian/attributes\"),r.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},r.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),r.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];if(s._scene2d){var c=u(t,\"gl2d\",o);0===c.length&&(s._scene2d.destroy(),delete n._plots[o])}}l.clean.apply(this,arguments)},r.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){e._plots[r[n]]._scene2d.updateFx(e.dragmode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../plot_api/edit_types\":536,\"../cartesian\":568,\"../cartesian/attributes\":552,\"../cartesian/constants\":561,\"../get_data\":593,\"../layout_attributes\":610,\"./scene2d\":597}],597:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../registry\"),o=t(\"../../plots/cartesian/axes\"),s=t(\"../../components/fx\"),l=t(\"../../../stackgl_modules\").gl_plot2d,c=t(\"../../../stackgl_modules\").gl_spikes2d,u=t(\"../../../stackgl_modules\").gl_select_box,f=t(\"webgl-context\"),h=t(\"./convert\"),p=t(\"./camera\"),d=t(\"../../lib/show_no_webgl_msg\"),g=t(\"../cartesian/constraints\"),m=g.enforce,v=g.clean,y=t(\"../cartesian/autorange\").doAutoRange,x=t(\"../../components/dragelement/helpers\"),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=t(\"../cartesian/constants\").SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}e.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\"),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};v(s,this.xaxis),v(s,this.yaxis);var l,c,u=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[u.l+f[0]*u.w,u.b+h[0]*u.h,i-u.r-(1-f[1])*u.w,a-u.t-(1-h[1])*u.h],this.mouseContainer.style.width=u.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=u.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=u.h*(h[1]-h[0]),this.mouseContainer.style.left=u.l+f[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-h[1])*u.h+\"px\",c=0;c<2;++c)(l=this[w[c]])._length=o.viewBox[c+2]-o.viewBox[c],y(this.graphDiv,l),l.setScale();m(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var g=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),g.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var m=this.fullData[g.trace.index]||{},v=g.pointIndex,y=s.castHoverinfo(m,i,v);if(y&&\"all\"!==y){var x=y.split(\"+\");-1===x.indexOf(\"x\")&&(g.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(g.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(g.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(g.textLabel=void 0),-1===x.indexOf(\"name\")&&(g.name=void 0)}s.loneHover({x:g.screenCoord[0],y:g.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",g.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",g.traceCoord[1]),zLabel:g.traceCoord[2],text:g.textLabel,name:g.name,color:s.castHoverOption(m,v,\"bgcolor\")||g.color,borderColor:s.castHoverOption(m,v,\"bordercolor\"),fontFamily:s.castHoverOption(m,v,\"font.family\"),fontSize:s.castHoverOption(m,v,\"font.size\"),fontColor:s.castHoverOption(m,v,\"font.color\"),nameLength:s.castHoverOption(m,v,\"namelength\"),textAlign:s.castHoverOption(m,v,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},{\"../../../stackgl_modules\":1120,\"../../components/dragelement/helpers\":384,\"../../components/fx\":406,\"../../lib/show_no_webgl_msg\":525,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"../cartesian/autorange\":553,\"../cartesian/constants\":561,\"../cartesian/constraints\":562,\"./camera\":594,\"./convert\":595,\"webgl-context\":331}],598:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"../../components/fx/layout_attributes\"),a=t(\"./scene\"),o=t(\"../get_data\").getSubplotData,s=t(\"../../lib\"),l=t(\"../../constants/xmlns_namespaces\");r.name=\"gl3d\",r.attr=\"scene\",r.idRoot=\"scene\",r.idRegex=r.attrRegex=s.counterRegex(\"scene\"),r.attributes=t(\"./layout/attributes\"),r.layoutAttributes=t(\"./layout/layout_attributes\"),r.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),r.supplyLayoutDefaults=t(\"./layout/defaults\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl3d,i=0;i<n.length;i++){var s=n[i],l=o(r,\"gl3d\",s),c=e[s],u=c.camera,f=c._scene;f||(f=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:u},e),c._scene=f),f.viewInitial||(f.viewInitial={up:{x:u.up.x,y:u.up.y,z:u.up.z},eye:{x:u.eye.x,y:u.eye.y,z:u.eye.z},center:{x:u.center.x,y:u.center.y,z:u.center.z}}),f.plot(l,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl3d||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},r.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),\"scene\"+e}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=0;n<r.length;n++){e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../plot_api/edit_types\":536,\"../get_data\":593,\"./layout/attributes\":599,\"./layout/defaults\":603,\"./layout/layout_attributes\":604,\"./scene\":608}],599:[function(t,e,r){\"use strict\";e.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},{}],600:[function(t,e,r){\"use strict\";var n=t(\"../../../components/color\"),i=t(\"../../cartesian/layout_attributes\"),a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../plot_api/edit_types\").overrideAll;e.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,rangemode:i.rangemode,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},{\"../../../components/color\":366,\"../../../lib/extend\":493,\"../../../plot_api/edit_types\":536,\"../../cartesian/layout_attributes\":569}],601:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../../lib\"),a=t(\"../../../plot_api/plot_template\"),o=t(\"./axis_attributes\"),s=t(\"../../cartesian/type_defaults\"),l=t(\"../../cartesian/axis_defaults\"),c=[\"xaxis\",\"yaxis\",\"zaxis\"];e.exports=function(t,e,r){var u,f;function h(t,e){return i.coerce(u,f,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(u,f,h,r),l(u,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,13600/187).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},{\"../../../lib\":503,\"../../../plot_api/plot_template\":543,\"../../cartesian/axis_defaults\":556,\"../../cartesian/type_defaults\":582,\"./axis_attributes\":600,tinycolor2:312}],602:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=0;r<3;++r){var o=e[a[r]];o.visible?(this.labels[r]=t._meta?i.templateString(o.title.text,t._meta):o.title.text,\"font\"in o.title&&(o.title.font.color&&(this.labelColor[r]=n(o.title.font.color)),o.title.font.family&&(this.labelFont[r]=o.title.font.family),o.title.font.size&&(this.labelSize[r]=o.title.font.size)),\"showline\"in o&&(this.lineEnable[r]=o.showline),\"linecolor\"in o&&(this.lineColor[r]=n(o.linecolor)),\"linewidth\"in o&&(this.lineWidth[r]=o.linewidth),\"showgrid\"in o&&(this.gridEnable[r]=o.showgrid),\"gridcolor\"in o&&(this.gridColor[r]=n(o.gridcolor)),\"gridwidth\"in o&&(this.gridWidth[r]=o.gridwidth),\"log\"===o.type?this.zeroEnable[r]=!1:\"zeroline\"in o&&(this.zeroEnable[r]=o.zeroline),\"zerolinecolor\"in o&&(this.zeroLineColor[r]=n(o.zerolinecolor)),\"zerolinewidth\"in o&&(this.zeroLineWidth[r]=o.zerolinewidth),\"ticks\"in o&&o.ticks?this.lineTickEnable[r]=!0:this.lineTickEnable[r]=!1,\"ticklen\"in o&&(this.lineTickLength[r]=this._defaultLineTickLength[r]=o.ticklen),\"tickcolor\"in o&&(this.lineTickColor[r]=n(o.tickcolor)),\"tickwidth\"in o&&(this.lineTickWidth[r]=o.tickwidth),\"tickangle\"in o&&(this.tickAngle[r]=\"auto\"===o.tickangle?-3600:Math.PI*-o.tickangle/180),\"showticklabels\"in o&&(this.tickEnable[r]=o.showticklabels),\"tickfont\"in o&&(o.tickfont.color&&(this.tickColor[r]=n(o.tickfont.color)),o.tickfont.family&&(this.tickFont[r]=o.tickfont.family),o.tickfont.size&&(this.tickSize[r]=o.tickfont.size)),\"mirror\"in o?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(o.mirror)?(this.lineTickMirror[r]=!0,this.lineMirror[r]=!0):!0===o.mirror?(this.lineTickMirror[r]=!1,this.lineMirror[r]=!0):(this.lineTickMirror[r]=!1,this.lineMirror[r]=!1):this.lineMirror[r]=!1,\"showbackground\"in o&&!1!==o.showbackground?(this.backgroundEnable[r]=!0,this.backgroundColor[r]=n(o.backgroundcolor)):this.backgroundEnable[r]=!1):(this.tickEnable[r]=!1,this.labelEnable[r]=!1,this.lineEnable[r]=!1,this.lineTickEnable[r]=!1,this.gridEnable[r]=!1,this.zeroEnable[r]=!1,this.backgroundEnable[r]=!1)}},e.exports=function(t,e){var r=new o;return r.merge(t,e),r}},{\"../../../lib\":503,\"../../../lib/str2rgbarray\":528}],603:[function(t,e,r){\"use strict\";var n=t(\"../../../lib\"),i=t(\"../../../components/color\"),a=t(\"../../../registry\"),o=t(\"../../subplot_defaults\"),s=t(\"./axis_defaults\"),l=t(\"./layout_attributes\"),c=t(\"../../get_data\").getSubplotData;function u(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),u=[\"up\",\"center\",\"eye\"],f=0;f<u.length;f++)r(\"camera.\"+u[f]+\".x\"),r(\"camera.\"+u[f]+\".y\"),r(\"camera.\"+u[f]+\".z\");r(\"camera.projection.type\");var h=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),p=r(\"aspectmode\",h?\"manual\":\"auto\");h||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===p&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var d=c(n.fullData,\"gl3d\",n.id);s(t,e,{font:n.font,scene:n.id,data:d,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var m=t.camera.up.x,v=t.camera.up.y,y=t.camera.up.z;0!==y&&(m&&v&&y?y/Math.sqrt(m*m+v*v+y*y)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}e.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:\"gl3d\",attributes:l,handleDefaults:u,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},{\"../../../components/color\":366,\"../../../lib\":503,\"../../../registry\":638,\"../../get_data\":593,\"../../subplot_defaults\":632,\"./axis_defaults\":601,\"./layout_attributes\":604}],604:[function(t,e,r){\"use strict\";var n=t(\"./axis_attributes\"),i=t(\"../../domain\").attributes,a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../lib\").counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}e.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},{\"../../../lib\":503,\"../../../lib/extend\":493,\"../../domain\":584,\"./axis_attributes\":600}],605:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},e.exports=function(t){var e=new a;return e.merge(t),e}},{\"../../../lib/str2rgbarray\":528}],606:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var f=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var h=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/h)}for(var p=n.calcTicks(u,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=f}}e.ticks=l;for(c=0;c<3;++c){o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]);for(d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c]}t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=t(\"../../cartesian/axes\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},{\"../../../lib\":503,\"../../cartesian/axes\":554}],607:[function(t,e,r){\"use strict\";function n(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}e.exports=function(t,e){return n(t.projection,n(t.view,n(t.model,[e[0],e[1],e[2],1])))}},{}],608:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../../stackgl_modules\").gl_plot3d,o=a.createCamera,s=a.createScene,l=t(\"webgl-context\"),c=t(\"has-passive-events\"),u=t(\"../../registry\"),f=t(\"../../lib\"),h=f.preserveDrawingBuffer(),p=t(\"../../plots/cartesian/axes\"),d=t(\"../../components/fx\"),g=t(\"../../lib/str2rgbarray\"),m=t(\"../../lib/show_no_webgl_msg\"),v=t(\"./project\"),y=t(\"./layout/convert\"),x=t(\"./layout/spikes\"),b=t(\"./layout/tick_marks\");function _(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=y(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=u.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=u.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var w=_.prototype;w.prepareOptions=function(){var t={canvas:this.canvas,gl:this.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:this.container,axes:this.axesOptions,spikes:this.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:this.camera,pixelRatio:this.pixelRatio};if(this.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");t.gl=i,t.canvas=n}return t};var T=!0;w.tryCreatePlot=function(){var t=this.prepareOptions(),e=!0;try{this.glplot=s(t)}catch(r){if(this.staticMode||!T||h)e=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=t.glOptions.preserveDrawingBuffer=!0,this.glplot=s(t)}catch(r){h=t.glOptions.preserveDrawingBuffer=!1,e=!1}}}return T=!1,e},w.initializeGLCamera=function(){var t=this.fullSceneLayout.camera,e=\"orthographic\"===t.projection.type;this.camera=o(this.container,{center:[t.center.x,t.center.y,t.center.z],eye:[t.eye.x,t.eye.y,t.eye.z],up:[t.up.x,t.up.y,t.up.z],_ortho:e,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},w.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return m(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!c&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},w.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var c=Object.keys(e.traces),u=null,h=e.glplot.selection,g=0;g<c.length;++g)\"skip\"!==(t=e.traces[c[g]]).data.hoverinfo&&t.handlePick(h)&&(u=t),t.setContourLevels&&t.setContourLevels();function m(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==u){var y=v(e.glplot.cameraParams,h.dataCoordinate);t=u.data;var x,_=r._fullData[t.index],w=h.index,T={xLabel:m(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:m(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:m(\"z\",h.traceCoordinate[2],t.zhoverformat)},k=d.castHoverinfo(_,e.fullLayout,w),A=(k||\"\").split(\"+\"),M=k&&\"all\"===k;_.hovertemplate||M||(-1===A.indexOf(\"x\")&&(T.xLabel=void 0),-1===A.indexOf(\"y\")&&(T.yLabel=void 0),-1===A.indexOf(\"z\")&&(T.zLabel=void 0),-1===A.indexOf(\"text\")&&(h.textLabel=void 0),-1===A.indexOf(\"name\")&&(u.name=void 0));var S=[];\"cone\"===t.type||\"streamtube\"===t.type?(T.uLabel=m(\"x\",h.traceCoordinate[3],t.uhoverformat),(M||-1!==A.indexOf(\"u\"))&&S.push(\"u: \"+T.uLabel),T.vLabel=m(\"y\",h.traceCoordinate[4],t.vhoverformat),(M||-1!==A.indexOf(\"v\"))&&S.push(\"v: \"+T.vLabel),T.wLabel=m(\"z\",h.traceCoordinate[5],t.whoverformat),(M||-1!==A.indexOf(\"w\"))&&S.push(\"w: \"+T.wLabel),T.normLabel=h.traceCoordinate[6].toPrecision(3),(M||-1!==A.indexOf(\"norm\"))&&S.push(\"norm: \"+T.normLabel),\"streamtube\"===t.type&&(T.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(M||-1!==A.indexOf(\"divergence\"))&&S.push(\"divergence: \"+T.divergenceLabel)),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(T.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),S.push(\"value: \"+T.valueLabel),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):x=h.textLabel;var E={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:w};d.appendArrayPointValue(E,_,w),t._module.eventData&&(E=_._module.eventData(E,h,_,{},w));var L={points:[E]};if(e.fullSceneLayout.hovermode){var C=[];d.loneHover({trace:_,x:(.5+.5*y[0]/y[3])*s,y:(.5-.5*y[1]/y[3])*l,xLabel:T.xLabel,yLabel:T.yLabel,zLabel:T.zLabel,text:x,name:u.name,color:d.castHoverOption(_,w,\"bgcolor\")||u.color,borderColor:d.castHoverOption(_,w,\"bordercolor\"),fontFamily:d.castHoverOption(_,w,\"font.family\"),fontSize:d.castHoverOption(_,w,\"font.size\"),fontColor:d.castHoverOption(_,w,\"font.color\"),nameLength:d.castHoverOption(_,w,\"namelength\"),textAlign:d.castHoverOption(_,w,\"align\"),hovertemplate:f.castOption(_,w,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},E,T),eventData:[E]},{container:n,gd:r,inOut_bbox:C}),E.bbox=C[0]}h.buttons&&h.distance<5?r.emit(\"plotly_click\",L):r.emit(\"plotly_hover\",L),this.oldEventData=L}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},w.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var k=[\"xaxis\",\"yaxis\",\"zaxis\"];function A(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=k[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],u=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(u||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],u-1)}}w.plot=function(t,e,r){if(this.plotArgs=[t,e,r],!this.glplot.contextLost){var n,i,a,o,s,l,c=e[this.id],u=r[this.id];this.fullLayout=e,this.fullSceneLayout=c,this.axesOptions.merge(e,c),this.spikeOptions.merge(c),this.setViewport(c),this.updateFx(c.dragmode,c.hovermode),this.camera.enableWheel=this.graphDiv._context._scrollZoom.gl3d,this.glplot.setClearColor(g(c.bgcolor)),this.setConvert(s),t?Array.isArray(t)||(t=[t]):t=[];var f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&A(this,n,f);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=k[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,f);var h=[1,1,1];for(o=0;o<3;++o)f[1][o]===f[0][o]?h[o]=1:h[o]=1/(f[1][o]-f[0][o]);for(this.dataScale=h,this.convertAnnotations(this),a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&((i=this.traces[n.uid])?i.data.type===n.type?i.update(n):(i.dispose(),i=n._module.plot(this,n),this.traces[n.uid]=i):(i=n._module.plot(this,n),this.traces[n.uid]=i),i.name=n.name);var p=Object.keys(this.traces);t:for(a=0;a<p.length;++a){for(o=0;o<t.length;++o)if(t[o].uid===p[a]&&!0===t[o].visible&&0!==t[o]._length)continue t;(i=this.traces[p[a]]).dispose(),delete this.traces[p[a]]}this.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var d,m=[[0,0,0],[0,0,0]],v=[],y={};for(a=0;a<3;++a){if((l=(s=c[k[a]]).type)in y?(y[l].acc*=h[a],y[l].count+=1):y[l]={acc:h[a],count:1},s.autorange){m[0][a]=1/0,m[1][a]=-1/0;var x=this.glplot.objects,b=this.fullSceneLayout.annotations||[],_=s._name.charAt(0);for(o=0;o<x.length;o++){var w=x[o],T=w.bounds,M=w._trace.data._pad||0;\"ErrorBars\"===w.constructor.name&&s._lowerLogErrorBound?m[0][a]=Math.min(m[0][a],s._lowerLogErrorBound):m[0][a]=Math.min(m[0][a],T[0][a]/h[a]-M),m[1][a]=Math.max(m[1][a],T[1][a]/h[a]+M)}for(o=0;o<b.length;o++){var S=b[o];if(S.visible){var E=s.r2l(S[_]);m[0][a]=Math.min(m[0][a],E),m[1][a]=Math.max(m[1][a],E)}}if(\"rangemode\"in s&&\"tozero\"===s.rangemode&&(m[0][a]=Math.min(m[0][a],0),m[1][a]=Math.max(m[1][a],0)),m[0][a]>m[1][a])m[0][a]=-1,m[1][a]=1;else{var L=m[1][a]-m[0][a];m[0][a]-=L/32,m[1][a]+=L/32}if(\"reversed\"===s.autorange){var C=m[0][a];m[0][a]=m[1][a],m[1][a]=C}}else{var P=s.range;m[0][a]=s.r2l(P[0]),m[1][a]=s.r2l(P[1])}m[0][a]===m[1][a]&&(m[0][a]-=1,m[1][a]+=1),v[a]=m[1][a]-m[0][a],this.glplot.setBounds(a,{min:m[0][a]*h[a],max:m[1][a]*h[a]})}var I=c.aspectmode;if(\"cube\"===I)d=[1,1,1];else if(\"manual\"===I){var O=c.aspectratio;d=[O.x,O.y,O.z]}else{if(\"auto\"!==I&&\"data\"!==I)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var z=[1,1,1];for(a=0;a<3;++a){var D=y[l=(s=c[k[a]]).type];z[a]=Math.pow(D.acc,1/D.count)/h[a]}d=\"data\"===I||Math.max.apply(null,z)/Math.min.apply(null,z)<=4?z:[1,1,1]}c.aspectratio.x=u.aspectratio.x=d[0],c.aspectratio.y=u.aspectratio.y=d[1],c.aspectratio.z=u.aspectratio.z=d[2],this.glplot.setAspectratio(c.aspectratio),this.viewInitial.aspectratio||(this.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),this.viewInitial.aspectmode||(this.viewInitial.aspectmode=c.aspectmode);var R=c.domain||null,F=e._size||null;if(R&&F){var B=this.container.style;B.position=\"absolute\",B.left=F.l+R.x[0]*F.w+\"px\",B.top=F.t+(1-R.y[1])*F.h+\"px\",B.width=F.w*(R.x[1]-R.x[0])+\"px\",B.height=F.h*(R.y[1]-R.y[0])+\"px\"}this.glplot.redraw()}},w.destroy=function(){this.glplot&&(this.camera.mouseListener.enabled=!1,this.container.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null,this.glplot.dispose(),this.container.parentNode.removeChild(this.container),this.glplot=null)},w.getCamera=function(){var t;return this.camera.view.recalcMatrix(this.camera.view.lastT()),{up:{x:(t=this.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},w.setViewport=function(t){var e,r=t.camera;this.camera.lookAt.apply(this,[[(e=r).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),this.glplot.setAspectratio(t.aspectratio),\"orthographic\"===r.projection.type!==this.camera._ortho&&(this.glplot.redraw(),this.glplot.clearRGBA(),this.glplot.dispose(),this.initializeGLPlot())},w.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var i=[\"up\",\"center\",\"eye\"],a=[\"x\",\"y\",\"z\"];return e[i[r]]&&t[i[r]][a[n]]===e[i[r]][a[n]]}var i=!1;if(void 0===r)i=!0;else{for(var a=0;a<3;a++)for(var o=0;o<3;o++)if(!n(e,r,a,o)){i=!0;break}(!r.projection||e.projection&&e.projection.type!==r.projection.type)&&(i=!0)}return i},w.isAspectChanged=function(t){var e=this.glplot.getAspectratio(),r=f.nestedProperty(t,this.id+\".aspectratio\").get();return void 0===r||r.x!==e.x||r.y!==e.y||r.z!==e.z},w.saveLayout=function(t){var e,r,n,i,a,o,s=this.fullLayout,l=this.isCameraChanged(t),c=this.isAspectChanged(t),h=l||c;if(h){var p={};if(l&&(e=this.getCamera(),n=(r=f.nestedProperty(t,this.id+\".camera\")).get(),p[this.id+\".camera\"]=n),c&&(i=this.glplot.getAspectratio(),o=(a=f.nestedProperty(t,this.id+\".aspectratio\")).get(),p[this.id+\".aspectratio\"]=o),u.call(\"_storeDirectGUIEdit\",t,s._preGUI,p),l)r.set(e),f.nestedProperty(s,this.id+\".camera\").set(e);if(c)a.set(i),f.nestedProperty(s,this.id+\".aspectratio\").set(i),this.glplot.redraw()}return h},w.updateFx=function(t,e){var r=this.camera;if(r)if(\"orbit\"===t)r.mode=\"orbit\",r.keyBindingMode=\"rotate\";else if(\"turntable\"===t){r.up=[0,0,1],r.mode=\"turntable\",r.keyBindingMode=\"rotate\";var n=this.graphDiv,i=n._fullLayout,a=this.fullSceneLayout.camera,o=a.up.x,s=a.up.y,l=a.up.z;if(l/Math.sqrt(o*o+s*s+l*l)<.999){var c=this.id+\".camera.up\",h={x:0,y:0,z:1},p={};p[c]=h;var d=n.layout;u.call(\"_storeDirectGUIEdit\",d,i._preGUI,p),a.up=h,f.nestedProperty(d,c).set(h)}}else r.keyBindingMode=t;this.fullSceneLayout.hovermode=e},w.toImage=function(t){t||(t=\"png\"),this.staticMode&&this.container.appendChild(n),this.glplot.redraw();var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a),function(t,e,r){for(var n=0,i=r-1;n<i;++n,--i)for(var a=0;a<e;++a)for(var o=0;o<4;++o){var s=4*(e*n+a)+o,l=4*(e*i+a)+o,c=t[s];t[s]=t[l],t[l]=c}}(a,r,i),function(t,e,r){for(var n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(a,r,i);var o=document.createElement(\"canvas\");o.width=r,o.height=i;var 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n=t(\"../../lib/sort_object_keys\"),i='\\xa9 <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">OpenStreetMap</a> contributors',a=['\\xa9 <a target=\"_blank\" href=\"https://carto.com/\">Carto</a>',i].join(\" \"),o=['Map tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">ODbL</a>'].join(\" 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g=c.select(s._subplot.div);if(!(null===g.select(\".mapboxgl-ctrl-logo\").node().offsetParent)){var m=e._glimages.append(\"g\");m.attr(\"transform\",a(n.l+n.w*h.x[0]+10,n.t+n.h*(1-h.y[0])-31)),m.append(\"path\").attr(\"d\",p.mapboxLogo.path0).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"}),m.append(\"path\").attr(\"d\",p.mapboxLogo.path1).style(\"opacity\",.35).style(\"enable-background\",\"new\"),m.append(\"path\").attr(\"d\",p.mapboxLogo.path2).style(\"opacity\",.35).style(\"enable-background\",\"new\"),m.append(\"polygon\").attr(\"points\",p.mapboxLogo.polygon).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"})}var v=g.select(\".mapboxgl-ctrl-attrib\").text().replace(\"Improve this map\",\"\"),y=e._glimages.append(\"g\"),x=y.append(\"text\");x.text(v).classed(\"static-attribution\",!0).attr({\"font-size\":12,\"font-family\":\"Arial\",color:\"rgba(0, 0, 0, 0.75)\",\"text-anchor\":\"end\",\"data-unformatted\":v});var 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n=t(\"../../lib\"),i=t(\"../../lib/svg_text_utils\").sanitizeHTML,a=t(\"./convert_text_opts\"),o=t(\"./constants\");function s(t,e){this.subplot=t,this.uid=t.uid+\"-\"+e,this.index=e,this.idSource=\"source-\"+this.uid,this.idLayer=o.layoutLayerPrefix+this.uid,this.sourceType=null,this.source=null,this.layerType=null,this.below=null,this.visible=!1}var l=s.prototype;function c(t){if(!t.visible)return!1;var e=t.source;if(Array.isArray(e)&&e.length>0){for(var r=0;r<e.length;r++)if(\"string\"!=typeof e[r]||0===e[r].length)return!1;return!0}return n.isPlainObject(e)||\"string\"==typeof e&&e.length>0}function u(t){var e={},r={};switch(t.type){case\"circle\":n.extendFlat(r,{\"circle-radius\":t.circle.radius,\"circle-color\":t.color,\"circle-opacity\":t.opacity});break;case\"line\":n.extendFlat(r,{\"line-width\":t.line.width,\"line-color\":t.color,\"line-opacity\":t.opacity,\"line-dasharray\":t.line.dash});break;case\"fill\":n.extendFlat(r,{\"fill-color\":t.color,\"fill-outline-color\":t.fill.outlinecolor,\"fill-opacity\":t.opacity});break;case\"symbol\":var i=t.symbol,o=a(i.textposition,i.iconsize);n.extendFlat(e,{\"icon-image\":i.icon+\"-15\",\"icon-size\":i.iconsize/10,\"text-field\":i.text,\"text-size\":i.textfont.size,\"text-anchor\":o.anchor,\"text-offset\":o.offset,\"symbol-placement\":i.placement}),n.extendFlat(r,{\"icon-color\":t.color,\"text-color\":i.textfont.color,\"text-opacity\":t.opacity});break;case\"raster\":n.extendFlat(r,{\"raster-fade-duration\":0,\"raster-opacity\":t.opacity})}return{layout:e,paint:r}}l.update=function(t){this.visible?this.needsNewImage(t)?this.updateImage(t):this.needsNewSource(t)?(this.removeLayer(),this.updateSource(t),this.updateLayer(t)):this.needsNewLayer(t)?this.updateLayer(t):this.updateStyle(t):(this.updateSource(t),this.updateLayer(t)),this.visible=c(t)},l.needsNewImage=function(t){return this.subplot.map.getSource(this.idSource)&&\"image\"===this.sourceType&&\"image\"===t.sourcetype&&(this.source!==t.source||JSON.stringify(this.coordinates)!==JSON.stringify(t.coordinates))},l.needsNewSource=function(t){return this.sourceType!==t.sourcetype||JSON.stringify(this.source)!==JSON.stringify(t.source)||this.layerType!==t.type},l.needsNewLayer=function(t){return this.layerType!==t.type||this.below!==this.subplot.belowLookup[\"layout-\"+this.index]},l.lookupBelow=function(){return this.subplot.belowLookup[\"layout-\"+this.index]},l.updateImage=function(t){this.subplot.map.getSource(this.idSource).updateImage({url:t.source,coordinates:t.coordinates});var e=this.findFollowingMapboxLayerId(this.lookupBelow());null!==e&&this.subplot.map.moveLayer(this.idLayer,e)},l.updateSource=function(t){var e=this.subplot.map;if(e.getSource(this.idSource)&&e.removeSource(this.idSource),this.sourceType=t.sourcetype,this.source=t.source,c(t)){var r=function(t){var e,r=t.sourcetype,n=t.source,a={type:r};\"geojson\"===r?e=\"data\":\"vector\"===r?e=\"string\"==typeof n?\"url\":\"tiles\":\"raster\"===r?(e=\"tiles\",a.tileSize=256):\"image\"===r&&(e=\"url\",a.coordinates=t.coordinates);a[e]=n,t.sourceattribution&&(a.attribution=i(t.sourceattribution));return a}(t);e.addSource(this.idSource,r)}},l.findFollowingMapboxLayerId=function(t){if(\"traces\"===t)for(var e=this.subplot.getMapLayers(),r=0;r<e.length;r++){var n=e[r].id;if(\"string\"==typeof n&&0===n.indexOf(o.traceLayerPrefix)){t=n;break}}return t},l.updateLayer=function(t){var e=this.subplot,r=u(t),n=this.lookupBelow(),i=this.findFollowingMapboxLayerId(n);this.removeLayer(),c(t)&&e.addLayer({id:this.idLayer,source:this.idSource,\"source-layer\":t.sourcelayer||\"\",type:t.type,minzoom:t.minzoom,maxzoom:t.maxzoom,layout:r.layout,paint:r.paint},i),this.layerType=t.type,this.below=n},l.updateStyle=function(t){if(c(t)){var e=u(t);this.subplot.setOptions(this.idLayer,\"setLayoutProperty\",e.layout),this.subplot.setOptions(this.idLayer,\"setPaintProperty\",e.paint)}},l.removeLayer=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer)},l.dispose=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer),t.getSource(this.idSource)&&t.removeSource(this.idSource)},e.exports=function(t,e,r){var n=new s(t,e);return n.update(r),n}},{\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"./constants\":611,\"./convert_text_opts\":612}],615:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\").defaultLine,a=t(\"../domain\").attributes,o=t(\"../font_attributes\"),s=t(\"../../traces/scatter/attributes\").textposition,l=t(\"../../plot_api/edit_types\").overrideAll,c=t(\"../../plot_api/plot_template\").templatedArray,u=t(\"./constants\"),f=o({});f.family.dflt=\"Open Sans Regular, Arial Unicode MS 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n=t(\"mapbox-gl/dist/mapbox-gl-unminified\"),i=t(\"../../lib\"),a=t(\"../../lib/geo_location_utils\"),o=t(\"../../registry\"),s=t(\"../cartesian/axes\"),l=t(\"../../components/dragelement\"),c=t(\"../../components/fx\"),u=t(\"../../components/dragelement/helpers\"),f=u.rectMode,h=u.drawMode,p=u.selectMode,d=t(\"../cartesian/select\").prepSelect,g=t(\"../cartesian/select\").clearSelect,m=t(\"../cartesian/select\").clearSelectionsCache,v=t(\"../cartesian/select\").selectOnClick,y=t(\"./constants\"),x=t(\"./layers\");function b(t,e){this.id=e,this.gd=t;var r=t._fullLayout,n=t._context;this.container=r._glcontainer.node(),this.isStatic=n.staticPlot,this.uid=r._uid+\"-\"+this.id,this.div=null,this.xaxis=null,this.yaxis=null,this.createFramework(r),this.map=null,this.accessToken=null,this.styleObj=null,this.traceHash={},this.layerList=[],this.belowLookup={},this.dragging=!1,this.wheeling=!1}var _=b.prototype;_.plot=function(t,e,r){var n,i=this,a=e[i.id];i.map&&a.accesstoken!==i.accessToken&&(i.map.remove(),i.map=null,i.styleObj=null,i.traceHash={},i.layerList=[]),n=i.map?new Promise((function(r,n){i.updateMap(t,e,r,n)})):new Promise((function(r,n){i.createMap(t,e,r,n)})),r.push(n)},_.createMap=function(t,e,r,i){var o=this,s=e[o.id],l=o.styleObj=T(s.style);o.accessToken=s.accesstoken;var c=o.map=new n.Map({container:o.div,style:l.style,center:A(s.center),zoom:s.zoom,bearing:s.bearing,pitch:s.pitch,interactive:!o.isStatic,preserveDrawingBuffer:o.isStatic,doubleClickZoom:!1,boxZoom:!1,attributionControl:!1}).addControl(new n.AttributionControl({compact:!0}));c._canvas.style.left=\"0px\",c._canvas.style.top=\"0px\",o.rejectOnError(i),o.isStatic||o.initFx(t,e);var u=[];u.push(new Promise((function(t){c.once(\"load\",t)}))),u=u.concat(a.fetchTraceGeoData(t)),Promise.all(u).then((function(){o.fillBelowLookup(t,e),o.updateData(t),o.updateLayout(e),o.resolveOnRender(r)})).catch(i)},_.updateMap=function(t,e,r,n){var i=this,o=i.map,s=e[this.id];i.rejectOnError(n);var l=[],c=T(s.style);JSON.stringify(i.styleObj)!==JSON.stringify(c)&&(i.styleObj=c,o.setStyle(c.style),i.traceHash={},l.push(new Promise((function(t){o.once(\"styledata\",t)})))),l=l.concat(a.fetchTraceGeoData(t)),Promise.all(l).then((function(){i.fillBelowLookup(t,e),i.updateData(t),i.updateLayout(e),i.resolveOnRender(r)})).catch(n)},_.fillBelowLookup=function(t,e){var r,n,i=e[this.id].layers,a=this.belowLookup={},o=!1;for(r=0;r<t.length;r++){var s=t[r][0].trace,l=s._module;\"string\"==typeof s.below?n=s.below:l.getBelow&&(n=l.getBelow(s,this)),\"\"===n&&(o=!0),a[\"trace-\"+s.uid]=n||\"\"}for(r=0;r<i.length;r++){var c=i[r];n=\"string\"==typeof c.below?c.below:o?\"traces\":\"\",a[\"layout-\"+r]=n}var u,f,h={};for(u in a)h[n=a[u]]?h[n].push(u):h[n]=[u];for(n in h){var p=h[n];if(p.length>1)for(r=0;r<p.length;r++)0===(u=p[r]).indexOf(\"trace-\")?(f=u.split(\"trace-\")[1],this.traceHash[f]&&(this.traceHash[f].below=null)):0===u.indexOf(\"layout-\")&&(f=u.split(\"layout-\")[1],this.layerList[f]&&(this.layerList[f].below=null))}};var w={choroplethmapbox:0,densitymapbox:1,scattermapbox:2};function T(t){var e={};return i.isPlainObject(t)?(e.id=t.id,e.style=t):\"string\"==typeof t?(e.id=t,-1!==y.styleValuesMapbox.indexOf(t)?e.style=k(t):y.stylesNonMapbox[t]?e.style=y.stylesNonMapbox[t]:e.style=t):(e.id=y.styleValueDflt,e.style=k(y.styleValueDflt)),e.transition={duration:0,delay:0},e}function k(t){return y.styleUrlPrefix+t+\"-\"+y.styleUrlSuffix}function A(t){return[t.lon,t.lat]}_.updateData=function(t){var e,r,n,i,a=this.traceHash,o=t.slice().sort((function(t,e){return w[t[0].trace.type]-w[e[0].trace.type]}));for(n=0;n<o.length;n++){var s=o[n],l=!1;(e=a[(r=s[0].trace).uid])&&(e.type===r.type?(e.update(s),l=!0):e.dispose()),!l&&r._module&&(a[r.uid]=r._module.plot(this,s))}var c=Object.keys(a);t:for(n=0;n<c.length;n++){var u=c[n];for(i=0;i<t.length;i++)if(u===(r=t[i][0].trace).uid)continue t;(e=a[u]).dispose(),delete a[u]}},_.updateLayout=function(t){var e=this.map,r=t[this.id];this.dragging||this.wheeling||(e.setCenter(A(r.center)),e.setZoom(r.zoom),e.setBearing(r.bearing),e.setPitch(r.pitch)),this.updateLayers(t),this.updateFramework(t),this.updateFx(t),this.map.resize(),this.gd._context._scrollZoom.mapbox?e.scrollZoom.enable():e.scrollZoom.disable()},_.resolveOnRender=function(t){var e=this.map;e.on(\"render\",(function r(){e.loaded()&&(e.off(\"render\",r),setTimeout(t,10))}))},_.rejectOnError=function(t){var e=this.map;function r(){t(new Error(y.mapOnErrorMsg))}e.once(\"error\",r),e.once(\"style.error\",r),e.once(\"source.error\",r),e.once(\"tile.error\",r),e.once(\"layer.error\",r)},_.createFramework=function(t){var e=this,r=e.div=document.createElement(\"div\");r.id=e.uid,r.style.position=\"absolute\",e.container.appendChild(r),e.xaxis={_id:\"x\",c2p:function(t){return e.project(t).x}},e.yaxis={_id:\"y\",c2p:function(t){return e.project(t).y}},e.updateFramework(t),e.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},s.setConvert(e.mockAxis,t)},_.initFx=function(t,e){var r=this,n=r.gd,i=r.map;function a(){c.loneUnhover(e._hoverlayer)}function s(){var t=r.getView();n.emit(\"plotly_relayouting\",r.getViewEditsWithDerived(t))}i.on(\"moveend\",(function(t){if(r.map){var e=n._fullLayout;if(t.originalEvent||r.wheeling){var i=e[r.id];o.call(\"_storeDirectGUIEdit\",n.layout,e._preGUI,r.getViewEdits(i));var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../registry\"),o=t(\"../../lib\"),s=o.strRotate,l=o.strTranslate,c=t(\"../../components/color\"),u=t(\"../../components/drawing\"),f=t(\"../plots\"),h=t(\"../../plots/cartesian/axes\"),p=t(\"../cartesian/set_convert\"),d=t(\"./set_convert\"),g=t(\"../cartesian/autorange\").doAutoRange,m=t(\"../cartesian/dragbox\"),v=t(\"../../components/dragelement\"),y=t(\"../../components/fx\"),x=t(\"../../components/titles\"),b=t(\"../cartesian/select\").prepSelect,_=t(\"../cartesian/select\").selectOnClick,w=t(\"../cartesian/select\").clearSelect,T=t(\"../../lib/setcursor\"),k=t(\"../../lib/clear_gl_canvases\"),A=t(\"../../plot_api/subroutines\").redrawReglTraces,M=t(\"../../constants/alignment\").MID_SHIFT,S=t(\"./constants\"),E=t(\"./helpers\"),L=t(\"../smith/helpers\"),C=L.smith,P=L.reactanceArc,I=L.resistanceArc,O=L.smithTransform,z=o._,D=o.mod,R=o.deg2rad,F=o.rad2deg;function B(t,e,r){this.isSmith=r||!1,this.id=e,this.gd=t,this._hasClipOnAxisFalse=null,this.vangles=null,this.radialAxisAngle=null,this.traceHash={},this.layers={},this.clipPaths={},this.clipIds={},this.viewInitial={};var n=t._fullLayout,i=\"clip\"+n._uid+e;this.clipIds.forTraces=i+\"-for-traces\",this.clipPaths.forTraces=n._clips.append(\"clipPath\").attr(\"id\",this.clipIds.forTraces),this.clipPaths.forTraces.append(\"path\"),this.framework=n[\"_\"+(r?\"smith\":\"polar\")+\"layer\"].append(\"g\").attr(\"class\",e),this.getHole=function(t){return this.isSmith?0:t.hole},this.getSector=function(t){return this.isSmith?[0,360]:t.sector},this.getRadial=function(t){return this.isSmith?t.realaxis:t.radialaxis},this.getAngular=function(t){return this.isSmith?t.imaginaryaxis:t.angularaxis},r||(this.radialTickLayout=null,this.angularTickLayout=null)}var N=B.prototype;function j(t){var e=t.ticks+String(t.ticklen)+String(t.showticklabels);return\"side\"in t&&(e+=t.side),e}function U(t,e){return 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z=this.pathSubplot();this.clipPaths.forTraces.select(\"path\").attr(\"d\",z).attr(\"transform\",l(P,I)),r.frontplot.attr(\"transform\",l(A,M)).call(u.setClipUrl,this._hasClipOnAxisFalse?null:this.clipIds.forTraces,this.gd),r.bg.attr(\"d\",z).attr(\"transform\",l(L,C)).call(c.fill,e.bgcolor)},N.mockAxis=function(t,e,r,n){var i=o.extendFlat({},r,n);return d(i,e,t),i},N.mockCartesianAxis=function(t,e,r){var n=this,i=n.isSmith,a=r._id,s=o.extendFlat({type:\"linear\"},r);p(s,t);var l={x:[0,2],y:[1,3]};return s.setRange=function(){var t=n.sectorBBox,r=l[a],i=n.radialAxis._rl,o=(i[1]-i[0])/(1-n.getHole(e));s.range=[t[r[0]]*o,t[r[1]]*o]},s.isPtWithinRange=\"x\"!==a||i?function(){return!0}:function(t){return n.isPtInside(t)},s.setRange(),s.setScale(),s},N.doAutoRange=function(t,e){var r=this.gd,n=this.radialAxis,i=this.getRadial(e);g(r,n);var 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n=t(\"../../components/color/attributes\"),i=t(\"../domain\").attributes,a=t(\"../cartesian/layout_attributes\"),o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../lib/extend\").extendFlat,l={title:{text:a.title.text,font:a.title.font},color:a.color,tickmode:a.tickmode,nticks:s({},a.nticks,{dflt:6,min:1}),tick0:a.tick0,dtick:a.dtick,tickvals:a.tickvals,ticktext:a.ticktext,ticks:a.ticks,ticklen:a.ticklen,tickwidth:a.tickwidth,tickcolor:a.tickcolor,ticklabelstep:a.ticklabelstep,showticklabels:a.showticklabels,showtickprefix:a.showtickprefix,tickprefix:a.tickprefix,showticksuffix:a.showticksuffix,ticksuffix:a.ticksuffix,showexponent:a.showexponent,exponentformat:a.exponentformat,minexponent:a.minexponent,separatethousands:a.separatethousands,tickfont:a.tickfont,tickangle:a.tickangle,tickformat:a.tickformat,tickformatstops:a.tickformatstops,hoverformat:a.hoverformat,showline:s({},a.showline,{dflt:!0}),linecolor:a.linecolor,linewidth:a.linewidth,showgrid:s({},a.showgrid,{dflt:!0}),gridcolor:a.gridcolor,gridwidth:a.gridwidth,layer:a.layer,min:{valType:\"number\",dflt:0,min:0},_deprecated:{title:a._deprecated.title,titlefont:a._deprecated.titlefont}},c=e.exports=o({domain:i({name:\"ternary\"}),bgcolor:{valType:\"color\",dflt:n.background},sum:{valType:\"number\",dflt:1,min:0},aaxis:l,baxis:l,caxis:l},\"plot\",\"from-root\");c.uirevision={valType:\"any\",editType:\"none\"},c.aaxis.uirevision=c.baxis.uirevision=c.caxis.uirevision={valType:\"any\",editType:\"none\"}},{\"../../components/color/attributes\":365,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../cartesian/layout_attributes\":569,\"../domain\":584}],636:[function(t,e,r){\"use 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r,n,i,a,o,l,p=this,d=t.domain,g=(d.x[0]+d.x[1])/2,m=(d.y[0]+d.y[1])/2,v=d.x[1]-d.x[0],y=d.y[1]-d.y[0],x=v*e.w,b=y*e.h,_=t.sum,w=t.aaxis.min,T=t.baxis.min,k=t.caxis.min;x>E*b?i=(a=b)*E:a=(i=x)/E,o=v*i/x,l=y*a/b,r=e.l+e.w*g-i/2,n=e.t+e.h*(1-m)-a/2,p.x0=r,p.y0=n,p.w=i,p.h=a,p.sum=_,p.xaxis={type:\"linear\",range:[w+2*k-_,_-w-2*T],domain:[g-o/2,g+o/2],_id:\"x\"},f(p.xaxis,p.graphDiv._fullLayout),p.xaxis.setScale(),p.xaxis.isPtWithinRange=function(t){return t.a>=p.aaxis.range[0]&&t.a<=p.aaxis.range[1]&&t.b>=p.baxis.range[1]&&t.b<=p.baxis.range[0]&&t.c>=p.caxis.range[1]&&t.c<=p.caxis.range[0]},p.yaxis={type:\"linear\",range:[w,_-T-k],domain:[m-l/2,m+l/2],_id:\"y\"},f(p.yaxis,p.graphDiv._fullLayout),p.yaxis.setScale(),p.yaxis.isPtWithinRange=function(){return!0};var A=p.yaxis.domain[0],M=p.aaxis=h({},t.aaxis,{range:[w,_-T-k],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});f(M,p.graphDiv._fullLayout),M.setScale();var 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n=t(\"../../components/fx\"),i=t(\"../../registry\"),a=t(\"../../components/color\"),o=t(\"../../lib\").fillText,s=t(\"./helpers\").getLineWidth,l=t(\"../../plots/cartesian/axes\").hoverLabelText,c=t(\"../../constants/numerical\").BADNUM;function u(t,e,r,i,a){var s,u,f,h,p,d,g,m=t.cd,v=m[0].trace,y=m[0].t,x=\"closest\"===i,b=\"waterfall\"===v.type,_=t.maxHoverDistance,w=t.maxSpikeDistance;\"h\"===v.orientation?(s=r,u=e,f=\"y\",h=\"x\",p=z,d=I):(s=e,u=r,f=\"x\",h=\"y\",d=z,p=I);var T=v[f+\"period\"],k=x||T;function A(t){return S(t,-1)}function M(t){return S(t,1)}function S(t,e){var r=t.w;return t[f]+e*r/2}function E(t){return t[f+\"End\"]-t[f+\"Start\"]}var L=x?A:T?function(t){return t.p-E(t)/2}:function(t){return Math.min(A(t),t.p-y.bardelta/2)},C=x?M:T?function(t){return t.p+E(t)/2}:function(t){return Math.max(M(t),t.p+y.bardelta/2)};function P(t,e,r){return a.finiteRange&&(r=0),n.inbox(t-s,e-s,r+Math.min(1,Math.abs(e-t)/g)-1)}function I(t){return P(L(t),C(t),_)}function O(t){var 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e=I(t),r=Math.cos(e);return Math.abs(r)<.1?\"middle\":r>0?\"start\":\"end\"},O.heightFn=function(t,e,r){var n=I(t);return-.5*(1+Math.sin(n))*r};var D=function(t){return l(b[0]+m*Math.cos(t),b[1]-m*Math.sin(t))};f=function(t){return D(I(t))};if(s=d.calcTicks(o),h=d.getTickSigns(o)[2],o.visible){h=\"inside\"===o.ticks?-1:1;var R=(o.linewidth||1)/2;d.drawTicks(t,o,{vals:s,layer:A,path:\"M\"+h*R+\",0h\"+h*o.ticklen,transFn:function(t){var e=I(t);return D(e)+\"rotate(\"+-c(e)+\")\"}}),d.drawLabels(t,o,{vals:s,layer:A,transFn:f,labelFns:O})}var F=[y].concat(p.gauge.steps),B=_.selectAll(\"g.bg-arc\").data(F);B.enter().append(\"g\").classed(\"bg-arc\",!0).append(\"path\"),B.select(\"path\").call(P).call(T),B.exit().remove();var N=C(p.gauge.bar.thickness),j=_.selectAll(\"g.value-arc\").data([p.gauge.bar]);j.enter().append(\"g\").classed(\"value-arc\",!0).append(\"path\");var U=j.select(\"path\");w(M)?(U.transition().duration(M.duration).ease(M.easing).each(\"end\",(function(){S&&S()})).each(\"interrupt\",(function(){S&&S()})).attrTween(\"d\",(V=N,H=L(r[0].lastY),q=L(r[0].y),function(){var t=i(H,q);return function(e){return V.endAngle(t(e))()}})),p._lastValue=r[0].y):U.attr(\"d\",\"number\"==typeof r[0].y?N.endAngle(L(r[0].y)):\"M0,0Z\");var V,H,q;U.call(T),j.exit().remove(),F=[];var G=p.gauge.threshold.value;(G||0===G)&&F.push({range:[G,G],color:p.gauge.threshold.color,line:{color:p.gauge.threshold.line.color,width:p.gauge.threshold.line.width},thickness:p.gauge.threshold.thickness});var Y=_.selectAll(\"g.threshold-arc\").data(F);Y.enter().append(\"g\").classed(\"threshold-arc\",!0).append(\"path\"),Y.select(\"path\").call(P).call(T),Y.exit().remove();var W=_.selectAll(\"g.gauge-outline\").data([x]);W.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:Y,layer:W,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:m});var X=O.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=O.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,c,u=r[0].trace,f=n.gauge,p=n.layer,g=n.gaugeBg,m=n.gaugeOutline,v=n.size,x=u.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(v.l,v.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=v.h,M=u.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(u._hasNumber||u._hasDelta?1-h.bulletNumberDomainSize:1);(i=k(t,u.gauge.axis))._id=\"xbulletaxis\",i.domain=[S,E],i.setScale(),a=d.calcTicks(i),o=d.makeTransTickFn(i),s=d.getTickSigns(i)[2],c=v.t+v.h,i.visible&&(d.drawTicks(t,i,{vals:\"inside\"===i.ticks?d.clipEnds(i,a):a,layer:p,path:d.makeTickPath(i,c,s),transFn:o}),d.drawLabels(t,i,{vals:a,layer:p,transFn:o,labelFns:d.makeLabelFns(i,c)}));function L(t){t.attr(\"width\",(function(t){return Math.max(0,i.c2p(t.range[1])-i.c2p(t.range[0]))})).attr(\"x\",(function(t){return i.c2p(t.range[0])})).attr(\"y\",(function(t){return.5*(1-t.thickness)*A})).attr(\"height\",(function(t){return t.thickness*A}))}var C=[g].concat(u.gauge.steps),P=f.selectAll(\"g.bg-bullet\").data(C);P.enter().append(\"g\").classed(\"bg-bullet\",!0).append(\"rect\"),P.select(\"rect\").call(L).call(T),P.exit().remove();var I=f.selectAll(\"g.value-bullet\").data([u.gauge.bar]);I.enter().append(\"g\").classed(\"value-bullet\",!0).append(\"rect\"),I.select(\"rect\").attr(\"height\",M).attr(\"y\",(A-M)/2).call(T),w(b)?I.select(\"rect\").transition().duration(b.duration).ease(b.easing).each(\"end\",(function(){_&&_()})).each(\"interrupt\",(function(){_&&_()})).attr(\"width\",Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y)))):I.select(\"rect\").attr(\"width\",\"number\"==typeof r[0].y?Math.max(0,i.c2p(Math.min(u.gauge.axis.range[1],r[0].y))):0);I.exit().remove();var O=r.filter((function(){return u.gauge.threshold.value||0===u.gauge.threshold.value})),z=f.selectAll(\"g.threshold-bullet\").data(O);z.enter().append(\"g\").classed(\"threshold-bullet\",!0).append(\"line\"),z.select(\"line\").attr(\"x1\",i.c2p(u.gauge.threshold.value)).attr(\"x2\",i.c2p(u.gauge.threshold.value)).attr(\"y1\",(1-u.gauge.threshold.thickness)/2*A).attr(\"y2\",(1-(1-u.gauge.threshold.thickness)/2)*A).call(y.stroke,u.gauge.threshold.line.color).style(\"stroke-width\",u.gauge.threshold.line.width),z.exit().remove();var D=f.selectAll(\"g.gauge-outline\").data([m]);D.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"rect\"),D.select(\"rect\").call(L).call(T),D.exit().remove()}(t,0,e,{gauge:X,layer:Z,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:m});var J=O.selectAll(\"text.title\").data(e);J.exit().remove(),J.enter().append(\"text\").classed(\"title\",!0),J.attr(\"text-anchor\",(function(){return R?x.right:x[I.title.align]})).text(I.title.text).call(f.font,I.title.font).call(p.convertToTspans,t),J.attr(\"transform\",(function(){var t,e=B.l+B.w*b[I.title.align],r=h.titlePadding,n=f.bBox(J.node());if(z){if(D)if(I.gauge.axis.visible)t=f.bBox(W.node()).top-r-n.bottom;else t=B.t+B.h/2-U/2-n.bottom-r;R&&(t=E-(n.top+n.bottom)/2,e=B.l-h.bulletPadding*B.w)}else t=I._numbersTop-r-n.bottom;return l(e,t)}))}))}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/cartesian/axes\":554,\"../../plots/cartesian/axis_defaults\":556,\"../../plots/cartesian/layout_attributes\":569,\"../../plots/cartesian/position_defaults\":572,\"./constants\":858,\"@plotly/d3\":58,\"d3-interpolate\":116}],862:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../mesh3d/attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;var 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0===e.isomax||null===e.isomin?s:e.isomax,n(t,e,{vals:[e._vMin,e._vMax],containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374,\"../streamtube/calc\":1041}],864:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_mesh3d,i=t(\"../../lib/gl_format_color\").parseColorScale,a=t(\"../../lib/str2rgbarray\"),o=t(\"../../components/colorscale\").extractOpts,s=t(\"../../plots/gl3d/zip3\"),l=function(t,e){for(var r=e.length-1;r>0;r--){var n=Math.min(e[r],e[r-1]),i=Math.max(e[r],e[r-1]);if(i>n&&n<t&&t<=i)return{id:r,distRatio:(i-t)/(i-n)}}return{id:0,distRatio:0}};function c(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.data=null,this.showContour=!1}var u=c.prototype;u.handlePick=function(t){if(t.object===this.mesh){var e=t.data.index,r=this.data._meshX[e],n=this.data._meshY[e],i=this.data._meshZ[e],a=this.data._Ys.length,o=this.data._Zs.length,s=l(r,this.data._Xs).id,c=l(n,this.data._Ys).id,u=l(i,this.data._Zs).id,f=t.index=u+o*c+o*a*s;t.traceCoordinate=[this.data._meshX[f],this.data._meshY[f],this.data._meshZ[f],this.data._value[f]];var h=this.data.hovertext||this.data.text;return Array.isArray(h)&&void 0!==h[f]?t.textLabel=h[f]:h&&(t.textLabel=h),!0}},u.update=function(t){var e=this.scene,r=e.fullSceneLayout;function n(t,e,r,n){return e.map((function(e){return t.d2l(e,0,n)*r}))}this.data=h(t);var l={positions:s(n(r.xaxis,t._meshX,e.dataScale[0],t.xcalendar),n(r.yaxis,t._meshY,e.dataScale[1],t.ycalendar),n(r.zaxis,t._meshZ,e.dataScale[2],t.zcalendar)),cells:s(t._meshI,t._meshJ,t._meshK),lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:a(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading},c=o(t);l.vertexIntensity=t._meshIntensity,l.vertexIntensityBounds=[c.min,c.max],l.colormap=i(t),this.mesh.update(l)},u.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()};var f=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"];function h(t){t._meshI=[],t._meshJ=[],t._meshK=[];var e,r,n,i,a,o,s,c=t.surface.show,u=t.spaceframe.show,h=t.surface.fill,p=t.spaceframe.fill,d=!1,g=!1,m=0,v=t._Xs,y=t._Ys,x=t._Zs,b=v.length,_=y.length,w=x.length,T=f.indexOf(t._gridFill.replace(/-/g,\"\").replace(/\\+/g,\"\")),k=function(t,e,r){switch(T){case 5:return r+w*e+w*_*t;case 4:return r+w*t+w*b*e;case 3:return e+_*r+_*w*t;case 2:return e+_*t+_*b*r;case 1:return t+b*r+b*w*e;default:return t+b*e+b*_*r}},A=t._minValues,M=t._maxValues,S=t._vMin,E=t._vMax;function L(t,e,s){for(var l=o.length,c=r;c<l;c++)if(t===n[c]&&e===i[c]&&s===a[c])return c;return-1}function C(){r=e}function P(){n=[],i=[],a=[],o=[],e=0,C()}function I(t,r,s,l){return n.push(t),i.push(r),a.push(s),o.push(l),++e-1}function O(t,e,r){for(var n=[],i=0;i<t.length;i++)n[i]=t[i]*(1-r)+r*e[i];return n}function z(t){s=t}function D(t,e){return\"all\"===t||null===t||t.indexOf(e)>-1}function R(t,e){return null===t?e:t}function F(e,r,n){C();var i,a,o,l=[r],c=[n];if(s>=1)l=[r],c=[n];else if(s>0){var u=function(t,e){var 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r=t._ticktext.length;r<e.uniqueValues.length;r++)t._ticktext.push(e.uniqueValues[r])}(t,m[e])}));var v,y=e.line;y?(i(e,\"line\")&&a(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),v=s.tryColorscale(y)):v=l.identity;var x,b,_,w,T,k=r[0].values.length,A={},M=m.map((function(t){return t.inds}));for(g=0,x=0;x<k;x++){var S=[];for(b=0;b<M.length;b++)S.push(M[b][x]);d=p[x%p.length],g+=d;var E=(_=x,w=void 0,T=void 0,l.isArrayOrTypedArray(y.color)?T=w=y.color[_%y.color.length]:w=y.color,{color:v(w),rawColor:T}),L=S+\"-\"+E.rawColor;void 0===A[L]&&(A[L]=f(S,E.color,E.rawColor)),h(A[L],x,d)}var C,P=r.map((function(t,e){return function(t,e,r,n,i){return{dimensionInd:t,containerInd:e,displayInd:r,dimensionLabel:n,count:i,categories:[],dragX:null}}(e,t._index,t._displayindex,t.label,g)}));for(x=0;x<k;x++)for(d=p[x%p.length],b=0;b<P.length;b++){var I=P[b].containerInd,O=m[b].inds[x],z=P[b].categories;if(void 0===z[O]){var D=e.dimensions[I]._categoryarray[O],R=e.dimensions[I]._ticktext[O];z[O]={dimensionInd:b,categoryInd:C=O,categoryValue:D,displayInd:C,categoryLabel:R,valueInds:[],count:0,dragY:null}}u(z[O],x,d)}return n(function(t,e,r){var n=t.map((function(t){return t.categories.length})).reduce((function(t,e){return Math.max(t,e)}));return{dimensions:t,paths:e,trace:void 0,maxCats:n,count:r}}(P,A,g))}},{\"../../components/colorscale/calc\":374,\"../../components/colorscale/helpers\":377,\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/filter_unique.js\":494,\"../../lib/gup\":500,\"fast-isnumeric\":190}],884:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"./attributes\"),c=t(\"../parcoords/merge_length\");function u(t,e){function r(r,i){return n.coerce(t,e,l.dimensions,r,i)}var 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g={family:f.font.family,size:Math.round(f.font.size),color:f.font.color};n.coerceFont(h,\"labelfont\",g);var m={family:f.font.family,size:Math.round(f.font.size/1.2),color:f.font.color};n.coerceFont(h,\"tickfont\",m)}},{\"../../components/colorscale/defaults\":376,\"../../components/colorscale/helpers\":377,\"../../lib\":503,\"../../plots/array_container_defaults\":549,\"../../plots/domain\":584,\"../parcoords/merge_length\":897,\"./attributes\":881}],885:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcats\",basePlotModule:t(\"./base_plot\"),categories:[\"noOpacity\"],meta:{}}},{\"./attributes\":881,\"./base_plot\":882,\"./calc\":883,\"./defaults\":884,\"./plot\":887}],886:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"d3-interpolate\").interpolateNumber,a=t(\"../../plot_api/plot_api\"),o=t(\"../../components/fx\"),s=t(\"../../lib\"),l=s.strTranslate,c=t(\"../../components/drawing\"),u=t(\"tinycolor2\"),f=t(\"../../lib/svg_text_utils\");function h(t,e,r,i){var a=t.map(F.bind(0,e,r)),o=i.selectAll(\"g.parcatslayer\").data([null]);o.enter().append(\"g\").attr(\"class\",\"parcatslayer\").style(\"pointer-events\",\"all\");var u=o.selectAll(\"g.trace.parcats\").data(a,p),h=u.enter().append(\"g\").attr(\"class\",\"trace parcats\");u.attr(\"transform\",(function(t){return l(t.x,t.y)})),h.append(\"g\").attr(\"class\",\"paths\");var y=u.select(\"g.paths\").selectAll(\"path.path\").data((function(t){return t.paths}),p);y.attr(\"fill\",(function(t){return t.model.color}));var x=y.enter().append(\"path\").attr(\"class\",\"path\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",0);_(x),y.attr(\"d\",(function(t){return t.svgD})),x.empty()||y.sort(g),y.exit().remove(),y.on(\"mouseover\",m).on(\"mouseout\",v).on(\"click\",b),h.append(\"g\").attr(\"class\",\"dimensions\");var w=u.select(\"g.dimensions\").selectAll(\"g.dimension\").data((function(t){return t.dimensions}),p);w.enter().append(\"g\").attr(\"class\",\"dimension\"),w.attr(\"transform\",(function(t){return l(t.x,0)})),w.exit().remove();var A=w.selectAll(\"g.category\").data((function(t){return t.categories}),p),M=A.enter().append(\"g\").attr(\"class\",\"category\");A.attr(\"transform\",(function(t){return l(0,t.y)})),M.append(\"rect\").attr(\"class\",\"catrect\").attr(\"pointer-events\",\"none\"),A.select(\"rect.catrect\").attr(\"fill\",\"none\").attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})),T(M);var S=A.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p);S.each((function(){s.raiseToTop(this)})),S.attr(\"fill\",(function(t){return t.color}));var E=S.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);S.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(E),S.exit().remove(),M.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;A.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){c.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),M.append(\"text\").attr(\"class\",\"dimlabel\"),A.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){c.font(n.select(this),t.parcatsViewModel.labelfont)})),A.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),A.exit().remove(),w.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",I).on(\"dragend\",O)),u.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),u.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function g(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function 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b=t.parcatsViewModel.x+i,_=t.parcatsViewModel.y+a,T=u.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),L=n.mouse(f)[0];o.loneHover({trace:h,x:b-d.left+g.left,y:_-d.top+g.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:L<b?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:h._input,fullData:h,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:f})}}}function v(t){if(!t.parcatsViewModel.dragDimension&&(_(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(g),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function y(t){for(var e=[],r=z(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function b(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function _(t){t.attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return u.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter((function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color}))}function M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,y(t))}))}));var c={};c[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:c})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,y(t))}));var c={};c[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(c.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:c})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),c=l.node().getBoundingClientRect(),u=l.datum(),f=u.parcatsViewModel,h=f.model.dimensions[u.model.dimensionInd],p=f.trace,d=c.top+c.height/2;f.dimensions.length>1&&h.displayInd===f.dimensions.length-1?(i=c.left,a=\"left\"):(i=c.left+c.width,a=\"right\");var g=u.model.count,m=u.model.categoryLabel,v=g/u.parcatsViewModel.model.count,y={countLabel:g,categoryLabel:m,probabilityLabel:v.toFixed(3)},x=[];-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",y.countLabel].join(\" \")),-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+y.categoryLabel+\"):\",y.probabilityLabel].join(\" \"));var b=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:b,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", 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e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(this),M(this,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\"))\"category\"===l?e=E(r,a,this):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),c=n.select(r).datum(),f=c.categoryViewModel,h=f.parcatsViewModel,p=h.model.dimensions[f.model.dimensionInd],d=h.trace,g=l.y+l.height/2;h.dimensions.length>1&&p.displayInd===h.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var m=f.model.categoryLabel,v=c.parcatsViewModel.model.count,y=0;c.categoryViewModel.bands.forEach((function(t){t.color===c.color&&(y+=t.count)}));var x=f.model.count,b=0;h.pathSelection.each((function(t){t.model.color===c.color&&(b+=t.model.count)}));var _=y/v,w=y/b,T=y/x,k={countLabel:v,categoryLabel:m,probabilityLabel:_.toFixed(3)},A=[];-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color \\u2229 \"+m+\"): \"+k.probabilityLabel),A.push(\"P(\"+m+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+m+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=u.mostReadable(c.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(g-e.top),text:M,color:c.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:m,count:v,probability:_,categorycount:x,colorcount:b,bandcolorcount:y}]}}(r,a,this):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,this)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r})}}function C(t){var e=t.parcatsViewModel;if(!e.dragDimension&&(_(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(g),-1===e.hoverinfoItems.indexOf(\"skip\"))){\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event)}}function P(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each((function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map((function(t){return t.displayInd})),e.model.dragY=e.y,s.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each((function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)})))})),t.parcatsViewModel.dragDimension=t,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function I(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],f=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==f&&s+o.height>f.y+f.height/2&&(o.model.displayInd=f.model.displayInd,f.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var h=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==h&&a.model.dragX<h.x+h.width&&(a.model.displayInd=h.model.displayInd,h.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),D(t.parcatsViewModel)}}function O(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=z(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.forEach((function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r}));var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map((function(t){return t.displayInd}));if(s=t.initialDragCategoryDisplayInds.some((function(t,e){return t!==l[e]}))){var c=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),u=c.map((function(t){return t.categoryValue})),f=c.map((function(t){return t.categoryLabel}));e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[u],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[f],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?S(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):M(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent)),t.model.dragX=null,null!==t.dragCategoryDisplayInd)t.parcatsViewModel.dimensions[t.dragDimensionDisplayInd].categories[t.dragCategoryDisplayInd].model.dragY=null,t.dragCategoryDisplayInd=null;t.dragDimensionDisplayInd=null,t.parcatsViewModel.dragDimension=null,t.dragHasMoved=null,t.potentialClickBand=null,j(t.parcatsViewModel),N(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each((function(){R(t.parcatsViewModel,!0),D(t.parcatsViewModel,!0)})).each(\"end\",(function(){(o||s)&&a.restyle(t.parcatsViewModel.graphDiv,e,[r])}))}}function z(t){for(var e,r=t.graphDiv._fullData,n=0;n<r.length;n++)if(t.key===r[n].uid){e=n;break}return e}function D(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data((function(t){return t.paths}),p),(r=t.pathSelection,e?r.transition():r).attr(\"d\",(function(t){return t.svgD}))}function R(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data((function(t){return t.dimensions}),p);var i=t.dimensionSelection.selectAll(\"g.category\").data((function(t){return t.categories}),p);r(t.dimensionSelection).attr(\"transform\",(function(t){return l(t.x,0)})),r(i).attr(\"transform\",(function(t){return l(0,t.y)})),i.select(\".dimlabel\").text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})),i.select(\".catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"x\",(function(t){return d(t)?t.width+5:-5})).each((function(t){var e,r;d(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)}));var a=i.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p),o=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);a.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),f=Math.floor(c*(s.y[1]-s.y[0])),h=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var g={trace:o,key:o.uid,model:i,x:h,y:p,width:u,height:f,hoveron:o.hoveron,hoverinfoItems:n,arrangement:o.arrangement,bundlecolors:o.bundlecolors,sortpaths:o.sortpaths,labelfont:o.labelfont,categorylabelfont:o.tickfont,pathShape:d,dragDimension:null,margin:a,paths:[],dimensions:[],graphDiv:t,traceSelection:null,pathSelection:null,dimensionSelection:null};return i.dimensions&&(j(g),N(g)),g}function B(t,e,r,n,a){var o,s,l=[],c=[];for(s=0;s<r.length-1;s++)o=i(r[s]+t[s],t[s+1]),l.push(o(a)),c.push(o(1-a));var u=\"M \"+t[0]+\",\"+e[0];for(u+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)u+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+c[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],u+=\"l\"+r[s]+\",0 \";for(u+=\"l0,\"+n+\" \",u+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)u+=\"C\"+c[s]+\",\"+(e[s+1]+n)+\" \"+l[s]+\",\"+(e[s]+n)+\" \"+(t[s]+r[s])+\",\"+(e[s]+n),u+=\"l-\"+r[s]+\",0 \";return u+=\"Z\"}function N(t){var e=t.dimensions,r=t.model,n=e.map((function(t){return t.categories.map((function(t){return t.y}))})),i=t.model.dimensions.map((function(t){return t.categories.map((function(t){return t.displayInd}))})),a=t.model.dimensions.map((function(t){return t.displayInd})),o=t.dimensions.map((function(t){return t.model.dimensionInd})),s=e.map((function(t){return t.x})),l=e.map((function(t){return t.width})),c=[];for(var u in r.paths)r.paths.hasOwnProperty(u)&&c.push(r.paths[u]);function f(t){var e=t.categoryInds.map((function(t,e){return i[e][t]}));return o.map((function(t){return e[t]}))}c.sort((function(e,r){var n=f(e),i=f(r);return\"backward\"===t.sortpaths&&(n.reverse(),i.reverse()),n.push(e.valueInds[0]),i.push(r.valueInds[0]),t.bundlecolors&&(n.unshift(e.rawColor),i.unshift(r.rawColor)),n<i?-1:n>i?1:0}));for(var h=new Array(c.length),p=e[0].model.count,d=e[0].categories.map((function(t){return t.height})).reduce((function(t,e){return t+e})),g=0;g<c.length;g++){var m,v=c[g];m=p>0?d*(v.count/p):0;for(var y,x=new Array(n.length),b=0;b<v.categoryInds.length;b++){var 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n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/layout_attributes\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../plots/domain\").attributes,s=t(\"../../lib/extend\").extendFlat,l=t(\"../../plot_api/plot_template\").templatedArray;e.exports={domain:o({name:\"parcoords\",trace:!0,editType:\"plot\"}),labelangle:{valType:\"angle\",dflt:0,editType:\"plot\"},labelside:{valType:\"enumerated\",values:[\"top\",\"bottom\"],dflt:\"top\",editType:\"plot\"},labelfont:a({editType:\"plot\"}),tickfont:a({editType:\"plot\"}),rangefont:a({editType:\"plot\"}),dimensions:l(\"dimension\",{label:{valType:\"string\",editType:\"plot\"},tickvals:s({},i.tickvals,{editType:\"plot\"}),ticktext:s({},i.ticktext,{editType:\"plot\"}),tickformat:s({},i.tickformat,{editType:\"plot\"}),visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},range:{valType:\"info_array\",items:[{valType:\"number\",editType:\"plot\"},{valType:\"number\",editType:\"plot\"}],editType:\"plot\"},constraintrange:{valType:\"info_array\",freeLength:!0,dimensions:\"1-2\",items:[{valType:\"any\",editType:\"plot\"},{valType:\"any\",editType:\"plot\"}],editType:\"plot\"},multiselect:{valType:\"boolean\",dflt:!0,editType:\"plot\"},values:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"}),line:s({editType:\"calc\"},n(\"line\",{colorscaleDflt:\"Viridis\",autoColorDflt:!1,editTypeOverride:\"calc\"}))}},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/layout_attributes\":569,\"../../plots/domain\":584,\"../../plots/font_attributes\":585}],889:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"@plotly/d3\"),a=t(\"../../lib/gup\").keyFun,o=t(\"../../lib/gup\").repeat,s=t(\"../../lib\").sorterAsc,l=t(\"../../lib\").strTranslate,c=n.bar.snapRatio;function u(t,e){return t*(1-c)+e*c}var f=n.bar.snapClose;function h(t,e){return t*(1-f)+e*f}function p(t,e,r,n){if(function(t,e){for(var r=0;r<e.length;r++)if(t>=e[r][0]&&t<=e[r][1])return!0;return!1}(r,n))return r;var i=t?-1:1,a=0,o=e.length-1;if(i<0){var s=a;a=o,o=s}for(var l=e[a],c=l,f=a;i*f<i*o;f+=i){var p=f+i,d=e[p];if(i*r<i*h(l,d))return u(l,c);if(i*r<i*d||p===o)return u(d,l);c=l,l=d}}function d(t){t.attr(\"x\",-n.bar.captureWidth/2).attr(\"width\",n.bar.captureWidth)}function g(t){t.attr(\"visibility\",\"visible\").style(\"visibility\",\"visible\").attr(\"fill\",\"yellow\").attr(\"opacity\",0)}function m(t){if(!t.brush.filterSpecified)return\"0,\"+t.height;for(var 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k(t){t.on(\"mousemove\",(function(t){i.event.preventDefault(),t.parent.inBrushDrag||T(this,t)})).on(\"mouseleave\",(function(t){t.parent.inBrushDrag||y()})).call(i.behavior.drag().on(\"dragstart\",(function(t){!function(t,e){i.event.sourceEvent.stopPropagation();var r=e.height-i.mouse(t)[1]-2*n.verticalPadding,a=e.unitToPaddedPx.invert(r),o=e.brush,s=_(e,r),l=s.interval,c=o.svgBrush;if(c.wasDragged=!1,c.grabbingBar=\"ns\"===s.region,c.grabbingBar){var u=l.map(e.unitToPaddedPx);c.grabPoint=r-u[0]-n.verticalPadding,c.barLength=u[1]-u[0]}c.clickableOrdinalRange=s.clickableOrdinalRange,c.stayingIntervals=e.multiselect&&o.filterSpecified?o.filter.getConsolidated():[],l&&(c.stayingIntervals=c.stayingIntervals.filter((function(t){return t[0]!==l[0]&&t[1]!==l[1]}))),c.startExtent=s.region?l[\"s\"===s.region?1:0]:a,e.parent.inBrushDrag=!0,c.brushStartCallback()}(this,t)})).on(\"drag\",(function(t){w(this,t)})).on(\"dragend\",(function(t){!function(t,e){var r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,y(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),b(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var c=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(c?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),c?b(t.parentNode,s):(s(),b(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}e.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e).slice();e.filter.set(r),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e){var r=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);r.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e){var r=t.selectAll(\".background\").data(o);r.enter().append(\"rect\").classed(\"background\",!0).call(d).call(g).style(\"pointer-events\",\"auto\").attr(\"transform\",l(0,n.verticalPadding)),r.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var i=t.selectAll(\".highlight-shadow\").data(o);i.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),i.attr(\"y1\",(function(t){return t.height})).call(x);var a=t.selectAll(\".highlight\").data(o);a.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),a.attr(\"y1\",(function(t){return t.height})).call(x)}(r,e)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},{\"../../lib\":503,\"../../lib/gup\":500,\"./constants\":892,\"@plotly/d3\":58}],890:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/get_data\").getModuleCalcData,a=t(\"./plot\"),o=t(\"../../constants/xmlns_namespaces\");r.name=\"parcoords\",r.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},r.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},r.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":t,preserveAspectRatio:\"none\",x:0,y:0,width:this.style.width,height:this.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},{\"../../constants/xmlns_namespaces\":480,\"../../plots/get_data\":593,\"./plot\":899,\"@plotly/d3\":58}],891:[function(t,e,r){\"use strict\";var n=t(\"../../lib\").isArrayOrTypedArray,i=t(\"../../components/colorscale\"),a=t(\"../../lib/gup\").wrap;e.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},{\"../../components/colorscale\":378,\"../../lib\":503,\"../../lib/gup\":500}],892:[function(t,e,r){\"use strict\";e.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,deselectedLineColor:\"#777\",bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},{}],893:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/colorscale/helpers\").hasColorscale,a=t(\"../../components/colorscale/defaults\"),o=t(\"../../plots/domain\").defaults,s=t(\"../../plots/array_container_defaults\"),l=t(\"../../plots/cartesian/axes\"),c=t(\"./attributes\"),u=t(\"./axisbrush\"),f=t(\"./constants\").maxDimensionCount,h=t(\"./merge_length\");function p(t,e,r,i){function a(r,i){return n.coerce(t,e,c.dimensions,r,i)}var o=a(\"values\"),s=a(\"visible\");if(o&&o.length||(s=e.visible=!1),s){a(\"label\"),a(\"tickvals\"),a(\"ticktext\"),a(\"tickformat\");var f=a(\"range\");e._ax={_id:\"y\",type:\"linear\",showexponent:\"all\",exponentformat:\"B\",range:f},l.setConvert(e._ax,i.layout),a(\"multiselect\");var h=a(\"constraintrange\");h&&(e.constraintrange=u.cleanRanges(h,e))}}e.exports=function(t,e,r,l){function u(r,i){return n.coerce(t,e,c,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>f&&(n.log(\"parcoords traces support up to \"+f+\" dimensions at the 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n=t(\"../../lib\").isTypedArray;r.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},r.isOrdinal=function(t){return!!t.tickvals},r.isVisible=function(t){return t.visible||!(\"visible\"in t)}},{\"../../lib\":503}],895:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:t(\"./base_plot\"),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},{\"./attributes\":888,\"./base_plot\":890,\"./calc\":891,\"./defaults\":893,\"./plot\":899}],896:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 contextColor;\\nuniform sampler2D maskTexture, palette;\\n\\nbool isPick    = (drwLayer > 1.5);\\nbool isContext = (drwLayer < 0.5);\\n\\nconst vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\\nconst vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\\n\\nfloat val(mat4 p, mat4 v) {\\n    return dot(matrixCompMult(p, v) * UNITS, UNITS);\\n}\\n\\nfloat axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\\n    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\\n    return y1 * (1.0 - ratio) + y2 * ratio;\\n}\\n\\nint iMod(int a, int b) {\\n    return a - b * (a / b);\\n}\\n\\nbool fOutside(float p, float lo, float hi) {\\n    return (lo < hi) && (lo > p || p > hi);\\n}\\n\\nbool vOutside(vec4 p, vec4 lo, vec4 hi) {\\n    return (\\n        fOutside(p[0], lo[0], hi[0]) ||\\n        fOutside(p[1], lo[1], hi[1]) ||\\n        fOutside(p[2], lo[2], hi[2]) ||\\n        fOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\n    for(int i = 0; i < 4; ++i) {\\n        for(int j = 0; j < 4; ++j) {\\n            for(int k = 0; k < 4; ++k) {\\n                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\\n                        ))[3]\\n                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\\n                    2\\n                )) return true;\\n            }\\n        }\\n    }\\n    return false;\\n}\\n\\nvec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\\n    float x = 0.5 * sign(v) + 0.5;\\n    float y = axisY(x, A, B, C, D);\\n    float z = 1.0 - abs(v);\\n\\n    z += isContext ? 0.0 : 2.0 * float(\\n        outsideBoundingBox(A, B, C, D) ||\\n        outsideRasterMask(A, B, C, D)\\n    );\\n\\n    return vec4(\\n        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\\n        z,\\n        1.0\\n    );\\n}\\n\\nvoid main() {\\n    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\\n    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\\n    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\\n    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\\n\\n    float v = colors[3];\\n\\n    gl_Position = position(isContext, v, A, B, C, D);\\n\\n    fragColor =\\n        isContext ? vec4(contextColor) :\\n        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\\n}\\n\"]),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n    gl_FragColor = fragColor;\\n}\\n\"]),o=t(\"./constants\").maxDimensionCount,s=t(\"../../lib\"),l=new Uint8Array(4),c=new Uint8Array(4),u={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function f(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function h(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(!function(t){t.read({x:0,y:0,width:1,height:1,data:l})}(t),r.drawCompleted=!0),function s(l){var c=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],f(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*c,a.offset=2*l*n,e(a),l*n+c<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function p(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function d(t,e){return(t>>>8*e)%256/255}function g(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var s=0;s<4;s++){var l=4*t+s,c=r[64*a+l];63===l&&0===o&&(c*=-1),n[i++]=c}return n}function m(t){var e=\"0\"+t;return e.substr(e.length-2)}function v(t){return t<o?\"p\"+m(t+1)+\"_\"+m(t+4):\"colors\"}function y(t,e,r,n,i,a,o,l,c,u,f,h,p,d){for(var g=[[],[]],m=0;m<64;m++)g[0][m]=m===i?1:0,g[1][m]=m===a?1:0;o*=d,l*=d,c*=d,u*=d;var v=t.lines.canvasOverdrag*d,y=t.domain,x=t.canvasWidth*d,b=t.canvasHeight*d,_=t.pad.l*d,w=t.pad.b*d,T=t.layoutHeight*d,k=t.layoutWidth*d,A=t.deselectedLines.color;return s.extendFlat({key:f,resolution:[x,b],viewBoxPos:[o+v,l],viewBoxSize:[c,u],i0:i,i1:a,dim0A:g[0].slice(0,16),dim0B:g[0].slice(16,32),dim0C:g[0].slice(32,48),dim0D:g[0].slice(48,64),dim1A:g[1].slice(0,16),dim1B:g[1].slice(16,32),dim1C:g[1].slice(32,48),dim1D:g[1].slice(48,64),drwLayer:h,contextColor:[A[0]/255,A[1]/255,A[2]/255,A[3]<1?A[3]:Math.max(1/255,Math.pow(1/t.lines.color.length,1/3))],scissorX:(n===e?0:o+v)+(_-v)+k*y.x[0],scissorWidth:(n===r?x-o+v:c+.5)+(n===e?o+v:0),scissorY:l+w+T*y.y[0],scissorHeight:u,viewportX:_-v+k*y.x[0],viewportY:w+T*y.y[0],viewportWidth:x,viewportHeight:b},p)}function x(t){var e=Math.max(0,Math.floor(2047*t[0]),0),r=Math.min(2047,Math.ceil(2047*t[1]),2047);return[Math.min(e,r),Math.max(e,r)]}e.exports=function(t,e){var r,n,l,m,b,_=e.context,w=e.pick,T=e.regl,k=T._gl,A=k.getParameter(k.ALIASED_LINE_WIDTH_RANGE),M=Math.max(A[0],Math.min(A[1],e.viewModel.plotGlPixelRatio)),S={currentRafs:{},drawCompleted:!0,clearOnly:!1},E=function(t){for(var e={},r=0;r<=o;r+=4)e[v(r)]=t.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array(0)});return e}(T),L=T.texture(u),C=[];I(e);var P=T({profile:!1,blend:{enable:_,func:{srcRGB:\"src alpha\",dstRGB:\"one minus src 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n=t(\"../../plots/attributes\"),i=t(\"../../plots/domain\").attributes,a=t(\"../../plots/font_attributes\"),o=t(\"../../components/color/attributes\"),s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../lib/extend\").extendFlat,u=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});e.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:c({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:c({},u,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:c({},u,{}),outsidetextfont:c({},u,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:c({},u,{}),position:{valType:\"enumerated\",values:[\"top left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"plot\"},editType:\"plot\"},domain:i({name:\"pie\",trace:!0,editType:\"calc\"}),hole:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},sort:{valType:\"boolean\",dflt:!0,editType:\"calc\"},direction:{valType:\"enumerated\",values:[\"clockwise\",\"counterclockwise\"],dflt:\"counterclockwise\",editType:\"calc\"},rotation:{valType:\"number\",min:-360,max:360,dflt:0,editType:\"calc\"},pull:{valType:\"number\",min:0,max:1,dflt:0,arrayOk:!0,editType:\"calc\"},_deprecated:{title:{valType:\"string\",dflt:\"\",editType:\"calc\"},titlefont:c({},u,{}),titleposition:{valType:\"enumerated\",values:[\"top left\",\"top center\",\"top right\",\"middle center\",\"bottom left\",\"bottom center\",\"bottom right\"],editType:\"calc\"}}}},{\"../../components/color/attributes\":365,\"../../lib/extend\":493,\"../../plots/attributes\":550,\"../../plots/domain\":584,\"../../plots/font_attributes\":585,\"../../plots/template_attributes\":633}],901:[function(t,e,r){\"use strict\";var n=t(\"../../plots/plots\");r.name=\"pie\",r.plot=function(t,e,i,a){n.plotBasePlot(r.name,t,e,i,a)},r.clean=function(t,e,i,a){n.cleanBasePlot(r.name,t,e,i,a)}},{\"../../plots/plots\":619}],902:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"tinycolor2\"),a=t(\"../../components/color\"),o={};function s(t){return function(e,r){return!!e&&(!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e))}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}e.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],c=e.labels,u=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(c=new Array(h),r=0;r<h;r++)c[r]=String(e.label0+r*e.dlabel);var d={},g=s(o[\"_\"+e.type+\"colormap\"]),m=0,v=!1;for(r=0;r<h;r++){var y,x,b;if(p){if(y=f[r],!n(y))continue;y=+y}else y=1;void 0!==(x=c[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 0===_?(d[x]=a.length,(b=-1!==l.indexOf(x))||(m+=y),a.push({v:y,label:x,color:g(u[r],x),i:r,pts:[r],hidden:b})):(v=!0,(i=a[_]).v+=y,i.pts.push(r),i.hidden||(m+=y),!1===i.color&&u[r]&&(i.color=g(u[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?v:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=m),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var c=0,u=0;u<i.length;u++){var f=i[u];if(f[0].trace.type===r)for(var h=0;h<f.length;h++){var p=f[h];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[c%a.length],c++))}}},makePullColorFn:s,generateExtendedColors:l}},{\"../../components/color\":366,\"fast-isnumeric\":190,tinycolor2:312}],903:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"./attributes\"),o=t(\"../../plots/domain\").defaults,s=t(\"../bar/defaults\").handleText;function l(t,e){var r=Array.isArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var c=e[l];if(n(c)&&c>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}e.exports={handleLabelsAndValues:l,supplyDefaults:function(t,e,r,n){function c(r,n){return i.coerce(t,e,a,r,n)}var u=l(c(\"labels\"),c(\"values\")),f=u.len;if(e._hasLabels=u.hasLabels,e._hasValues=u.hasValues,!e._hasLabels&&e._hasValues&&(c(\"label0\"),c(\"dlabel\")),f){e._length=f,c(\"marker.line.width\")&&c(\"marker.line.color\"),c(\"marker.colors\"),c(\"scalegroup\");var h,p=c(\"text\"),d=c(\"texttemplate\");if(d||(h=c(\"textinfo\",Array.isArray(p)?\"text+percent\":\"percent\")),c(\"hovertext\"),c(\"hovertemplate\"),d||h&&\"none\"!==h){var g=c(\"textposition\");s(t,e,n,c,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&c(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&c(\"insidetextorientation\")}o(e,n,c);var m=c(\"hole\");if(c(\"title.text\")){var v=c(\"title.position\",m?\"middle center\":\"top center\");m||\"middle center\"!==v||(e.title.position=\"top center\"),i.coerceFont(c,\"title.font\",n.font)}c(\"sort\"),c(\"direction\"),c(\"rotation\"),c(\"pull\")}else e.visible=!1}}},{\"../../lib\":503,\"../../plots/domain\":584,\"../bar/defaults\":652,\"./attributes\":900,\"fast-isnumeric\":190}],904:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/helpers\").appendArrayMultiPointValues;e.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},{\"../../components/fx/helpers\":402}],905:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}r.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},r.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},r.getFirstFilled=function(t,e){if(Array.isArray(t))for(var r=0;r<e.length;r++){var n=t[e[r]];if(n||0===n||\"\"===n)return n}},r.castOption=function(t,e){return Array.isArray(t)?r.getFirstFilled(t,e):t||void 0},r.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},{\"../../lib\":503}],906:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\").supplyDefaults,supplyLayoutDefaults:t(\"./layout_defaults\"),layoutAttributes:t(\"./layout_attributes\"),calc:t(\"./calc\").calc,crossTraceCalc:t(\"./calc\").crossTraceCalc,plot:t(\"./plot\").plot,style:t(\"./style\"),styleOne:t(\"./style_one\"),moduleType:\"trace\",name:\"pie\",basePlotModule:t(\"./base_plot\"),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},{\"./attributes\":900,\"./base_plot\":901,\"./calc\":902,\"./defaults\":903,\"./layout_attributes\":907,\"./layout_defaults\":908,\"./plot\":909,\"./style\":910,\"./style_one\":911}],907:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{}],908:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},{\"../../lib\":503,\"./layout_attributes\":907}],909:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/plots\"),a=t(\"../../components/fx\"),o=t(\"../../components/color\"),s=t(\"../../components/drawing\"),l=t(\"../../lib\"),c=l.strScale,u=l.strTranslate,f=t(\"../../lib/svg_text_utils\"),h=t(\"../bar/uniform_text\"),p=h.recordMinTextSize,d=h.clearMinTextSize,g=t(\"../bar/constants\").TEXTPAD,m=t(\"./helpers\"),v=t(\"./event_data\"),y=t(\"../../lib\").isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,c=i.trace,u=\"funnelarea\"===c.type;\"_hasHoverLabel\"in c||(c._hasHoverLabel=!1),\"_hasHoverEvent\"in c||(c._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[c.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[m.castOption(h,t.pts)],_module:c._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),g=s+t.pxmid[1]*(1-p),y=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=m.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=m.formatPieValue(t.v,y),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=m.formatPiePercent(t.percent,y),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:c,x0:d-p*i.r,x1:d+p*i.r,y:g,_x0:u?o+t.TL[0]:d-p*i.r,_x1:u?o+t.TR[0]:d+p*i.r,_y0:u?s+t.TL[1]:g-p*i.r,_y1:u?s+t.BL[1]:g+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:m.castOption(_.bgcolor,t.pts)||t.color,borderColor:m.castOption(_.bordercolor,t.pts),fontFamily:m.castOption(w.family,t.pts),fontSize:m.castOption(w.size,t.pts),fontColor:m.castOption(w.color,t.pts),nameLength:m.castOption(_.namelength,t.pts),textAlign:m.castOption(_.align,t.pts),hovertemplate:m.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[v(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],c._hasHoverLabel=!0}c._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[v(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[c.index],o=n.select(this).datum();c._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[v(o,i)],event:n.event}),c._hasHoverEvent=!1),c._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),c._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[c.index];e._dragging||!1===r.hovermode||(e._hoverdata=[v(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=m.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=m.castOption(t._input.textfont.color,e.pts));var i=m.castOption(t.insidetextfont.family,e.pts)||m.castOption(t.textfont.family,e.pts)||r.family,a=m.castOption(t.insidetextfont.size,e.pts)||m.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),c=s.bBox(o.node(),!0);r.titleBox={width:c.width,height:c.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,c=e.midangle,u=r.trace.insidetextorientation,f=\"horizontal\"===u,h=\"tangential\"===u,p=\"radial\"===u,d=\"auto\"===u,g=[];if(!d){var m,v=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),c=s<l?s:l;(a=\"tan\"===i?k(t,n,o,c,0):T(t,n,o,c,Math.PI/2)).textPosAngle=r,g.push(a)}};if(f||h){for(m=4;m>=-4;m-=2)v(Math.PI*m,\"tan\");for(m=4;m>=-4;m-=2)v(Math.PI*(m+1),\"tan\")}if(f||p){for(m=4;m>=-4;m-=2)v(Math.PI*(m+1.5),\"rad\");for(m=4;m>=-4;m-=2)v(Math.PI*(m+.5),\"rad\")}}if(s||d||f){var y=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/y,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;g.push(a)}(d||p)&&((a=T(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,g.push(a)),(d||h)&&((a=k(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,g.push(a));for(var x=0,b=0,_=0;_<g.length;_++){var w=g[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return g[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*g);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*g);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=I(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,c,u=(l=t.r,c=t.trace.aspectratio,l/(void 0===c?1:c)),f=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(f+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?f*=2:-1!==a.title.position.indexOf(\"right\")&&(f+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=f/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function I(t){var e,r=t.pull;if(!r)return 0;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function O(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var c=s/2,u=l/2;\"funnelarea\"!==a.type||a.scalegroup||(u/=a.aspectratio),i.r=Math.min(c,u)/(1+I(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var c,u;i.aspectratio>1?(c=r.r,u=c/i.aspectratio):(u=r.r,c=u*i.aspectratio),c*=(1+i.baseratio)/2,l=c*u}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function z(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,c=o.split(\"+\"),u=function(t){return-1!==c.indexOf(t)},f=u(\"label\"),h=u(\"text\"),p=u(\"value\"),d=u(\"percent\"),g=n.separators;if(s=f?[e.label]:[],h){var v=m.getFirstFilled(i.text,e.pts);y(v)&&s.push(v)}p&&s.push(m.formatPieValue(e.v,g)),d&&s.push(m.formatPiePercent(e.v/r.vTotal,g)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:m.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:m.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=m.getFirstFilled(i.text,e.pts);(y(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}e.exports={plot:function(t,e){var r=t._fullLayout,a=r._size;d(\"pie\",r),_(e,t),O(e,a);var h=l.makeTraceGroups(r._pielayer,e,\"trace\").each((function(e){var h=n.select(this),d=e[0],g=d.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=m.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,c=\"px0\",u=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,c=\"px1\",u=\"px0\"}for(n=z(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[c]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=z(a,s),r.midangle=s,s+=l*r.v/2,n=z(a,s),r.stopangle=s,r[u]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),h.attr(\"stroke-linejoin\",\"round\"),h.each((function(){var v=n.select(this).selectAll(\"g.slice\").data(e);v.enter().append(\"g\").classed(\"slice\",!0),v.exit().remove();var y=[[[],[]],[[],[]]],_=!1;v.each((function(i,a){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=g.index,y[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var o=d.cx,c=d.cy,u=n.select(this),h=u.selectAll(\"path.surface\").data([i]);if(h.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),u.call(x,t,e),g.pull){var v=+m.castOption(g.pull,i.pts)||0;v>0&&(o+=v*i.pxmid[0],c+=v*i.pxmid[1])}i.cxFinal=o,i.cyFinal=c;var T=g.hole;if(i.v===d.vTotal){var k=\"M\"+(o+i.px0[0])+\",\"+(c+i.px0[1])+C(i.px0,i.pxmid,!0,1)+C(i.pxmid,i.px0,!0,1)+\"Z\";T?h.attr(\"d\",\"M\"+(o+T*i.px0[0])+\",\"+(c+T*i.px0[1])+C(i.px0,i.pxmid,!1,T)+C(i.pxmid,i.px0,!1,T)+\"Z\"+k):h.attr(\"d\",k)}else{var A=C(i.px0,i.px1,!0,1);if(T){var M=1-T;h.attr(\"d\",\"M\"+(o+T*i.px1[0])+\",\"+(c+T*i.px1[1])+C(i.px1,i.px0,!1,T)+\"l\"+M*i.px0[0]+\",\"+M*i.px0[1]+A+\"Z\")}else h.attr(\"d\",\"M\"+o+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+A+\"Z\")}D(t,i,d);var S=m.castOption(g.textposition,i.pts),E=u.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==S?[0]:[]);E.enter().append(\"g\").classed(\"slicetext\",!0),E.exit().remove(),E.each((function(){var u=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===S?function(t,e,r){var n=m.castOption(t.outsidetextfont.color,e.pts)||m.castOption(t.textfont.color,e.pts)||r.color,i=m.castOption(t.outsidetextfont.family,e.pts)||m.castOption(t.textfont.family,e.pts)||r.family,a=m.castOption(t.outsidetextfont.size,e.pts)||m.castOption(t.textfont.size,e.pts)||r.size;return{color:n,family:i,size:a}}(g,i,r.font):b(g,i,r.font));u.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var v,y=s.bBox(u.node());if(\"outside\"===S)v=L(y,i);else if(v=w(y,i,d),\"auto\"===S&&v.scale<1){var x=l.ensureUniformFontSize(t,g.outsidetextfont);u.call(s.font,x),v=L(y=s.bBox(u.node()),i)}var T=v.textPosAngle,k=void 0===T?i.pxmid:z(d.r,T);if(v.targetX=o+k[0]*v.rCenter+(v.x||0),v.targetY=c+k[1]*v.rCenter+(v.y||0),R(v,y),v.outside){var A=v.targetY;i.yLabelMin=A-y.height/2,i.yLabelMid=A,i.yLabelMax=A+y.height/2,i.labelExtraX=0,i.labelExtraY=0,_=!0}v.fontSize=h.size,p(g.type,v,r),e[a].transform=v,u.attr(\"transform\",l.getTextTransform(v))}))}function C(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*d.r+\",\"+n*d.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var T=n.select(this).selectAll(\"g.titletext\").data(g.title.text?[0]:[]);if(T.enter().append(\"g\").classed(\"titletext\",!0),T.exit().remove(),T.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=g.title.text;g._meta&&(i=l.templateString(i,g._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,g.title.font).call(f.convertToTspans,t),e=\"middle center\"===g.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(d):C(d,a),r.attr(\"transform\",u(e.x,e.y)+c(Math.min(1,e.scale))+u(e.tx,e.ty))})),_&&function(t,e){var r,n,i,a,o,s,l,c,u,f,h,p,d;function g(t,e){return t.pxmid[1]-e.pxmid[1]}function v(t,e){return e.pxmid[1]-t.pxmid[1]}function y(t,r){r||(r={});var i,c,u,h,p=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),d=n?t.yLabelMin:t.yLabelMax,g=n?t.yLabelMax:t.yLabelMin,v=t.cyFinal+o(t.px0[1],t.px1[1]),y=p-d;if(y*l>0&&(t.labelExtraY=y),Array.isArray(e.pull))for(c=0;c<f.length;c++)(u=f[c])===t||(m.castOption(e.pull,t.pts)||0)>=(m.castOption(e.pull,u.pts)||0)||((t.pxmid[1]-u.pxmid[1])*l>0?(y=u.cyFinal+o(u.px0[1],u.px1[1])-d-t.labelExtraY)*l>0&&(t.labelExtraY+=y):(g+t.labelExtraY-v)*l>0&&(i=3*s*Math.abs(c-f.indexOf(t)),(h=u.cxFinal+a(u.px0[0],u.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=h)))}for(n=0;n<2;n++)for(i=n?g:v,o=n?Math.max:Math.min,l=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(c=t[n][r]).sort(i),u=t[1-n][r],f=u.concat(c),p=[],h=0;h<c.length;h++)void 0!==c[h].yLabelMid&&p.push(c[h]);for(d=!1,h=0;n&&h<u.length;h++)if(void 0!==u[h].yLabelMid){d=u[h];break}for(h=0;h<p.length;h++){var x=h&&p[h-1];d&&!h&&(x=d),y(p[h],x)}}}(y,g),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,i.attr(\"transform\",l.getTextTransform(t.transform));var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),c=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var u=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(u)>Math.abs(f)?s+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(a+t.labelExtraX+c):s+=\"l\"+t.labelExtraX+\",\"+u+\"v\"+(f-u)+\"h\"+c}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+c;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(v,g),_&&g.automargin){var k=s.bBox(h.node()),A=g.domain,M=a.w*(A.x[1]-A.x[0]),S=a.h*(A.y[1]-A.y[0]),E=(.5*M-d.r)/a.w,P=(.5*S-d.r)/a.h;i.autoMargin(t,\"pie.\"+g.uid+\".automargin\",{xl:A.x[0]-E,xr:A.x[1]+E,yb:A.y[0]-P,yt:A.y[1]+P,l:Math.max(d.cx-d.r-k.left,0),r:Math.max(k.right-(d.cx+d.r),0),b:Math.max(k.bottom-(d.cy+d.r),0),t:Math.max(d.cy-d.r-k.top,0),pad:5})}}))}));setTimeout((function(){h.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:D,transformInsideText:w,determineInsideTextFont:b,positionTitleOutside:C,prerenderTitles:_,layoutAreas:O,attachFxHandlers:x,computeTransform:R}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../components/fx\":406,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/plots\":619,\"../bar/constants\":650,\"../bar/uniform_text\":664,\"./event_data\":904,\"./helpers\":905,\"@plotly/d3\":58}],910:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"./style_one\"),a=t(\"../bar/uniform_text\").resizeText;e.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(t){var e=t[0].trace,r=n.select(this);r.style({opacity:e.opacity}),r.selectAll(\"path.surface\").each((function(t){n.select(this).call(i,t,e)}))}))}},{\"../bar/uniform_text\":664,\"./style_one\":911,\"@plotly/d3\":58}],911:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"./helpers\").castOption;e.exports=function(t,e,r){var a=r.marker.line,o=i(a.color,e.pts)||n.defaultLine,s=i(a.width,e.pts)||0;t.style(\"stroke-width\",s).call(n.fill,e.color).call(n.stroke,o)}},{\"../../components/color\":366,\"./helpers\":905}],912:[function(t,e,r){\"use strict\";var n=t(\"../scatter/attributes\");e.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},{\"../scatter/attributes\":926}],913:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_pointcloud2d,i=t(\"../../lib/str2rgbarray\"),a=t(\"../../plots/cartesian/autorange\").findExtremes,o=t(\"../scatter/get_trace_color\");function s(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var l=s.prototype;l.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:Array.isArray(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},l.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=o(t,{})},l.updateFast=function(t){var e,r,n,o,s,l,c=this.xData=this.pickXData=t.x,u=this.yData=this.pickYData=t.y,f=this.pickXYData=t.xy,h=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(f){if(n=f,e=f.length>>>1,h)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)o=n[2*l],s=n[2*l+1],o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=c.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)o=c[l],s=u[l],r[l]=l,n[2*l]=o,n[2*l+1]=s,o<d[0]&&(d[0]=o),o>d[2]&&(d[2]=o),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var g=i(t.marker.color),m=i(t.marker.border.color),v=t.opacity*t.marker.opacity;g[3]*=v,this.pointcloudOptions.color=g;var y=t.marker.blend;if(null===y){y=c.length<100||u.length<100}this.pointcloudOptions.blend=y,m[3]*=v,this.pointcloudOptions.borderColor=m;var x=t.marker.sizemin,b=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=b,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var _=this.scene.xaxis,w=this.scene.yaxis,T=b/2||.5;t._extremes[_._id]=a(_,[d[0],d[2]],{ppad:T}),t._extremes[w._id]=a(w,[d[1],d[3]],{ppad:T})},l.dispose=function(){this.pointcloud.dispose()},e.exports=function(t,e){var r=new s(t,e.uid);return r.update(e),r}},{\"../../../stackgl_modules\":1120,\"../../lib/str2rgbarray\":528,\"../../plots/cartesian/autorange\":553,\"../scatter/get_trace_color\":936}],914:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./attributes\");e.exports=function(t,e,r){function a(r,a){return n.coerce(t,e,i,r,a)}a(\"x\"),a(\"y\"),a(\"xbounds\"),a(\"ybounds\"),t.xy&&t.xy instanceof Float32Array&&(e.xy=t.xy),t.indices&&t.indices instanceof Int32Array&&(e.indices=t.indices),a(\"text\"),a(\"marker.color\",r),a(\"marker.opacity\"),a(\"marker.blend\"),a(\"marker.sizemin\"),a(\"marker.sizemax\"),a(\"marker.border.color\",r),a(\"marker.border.arearatio\"),e._length=null}},{\"../../lib\":503,\"./attributes\":912}],915:[function(t,e,r){\"use strict\";[\"*pointcloud* trace is deprecated!\",\"Please consider switching to the *scattergl* trace type.\"].join(\" 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n=t(\"../../plots/font_attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../components/color/attributes\"),o=t(\"../../components/fx/attributes\"),s=t(\"../../plots/domain\").attributes,l=t(\"../../plots/template_attributes\").hovertemplateAttrs,c=t(\"../../components/colorscale/attributes\"),u=t(\"../../plot_api/plot_template\").templatedArray,f=t(\"../../plots/cartesian/axis_format_attributes\").descriptionOnlyNumbers,h=t(\"../../lib/extend\").extendFlat,p=t(\"../../plot_api/edit_types\").overrideAll;(e.exports=p({hoverinfo:h({},i.hoverinfo,{flags:[],arrayOk:!1}),hoverlabel:o.hoverlabel,domain:s({name:\"sankey\",trace:!0}),orientation:{valType:\"enumerated\",values:[\"v\",\"h\"],dflt:\"h\"},valueformat:{valType:\"string\",dflt:\".3s\",description:f(\"value\")},valuesuffix:{valType:\"string\",dflt:\"\"},arrangement:{valType:\"enumerated\",values:[\"snap\",\"perpendicular\",\"freeform\",\"fixed\"],dflt:\"snap\"},textfont:n({}),customdata:void 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n,i=y(e),a=i.trace,u=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,g=t.width*(u.x[1]-u.x[0]),m=t.height*(u.y[1]-u.y[0]),v=i._nodes,x=i._links,b=i.circular;(n=b?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[g,m]:[m,g]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodes(v).links(x);var _,w,T,k=n();for(var A in n.nodePadding()<p&&h.warn(\"node.pad was reduced to \",n.nodePadding(),\" to fit within the figure.\"),i._groupLookup){var M,S=parseInt(i._groupLookup[A]);for(_=0;_<k.nodes.length;_++)if(k.nodes[_].pointNumber===S){M=k.nodes[_];break}if(M){var E={pointNumber:parseInt(A),x0:M.x0,x1:M.x1,y0:M.y0,y1:M.y1,partOfGroup:!0,sourceLinks:[],targetLinks:[]};k.nodes.unshift(E),M.childrenNodes.unshift(E)}}if(function(){for(_=0;_<k.nodes.length;_++){var t,e,r=k.nodes[_],n={};for(w=0;w<r.targetLinks.length;w++)t=(e=r.targetLinks[w]).source.pointNumber+\":\"+e.target.pointNumber,n.hasOwnProperty(t)||(n[t]=[]),n[t].push(e);var i=Object.keys(n);for(w=0;w<i.length;w++){var a=n[t=i[w]],o=0,s={};for(T=0;T<a.length;T++)s[(e=a[T]).label]||(s[e.label]=0),s[e.label]+=e.value,o+=e.value;for(T=0;T<a.length;T++)(e=a[T]).flow={value:o,labelConcentration:s[e.label]/o,concentration:e.value/o,links:a},e.concentrationscale&&(e.color=c(e.concentrationscale(e.flow.labelConcentration)))}var l=0;for(w=0;w<r.sourceLinks.length;w++)l+=r.sourceLinks[w].value;for(w=0;w<r.sourceLinks.length;w++)(e=r.sourceLinks[w]).concentrationOut=e.value/l;var u=0;for(w=0;w<r.targetLinks.length;w++)u+=r.targetLinks[w].value;for(w=0;w<r.targetLinks.length;w++)(e=r.targetLinks[w]).concenrationIn=e.value/u}}(),a.node.x.length&&a.node.y.length){for(_=0;_<Math.min(a.node.x.length,a.node.y.length,k.nodes.length);_++)if(a.node.x[_]&&a.node.y[_]){var L=[a.node.x[_]*g,a.node.y[_]*m];k.nodes[_].x0=L[0]-d/2,k.nodes[_].x1=L[0]+d/2;var C=k.nodes[_].y1-k.nodes[_].y0;k.nodes[_].y0=L[1]-C/2,k.nodes[_].y1=L[1]+C/2}if(\"snap\"===a.arrangement)!function(t){t.forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return t.y0-e.y0})),n=0;n<a;++n)(e=t[n]).y0>=i||(r=i-e.y0)>1e-6&&(e.y0+=r,e.y1+=r),i=e.y1+p}))}(function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(_=0;_<n.length;_++){var s=t[n[_].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(v=k.nodes));n.update(k)}return{circular:b,key:r,trace:a,guid:h.randstr(),horizontal:f,width:g,height:m,nodePad:a.node.pad,nodeLineColor:a.node.line.color,nodeLineWidth:a.node.line.width,linkLineColor:a.link.line.color,linkLineWidth:a.link.line.width,valueFormat:a.valueformat,valueSuffix:a.valuesuffix,textFont:a.textfont,translateX:u.x[0]*t.width+t.margin.l,translateY:t.height-u.y[1]*t.height+t.margin.t,dragParallel:f?m:g,dragPerpendicular:f?g:m,arrangement:a.arrangement,sankey:n,graph:k,forceLayouts:{},interactionState:{dragInProgress:!1,hovered:!1}}}function A(t,e,r){var n=c(e.color),i=e.source.label+\"|\"+e.target.label+\"__\"+r;return e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:i,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:u.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){if(t.link.circular)return e=t.link,r=e.width/2,n=e.circularPathData,\"top\"===e.circularLinkType?\"M \"+n.targetX+\" \"+(n.targetY+r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"L\"+n.targetX+\" \"+(n.targetY-r)+\"Z\":\"M \"+n.targetX+\" \"+(n.targetY-r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 0 \"+(n.rightFullExtent-r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 0 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"L\"+n.targetX+\" \"+(n.targetY+r)+\"Z\";var e,r,n,a=t.link.source.x1,o=t.link.target.x0,s=i(a,o),l=s(.5),c=s(.5),u=t.link.y0-t.link.width/2,f=t.link.y0+t.link.width/2,h=t.link.y1-t.link.width/2,p=t.link.y1+t.link.width/2;return\"M\"+a+\",\"+u+\"C\"+l+\",\"+u+\" \"+c+\",\"+h+\" \"+o+\",\"+h+\"L\"+o+\",\"+p+\"C\"+c+\",\"+p+\" \"+l+\",\"+f+\" \"+a+\",\"+f+\"Z\"}}function S(t,e){var r=c(e.color),n=l.nodePadAcross,i=t.nodePad/2;e.dx=e.x1-e.x0,e.dy=e.y1-e.y0;var a=e.dx,o=Math.max(.5,e.dy),s=\"node_\"+e.pointNumber;return e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:u.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function C(t,e){t.call(L),e.attr(\"d\",M())}function P(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function I(t){return t.link.width>1||t.linkLineWidth>0}function O(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function z(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function D(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(h.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),h.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),C(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var s=r.node.originalX;r.node.x0=s-r.visibleWidth/2,r.node.x1=s+r.visibleWidth/2,R(r,i)}}))}(t,e,a,o,i)}})).on(\"drag\",(function(r){if(\"fixed\"!==r.arrangement){var n=a.event.x,i=a.event.y;\"snap\"===r.arrangement?(r.node.x0=n-r.visibleWidth/2,r.node.x1=n+r.visibleWidth/2,r.node.y0=i-r.visibleHeight/2,r.node.y1=i+r.visibleHeight/2):(\"freeform\"===r.arrangement&&(r.node.x0=n-r.visibleWidth/2,r.node.x1=n+r.visibleWidth/2),i=Math.max(0,Math.min(r.size-r.visibleHeight/2,i)),r.node.y0=i-r.visibleHeight/2,r.node.y1=i+r.visibleHeight/2),F(r.node),\"snap\"!==r.arrangement&&(r.sankey.update(r.graph),C(t.filter(B(r)),e))}})).on(\"dragend\",(function(t){if(\"fixed\"!==t.arrangement){t.interactionState.dragInProgress=!1;for(var e=0;e<t.node.childrenNodes.length;e++)t.node.childrenNodes[e].x=t.node.x,t.node.childrenNodes[e].y=t.node.y;\"snap\"!==t.arrangement&&R(t,i)}}));t.on(\".drag\",null).call(o)}function R(t,e){for(var r=[],n=[],i=0;i<t.graph.nodes.length;i++){var a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}b.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}e.exports=function(t,e,r,n,i){var o=!1;h.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){o=!0}));var s=t._fullLayout._dragCover,g=r.filter((function(t){return y(t).trace.visible})).map(k.bind(null,n)),b=e.selectAll(\".\"+l.cn.sankey).data(g,m);b.exit().remove(),b.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",\"auto\").attr(\"transform\",O),b.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),b.transition().ease(l.ease).duration(l.duration).attr(\"transform\",O);var _=b.selectAll(\".\"+l.cn.sankeyLinks).data(v,m);_.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var L=_.selectAll(\".\"+l.cn.sankeyLink).data((function(t){return t.graph.links.filter((function(t){return t.value})).map(A.bind(null,t))}),m);L.enter().append(\"path\").classed(l.cn.sankeyLink,!0).call(z,b,i.linkEvents),L.style(\"stroke\",(function(t){return I(t)?u.tinyRGB(c(t.linkLineColor)):t.tinyColorHue})).style(\"stroke-opacity\",(function(t){return I(t)?u.opacity(t.linkLineColor):t.tinyColorAlpha})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})).style(\"stroke-width\",(function(t){return I(t)?t.linkLineWidth:1})).attr(\"d\",M()),L.style(\"opacity\",(function(){return t._context.staticPlot||o||s?1:0})).transition().ease(l.ease).duration(l.duration).style(\"opacity\",1),L.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var C=b.selectAll(\".\"+l.cn.sankeyNodeSet).data(v,m);C.enter().append(\"g\").classed(l.cn.sankeyNodeSet,!0),C.style(\"cursor\",(function(t){switch(t.arrangement){case\"fixed\":return\"default\";case\"perpendicular\":return\"ns-resize\";default:return\"move\"}}));var R=C.selectAll(\".\"+l.cn.sankeyNode).data((function(t){var e=t.graph.nodes;return function(t){var e,r=[];for(e=0;e<t.length;e++)t[e].originalX=(t[e].x0+t[e].x1)/2,t[e].originalY=(t[e].y0+t[e].y1)/2,-1===r.indexOf(t[e].originalX)&&r.push(t[e].originalX);for(r.sort((function(t,e){return t-e})),e=0;e<t.length;e++)t[e].originalLayerIndex=r.indexOf(t[e].originalX),t[e].originalLayer=t[e].originalLayerIndex/(r.length-1)}(e),e.map(S.bind(null,t))}),m);R.enter().append(\"g\").classed(l.cn.sankeyNode,!0).call(E).style(\"opacity\",(function(e){return!t._context.staticPlot&&!o||e.partOfGroup?0:1})),R.call(z,b,i.nodeEvents).call(D,L,i,t),R.transition().ease(l.ease).duration(l.duration).call(E).style(\"opacity\",(function(t){return t.partOfGroup?0:1})),R.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var F=R.selectAll(\".\"+l.cn.nodeRect).data(v);F.enter().append(\"rect\").classed(l.cn.nodeRect,!0).call(P),F.style(\"stroke-width\",(function(t){return t.nodeLineWidth})).style(\"stroke\",(function(t){return u.tinyRGB(c(t.nodeLineColor))})).style(\"stroke-opacity\",(function(t){return u.opacity(t.nodeLineColor)})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),F.transition().ease(l.ease).duration(l.duration).call(P);var B=R.selectAll(\".\"+l.cn.nodeLabel).data(v);B.enter().append(\"text\").classed(l.cn.nodeLabel,!0).style(\"cursor\",\"default\"),B.attr(\"data-notex\",1).text((function(t){return t.node.label})).each((function(e){var r=a.select(this);f.font(r,e.textFont),x.convertToTspans(r,t)})).style(\"text-shadow\",x.makeTextShadow(t._fullLayout.paper_bgcolor)).attr(\"text-anchor\",(function(t){return t.horizontal&&t.left?\"end\":\"start\"})).attr(\"transform\",(function(t){var e=a.select(this),r=x.lineCount(e),n=t.textFont.size*((r-1)*T-w),i=t.nodeLineWidth/2+3,o=((t.horizontal?t.visibleHeight:t.visibleWidth)-n)/2;t.horizontal&&(t.left?i=-i:i+=t.visibleWidth);var s=t.horizontal?\"\":\"scale(-1,1)\"+d(90);return p(t.horizontal?i:o,t.horizontal?o:i)+s})),B.transition().ease(l.ease).duration(l.duration)}},{\"../../components/color\":366,\"../../components/drawing\":388,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/gup\":500,\"../../lib/svg_text_utils\":529,\"../../registry\":638,\"./constants\":919,\"@plotly/d3\":58,\"@plotly/d3-sankey\":57,\"@plotly/d3-sankey-circular\":56,\"d3-force\":111,\"d3-interpolate\":116,tinycolor2:312}],924:[function(t,e,r){\"use strict\";e.exports=function(t,e){for(var r=[],n=t.cd[0].trace,i=n._sankey.graph.nodes,a=0;a<i.length;a++){var o=i[a];if(!o.partOfGroup){var 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n=t(\"../../lib\"),i=t(\"../scatter/constants\"),a=t(\"../scatter/subtypes\"),o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/line_shape_defaults\"),c=t(\"../scatter/text_defaults\"),u=t(\"../scatter/fillcolor_defaults\"),f=t(\"./attributes\");e.exports=function(t,e,r,h){function p(r,i){return n.coerce(t,e,f,r,i)}p(\"carpet\"),e.xaxis=\"x\",e.yaxis=\"y\";var d=p(\"a\"),g=p(\"b\"),m=Math.min(d.length,g.length);if(m){e._length=m,p(\"text\"),p(\"texttemplate\"),p(\"hovertext\"),p(\"mode\",m<i.PTS_LINESONLY?\"lines+markers\":\"lines\"),a.hasLines(e)&&(s(t,e,r,h,p),l(t,e,p),p(\"connectgaps\")),a.hasMarkers(e)&&o(t,e,r,h,p,{gradient:!0}),a.hasText(e)&&c(t,e,h,p);var 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n=t(\"../scatter/hover\"),i=t(\"../../lib\").fillText;e.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var l=1-s.y0/t.ya._length,c=t.xa._length,u=c*l/2,f=c-u;return s.x0=Math.max(Math.min(s.x0,f),u),s.x1=Math.max(Math.min(s.x1,f),u),o}var h=s.cd[s.index];s.a=h.a,s.b=h.b,s.xLabelVal=void 0,s.yLabelVal=void 0;var p=s.trace,d=p._carpet,g=p._module.formatLabels(h,p);s.yLabel=g.yLabel,delete s.text;var m=[];if(!p.hovertemplate){var v=(h.hi||p.hoverinfo).split(\"+\");-1!==v.indexOf(\"all\")&&(v=[\"a\",\"b\",\"text\"]),-1!==v.indexOf(\"a\")&&y(d.aaxis,h.a),-1!==v.indexOf(\"b\")&&y(d.baxis,h.b),m.push(\"y: \"+s.yLabel),-1!==v.indexOf(\"text\")&&i(h,p,m),s.extraText=m.join(\"<br>\")}return o}function y(t,e){var r;r=t.labelprefix&&t.labelprefix.length>0?t.labelprefix.replace(/ = $/,\"\"):t._hovertitle,m.push(r+\": \"+e.toFixed(3)+t.labelsuffix)}}},{\"../../lib\":503,\"../scatter/hover\":937}],966:[function(t,e,r){\"use 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s,l,c,u=r[0][0].carpet,f={xaxis:i.getFromId(t,u.xaxis||\"x\"),yaxis:i.getFromId(t,u.yaxis||\"y\"),plot:e.plot};for(n(t,f,r,o),s=0;s<r.length;s++)l=r[s][0].trace,c=o.selectAll(\"g.trace\"+l.uid+\" .js-line\"),a.setClipUrl(c,r[s][0].carpet._clipPathId,t)}},{\"../../components/drawing\":388,\"../../plots/cartesian/axes\":554,\"../scatter/plot\":947}],968:[function(t,e,r){\"use strict\";var n=t(\"../../plots/template_attributes\").hovertemplateAttrs,i=t(\"../../plots/template_attributes\").texttemplateAttrs,a=t(\"../scatter/attributes\"),o=t(\"../../plots/attributes\"),s=t(\"../../components/colorscale/attributes\"),l=t(\"../../components/drawing/attributes\").dash,c=t(\"../../lib/extend\").extendFlat,u=t(\"../../plot_api/edit_types\").overrideAll,f=a.marker,h=a.line,p=f.line;e.exports=u({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/text_defaults\"),l=t(\"../scatter/fillcolor_defaults\"),c=t(\"./attributes\");e.exports=function(t,e,r,u){function f(r,i){return n.coerce(t,e,c,r,i)}var h,p=f(\"locations\");if(p&&p.length){var d,g=f(\"geojson\");(\"string\"==typeof g&&\"\"!==g||n.isPlainObject(g))&&(d=\"geojson-id\"),\"geojson-id\"===f(\"locationmode\",d)&&f(\"featureidkey\"),h=p.length}else{var m=f(\"lon\")||[],v=f(\"lat\")||[];h=Math.min(m.length,v.length)}h?(e._length=h,f(\"text\"),f(\"hovertext\"),f(\"hovertemplate\"),f(\"mode\"),i.hasLines(e)&&(o(t,e,r,u,f),f(\"connectgaps\")),i.hasMarkers(e)&&a(t,e,r,u,f,{gradient:!0}),i.hasText(e)&&(f(\"texttemplate\"),s(t,e,u,f)),f(\"fill\"),\"none\"!==e.fill&&l(t,e,r,f),n.coerceSelectionMarkerOpacity(e,f)):e.visible=!1}},{\"../../lib\":503,\"../scatter/fillcolor_defaults\":934,\"../scatter/line_defaults\":939,\"../scatter/marker_defaults\":945,\"../scatter/subtypes\":951,\"../scatter/text_defaults\":952,\"./attributes\":968}],971:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n,i){t.lon=e.lon,t.lat=e.lat,t.location=e.loc?e.loc:null;var a=n[i];return a.fIn&&a.fIn.properties&&(t.properties=a.fIn.properties),t}},{}],972:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axes\");e.exports=function(t,e,r){var i={},a=r[e.geo]._subplot.mockAxis,o=t.lonlat;return i.lonLabel=n.tickText(a,a.c2l(o[0]),!0).text,i.latLabel=n.tickText(a,a.c2l(o[1]),!0).text,i}},{\"../../plots/cartesian/axes\":554}],973:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx\"),i=t(\"../../constants/numerical\").BADNUM,a=t(\"../scatter/get_trace_color\"),o=t(\"../../lib\").fillText,s=t(\"./attributes\");e.exports=function(t,e,r){var l=t.cd,c=l[0].trace,u=t.xa,f=t.ya,h=t.subplot,p=h.projection.isLonLatOverEdges,d=h.project;if(n.getClosest(l,(function(t){var n=t.lonlat;if(n[0]===i)return 1/0;if(p(n))return 1/0;var a=d(n),o=d([e,r]),s=Math.abs(a[0]-o[0]),l=Math.abs(a[1]-o[1]),c=Math.max(3,t.mrc||0);return Math.max(Math.sqrt(s*s+l*l)-c,1-3/c)}),t),!1!==t.index){var g=l[t.index],m=g.lonlat,v=[u.c2p(m),f.c2p(m)],y=g.mrc||1;t.x0=v[0]-y,t.x1=v[0]+y,t.y0=v[1]-y,t.y1=v[1]+y,t.loc=g.loc,t.lon=m[0],t.lat=m[1];var x={};x[c.geo]={_subplot:h};var b=c._module.formatLabels(g,c,x);return 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n;if(f.hasText(e)&&(n.text=y(t,e),n.textSel=_(t,e,e.selected),n.textUnsel=_(t,e,e.unselected)),f.hasMarkers(e)&&(n.marker=x(e),n.markerSel=b(e,e.selected),n.markerUnsel=b(e,e.unselected),!e.unselected&&s.isArrayOrTypedArray(e.marker.opacity))){var a=e.marker.opacity;for(n.markerUnsel.opacity=new Array(a.length),r=0;r<a.length;r++)n.markerUnsel.opacity[r]=g*a[r]}if(f.hasLines(e)){n.line={overlay:!0,thickness:e.line.width*i,color:e.line.color,opacity:e.opacity};var o=(d.DASHES[e.line.dash]||[1]).slice();for(r=0;r<o.length;++r)o[r]*=e.line.width*i;n.line.dashes=o}return e.error_x&&e.error_x.visible&&(n.errorX=w(e,e.error_x,i)),e.error_y&&e.error_y.visible&&(n.errorY=w(e,e.error_y,i)),e.fill&&\"none\"!==e.fill&&(n.fill={closed:!0,fill:e.fillcolor,thickness:0}),n},markerStyle:x,markerSelection:b,linePositions:function(t,e,r){var 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if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var c=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){c=!0;break}var u=c||n.length>d.TOO_MANY_POINTS||f.hasMarkers(e)?\"rect\":\"round\";if(c&&e.connectgaps){var h=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=h,n[i+1]=p):(h=n[i],p=n[i+1])}return{join:u,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=c.getFromId(t,e.xaxis),u=c.getFromId(t,e.yaxis),f=r.length/2,h={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),c={x:0,y:1}[a],u={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*f),d=1/0,g=-1/0,m=0,v=0;m<f;m++,v+=4){var y=t[m];if(n(y)){var x=r[2*m+c],b=l(y,m),_=b[0],w=b[1];if(n(_)&&n(w)){var T=y-_,k=y+w;p[v+u[0]]=x-i.c2l(T),p[v+u[1]]=i.c2l(k)-x,p[v+u[2]]=0,p[v+u[3]]=0,d=Math.min(d,y-_),g=Math.max(g,y+w)}}}h[a]={positions:r,errors:p,_bnds:[d,g]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,l=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var u=n.sizes?n.sizes[i]:n.size,h=Array.isArray(s)?s[i].size:s.size,p=Array.isArray(l)?l.length>1?l[i]:l[0]:l,d=Array.isArray(c)?c.length>1?c[i]:c[0]:c,g=m[p],v=m[d],y=u?u/.8+1:0,x=-v*y-.5*v;o.offset[i]=[g*y/h,x/h]}}return o}}},{\"../../components/drawing\":388,\"../../components/fx/helpers\":402,\"../../constants/interactions\":478,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../scatter/make_bubble_size_func\":943,\"../scatter/subtypes\":951,\"./constants\":980,\"./helpers\":985,\"color-normalize\":89,\"fast-isnumeric\":190,\"svg-path-sdf\":310}],982:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../registry\"),a=t(\"./helpers\"),o=t(\"./attributes\"),s=t(\"../scatter/constants\"),l=t(\"../scatter/subtypes\"),c=t(\"../scatter/xy_defaults\"),u=t(\"../scatter/period_defaults\"),f=t(\"../scatter/marker_defaults\"),h=t(\"../scatter/line_defaults\"),p=t(\"../scatter/fillcolor_defaults\"),d=t(\"../scatter/text_defaults\");e.exports=function(t,e,r,g){function m(r,i){return n.coerce(t,e,o,r,i)}var v=!!t.marker&&a.isOpenSymbol(t.marker.symbol),y=l.isBubble(t),x=c(t,e,g,m);if(x){u(t,e,g,m),m(\"xhoverformat\"),m(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";m(\"text\"),m(\"hovertext\"),m(\"hovertemplate\"),m(\"mode\",b),l.hasLines(e)&&(m(\"connectgaps\"),h(t,e,r,g,m),m(\"line.shape\")),l.hasMarkers(e)&&(f(t,e,r,g,m),m(\"marker.line.width\",v||y?1:0)),l.hasText(e)&&(m(\"texttemplate\"),d(t,e,g,m));var _=(e.line||{}).color,w=(e.marker||{}).color;m(\"fill\"),\"none\"!==e.fill&&p(t,e,r,m);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,m)}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/constants\":930,\"../scatter/fillcolor_defaults\":934,\"../scatter/line_defaults\":939,\"../scatter/marker_defaults\":945,\"../scatter/period_defaults\":946,\"../scatter/subtypes\":951,\"../scatter/text_defaults\":952,\"../scatter/xy_defaults\":953,\"./attributes\":978,\"./helpers\":985}],983:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\"),a=t(\"../../constants/interactions\").DESELECTDIM;e.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,c=l._scene,u=l.index,f=c.selectBatch[u],h=c.unselectBatch[u],p=c.textOptions[u],d=c.textSelectedOptions[u]||{},g=c.textUnselectedOptions[u]||{},m=n.extendFlat({},p);if(f.length||h.length){var v=d.color,y=g.color,x=p.color,b=Array.isArray(x);for(m.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],m.color[r]=v||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;m.color[r]=y||(v?_:i.addOpacity(_,a))}}c.glText[u].update(m)}}},{\"../../components/color\":366,\"../../constants/interactions\":478,\"../../lib\":503}],984:[function(t,e,r){\"use strict\";var n=t(\"../scatter/format_labels\");e.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},{\"../scatter/format_labels\":935}],985:[function(t,e,r){\"use strict\";var n=t(\"./constants\");r.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},r.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},{\"./constants\":980}],986:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../scatter/get_trace_color\");function o(t,e,r,o){var s=t.xa,l=t.ya,c=t.distance,u=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=Array.isArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var g=d&&d.line;g&&(h.mlc=Array.isArray(g.color)?g.color[f]:g.color,h.mlw=i.isArrayOrTypedArray(g.width)?g.width[f]:g.width);var m=d&&d.gradient;m&&\"none\"!==m.type&&(h.mgt=Array.isArray(m.type)?m.type[f]:m.type,h.mgc=Array.isArray(m.color)?m.color[f]:m.color);var v=s.c2p(h.x,!0),y=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:v-x,x1:v+x,xLabelVal:k?k[f]:h.x,y0:y-x,y1:y+x,yLabelVal:A?A[f]:h.y,cd:T,distance:c,spikeDistance:u,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}e.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,c,u,f,h,p,d,g=t.cd,m=g[0].t,v=g[0].trace,y=t.xa,x=t.ya,b=m.x,_=m.y,w=y.c2p(e),T=x.c2p(r),k=t.distance;if(m.tree){var A=y.p2c(w-k),M=y.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?m.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):m.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=m.ids;var L=k;if(\"x\"===n){var C=!!v.xperiodalignment,P=!!v.yperiodalignment;for(u=0;u<i.length;u++){if(l=b[a=i[u]],f=Math.abs(y.c2p(l)-w),C){var I=y.c2p(v._xStarts[a]),O=y.c2p(v._xEnds[a]);f=w>=Math.min(I,O)&&w<=Math.max(I,O)?0:1/0}if(f<L){if(L=f,c=_[a],h=x.c2p(c)-T,P){var z=x.c2p(v._yStarts[a]),D=x.c2p(v._yEnds[a]);h=T>=Math.min(z,D)&&T<=Math.max(z,D)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[u]}}}else for(u=i.length-1;u>-1;u--)l=b[a=i[u]],c=_[a],f=y.c2p(l)-w,h=x.c2p(c)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 0===s?[t]:[o(t,b,_,v)]},calcHover:o}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/get_trace_color\":936}],987:[function(t,e,r){\"use strict\";var n=t(\"./hover\");e.exports={moduleType:\"trace\",name:\"scattergl\",basePlotModule:t(\"../../plots/cartesian\"),categories:[\"gl\",\"regl\",\"cartesian\",\"symbols\",\"errorBarsOK\",\"showLegend\",\"scatter-like\"],attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),crossTraceDefaults:t(\"../scatter/cross_trace_defaults\"),colorbar:t(\"../scatter/marker_colorbar\"),formatLabels:t(\"./format_labels\"),calc:t(\"./calc\"),plot:t(\"./plot\"),hoverPoints:n.hoverPoints,selectPoints:t(\"./select\"),meta:{}}},{\"../../plots/cartesian\":568,\"../scatter/cross_trace_defaults\":932,\"../scatter/marker_colorbar\":944,\"./attributes\":978,\"./calc\":979,\"./defaults\":982,\"./format_labels\":984,\"./hover\":986,\"./plot\":988,\"./select\":990}],988:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"regl-line2d\"),a=t(\"regl-error2d\"),o=t(\"gl-text\"),s=t(\"../../lib\"),l=t(\"../../components/dragelement/helpers\").selectMode,c=t(\"../../lib/prepare_regl\"),u=t(\"../scatter/subtypes\"),f=t(\"../scatter/link_traces\"),h=t(\"./edit_style\").styleTextSelection;function p(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,c=i.r*n,u=i.t*n,f=i.w*n,h=i.h*n;return[s+e.domain[0]*f,l+r.domain[0]*h,a-c-(1-e.domain[1])*f,o-u-(1-r.domain[1])*h]}e.exports=function(t,e,r){if(r.length){var d,g,m=t._fullLayout,v=e._scene,y=e.xaxis,x=e.yaxis;if(v)if(c(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"])){var b=v.count,_=m._glcanvas.data()[0].regl;if(f(t,e,r),v.dirty){if(!0===v.error2d&&(v.error2d=a(_)),!0===v.line2d&&(v.line2d=i(_)),!0===v.scatter2d&&(v.scatter2d=n(_)),!0===v.fill2d&&(v.fill2d=i(_)),!0===v.glText)for(v.glText=new Array(b),d=0;d<b;d++)v.glText[d]=new o(_);if(v.glText){if(b>v.glText.length){var w=b-v.glText.length;for(d=0;d<w;d++)v.glText.push(new o(_))}else if(b<v.glText.length){var T=v.glText.length-b;v.glText.splice(b,T).forEach((function(t){t.destroy()}))}for(d=0;d<b;d++)v.glText[d].update(v.textOptions[d])}if(v.line2d&&(v.line2d.update(v.lineOptions),v.lineOptions=v.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),v.line2d.update(v.lineOptions)),v.error2d){var k=(v.errorXOptions||[]).concat(v.errorYOptions||[]);v.error2d.update(k)}v.scatter2d&&v.scatter2d.update(v.markerOptions),v.fillOrder=s.repeat(null,b),v.fill2d&&(v.fillOptions=v.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=v.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(v.fillOrder[e]=u);var f,h,p=[],d=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var g=s._nexttrace;if(g){var m=v.lineOptions[e+1];if(m){var y=m.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||p.push(x,b)}t.fill=g.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=v.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(_),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),v.fill2d.update(v.fillOptions))}var A=m.dragmode,M=l(A),S=m.clickmode.indexOf(\"select\")>-1;for(d=0;d<b;d++){var E=r[d][0],L=E.trace,C=E.t,P=C.index,I=L._length,O=C.x,z=C.y;if(L.selectedpoints||M||S){if(M||(M=!0),L.selectedpoints){var D=v.selectBatch[P]=s.selIndices2selPoints(L),R={};for(g=0;g<D.length;g++)R[D[g]]=1;var F=[];for(g=0;g<I;g++)R[g]||F.push(g);v.unselectBatch[P]=F}var B=C.xpx=new Array(I),N=C.ypx=new Array(I);for(g=0;g<I;g++)B[g]=y.c2p(O[g]),N[g]=x.c2p(z[g])}else C.xpx=C.ypx=null}if(M){if(v.select2d||(v.select2d=n(m._glcanvas.data()[1].regl)),v.scatter2d){var j=new Array(b);for(d=0;d<b;d++)j[d]=v.selectBatch[d].length||v.unselectBatch[d].length?v.markerUnselectedOptions[d]:{};v.scatter2d.update(j)}v.select2d&&(v.select2d.update(v.markerOptions),v.select2d.update(v.markerSelectedOptions)),v.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};u.hasText(e)&&h(t)}))}else v.scatter2d&&v.scatter2d.update(v.markerOptions);var U={viewport:p(m,y,x,t._context.plotGlPixelRatio),range:[(y._rl||y.range)[0],(x._rl||x.range)[0],(y._rl||y.range)[1],(x._rl||x.range)[1]]},V=s.repeat(U,v.count);v.fill2d&&v.fill2d.update(V),v.line2d&&v.line2d.update(V),v.error2d&&v.error2d.update(V.concat(V)),v.scatter2d&&v.scatter2d.update(V),v.select2d&&v.select2d.update(V),v.glText&&v.glText.forEach((function(t){t.update(U)}))}else v.init()}}},{\"../../components/dragelement/helpers\":384,\"../../lib\":503,\"../../lib/prepare_regl\":516,\"../scatter/link_traces\":942,\"../scatter/subtypes\":951,\"./edit_style\":983,\"gl-text\":225,\"regl-error2d\":279,\"regl-line2d\":280,\"regl-scatter2d\":281}],989:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");e.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var 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_.remove();var D=null,R={};v&&_.each((function(t){R[b.getPtId(t)]={rpx0:t.rpx0,rpx1:t.rpx1,x0:t.x0,x1:t.x1,transform:t.transform},!D&&b.isEntry(t)&&(D=t)}));var F=function(t){return i.partition().size([2*Math.PI,t.height+1])(t)}(M).descendants(),B=M.height+1,N=0,j=S;T.hasMultipleRoots&&b.isHierarchyRoot(M)&&(F=F.slice(1),B-=1,N=1,j+=1),F=F.filter((function(t){return t.y1<=j}));var U=p(k.rotation);U&&F.forEach((function(t){t.x0+=U,t.x1+=U}));var V=Math.min(B,S),H=function(t){return(t-N)/V*I},q=function(t,e){return[t*Math.cos(e),-t*Math.sin(e)]},G=function(t){return s.pathAnnulus(t.rpx0,t.rpx1,t.x0,t.x1,O,z)},Y=function(t){return O+w(t)[0]*(t.transform.rCenter||0)+(t.transform.x||0)},W=function(t){return z+w(t)[1]*(t.transform.rCenter||0)+(t.transform.y||0)};(_=_.data(F,b.getPtId)).enter().append(\"g\").classed(\"slice\",!0),v?_.exit().transition().each((function(){var t=n.select(this);t.select(\"path.surface\").transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=b.getPtId(t),n=R[r],i=R[b.getPtId(M)];if(i){var o=(t.x1>i.x1?2*Math.PI:0)+U;e=t.rpx1<i.rpx1?{x0:t.x0,x1:t.x1,rpx0:0,rpx1:0}:{x0:o,x1:o,rpx0:t.rpx0,rpx1:t.rpx1}}else{var s,l=b.getPtId(t.parent);_.each((function(t){if(b.getPtId(t)===l)return s=t}));var c,u=s.children;u.forEach((function(t,e){if(b.getPtId(t)===r)return c=e}));var f=u.length,h=a(s.x0,s.x1);e={rpx0:I,rpx1:I,x0:h(c/f),x1:h((c+1)/f)}}return a(n,e)}(t);return function(t){return G(e(t))}})),t.select(\"g.slicetext\").attr(\"opacity\",0)})).remove():_.exit().remove(),_.order();var X=null;if(v&&D){var Z=b.getPtId(D);_.each((function(t){null===X&&b.getPtId(t)===Z&&(X=t.x1)}))}var J=_;function K(t){var e=t.parent,r=R[b.getPtId(e)],n={};if(r){var i=e.children,o=i.indexOf(t),s=i.length,l=a(r.x0,r.x1);n.x0=l(o/s),n.x1=l(o/s)}else n.x0=n.x1=0;return n}v&&(J=J.transition().each(\"end\",(function(){var e=n.select(this);b.setSliceCursor(e,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:!1})}))),J.each((function(i){var c=n.select(this),f=s.ensureSingle(c,\"path\",\"surface\",(function(t){t.style(\"pointer-events\",\"all\")}));i.rpx0=H(i.y0),i.rpx1=H(i.y1),i.xmid=(i.x0+i.x1)/2,i.pxmid=q(i.rpx1,i.xmid),i.midangle=-(i.xmid-Math.PI/2),i.startangle=-(i.x0-Math.PI/2),i.stopangle=-(i.x1-Math.PI/2),i.halfangle=.5*Math.min(s.angleDelta(i.x0,i.x1)||Math.PI,Math.PI),i.ring=1-i.rpx0/i.rpx1,i.rInscribed=function(t){return 0===t.rpx0&&s.isFullCircle([t.x0,t.x1])?1:Math.max(0,Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2))}(i),v?f.transition().attrTween(\"d\",(function(t){var e=function(t){var e,r=R[b.getPtId(t)],n={x0:t.x0,x1:t.x1,rpx0:t.rpx0,rpx1:t.rpx1};if(r)e=r;else if(D)if(t.parent)if(X){var i=(t.x1>X?2*Math.PI:0)+U;e={x0:i,x1:i}}else e={rpx0:I,rpx1:I},s.extendFlat(e,K(t));else e={rpx0:0,rpx1:0};else e={x0:U,x1:U};return a(e,n)}(t);return function(t){return G(e(t))}})):f.attr(\"d\",G),c.call(y,M,t,e,{eventDataKeys:x.eventDataKeys,transitionTime:x.CLICK_TRANSITION_TIME,transitionEasing:x.CLICK_TRANSITION_EASING}).call(b.setSliceCursor,t,{hideOnRoot:!0,hideOnLeaves:!0,isTransitioning:t._transitioning}),f.call(m,i,k);var p=s.ensureSingle(c,\"g\",\"slicetext\"),_=s.ensureSingle(p,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),w=s.ensureUniformFontSize(t,b.determineTextFont(k,i,h.font));_.text(r.formatSliceLabel(i,M,k,e,h)).classed(\"slicetext\",!0).attr(\"text-anchor\",\"middle\").call(o.font,w).call(l.convertToTspans,t);var A=o.bBox(_.node());i.transform=g(A,i,T),i.transform.targetX=Y(i),i.transform.targetY=W(i);var S=function(t,e){var r=t.transform;return d(r,e),r.fontSize=w.size,u(k.type,r,h),s.getTextTransform(r)};v?_.transition().attrTween(\"transform\",(function(t){var e=function(t){var e,r=R[b.getPtId(t)],n=t.transform;if(r)e=r;else if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},D)if(t.parent)if(X){var i=t.x1>X?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,K(t));else e.x0=e.x1=U;else e.x0=e.x1=U;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),c=a(e.x0,t.x0),f=a(e.x1,t.x1),p=a(e.transform.scale,n.scale),d=a(e.transform.rotate,n.rotate),g=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,m=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=c(t),i=f(t),a=function(t){return m(Math.pow(t,g))}(t),s={pxmid:q(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return u(k.type,n,h),{transform:{targetX:Y(s),targetY:W(s),scale:p(t),rotate:d(t),rCenter:a}}}}(t);return function(t){return S(e(t),A)}})):_.attr(\"transform\",S(i,A))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}r.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,c=!r,u=!s.uniformtext.mode&&b.hasTransition(r);(f(\"sunburst\",s),(a=l.selectAll(\"g.trace.sunburst\").data(e,(function(t){return t[0].trace.uid}))).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),u)?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){o&&o()})).each(\"interrupt\",(function(){o&&o()})).each((function(){l.selectAll(\"g.trace\").each((function(e){_(t,e,this,r)}))}))):(a.each((function(e){_(t,e,this,r)})),s.uniformtext.mode&&v(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\"));c&&a.exit().remove()},r.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,c=n[0],u=t.data.data,f=c.hierarchy,h=b.isHierarchyRoot(t),p=b.getParent(f,t),d=b.getValue(t);if(!a){var g,m=o.split(\"+\"),v=function(t){return-1!==m.indexOf(t)},y=[];if(v(\"label\")&&u.label&&y.push(u.label),u.hasOwnProperty(\"v\")&&v(\"value\")&&y.push(b.formatValue(u.v,l)),!h){v(\"current path\")&&y.push(b.getPath(t.data));var x=0;v(\"percent parent\")&&x++,v(\"percent entry\")&&x++,v(\"percent root\")&&x++;var _=x>1;if(x){var w,T=function(t){g=b.formatPercent(w,l),_&&(g+=\" of \"+t),y.push(g)};v(\"percent parent\")&&!h&&(w=d/b.getValue(p),T(\"parent\")),v(\"percent entry\")&&(w=d/b.getValue(e),T(\"entry\")),v(\"percent root\")&&(w=d/b.getValue(f),T(\"root\"))}}return v(\"text\")&&(g=s.castOption(r,u.i,\"text\"),s.isValidTextValue(g)&&y.push(g)),y.join(\"<br>\")}var k=s.castOption(r,u.i,\"texttemplate\");if(!k)return\"\";var A={};u.label&&(A.label=u.label),u.hasOwnProperty(\"v\")&&(A.value=u.v,A.valueLabel=b.formatValue(u.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),u.hasOwnProperty(\"color\")&&(A.color=u.color);var M=s.castOption(r,u.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,u.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},{\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../bar/style\":662,\"../bar/uniform_text\":664,\"../pie/helpers\":905,\"../pie/plot\":909,\"./constants\":1048,\"./fx\":1050,\"./helpers\":1051,\"./style\":1056,\"@plotly/d3\":58,\"d3-hierarchy\":115,\"d3-interpolate\":116}],1056:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/color\"),a=t(\"../../lib\"),o=t(\"../bar/uniform_text\").resizeText;function s(t,e,r){var n=e.data.data,o=!e.children,s=n.i,l=a.castOption(r,s,\"marker.line.color\")||i.defaultLine,c=a.castOption(r,s,\"marker.line.width\")||0;t.style(\"stroke-width\",c).call(i.fill,n.color).call(i.stroke,l).style(\"opacity\",o?r.leaf.opacity:null)}e.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(t){var e=n.select(this),r=t[0].trace;e.style(\"opacity\",r.opacity),e.selectAll(\"path.surface\").each((function(t){n.select(this).call(s,t,r)}))}))},styleOne:s}},{\"../../components/color\":366,\"../../lib\":503,\"../bar/uniform_text\":664,\"@plotly/d3\":58}],1057:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../components/colorscale/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../plots/template_attributes\").hovertemplateAttrs,s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;function u(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=e.exports=c(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:u(),y:u(),z:u()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},{\"../../components/color\":366,\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/cartesian/axis_format_attributes\":557,\"../../plots/template_attributes\":633}],1058:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],1059:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_surface3d,i=t(\"../../../stackgl_modules\").ndarray,a=t(\"../../../stackgl_modules\").ndarray_linear_interpolate.d2,o=t(\"../heatmap/interp2d\"),s=t(\"../heatmap/find_empties\"),l=t(\"../../lib\").isArrayOrTypedArray,c=t(\"../../lib/gl_format_color\").parseColorScale,u=t(\"../../lib/str2rgbarray\"),f=t(\"../../components/colorscale\").extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){var o=t.dataCoordinate[a];null!=o&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var s=this.data.hovertext||this.data.text;return Array.isArray(s)&&s[i]&&void 0!==s[i][n]?t.textLabel=s[i][n]:t.textLabel=s||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var 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x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<m;r++)x[e][r]=[];for(r=0;r<m;r++)for(n=0;n<v;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<m;r++)for(t._interpolatedZ[r]=[],n=0;n<v;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=g[e];for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<m;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(m*v),[m,v]),i(new Float32Array(m*v),[m,v]),i(new 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A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=y[e],p.highlightColor[e]=w.contourColor[e]=u(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=u(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in 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i=n(\"opacityscale\");\"max\"===i?e.opacityscale=[[0,.1],[1,1]]:\"min\"===i?e.opacityscale=[[0,1],[1,.1]]:\"extremes\"===i?e.opacityscale=function(t,e){for(var r=[],n=0;n<32;n++){var i=n/31,a=e+(1-e)*(1-Math.pow(Math.sin(t*i*Math.PI),2));r.push([i,Math.max(0,Math.min(1,a))])}return r}(1,.1):function(t){var e=0;if(!Array.isArray(t)||t.length<2)return!1;if(!t[0]||!t[t.length-1])return!1;if(0!=+t[0][0]||1!=+t[t.length-1][0])return!1;for(var r=0;r<t.length;r++){var n=t[r];if(2!==n.length||+n[0]<e)return!1;e=+n[0]}return!0}(i)||(e.opacityscale=void 0)}function l(t,e,r){e in t&&!(r in t)&&(t[r]=t[e])}e.exports={supplyDefaults:function(t,e,r,c){var u,f;function h(r,n){return i.coerce(t,e,o,r,n)}var 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\",cn:{table:\"table\",tableControlView:\"table-control-view\",scrollBackground:\"scroll-background\",yColumn:\"y-column\",columnBlock:\"column-block\",scrollAreaClip:\"scroll-area-clip\",scrollAreaClipRect:\"scroll-area-clip-rect\",columnBoundary:\"column-boundary\",columnBoundaryClippath:\"column-boundary-clippath\",columnBoundaryRect:\"column-boundary-rect\",columnCells:\"column-cells\",columnCell:\"column-cell\",cellRect:\"cell-rect\",cellText:\"cell-text\",cellTextHolder:\"cell-text-holder\",scrollbarKit:\"scrollbar-kit\",scrollbar:\"scrollbar\",scrollbarSlider:\"scrollbar-slider\",scrollbarGlyph:\"scrollbar-glyph\",scrollbarCaptureZone:\"scrollbar-capture-zone\"}}},{}],1066:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"../../lib/extend\").extendFlat,a=t(\"fast-isnumeric\");function o(t){if(Array.isArray(t)){for(var e=0,r=0;r<t.length;r++)e=Math.max(e,o(t[r]));return e}return t}function s(t,e){return t+e}function l(t){var e,r=t.slice(),n=1/0,i=0;for(e=0;e<r.length;e++)Array.isArray(r[e])||(r[e]=[r[e]]),n=Math.min(n,r[e].length),i=Math.max(i,r[e].length);if(n!==i)for(e=0;e<r.length;e++){var a=i-r[e].length;a&&(r[e]=r[e].concat(c(a)))}return r}function c(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=\"\";return e}function u(t){return t.calcdata.columns.reduce((function(e,r){return r.xIndex<t.xIndex?e+r.columnWidth:e}),0)}function f(t,e){return Object.keys(t).map((function(r){return i({},t[r],{auxiliaryBlocks:e})}))}function h(t,e){for(var r,n={},i=0,a=0,o={firstRowIndex:null,lastRowIndex:null,rows:[]},s=0,l=0,c=0;c<t.length;c++)r=t[c],o.rows.push({rowIndex:c,rowHeight:r}),((a+=r)>=e||c===t.length-1)&&(n[i]=o,o.key=l++,o.firstRowIndex=s,o.lastRowIndex=c,o={firstRowIndex:null,lastRowIndex:null,rows:[]},i+=a,s=c+1,a=0);return n}e.exports=function(t,e){var r=l(e.cells.values),p=function(t){return t.slice(e.header.values.length,t.length)},d=l(e.header.values);d.length&&!d[0].length&&(d[0]=[\"\"],d=l(d));var g=d.concat(p(r).map((function(){return c((d[0]||[\"\"]).length)}))),m=e.domain,v=Math.floor(t._fullLayout._size.w*(m.x[1]-m.x[0])),y=Math.floor(t._fullLayout._size.h*(m.y[1]-m.y[0])),x=e.header.values.length?g[0].map((function(){return e.header.height})):[n.emptyHeaderHeight],b=r.length?r[0].map((function(){return e.cells.height})):[],_=x.reduce(s,0),w=h(b,y-_+n.uplift),T=f(h(x,_),[]),k=f(w,T),A={},M=e._fullInput.columnorder.concat(p(r.map((function(t,e){return e})))),S=g.map((function(t,r){var n=Array.isArray(e.columnwidth)?e.columnwidth[Math.min(r,e.columnwidth.length-1)]:e.columnwidth;return a(n)?Number(n):1})),E=S.reduce(s,0);S=S.map((function(t){return t/E*v}));var L=Math.max(o(e.header.line.width),o(e.cells.line.width)),C={key:e.uid+t._context.staticPlot,translateX:m.x[0]*t._fullLayout._size.w,translateY:t._fullLayout._size.h*(1-m.y[1]),size:t._fullLayout._size,width:v,maxLineWidth:L,height:y,columnOrder:M,groupHeight:y,rowBlocks:k,headerRowBlocks:T,scrollY:0,cells:i({},e.cells,{values:r}),headerCells:i({},e.header,{values:g}),gdColumns:g.map((function(t){return t[0]})),gdColumnsOriginalOrder:g.map((function(t){return t[0]})),prevPages:[0,0],scrollbarState:{scrollbarScrollInProgress:!1},columns:g.map((function(t,e){var r=A[t];return A[t]=(r||0)+1,{key:t+\"__\"+A[t],label:t,specIndex:e,xIndex:M[e],xScale:u,x:void 0,calcdata:void 0,columnWidth:S[e]}}))};return C.columns.forEach((function(t){t.calcdata=C,t.x=u(t)})),C}},{\"../../lib/extend\":493,\"./constants\":1065,\"fast-isnumeric\":190}],1067:[function(t,e,r){\"use strict\";var n=t(\"../../lib/extend\").extendFlat;r.splitToPanels=function(t){var e=[0,0],r=n({},t,{key:\"header\",type:\"header\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!0,values:t.calcdata.headerCells.values[t.specIndex],rowBlocks:t.calcdata.headerRowBlocks,calcdata:n({},t.calcdata,{cells:t.calcdata.headerCells})});return[n({},t,{key:\"cells1\",type:\"cells\",page:0,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),n({},t,{key:\"cells2\",type:\"cells\",page:1,prevPages:e,currentRepaint:[null,null],dragHandle:!1,values:t.calcdata.cells.values[t.specIndex],rowBlocks:t.calcdata.rowBlocks}),r]},r.splitToCells=function(t){var e=function(t){var e=t.rowBlocks[t.page],r=e?e.rows[0].rowIndex:0,n=e?r+e.rows.length:0;return[r,n]}(t);return(t.values||[]).slice(e[0],e[1]).map((function(r,n){return{keyWithinBlock:n+(\"string\"==typeof r&&r.match(/[<$&> 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a.indexOf(t)})),s=o.length;s<n;s++)o.push(s);e(\"columnorder\",o)}(e,s),s(\"cells.values\"),s(\"cells.format\"),s(\"cells.align\"),s(\"cells.prefix\"),s(\"cells.suffix\"),s(\"cells.height\"),s(\"cells.line.width\"),s(\"cells.line.color\"),s(\"cells.fill.color\"),n.coerceFont(s,\"cells.font\",n.extendFlat({},o.font)),e._length=null}},{\"../../lib\":503,\"../../plots/domain\":584,\"./attributes\":1062}],1069:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\"),calc:t(\"./calc\"),plot:t(\"./plot\"),moduleType:\"trace\",name:\"table\",basePlotModule:t(\"./base_plot\"),categories:[\"noOpacity\"],meta:{}}},{\"./attributes\":1062,\"./base_plot\":1063,\"./calc\":1064,\"./defaults\":1068,\"./plot\":1070}],1070:[function(t,e,r){\"use strict\";var n=t(\"./constants\"),i=t(\"@plotly/d3\"),a=t(\"../../lib\").numberFormat,o=t(\"../../lib/gup\"),s=t(\"../../components/drawing\"),l=t(\"../../lib/svg_text_utils\"),c=t(\"../../lib\").raiseToTop,u=t(\"../../lib\").strTranslate,f=t(\"../../lib\").cancelTransition,h=t(\"./data_preparation_helper\"),p=t(\"./data_split_helpers\"),d=t(\"../../components/color\");function g(t){return Math.ceil(t.calcdata.maxLineWidth/2)}function m(t,e){return\"clip\"+t._fullLayout._uid+\"_scrollAreaBottomClip_\"+e.key}function v(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function y(t){return[].concat.apply([],t.map((function(t){return t}))).map((function(t){return t.__data__}))}function x(t,e,r){var a=t.selectAll(\".\"+n.cn.scrollbarKit).data(o.repeat,o.keyFun);a.enter().append(\"g\").classed(n.cn.scrollbarKit,!0).style(\"shape-rendering\",\"geometricPrecision\"),a.each((function(t){var e=t.scrollbarState;e.totalHeight=function(t){var e=t.rowBlocks;return D(e,e.length-1)+(e.length?R(e[e.length-1],1/0):1)}(t),e.scrollableAreaHeight=t.groupHeight-S(t),e.currentlyVisibleHeight=Math.min(e.totalHeight,e.scrollableAreaHeight),e.ratio=e.currentlyVisibleHeight/e.totalHeight,e.barLength=Math.max(e.ratio*e.currentlyVisibleHeight,n.goldenRatio*n.scrollbarWidth),e.barWiggleRoom=e.currentlyVisibleHeight-e.barLength,e.wiggleRoom=Math.max(0,e.totalHeight-e.scrollableAreaHeight),e.topY=0===e.barWiggleRoom?0:t.scrollY/e.wiggleRoom*e.barWiggleRoom,e.bottomY=e.topY+e.barLength,e.dragMultiplier=e.wiggleRoom/e.barWiggleRoom})).attr(\"transform\",(function(t){var e=t.width+n.scrollbarWidth/2+n.scrollbarOffset;return u(e,S(t))}));var s=a.selectAll(\".\"+n.cn.scrollbar).data(o.repeat,o.keyFun);s.enter().append(\"g\").classed(n.cn.scrollbar,!0);var l=s.selectAll(\".\"+n.cn.scrollbarSlider).data(o.repeat,o.keyFun);l.enter().append(\"g\").classed(n.cn.scrollbarSlider,!0),l.attr(\"transform\",(function(t){return u(0,t.scrollbarState.topY||0)}));var c=l.selectAll(\".\"+n.cn.scrollbarGlyph).data(o.repeat,o.keyFun);c.enter().append(\"line\").classed(n.cn.scrollbarGlyph,!0).attr(\"stroke\",\"black\").attr(\"stroke-width\",n.scrollbarWidth).attr(\"stroke-linecap\",\"round\").attr(\"y1\",n.scrollbarWidth/2),c.attr(\"y2\",(function(t){return t.scrollbarState.barLength-n.scrollbarWidth/2})).attr(\"stroke-opacity\",(function(t){return t.columnDragInProgress||!t.scrollbarState.barWiggleRoom||r?0:.4})),c.transition().delay(0).duration(0),c.transition().delay(n.scrollbarHideDelay).duration(n.scrollbarHideDuration).attr(\"stroke-opacity\",0);var f=s.selectAll(\".\"+n.cn.scrollbarCaptureZone).data(o.repeat,o.keyFun);f.enter().append(\"line\").classed(n.cn.scrollbarCaptureZone,!0).attr(\"stroke\",\"white\").attr(\"stroke-opacity\",.01).attr(\"stroke-width\",n.scrollbarCaptureWidth).attr(\"stroke-linecap\",\"butt\").attr(\"y1\",0).on(\"mousedown\",(function(r){var n=i.event.y,a=this.getBoundingClientRect(),o=r.scrollbarState,s=n-a.top,l=i.scale.linear().domain([0,o.scrollableAreaHeight]).range([0,o.totalHeight]).clamp(!0);o.topY<=s&&s<=o.bottomY||L(e,t,null,l(s-o.barLength/2))(r)})).call(i.behavior.drag().origin((function(t){return i.event.stopPropagation(),t.scrollbarState.scrollbarScrollInProgress=!0,t})).on(\"drag\",L(e,t)).on(\"dragend\",(function(){}))),f.attr(\"y2\",(function(t){return t.scrollbarState.scrollableAreaHeight})),e._context.staticPlot&&(c.remove(),f.remove())}function b(t,e,r,a){var l=function(t){var e=t.selectAll(\".\"+n.cn.columnCell).data(p.splitToCells,(function(t){return t.keyWithinBlock}));return e.enter().append(\"g\").classed(n.cn.columnCell,!0),e.exit().remove(),e}(function(t){var e=t.selectAll(\".\"+n.cn.columnCells).data(o.repeat,o.keyFun);return e.enter().append(\"g\").classed(n.cn.columnCells,!0),e.exit().remove(),e}(r));!function(t){t.each((function(t,e){var 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n=t[Math.min(e,t.length-1)];return Array.isArray(n)?n[Math.min(r,n.length-1)]:n}return t}function k(t,e,r){t.transition().ease(n.releaseTransitionEase).duration(n.releaseTransitionDuration).attr(\"transform\",u(e.x,r))}function A(t){return\"cells\"===t.type}function M(t){return\"header\"===t.type}function S(t){return(t.rowBlocks.length?t.rowBlocks[0].auxiliaryBlocks:[]).reduce((function(t,e){return t+R(e,1/0)}),0)}function E(t,e,r){var n=y(e)[0];if(void 0!==n){var i=n.rowBlocks,a=n.calcdata,o=D(i,i.length),s=n.calcdata.groupHeight-S(n),l=a.scrollY=Math.max(0,Math.min(o-s,a.scrollY)),c=function(t,e,r){for(var n=[],i=0,a=0;a<t.length;a++){for(var o=t[a],s=o.rows,l=0,c=0;c<s.length;c++)l+=s[c].rowHeight;o.allRowsHeight=l;e<i+l&&e+r>i&&n.push(a),i+=l}return n}(i,l,s);1===c.length&&(c[0]===i.length-1?c.unshift(c[0]-1):c.push(c[0]+1)),c[0]%2&&c.reverse(),e.each((function(t,e){t.page=c[e],t.scrollY=l})),e.attr(\"transform\",(function(t){var e=D(t.rowBlocks,t.page)-t.scrollY;return 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this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return 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0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],f=8191&u,h=u>>>13,p=0|o[1],d=8191&p,g=p>>>13,m=0|o[2],v=8191&m,y=m>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],I=8191&P,O=P>>>13,z=0|o[8],D=8191&z,R=z>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,H=0|s[1],q=8191&H,G=H>>>13,Y=0|s[2],W=8191&Y,X=Y>>>13,Z=0|s[3],J=8191&Z,K=Z>>>13,Q=0|s[4],$=8191&Q,tt=Q>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ft=8191&ut,ht=ut>>>13,pt=0|s[9],dt=8191&pt,gt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var mt=(c+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;c=((a=Math.imul(h,V))+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(g,U)|0,a=Math.imul(g,V);var vt=(c+(n=n+Math.imul(f,q)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,q)|0))<<13)|0;c=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(v,U),i=(i=Math.imul(v,V))+Math.imul(y,U)|0,a=Math.imul(y,V),n=n+Math.imul(d,q)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(g,q)|0,a=a+Math.imul(g,G)|0;var yt=(c+(n=n+Math.imul(f,W)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,W)|0))<<13)|0;c=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(v,q)|0,i=(i=i+Math.imul(v,G)|0)+Math.imul(y,q)|0,a=a+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(g,W)|0,a=a+Math.imul(g,X)|0;var xt=(c+(n=n+Math.imul(f,J)|0)|0)+((8191&(i=(i=i+Math.imul(f,K)|0)+Math.imul(h,J)|0))<<13)|0;c=((a=a+Math.imul(h,K)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,q)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(v,W)|0,i=(i=i+Math.imul(v,X)|0)+Math.imul(y,W)|0,a=a+Math.imul(y,X)|0,n=n+Math.imul(d,J)|0,i=(i=i+Math.imul(d,K)|0)+Math.imul(g,J)|0,a=a+Math.imul(g,K)|0;var bt=(c+(n=n+Math.imul(f,$)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,$)|0))<<13)|0;c=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,q)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,W)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,W)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(v,J)|0,i=(i=i+Math.imul(v,K)|0)+Math.imul(y,J)|0,a=a+Math.imul(y,K)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(g,$)|0,a=a+Math.imul(g,tt)|0;var _t=(c+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;c=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,q)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,W)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,J)|0,i=(i=i+Math.imul(b,K)|0)+Math.imul(_,J)|0,a=a+Math.imul(_,K)|0,n=n+Math.imul(v,$)|0,i=(i=i+Math.imul(v,tt)|0)+Math.imul(y,$)|0,a=a+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(g,rt)|0,a=a+Math.imul(g,nt)|0;var wt=(c+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;c=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(I,U),i=(i=Math.imul(I,V))+Math.imul(O,U)|0,a=Math.imul(O,V),n=n+Math.imul(L,q)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,q)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,J)|0,i=(i=i+Math.imul(T,K)|0)+Math.imul(k,J)|0,a=a+Math.imul(k,K)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,$)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(v,rt)|0,i=(i=i+Math.imul(v,nt)|0)+Math.imul(y,rt)|0,a=a+Math.imul(y,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(g,at)|0,a=a+Math.imul(g,ot)|0;var Tt=(c+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ct)|0)+Math.imul(h,lt)|0))<<13)|0;c=((a=a+Math.imul(h,ct)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(I,q)|0,i=(i=i+Math.imul(I,G)|0)+Math.imul(O,q)|0,a=a+Math.imul(O,G)|0,n=n+Math.imul(L,W)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,W)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,J)|0,i=(i=i+Math.imul(M,K)|0)+Math.imul(S,J)|0,a=a+Math.imul(S,K)|0,n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,$)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(v,at)|0,i=(i=i+Math.imul(v,ot)|0)+Math.imul(y,at)|0,a=a+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(g,lt)|0,a=a+Math.imul(g,ct)|0;var kt=(c+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;c=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(D,q)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,q)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(I,W)|0,i=(i=i+Math.imul(I,X)|0)+Math.imul(O,W)|0,a=a+Math.imul(O,X)|0,n=n+Math.imul(L,J)|0,i=(i=i+Math.imul(L,K)|0)+Math.imul(C,J)|0,a=a+Math.imul(C,K)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(v,lt)|0,i=(i=i+Math.imul(v,ct)|0)+Math.imul(y,lt)|0,a=a+Math.imul(y,ct)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(g,ft)|0,a=a+Math.imul(g,ht)|0;var At=(c+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,gt)|0)+Math.imul(h,dt)|0))<<13)|0;c=((a=a+Math.imul(h,gt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,q),i=(i=Math.imul(B,G))+Math.imul(N,q)|0,a=Math.imul(N,G),n=n+Math.imul(D,W)|0,i=(i=i+Math.imul(D,X)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(I,J)|0,i=(i=i+Math.imul(I,K)|0)+Math.imul(O,J)|0,a=a+Math.imul(O,K)|0,n=n+Math.imul(L,$)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,$)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ct)|0,n=n+Math.imul(v,ft)|0,i=(i=i+Math.imul(v,ht)|0)+Math.imul(y,ft)|0,a=a+Math.imul(y,ht)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,gt)|0)+Math.imul(g,dt)|0))<<13)|0;c=((a=a+Math.imul(g,gt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,X))+Math.imul(N,W)|0,a=Math.imul(N,X),n=n+Math.imul(D,J)|0,i=(i=i+Math.imul(D,K)|0)+Math.imul(R,J)|0,a=a+Math.imul(R,K)|0,n=n+Math.imul(I,$)|0,i=(i=i+Math.imul(I,tt)|0)+Math.imul(O,$)|0,a=a+Math.imul(O,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ct)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(c+(n=n+Math.imul(v,dt)|0)|0)+((8191&(i=(i=i+Math.imul(v,gt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((a=a+Math.imul(y,gt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),i=(i=Math.imul(B,K))+Math.imul(N,J)|0,a=Math.imul(N,K),n=n+Math.imul(D,$)|0,i=(i=i+Math.imul(D,tt)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(I,rt)|0,i=(i=i+Math.imul(I,nt)|0)+Math.imul(O,rt)|0,a=a+Math.imul(O,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,gt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((a=a+Math.imul(_,gt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,tt))+Math.imul(N,$)|0,a=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,i=(i=i+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(I,at)|0,i=(i=i+Math.imul(I,ot)|0)+Math.imul(O,at)|0,a=a+Math.imul(O,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ct)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ct)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,gt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((a=a+Math.imul(k,gt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(D,at)|0,i=(i=i+Math.imul(D,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(I,lt)|0,i=(i=i+Math.imul(I,ct)|0)+Math.imul(O,lt)|0,a=a+Math.imul(O,ct)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,gt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,gt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,i=(i=i+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(I,ft)|0,i=(i=i+Math.imul(I,ht)|0)+Math.imul(O,ft)|0,a=a+Math.imul(O,ht)|0;var Pt=(c+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,gt)|0)+Math.imul(C,dt)|0))<<13)|0;c=((a=a+Math.imul(C,gt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(D,ft)|0,i=(i=i+Math.imul(D,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var It=(c+(n=n+Math.imul(I,dt)|0)|0)+((8191&(i=(i=i+Math.imul(I,gt)|0)+Math.imul(O,dt)|0))<<13)|0;c=((a=a+Math.imul(O,gt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var Ot=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,gt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,gt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863;var zt=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,gt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,gt))+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863,l[0]=mt,l[1]=vt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=It,l[17]=Ot,l[18]=zt,0!==c&&(l[19]=c,r.length++),r};function g(t,e,r){return(new m).mulp(t,e,r)}function m(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?d(this,t,e):r<63?p(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,f=(0|t.words[u])*(0|e.words[c]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):g(this,t,e)},m.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},m.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},m.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},m.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var f=l,h=c,p=0;p<o;p++){var d=r[u+p],g=n[u+p],m=r[u+p+o],v=n[u+p+o],y=f*m-h*v;v=f*v+h*m,m=y,r[u+p]=d+m,n[u+p]=g+v,r[u+p+o]=d-m,n[u+p+o]=g-v,p!==s&&(y=l*f-c*h,h=l*h+c*f,f=y)}},m.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},m.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},m.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},m.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},m.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},m.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,f,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),g(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var f=0|this.words[c];this.words[c]=u<<26-a|f>>>a,u=f&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r)&&!!(this.words[r]&i)},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!==(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,g=1;0==(r.words[0]&g)&&d<26;++d,g<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number 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fffffffe fffffc2f\")}function b(){y.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){y.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){y.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}y.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},y.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},y.prototype.split=function(t,e){t.iushrn(this.n,0,e)},y.prototype.imulK=function(t){return t.imul(this.k)},i(x,y),x.prototype.split=function(t,e){for(var r=Math.min(t.length,9),n=0;n<r;n++)e.words[n]=t.words[n];if(e.length=r,t.length<=9)return t.words[0]=0,void(t.length=1);var i=t.words[9];for(e.words[e.length++]=4194303&i,n=10;n<t.length;n++){var a=0|t.words[n];t.words[n-10]=(4194303&a)<<4|i>>>22,i=a}i>>>=22,t.words[n-10]=i,0===i&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,y),i(_,y),i(w,y),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(v[t])return v[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return v[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),c=this.m.subn(1).iushrn(1),u=this.m.bitLength();for(u=new a(2*u*u).toRed(this);0!==this.pow(u,c).cmp(l);)u.redIAdd(l);for(var f=this.pow(u,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var g=p,m=0;0!==g.cmp(s);m++)g=g.redSqr();n(m<d);var v=this.pow(f,new a(1).iushln(d-m-1));h=h.redMul(v),f=v.redSqr(),p=p.redMul(f),d=m}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var c=e.words[n],u=l-1;u>=0;u--){var f=c>>u&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4===++s||0===n&&0===u)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var r=t.mul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},k.prototype.invm=function(t){return this.imod(t._invmp(this.m).mul(this.r2))._forceRed(this)}}(void 0===e||e,this)},{buffer:2}],34:[function(t,e,r){\"use strict\";e.exports=function(t){var e,r,n,i=t.length,a=0;for(e=0;e<i;++e)a+=t[e].length;var o=new Array(a),s=0;for(e=0;e<i;++e){var l=t[e],c=l.length;for(r=0;r<c;++r){var u=o[s++]=new Array(c-1),f=0;for(n=0;n<c;++n)n!==r&&(u[f++]=l[n]);if(1&r){var h=u[1];u[1]=u[0],u[0]=h}}}return o}},{}],35:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){switch(arguments.length){case 1:return f(t);case 2:return\"function\"==typeof e?c(t,t,e,!0):h(t,e);case 3:return c(t,e,r,!1);default:throw new Error(\"box-intersect: Invalid arguments\")}};var n,i=t(\"typedarray-pool\"),a=t(\"./lib/sweep\"),o=t(\"./lib/intersect\");function s(t,e){for(var r=0;r<t;++r)if(!(e[r]<=e[r+t]))return!0;return!1}function l(t,e,r,n){for(var i=0,a=0,o=0,l=t.length;o<l;++o){var c=t[o];if(!s(e,c)){for(var u=0;u<2*e;++u)r[i++]=c[u];n[a++]=o}}return a}function c(t,e,r,n){var s=t.length,c=e.length;if(!(s<=0||c<=0)){var u=t[0].length>>>1;if(!(u<=0)){var f,h=i.mallocDouble(2*u*s),p=i.mallocInt32(s);if((s=l(t,u,h,p))>0){if(1===u&&n)a.init(s),f=a.sweepComplete(u,r,0,s,h,p,0,s,h,p);else{var d=i.mallocDouble(2*u*c),g=i.mallocInt32(c);(c=l(e,u,d,g))>0&&(a.init(s+c),f=1===u?a.sweepBipartite(u,r,0,s,h,p,0,c,d,g):o(u,r,n,s,h,p,c,d,g),i.free(d),i.free(g))}i.free(h),i.free(p)}return f}}}function u(t,e){n.push([t,e])}function f(t){return n=[],c(t,t,u,!0),n}function h(t,e){return n=[],c(t,e,u,!1),n}},{\"./lib/intersect\":37,\"./lib/sweep\":41,\"typedarray-pool\":308}],36:[function(t,e,r){\"use strict\";function n(t){return t?function(t,e,r,n,i,a,o,s,l,c,u){return i-n>l-s?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var 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e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new h(this,n);r=i<=0?r.left:r.right}return new h(this,[])},l.remove=function(t){var e=this.find(t);return e?e.remove():this},l.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var p=h.prototype;function d(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function g(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(p,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(p,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),p.clone=function(){return new h(this.tree,this._stack.slice())},p.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var e=new Array(t.length),r=t[t.length-1];e[e.length-1]=new n(r._color,r.key,r.value,r.left,r.right,r._count);for(var l=t.length-2;l>=0;--l){(r=t[l]).left===t[l+1]?e[l]=new n(r._color,r.key,r.value,e[l+1],r.right,r._count):e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count)}if((r=e[e.length-1]).left&&r.right){var c=e.length;for(r=r.left;r.right;)e.push(r),r=r.right;var u=e[c-1];e.push(new n(r._color,u.key,u.value,r.left,r.right,r._count)),e[c-1].key=r.key,e[c-1].value=r.value;for(l=e.length-2;l>=c;--l)r=e[l],e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count);e[c-1].left=e[c]}if(0===(r=e[e.length-1])._color){var f=e[e.length-2];f.left===r?f.left=null:f.right===r&&(f.right=null),e.pop();for(l=0;l<e.length;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(r.left||r.right){r.left?d(r,r.left):r.right&&d(r,r.right),r._color=1;for(l=0;l<e.length-1;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(1===e.length)return new s(this.tree._compare,null);for(l=0;l<e.length;++l)e[l]._count--;var h=e[e.length-2];return function(t){for(var e,r,n,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((r=t[l-1]).left===e){if((n=r.right).right&&0===n.right._color){if(s=(n=r.right=i(n)).right=i(n.right),r.right=n.left,n.left=r,n.right=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).left===r?c.left=n:c.right=n;return void(t[l-1]=n)}if(n.left&&0===n.left._color){if(s=(n=r.right=i(n)).left=i(n.left),r.right=s.left,n.left=s.right,s.left=r,s.right=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).left===r?c.left=s:c.right=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.right=a(0,n));r.right=a(0,n);continue}n=i(n),r.right=n.left,n.left=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).left===r?c.left=n:c.right=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((n=r.left).left&&0===n.left._color){if(s=(n=r.left=i(n)).left=i(n.left),r.left=n.right,n.right=r,n.left=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).right===r?c.right=n:c.left=n;return void(t[l-1]=n)}if(n.right&&0===n.right._color){if(s=(n=r.left=i(n)).right=i(n.right),r.left=s.right,n.right=s.left,s.right=r,s.left=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).right===r?c.right=s:c.left=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.left=a(0,n));r.left=a(0,n);continue}var c;n=i(n),r.left=n.right,n.right=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).right===r?c.right=n:c.left=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(e),h.left===r?h.left=null:h.right=null,new s(this.tree._compare,e[0])},Object.defineProperty(p,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(p,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(p,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),p.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),p.update=function(t){var e=this._stack;if(0===e.length)throw new Error(\"Can't update empty node!\");var r=new Array(e.length),i=e[e.length-1];r[r.length-1]=new n(i._color,i.key,t,i.left,i.right,i._count);for(var a=e.length-2;a>=0;--a)(i=e[a]).left===e[a+1]?r[a]=new n(i._color,i.key,i.value,r[a+1],i.right,i._count):r[a]=new n(i._color,i.key,i.value,i.left,r[a+1],i._count);return new s(this.tree._compare,r[0])},p.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},{}],70:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=new u(t);return r.update(e),r};var n=t(\"./lib/text.js\"),i=t(\"./lib/lines.js\"),a=t(\"./lib/background.js\"),o=t(\"./lib/cube.js\"),s=t(\"./lib/ticks.js\"),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function c(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function u(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=u.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),u=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t){r=t.ticks,u=!0,this.autoTicks=!1;for(p=0;p<3;++p)this.tickSpacing[p]=0}else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,u=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var g=l(\"labels\");l(\"labelFont\")&&(g=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\"),this._text?this._text&&(g||u)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var f=a,h=s,p=o,d=l;c&1<<u&&(f=s,h=a,p=l,d=o),f[u]=r[0][u],h[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var g=[0,0,0],m={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var v=[0,0,0],y=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||m;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,u=o(r,n,i,a,s),f=u.cubeEdges,h=u.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E=g;for(A=0;A<3;++A)this.backgroundEnable[A]?E[A]=h[A]:E[A]=0;this._background.draw(r,n,i,a,E,this.backgroundColor),this._lines.bind(r,n,i,this);for(A=0;A<3;++A){var L=[0,0,0];h[A]>0?L[A]=a[1][A]:L[A]=a[0][A];for(var C=0;C<2;++C){var P=(A+1+C)%3,I=(A+1+(1^C))%3;this.gridEnable[P]&&this._lines.drawGrid(P,I,this.bounds,L,this.gridColor[P],this.gridWidth[P]*this.pixelRatio)}for(C=0;C<2;++C){P=(A+1+C)%3,I=(A+1+(1^C))%3;this.zeroEnable[I]&&Math.min(a[0][I],a[1][I])<=0&&Math.max(a[0][I],a[1][I])>=0&&this._lines.drawZero(P,I,this.bounds,L,this.zeroLineColor[I],this.zeroLineWidth[I]*this.pixelRatio)}}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var O=c(v,M[A].primalMinor),z=c(y,M[A].mirrorMinor),D=this.lineTickLength;for(C=0;C<3;++C){var R=k/r[5*C];O[C]*=D[C]*R,z[C]*=D[C]*R}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,O,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio);var F,B;function N(t){(B=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,H=c(x,M[A].primalOffset);for(C=0;C<3;++C)this.lineTickEnable[A]&&(H[C]+=k*U[C]*Math.max(this.lineTickLength[C],0)/r[5*C]);var q=[0,0,0];if(q[A]=1,this.tickEnable[A]){-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,F=1,\"auto\"===(S=[this.tickAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),B=[0,0,0],j(A,U,V);for(C=0;C<3;++C)H[C]+=k*U[C]*this.tickPad[C]/r[5*C];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],H,this.tickColor[A],q,B,S)}if(this.labelEnable[A]){F=0,B=[0,0,0],this.labels[A].length>4&&(N(A),F=1),\"auto\"===(S=[this.labelAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]);for(C=0;C<3;++C)H[C]+=k*U[C]*this.labelPad[C]/r[5*C];H[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],H,this.labelColor[A],[0,0,0],B,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},{\"./lib/background.js\":71,\"./lib/cube.js\":72,\"./lib/lines.js\":73,\"./lib/text.js\":75,\"./lib/ticks.js\":76}],71:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[c]=d;for(var g=-1;g<=1;g+=2)f[u]=g,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var m=c;c=u,u=m}var v=n(t,new Float32Array(e)),y=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:v,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:v,type:t.FLOAT,size:3,offset:12,stride:24}],y),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,v,x,b)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],72:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var y=0,x=0;x<2;++x){u[2]=a[x][2];for(var b=0;b<2;++b){u[1]=a[b][1];for(var _=0;_<2;++_)u[0]=a[_][0],h(l[y],u,s),y+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)c[x][k]=l[x][k]/T;p&&(c[x][2]*=-1),T<0&&(w<0||c[x][2]<c[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);o(c[O],c[P],c[I],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);var O,z=d([l[O],l[P],l[I],l[O+(1<<M)+(1<<S)]]);C?E=z:L=z}L>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(R<0||c[R][1]>c[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x){if((N=R^1<<x)!==w&&N!==D)F<0&&(F=N),(S=c[N])[0]<c[F][0]&&(F=N)}var B=-1;for(x=0;x<3;++x){var N;if((N=R^1<<x)!==w&&N!==D&&N!==F)B<0&&(B=N),(S=c[N])[0]>c[B][0]&&(B=N)}var j=g;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=m,H=w;for(A=0;A<3;++A)V[A]=H&1<<A?-1:1;return v};var n=t(\"bit-twiddle\"),i=t(\"gl-mat4/multiply\"),a=t(\"split-polygon\"),o=t(\"robust-orientation\"),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(c*h-u*f)}return o}var g=[1,1,1],m=[0,0,0],v={cubeEdges:g,axis:m}},{\"bit-twiddle\":32,\"gl-mat4/multiply\":100,\"robust-orientation\":284,\"split-polygon\":300}],73:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var g=+r[f][d].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}var m=o.length/3|0;s[f]=h,l[f]=m-h;h=o.length/3|0;for(var v=0;v<r[f].length;++v){g=+r[f][v].x;o.push(g,0,1,g,1,1,g,0,-1,g,0,-1,g,1,1,g,1,-1)}m=o.length/3|0;c[f]=h,u[f]=m-h}var y=n(t,new Float32Array(o)),x=i(t,[{buffer:y,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,y,x,b,l,s,u,c)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").line,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=h(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=f(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=h(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var g=f(l);g[t]=1,this.shader.uniforms.screenAxis=g,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=h(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],74:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.line=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.text=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);r.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},{\"gl-shader\":132,glslify:231}],75:[function(t,e,r){(function(r){(function(){\"use strict\";e.exports=function(t,e,r,a,s,l){var u=n(t),f=i(t,[{buffer:u,size:3}]),h=o(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,a,s,l),p};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"vectorize-text\"),o=t(\"./shaders\").text,s=window||r.global||{},l=s.__TEXT_CACHE||{};s.__TEXT_CACHE={};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}var u=c.prototype,f=[0,0];u.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,f[0]=this.gl.drawingBufferWidth,f[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=f},u.unbind=function(){this.vao.unbind()},u.update=function(t,e,r,n,i){var o=[];function s(t,e,r,n,i,s){var c=l[r];c||(c=l[r]={});var u=c[e];u||(u=c[e]=function(t,e){try{return a(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=u.positions,p=u.cells,d=0,g=p.length;d<g;++d)for(var m=p[d],v=2;v>=0;--v){var y=h[m[v]];o.push(f*y[0],-f*y[1],t)}}for(var c=[0,0,0],u=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=o.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(o.length/3|0)-f[d],c[d]=o.length/3|0;for(var g=0;g<n[d].length;++g)n[d][g].text&&s(n[d][g].x,n[d][g].text,n[d][g].font||i,n[d][g].fontSize||12,1.25,p);u[d]=(o.length/3|0)-c[d]}this.buffer.update(o),this.tickOffset=c,this.tickCount=u,this.labelOffset=f,this.labelCount=h},u.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},u.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},u.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}}).call(this)}).call(this,t(\"_process\"))},{\"./shaders\":74,_process:5,\"gl-buffer\":78,\"gl-vao\":150,\"vectorize-text\":311}],76:[function(t,e,r){\"use strict\";function n(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var f=\"\"+c;f.length<i;)f=\"0\"+f;return u+\".\"+f}return u}r.create=function(t,e){for(var r=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:n(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:n(e[i],o)});r.push(a)}return r},r.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},{}],77:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,l,f){var h=e.model||c,p=e.view||c,v=e.projection||c,y=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,v,x,y)).axis;o(u,p,h),o(u,v,u);for(var _=g,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(u,u));s(u,u);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=m;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=y?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var I=d(m,u,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(I[C])))}}}}return _};var n=t(\"extract-frustum-planes\"),i=t(\"split-polygon\"),a=t(\"./lib/cube.js\"),o=t(\"gl-mat4/multiply\"),s=t(\"gl-mat4/transpose\"),l=t(\"gl-vec4/transformMat4\"),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+f*f)}return t}var g=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],m=[0,0,0]},{\"./lib/cube.js\":72,\"extract-frustum-planes\":67,\"gl-mat4/multiply\":100,\"gl-mat4/transpose\":109,\"gl-vec4/transformMat4\":221,\"split-polygon\":300}],78:[function(t,e,r){\"use strict\";var n=t(\"typedarray-pool\"),i=t(\"ndarray-ops\"),a=t(\"ndarray\"),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER)r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\";if(r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},e.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},{ndarray:259,\"ndarray-ops\":254,\"typedarray-pool\":308}],79:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\");e.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,c=1/0,u=-1/0,f=1/0,h=-1/0,p=null,d=null,g=[],m=1/0,v=!1,y=0;y<r.length;y++){var x=r[y];s=Math.min(x[0],s),l=Math.max(x[0],l),c=Math.min(x[1],c),u=Math.max(x[1],u),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[y];if(n.length(b)>o&&(o=n.length(b)),y){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(m=Math.min(m,_),v=!1):v=!0}v||(p=x,d=b),g.push(b)}var w=[s,c,f],T=[l,u,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(m)||(m=1),a.vectorScale=m;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A;y=0;for(var M=0;y<r.length;y++)for(var S=(x=r[y])[0],E=x[1],L=x[2],C=g[y],P=n.length(C)*k,I=0;I<8;I++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var O=a.positions.length;a.cells.push([O-6,O-5,O-4],[O-3,O-2,O-1])}return a};var i=t(\"./lib/shaders\");e.exports.createMesh=t(\"./create_mesh\"),e.exports.createConeMesh=function(t,r){return e.exports.createMesh(t,r,{shaders:i,traceType:\"cone\"})}},{\"./create_mesh\":80,\"./lib/shaders\":81,\"gl-vec3\":169}],80:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"gl-mat4/multiply\"),l=t(\"gl-mat4/invert\"),c=t(\"ndarray\"),u=t(\"colormap\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,c,u){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=c,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=u,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;function d(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}function g(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=u({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return c(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,g=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],g=+t.vertexIntensityBounds[1];else for(var m=0;m<p.length;++m){var v=p[m];d=Math.min(d,v),g=Math.max(g,v)}else for(m=0;m<n.length;++m){v=n[m][2];d=Math.min(d,v),g=Math.max(g,v)}this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(m=0;m<n.length;++m)for(var y=n[m],x=0;x<3;++x)!isNaN(y[x])&&isFinite(y[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],y[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],y[x]));var b=0;t:for(m=0;m<r.length;++m){var _=r[m];switch(_.length){case 3:for(x=0;x<3;++x){y=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(y[w])||!isFinite(y[w]))continue t}for(x=0;x<3;++x){var T;y=n[T=_[2-x]];a.push(y[0],y[1],y[2],y[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(g-d),0]:[(y[2]-d)/(g-d),0],l.push(A[0],A[1]),f.push(m)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var c={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};c.inverseModel=l(c.inverseModel,c.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);s(u,c.view,c.model),s(u,c.projection,u),l(u,u);for(o=0;o<3;++o)c.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];c.lightPosition[o]=p/h}if(this.triangleCount>0){var g=this.triShader;g.bind(),g.uniforms=c,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},e.exports=function(t,e,r){var n=r.shaders;1===arguments.length&&(t=(e=t).gl);var s=d(t,n),l=g(t,n),u=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));u.generateMipmap(),u.minFilter=t.LINEAR_MIPMAP_LINEAR,u.magFilter=t.LINEAR;var f=i(t),p=i(t),m=i(t),v=i(t),y=i(t),x=a(t,[{buffer:f,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:v,type:t.FLOAT,size:2},{buffer:p,type:t.FLOAT,size:4}]),b=new h(t,u,s,l,f,p,y,m,v,x,r.traceType||\"cone\");return b.update(e),b}},{colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],81:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},{glslify:231}],82:[function(t,e,r){e.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORM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t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var g=this,m=[0|e,0|r];Object.defineProperties(m,{0:{get:function(){return g._shape[0]},set:function(t){return g.width=t}},1:{get:function(){return g._shape[1]},set:function(t){return g.height=t}}}),this._shapeVector=m,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,g=t._useDepth,m=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var v=0;v<o;++v)t.color[v]=h(r,i,a,m,r.RGBA,r.COLOR_ATTACHMENT0+v);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var y=r.getExtension(\"WEBGL_depth_texture\");y?d?t.depth=h(r,i,a,y.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):g&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):g?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null);for(v=0;v<t.color.length;++v)t.color[v].dispose(),t.color[v]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),f(x)}u(r,e)}(this)}var g=d.prototype;function m(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),f(s)),u(n,a)}}Object.defineProperties(g,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return m(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return m(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,m(this,this._shape[0],t),t},enumerable:!1}}),g.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},g.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},{\"gl-texture2d\":146}],87:[function(t,e,r){var n=t(\"sprintf-js\").sprintf,i=t(\"gl-constants/lookup\"),a=t(\"glsl-shader-name\"),o=t(\"add-line-numbers\");e.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var g=parseInt(d.split(\":\")[2]);if(isNaN(g))throw new Error(n(\"Could not parse error: %s\",d));h[g]=d}}var m=o(e).split(\"\\n\");for(p=0;p<m.length;p++)if(h[p+3]||h[p+2]||h[p+1]){var v=m[p];if(c+=v+\"\\n\",h[p+1]){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}}return{long:c.trim(),short:u.trim()}}},{\"add-line-numbers\":9,\"gl-constants/lookup\":83,\"glsl-shader-name\":223,\"sprintf-js\":301}],88:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=t.gl,n=o(r,l.vertex,l.fragment),i=o(r,l.pickVertex,l.pickFragment),a=s(r),u=s(r),f=s(r),h=s(r),p=new c(t,n,i,a,u,f,h);return p.update(e),t.addObject(p),p};var n=t(\"binary-search-bounds\"),i=t(\"iota-array\"),a=t(\"typedarray-pool\"),o=t(\"gl-shader\"),s=t(\"gl-buffer\"),l=t(\"./lib/shaders\");function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,f=c.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var f=e.uniforms;f.viewTransform=u,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*c/f,t[4]=2*u/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var g=i.attributes;return this.positionBuffer.bind(),g.position.pointer(),this.weightBuffer.bind(),g.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),g.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var c,u,f,p,d=t.colorLevels||[0],g=t.colorValues||[0,0,0,1],m=d.length,v=this.bounds;l?(c=v[0]=r[0],u=v[1]=o[0],f=v[2]=r[r.length-1],p=v[3]=o[o.length-1]):(c=v[0]=r[0]+(r[1]-r[0])/2,u=v[1]=o[0]+(o[1]-o[0])/2,f=v[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=v[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var y=1/(f-c),x=1/(p-u),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,I;l?(P=x*(o[C]-u),I=x*(o[C+1]-u)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-u):x*(o[C]-(o[C]-o[C-1])/2-u),I=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-u):x*(o[C]+(o[C]-o[C-1])/2-u));for(var O=0;O<E;++O){var z,D;l?(z=y*(r[O]-c),D=y*(r[O+1]-c)):(z=O<b-1?y*(r[O]-(r[O+1]-r[O])/2-c):y*(r[O]-(r[O]-r[O-1])/2-c),D=O<b-1?y*(r[O]+(r[O+1]-r[O])/2-c):y*(r[O]+(r[O]-r[O-1])/2-c));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],H=s[l?(C+V)*b+(O+U):C*b+O],q=n.le(d,H);if(q<0)F=g[0],B=g[1],N=g[2],j=g[3];else if(q===m-1)F=g[4*m-4],B=g[4*m-3],N=g[4*m-2],j=g[4*m-1];else{var G=(H-d[q])/(d[q+1]-d[q]),Y=1-G,W=4*q,X=4*(q+1);F=Y*g[W]+G*g[X],B=Y*g[W+1]+G*g[X+1],N=Y*g[W+2]+G*g[X+2],j=Y*g[W+3]+G*g[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*z+.5*D,k[2*S+1]=.5*P+.5*I,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+O,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},{\"./lib/shaders\":89,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"iota-array\":235,\"typedarray-pool\":308}],89:[function(t,e,r){\"use strict\";var n=t(\"glslify\");e.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},{glslify:231}],90:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];r.createShader=function(t){return i(t,a,o,null,l)},r.createPickShader=function(t){return i(t,a,s,null,l)}},{\"gl-shader\":132,glslify:231}],91:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),u=c(new Array(1024),[256,1,4]),p=0;p<1024;++p)u.data[p]=255;var d=a(e,u);d.wrap=e.REPEAT;var g=new v(e,r,o,s,l,d);return g.update(t),g};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"gl-texture2d\"),o=new Uint8Array(4),s=new Float32Array(o.buffer);var l=t(\"binary-search-bounds\"),c=t(\"ndarray\"),u=t(\"./lib/shaders\"),f=u.createShader,h=u.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function g(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function m(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function v(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var y=v.prototype;y.isTransparent=function(){return this.hasAlpha},y.isOpaque=function(){return!this.hasAlpha},y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.drawTransparent=y.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:g(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:g(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var i=[],a=[],o=[],s=0,u=0,f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],h=t.position||t.positions;if(h){var p=t.color||t.colors||[0,0,0,1],g=t.lineWidth||1,m=!1;t:for(e=1;e<h.length;++e){var v,y,x,b=h[e-1],_=h[e];for(a.push(s),o.push(b.slice()),r=0;r<3;++r){if(isNaN(b[r])||isNaN(_[r])||!isFinite(b[r])||!isFinite(_[r])){if(!n&&i.length>0){for(var w=0;w<24;++w)i.push(i[i.length-12]);u+=2,m=!0}continue t}f[0][r]=Math.min(f[0][r],b[r],_[r]),f[1][r]=Math.max(f[1][r],b[r],_[r])}Array.isArray(p[0])?(v=p.length>e-1?p[e-1]:p.length>0?p[p.length-1]:[0,0,0,1],y=p.length>e?p[e]:p.length>0?p[p.length-1]:[0,0,0,1]):v=y=p,3===v.length&&(v=[v[0],v[1],v[2],1]),3===y.length&&(y=[y[0],y[1],y[2],1]),!this.hasAlpha&&v[3]<1&&(this.hasAlpha=!0),x=Array.isArray(g)?g.length>e-1?g[e-1]:g.length>0?g[g.length-1]:[0,0,0,1]:g;var T=s;if(s+=d(b,_),m){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3]);u+=2,m=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3],b[0],b[1],b[2],_[0],_[1],_[2],T,-x,v[0],v[1],v[2],v[3],_[0],_[1],_[2],b[0],b[1],b[2],s,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],s,x,y[0],y[1],y[2],y[3]),u+=4}}if(this.buffer.update(i),a.push(s),o.push(h[h.length-1].slice()),this.bounds=f,this.vertexCount=u,this.points=o,this.arcLength=a,\"dashes\"in t){var k=t.dashes.slice();for(k.unshift(0),e=1;e<k.length;++e)k[e]=k[e-1]+k[e];var A=c(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)A.set(e,0,r,0);1&l.le(k,k[k.length-1]*e/255)?A.set(e,0,0,0):A.set(e,0,0,255)}this.texture.setPixels(A)}},y.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=function(t,e,r,n){return o[0]=n,o[1]=r,o[2]=e,o[3]=t,s[0]}(t.value[0],t.value[1],t.value[2],0),r=l.le(this.arcLength,e);if(r<0)return null;if(r===this.arcLength.length-1)return new m(this.arcLength[this.arcLength.length-1],this.points[this.points.length-1].slice(),r);for(var n=this.points[r],i=this.points[Math.min(r+1,this.points.length-1)],a=(e-this.arcLength[r])/(this.arcLength[r+1]-this.arcLength[r]),c=1-a,u=[0,0,0],f=0;f<3;++f)u[f]=c*n[f]+a*i[f];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new m(e,u,h,this.points[h])}},{\"./lib/shaders\":90,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],92:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e}},{}],93:[function(t,e,r){e.exports=function(){var t=new Float32Array(16);return 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t[0]=1-(p+g),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+g),t[6]=d+m,t[7]=0,t[8]=h+v,t[9]=d-m,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],97:[function(t,e,r){e.exports=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],98:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],f=e[9],h=e[10],p=e[11],d=e[12],g=e[13],m=e[14],v=e[15],y=r*s-n*o,x=r*l-i*o,b=r*c-a*o,_=n*l-i*s,w=n*c-a*s,T=i*c-a*l,k=u*g-f*d,A=u*m-h*d,M=u*v-p*d,S=f*m-h*g,E=f*v-p*g,L=h*v-p*m,C=y*L-x*E+b*S+_*M-w*A+T*k;if(!C)return null;return C=1/C,t[0]=(s*L-l*E+c*S)*C,t[1]=(i*E-n*L-a*S)*C,t[2]=(g*T-m*w+v*_)*C,t[3]=(h*w-f*T-p*_)*C,t[4]=(l*M-o*L-c*A)*C,t[5]=(r*L-i*M+a*A)*C,t[6]=(m*b-d*T-v*x)*C,t[7]=(u*T-h*b+p*x)*C,t[8]=(o*E-s*M+c*k)*C,t[9]=(n*M-r*E-a*k)*C,t[10]=(d*w-g*b+v*y)*C,t[11]=(f*b-u*w-p*y)*C,t[12]=(s*A-o*S-l*k)*C,t[13]=(r*S-n*A+i*k)*C,t[14]=(g*x-d*_-m*y)*C,t[15]=(u*_-f*x+h*y)*C,t}},{}],99:[function(t,e,r){var n=t(\"./identity\");e.exports=function(t,e,r,i){var a,o,s,l,c,u,f,h,p,d,g=e[0],m=e[1],v=e[2],y=i[0],x=i[1],b=i[2],_=r[0],w=r[1],T=r[2];if(Math.abs(g-_)<1e-6&&Math.abs(m-w)<1e-6&&Math.abs(v-T)<1e-6)return n(t);f=g-_,h=m-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*g+o*m+s*v),t[13]=-(l*g+c*m+u*v),t[14]=-(f*g+h*m+p*v),t[15]=1,t}},{\"./identity\":97}],100:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],g=e[12],m=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*g,t[1]=x*i+b*l+_*h+w*m,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*g,t[5]=x*i+b*l+_*h+w*m,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*g,t[9]=x*i+b*l+_*h+w*m,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*g,t[13]=x*i+b*l+_*h+w*m,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],101:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],102:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],103:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],g=e[8],m=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+g*_,t[1]=l*x+h*b+m*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+g*k,t[5]=l*w+h*T+m*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+g*S,t[9]=l*A+h*M+m*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],104:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],105:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],106:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],107:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],108:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,g=r[0],m=r[1],v=r[2];e===t?(t[12]=e[0]*g+e[4]*m+e[8]*v+e[12],t[13]=e[1]*g+e[5]*m+e[9]*v+e[13],t[14]=e[2]*g+e[6]*m+e[10]*v+e[14],t[15]=e[3]*g+e[7]*m+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*g+s*m+f*v+e[12],t[13]=i*g+l*m+h*v+e[13],t[14]=a*g+c*m+p*v+e[14],t[15]=o*g+u*m+d*v+e[15]);return t}},{}],109:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],110:[function(t,e,r){\"use strict\";var n=t(\"barycentric\"),i=t(\"polytope-closest-point/lib/closest_point_2d.js\");function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}e.exports=function(t,e,r,a,l,c){if(1===t.length)return[0,t[0].slice()];for(var u=new Array(t.length),f=0;f<t.length;++f)u[f]=o(t[f],r,a,l,c);var h=0,p=1/0;for(f=0;f<u.length;++f){for(var d=0,g=0;g<2;++g)d+=Math.pow(u[f][g]-e[g],2);d<p&&(p=d,h=f)}var m=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return r=Math.sqrt(r),a=Math.sqrt(a),r+a<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(u,e),v=0;for(f=0;f<3;++f){if(m[f]<-.001||m[f]>1.0001)return null;v+=m[f]}if(Math.abs(v-1)>.001)return null;return[h,s(t,m),m]}},{barycentric:14,\"polytope-closest-point/lib/closest_point_2d.js\":270}],111:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},r.pickShader={vertex:u,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},r.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},r.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},{glslify:231}],112:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),f=t(\"colormap\"),h=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./lib/shaders\"),g=t(\"./lib/closest-point\"),m=d.meshShader,v=d.wireShader,y=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,g,m,v,y,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=m,this.edgeUVs=v,this.edgeIds=g,this.edgeVAO=y,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,m.vertex,m.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}function S(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}function E(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function C(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function P(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var f=c[0];2===c.length&&(f=c[u]);for(var d=n[f][0],g=n[f][1],m=i[f],v=1-m,y=this.positions[d],x=this.positions[g],b=0;b<3;++b)o[s++]=m*y[b]+v*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],h=[],p=[],d=[],g=[],m=[],v=[],y=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,I=t.cellUVs,O=t.cellIntensity,z=1/0,D=-1/0;if(!C&&!I)if(P)if(t.vertexIntensityBounds)z=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];z=Math.min(z,F),D=Math.max(D,F)}else if(O)if(t.cellIntensityBounds)z=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<O.length;++R){F=O[R];z=Math.min(z,F),D=Math.max(D,F)}else for(R=0;R<n.length;++R){F=n[R][2];z=Math.min(z,F),D=Math.max(D,F)}this.intensity=P||(O||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n)),this.pickVertex=!(O||E);var B=t.pointSizes,N=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,H=0,q=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;v.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?y.push(X[0],X[1],X[2],this.opacity):(y.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],x.push(Z[0],Z[1]),B?b.push(B[W]):b.push(N),_.push(R),q+=1;break;case 2:for(U=0;U<2;++U){j=n[W=G[U]];for(var Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t}for(U=0;U<2;++U){j=n[W=G[U]];p.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],g.push(Z[0],Z[1]),m.push(R)}H+=1;break;case 3:for(U=0;U<3;++U)for(j=n[W=G[U]],Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t;for(U=0;U<3;++U){var W,X,Z,J;j=n[W=G[2-U]];i.push(j[0],j[1],j[2]),(X=S?S[W]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],c.push(Z[0],Z[1]),J=w?w[W]:T[R],l.push(J[0],J[1],J[2]),h.push(R)}V+=1}}this.pointCount=q,this.edgeCount=H,this.triangleCount=V,this.pointPositions.update(v),this.pointColors.update(y),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(g),this.edgeIds.update(new Uint32Array(m)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var f,h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind());this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind());this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind());this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};((s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0)&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],c=this.positions[r[1]],u=this.positions[r[2]],f=[(l[0]+c[0]+u[0])/3,(l[1]+c[1]+u[1])/3,(l[2]+c[2]+u[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=g(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\");if(!r)throw new Error(\"derivatives not supported\");var n=M(t),s=S(t),l=E(t),c=L(t),f=C(t),h=P(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),g=i(t),m=i(t),v=i(t),y=i(t),x=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:g,type:t.FLOAT,size:4},{buffer:m,type:t.FLOAT,size:2},{buffer:v,type:t.FLOAT,size:3}]),b=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:b,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),I=i(t),O=i(t),z=i(t),D=i(t),R=i(t),F=a(t,[{buffer:I,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:O,type:t.FLOAT,size:4},{buffer:z,type:t.FLOAT,size:2},{buffer:D,type:t.FLOAT,size:1}]),B=i(t),N=a(t,[{buffer:B,type:t.FLOAT,size:3}]),j=new T(t,p,n,s,l,c,f,h,d,y,g,m,v,x,b,k,_,w,A,I,R,O,z,D,F,B,N);return j.update(e),j}},{\"./lib/closest-point\":110,\"./lib/shaders\":111,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,normals:261,\"simplicial-complex-contour\":291,\"typedarray-pool\":308}],113:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[0,0,0,1,1,0,1,1]),s=i(e,a.boxVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],114:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,o.gridVert,o.gridFrag),l=i(e,o.tickVert,o.gridFrag);return new s(t,r,a,l)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"binary-search-bounds\"),o=t(\"./shaders\");function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,f,h,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,g=0;g<2;++g){var m=a[g],v=a[g+2]-m,y=.5*(o[g+2]+o[g]),x=o[g+2]-o[g];u[g]=2*v/x,c[g]=2*(m-y)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var b=0;for(g=0;g<2;++g){f[0]=f[1]=0,f[g]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[g]/(s[g+2]-s[g])*d,r.uniforms.color=h[g];var _=6*n[g].length;p[g]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,g=s.viewBox,m=s.pixelRatio,v=s.screenBox,y=v[2]-v[0],x=v[3]-v[1],b=g[2]-g[0],_=g[3]-g[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/y,t[0]*=b/y,e[1]*=_/x,t[1]*=_/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,I=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),O=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),z=0+6*I,D=6*Math.max(0,O-I),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(g[0]-E[1])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[1]*m/y,o[1]=L[1]*m/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[1]-E[0])/x-1,o[0]=L[0]*m/y,o[1]=E[0]*m/x,D&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D)),i[0]=2*(g[2]+E[3])/y-1,i[1]=(g[3]+g[1])/x-1,o[0]=E[3]*m/y,o[1]=L[3]*m/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(g[2]+g[0])/y-1,i[1]=2*(g[3]+E[2])/x-1,o[0]=L[2]*m/y,o[1]=E[2]*m/x,D&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-c)/(u-c);s.push(d);for(var g=0;g<6;++g)n[i++]=d,n[i++]=h[g],n[i++]=p[g]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132}],115:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[-1,-1,-1,1,1,-1,1,1]),s=i(e,a.lineVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],116:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);e.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},{glslify:231}],117:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,s.textVert,s.textFrag);return new l(t,r,a)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"text-cache\"),o=t(\"binary-search-bounds\"),s=t(\"./shaders\");function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,f,h,p,d,g=l.prototype;g.drawTicks=(c=[0,0],u=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,g=e.tickPad,m=e.tickColor,v=e.tickAngle,y=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*g[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=m[t],r.uniforms.angle=v[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t]&&T&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*g[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=m[t+2],r.uniforms.angle=v[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t+2]&&T&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),g.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),g.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],f=a[o],g=a[o+2]-f,m=i[o],v=i[o+2]-m;p[o]=2*l/u*g/v,h[o]=2*(s-c)/u*g/v}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),g.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,g=p.text,m=p.font||\"sans-serif\";i=p.fontSize||12;for(var v=1/(c[o+2]-c[o]),y=c[o],x=g.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(m,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-y)*v);u.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=u,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},g.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"text-cache\":303}],118:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[e.drawingBufferWidth,e.drawingBufferHeight]),c=new l(e,r);return c.grid=i(c),c.text=a(c),c.line=o(c),c.box=s(c),c.update(t),c};var n=t(\"gl-select-static\"),i=t(\"./lib/grid\"),a=t(\"./lib/text\"),o=t(\"./lib/line\"),s=t(\"./lib/box\");function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var g=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(g,e[1],g,e[3],p[d],h[d]):o.drawLine(e[0],g,e[2],g,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var m=this.borderLineEnable,v=this.borderLineWidth,y=this.borderLineColor;for(m[1]&&o.drawLine(r[0],r[1]-.5*v[1]*i,r[0],r[3]+.5*v[3]*i,v[1],y[1]),m[0]&&o.drawLine(r[0]-.5*v[0]*i,r[1],r[2]+.5*v[2]*i,r[1],v[0],y[0]),m[3]&&o.drawLine(r[2],r[1]-.5*v[1]*i,r[2],r[3]+.5*v[3]*i,v[3],y[3]),m[2]&&o.drawLine(r[0]-.5*v[0]*i,r[3],r[2]+.5*v[2]*i,r[3],v[2],y[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var f=c[u].pick(a,o,l);if(f)return f}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]);this.screenBox;this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();this.objects.length=0;for(t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},{\"./lib/box\":113,\"./lib/grid\":114,\"./lib/line\":115,\"./lib/text\":117,\"gl-select-static\":131}],119:[function(t,e,r){\"use strict\";e.exports=function(t,e){t=t||document.body,e=e||{};var r=[.01,1/0];\"distanceLimits\"in e&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]);\"zoomMin\"in e&&(r[0]=e.zoomMin);\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,h=!!a.control,p=!!a.alt,g=!!a.shift,m=!!(1&e),v=!!(2&e),y=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&m&&!h&&!p&&!g||m&&!h&&!p&&g)&&c.rotate(A,w*k*b,-T*k*_,0),(l&&m&&!h&&!p&&!g||v||m&&h&&!p&&!g)&&c.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),u&&m&&!h&&!p&&!g||y||m&&!h&&p&&!g)){var M=-d.zoomSpeed*_/window.innerHeight*(A-c.lastT())*100;c.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=t(\"right-now\"),i=t(\"3d-view\"),a=t(\"mouse-change\"),o=t(\"mouse-wheel\"),s=t(\"mouse-event-offset\"),l=t(\"has-passive-events\")},{\"3d-view\":7,\"has-passive-events\":232,\"mouse-change\":247,\"mouse-event-offset\":248,\"mouse-wheel\":250,\"right-now\":278}],120:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},{\"gl-shader\":132,glslify:231}],121:[function(t,e,r){\"use strict\";var n=t(\"./camera.js\"),i=t(\"gl-axes3d\"),a=t(\"gl-axes3d/properties\"),o=t(\"gl-spikes3d\"),s=t(\"gl-select-static\"),l=t(\"gl-fbo\"),c=t(\"a-big-triangle\"),u=t(\"mouse-change\"),f=t(\"gl-mat4/perspective\"),h=t(\"gl-mat4/ortho\"),p=t(\"./lib/shader\"),d=t(\"is-mobile\")({tablet:!0,featureDetect:!0});function g(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function m(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}if(e>0){r=Math.round(Math.pow(10,e));return Math.ceil(t/r)*r}return Math.ceil(t)}function v(t){return\"boolean\"!=typeof t||t}e.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;if(!e){if(e=document.createElement(\"canvas\"),t.container)t.container.appendChild(e);else document.body.appendChild(e)}var r=t.gl;r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d}));if(!r)throw new Error(\"webgl not supported\");var y=t.bounds||[[-10,-10,-10],[10,10,10]],x=new g,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],I=!0,O=!0,z=new Array(16),D=new Array(16),R={view:null,projection:z,model:D,_ortho:!1},F=(O=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),B=t.cameraObject||n(e,T),N={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:B,axes:A,axesPixels:null,spikes:S,bounds:y,objects:E,shape:F,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:v(t.autoResize),autoBounds:v(t.autoBounds),autoScale:!!t.autoScale,autoCenter:v(t.autoCenter),clipToBounds:v(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:R,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,O=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},j=[r.drawingBufferWidth/N.pixelRatio|0,r.drawingBufferHeight/N.pixelRatio|0];function U(){if(!N._stopped&&N.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*N.pixelRatio),a=0|Math.ceil(n*N.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",I=!0}}}N.autoResize&&U();function V(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,F);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function H(){if(N.contextLost)return!0;r.isContextLost()&&(N.contextLost=!0,N.mouseListener.enabled=!1,N.selection.object=null,N.oncontextloss&&N.oncontextloss())}window.addEventListener(\"resize\",U),N.update=function(t){N._stopped||(t=t||{},I=!0,O=!0)},N.add=function(t){N._stopped||(t.axes=A,E.push(t),L.push(-1),I=!0,O=!0,V())},N.remove=function(t){if(!N._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),I=!0,O=!0,V())}},N.dispose=function(){if(!N._stopped&&(N._stopped=!0,window.removeEventListener(\"resize\",U),e.removeEventListener(\"webglcontextlost\",H),N.mouseListener.enabled=!1,!N.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();b.dispose();for(t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},N._mouseRotating=!1,N._prevButtons=0,N.enableMouseListeners=function(){N.mouseListener=u(e,(function(t,e,r){if(!N._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&N._prevButtons)N._mouseRotating=!0;else{N._mouseRotating&&(O=!0),N._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,j[1]-r-1,N.pickRadius);if(l){if(l.distance>x.distance)continue;for(var c=0;c<i;++c){var u=E[c];if(L[c]===s){var f=u.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=u,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),I=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),I=!0),(o=o||x.object!==a)&&N.onselect&&N.onselect(x),1&t&&!(1&N._prevButtons)&&N.onclick&&N.onclick(x),N._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",H);var q=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],G=[q[0].slice(),q[1].slice()];function Y(){if(!H()){U();var t=N.camera.tick();R.view=N.camera.matrix,I=I||t,O=O||t,A.pixelRatio=N.pixelRatio,S.pixelRatio=N.pixelRatio;var e=E.length,n=q[0],i=q[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=N.pixelRatio,C.axes=N.axes,I=I||!!C.dirty,O=O||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],u=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],u[p])}var d=N.bounds;if(N.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var g=.05*(i[p]-n[p]);n[p]=n[p]-g,i[p]=i[p]+g}d[0][p]=n[p],d[1][p]=i[p]}var v=!1;for(p=0;p<3;++p)v=v||G[0][p]!==d[0][p]||G[1][p]!==d[1][p],G[0][p]=d[0][p],G[1][p]=d[1][p];if(O=O||v,I=I||v){if(v){var y=[0,0,0];for(o=0;o<3;++o)y[o]=m((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:y}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;F[0]=T,F[1]=k,j[0]=0|Math.max(T/N.pixelRatio,1),j[1]=0|Math.max(k/N.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,c=t.zFar,u=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,c),n._ortho=!0):(f(i,u,p,l,c),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var g=0;for(d=0;d<3;++d)g=Math.max(g,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/g,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(N,w);for(o=0;o<e;++o){(C=E[o]).axesBounds=d,N.clipToBounds&&(C.clipBounds=d)}x.object&&(N.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),O&&(O=!1,function(){if(!H()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=j,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(R))}i.end()}}}()),N.axesPixels=a(N.axes,R,T,k),N.onrender&&N.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),N.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;A.enable&&(M=M||A.isTransparent(),A.draw(R)),S.axes=A,x.object&&S.draw(R),r.disable(r.CULL_FACE);for(o=0;o<e;++o){(C=E[o]).axes=A,C.pixelRatio=N.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(R),C.isTransparent&&C.isTransparent()&&(M=!0)}if(M){b.shape=F,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(R)}r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(R)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,c(r),r.disable(r.BLEND)}I=!1;for(o=0;o<e;++o)E[o].dirty=!1}}}return N.enableMouseListeners(),function t(){if(N._stopped||N.contextLost)return;Y(),requestAnimationFrame(t)}(),N.redraw=function(){N._stopped||(I=!0,Y())},N},createCamera:n}},{\"./camera.js\":119,\"./lib/shader\":120,\"a-big-triangle\":8,\"gl-axes3d\":70,\"gl-axes3d/properties\":77,\"gl-fbo\":86,\"gl-mat4/ortho\":101,\"gl-mat4/perspective\":102,\"gl-select-static\":131,\"gl-spikes3d\":141,\"is-mobile\":238,\"mouse-change\":247}],122:[function(t,e,r){var n=t(\"glslify\");r.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),r.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),r.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),r.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},{glslify:231}],123:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"typedarray-pool\"),o=t(\"./lib/shader\");function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}e.exports=function(t,e){var r=t.gl,a=i(r),l=i(r),c=n(r,o.pointVertex,o.pointFragment),u=n(r,o.pickVertex,o.pickFragment),f=new s(t,a,l,c,u);return f.update(e),t.addObject(f),f};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},{\"./lib/shader\":122,\"gl-buffer\":78,\"gl-shader\":132,\"typedarray-pool\":308}],124:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],f=e[2],h=e[3],p=r[0],d=r[1],g=r[2],m=r[3];(a=c*p+u*d+f*g+h*m)<0&&(a=-a,p=-p,d=-d,g=-g,m=-m);1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n);return t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*f+l*g,t[3]=s*h+l*m,t}},{}],125:[function(t,e,r){\"use strict\";e.exports=function(t){return t||0===t?t.toString():\"\"}},{}],126:[function(t,e,r){\"use strict\";var n=t(\"vectorize-text\");e.exports=function(t,e,r){var a=i[e];a||(a=i[e]={});if(t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,c,u=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(c=0;c<s.positions[l].length;++c)s.positions[l][c]/=r;for(l=0;l<u.positions.length;++l)for(c=0;c<u.positions[l].length;++c)u.positions[l][c]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=u.positions.length;for(l=0;l<h;++l){var p=u.positions[l];for(c=0;c<2;++c)f[0][c]=Math.min(f[0][c],p[c]),f[1][c]=Math.max(f[1][c],p[c])}return a[t]=[s,u,f]};var i={}},{\"vectorize-text\":311}],127:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:u},h={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},g={vertex:o,fragment:c,attributes:u},m={vertex:s,fragment:c,attributes:u};function v(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}r.createPerspective=function(t){return v(t,f)},r.createOrtho=function(t){return v(t,h)},r.createProject=function(t){return v(t,p)},r.createPickPerspective=function(t){return v(t,d)},r.createPickOrtho=function(t){return v(t,g)},r.createPickProject=function(t){return v(t,m)}},{\"gl-shader\":132,glslify:231}],128:[function(t,e,r){\"use strict\";var n=t(\"is-string-blank\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"typedarray-pool\"),s=t(\"gl-mat4/multiply\"),l=t(\"./lib/shaders\"),c=t(\"./lib/glyphs\"),u=t(\"./lib/get-simple-string\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function g(t){return!0===t||t>1?1:t}function m(t,e,r,n,i,a,o,s,l,c,u,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}e.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),g=a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),v=new m(e,r,n,o,f,h,p,d,g,s,c,u);return v.update(t),v};var v=m.prototype;v.pickSlots=1,v.setPickBase=function(t){this.pickId=t},v.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},v.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var y=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}function L(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||f,u=r.view||f,h=r.projection||f,d=e.axesBounds,g=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],y[0]=2/o.drawingBufferWidth,y[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=h,l.screenSize=y,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=g,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var m=0;m<3;++m)if(a[m]){l.scale=e.projectScale[m],l.opacity=e.projectOpacity[m];for(var v=T,L=0;L<16;++L)v[L]=0;for(L=0;L<4;++L)v[5*L]=1;v[5*m]=0,i[m]<0?v[12+m]=d[0][m]:v[12+m]=d[1][m],s(v,c,v),l.model=v;var C=(m+1)%3,P=(m+2)%3,I=M(x),O=M(b);I[C]=1,O[P]=1;var z=p(0,0,0,S(_,I)),D=p(0,0,0,S(w,O));if(Math.abs(z[1])>Math.abs(D[1])){var R=z;z=D,D=R,R=I,I=O,O=R;var F=C;C=P,P=F}z[0]<0&&(I[C]=-1),D[1]>0&&(O[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(c[4*C+L],2),N+=Math.pow(c[4*P+L],2);I[C]/=Math.sqrt(B),O[P]/=Math.sqrt(N),l.axes[0]=I,l.axes[1]=O,l.fragClipBounds[0]=E(k,g[0],m,-1e8),l.fragClipBounds[1]=E(k,g[1],m,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}var C=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function P(t,e,r,n,i,a,o){var s=r.gl;if((a===r.projectHasAlpha||o)&&L(e,r,n,i),a===r.hasAlpha||o){t.bind();var l=t.uniforms;l.model=n.model||f,l.view=n.view||f,l.projection=n.projection||f,y[0]=2/s.drawingBufferWidth,y[1]=2/s.drawingBufferHeight,l.screenSize=y,l.highlightId=r.highlightId,l.highlightScale=r.highlightScale,l.fragClipBounds=C,l.clipBounds=r.axes.bounds,l.opacity=r.opacity,l.pickGroup=r.pickId/255,l.pixelRatio=i,r.vao.bind(),r.vao.draw(s.TRIANGLES,r.vertexCount),r.lineWidth>0&&(s.lineWidth(r.lineWidth*i),r.vao.draw(s.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function I(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=u(a);var o=!0;n(a)&&(a=\"\\u25bc\",o=!1);var s=c(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}v.draw=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},v.drawTransparent=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},v.drawPick=function(t){P(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},v.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},v.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},v.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){if(Array.isArray(t.projectOpacity))this.projectOpacity=t.projectOpacity.slice();else{r=+t.projectOpacity;this.projectOpacity=[r,r,r]}for(var n=0;n<3;++n)this.projectOpacity[n]=g(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=g(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",c=t.alignment||[0,0];if(2===c.length)i=c[0],a=c[1];else{i=[],a=[];for(n=0;n<c.length;++n)i[n]=c[n][0],a[n]=c[n][1]}var u=[1/0,1/0,1/0],f=[-1/0,-1/0,-1/0],h=t.glyph,p=t.color,d=t.size,m=t.angle,v=t.lineColor,y=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],T=0;T<3;++T)if(isNaN(w[T])||!isFinite(w[T]))continue t;var k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;x+=3*k.cells.length,b+=2*A.edges.length}}var S=x+b,E=o.mallocFloat(3*S),L=o.mallocFloat(4*S),C=o.mallocFloat(2*S),P=o.mallocUint32(S);if(S>0){var O=0,z=x,D=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(v)&&Array.isArray(v[0]);t:for(n=0;n<_;++n){y+=1;for(w=s[n],T=0;T<3;++T){if(isNaN(w[T])||!isFinite(w[T]))continue t;f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T])}k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(U=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(T=0;T<3;++T)D[T]=U[T];D[3]=1}else if(4===U.length){for(T=0;T<4;++T)D[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else D[0]=D[1]=D[2]=0,D[3]=1;else D=[1,1,1,0];if(j)if(Array.isArray(v)){var U;if(3===(U=B?n<v.length?v[n]:[0,0,0,0]:v).length){for(T=0;T<3;++T)R[T]=U[T];R[T]=1}else if(4===U.length){for(T=0;T<4;++T)R[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var V=.5;j?Array.isArray(d)?V=n<d.length?+d[n]:12:d?V=+d:this.useOrtho&&(V=12):V=0;var H=0;Array.isArray(m)?H=n<m.length?+m[n]:0:m&&(H=+m);var q=Math.cos(H),G=Math.sin(H);for(w=s[n],T=0;T<3;++T)f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T]);var Y=i,W=a;Y=0;Array.isArray(i)?Y=n<i.length?i[n]:0:i&&(Y=i);W=0;Array.isArray(a)?W=n<a.length?a[n]:0:a&&(W=a);var X=[Y*=Y>0?1-M[0][0]:Y<0?1+M[1][0]:1,W*=W>0?1-M[0][1]:W<0?1+M[1][1]:1],Z=k.cells||[],J=k.positions||[];for(T=0;T<Z.length;++T)for(var K=Z[T],Q=0;Q<3;++Q){for(var $=0;$<3;++$)E[3*O+$]=w[$];for($=0;$<4;++$)L[4*O+$]=D[$];P[O]=y;var tt=J[K[Q]];C[2*O]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*O+1]=V*(G*tt[0]+q*tt[1]+X[1]),O+=1}for(Z=A.edges,J=A.positions,T=0;T<Z.length;++T)for(K=Z[T],Q=0;Q<2;++Q){for($=0;$<3;++$)E[3*z+$]=w[$];for($=0;$<4;++$)L[4*z+$]=R[$];P[z]=y;tt=J[K[Q]];C[2*z]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*z+1]=V*(G*tt[0]+q*tt[1]+X[1]),z+=1}}}this.bounds=[u,f],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(L),this.glyphBuffer.update(C),this.idBuffer.update(P),o.free(E),o.free(L),o.free(C),o.free(P)},v.dispose=function(){this.shader.dispose(),this.orthoShader.dispose(),this.pickPerspectiveShader.dispose(),this.pickOrthoShader.dispose(),this.vao.dispose(),this.pointBuffer.dispose(),this.colorBuffer.dispose(),this.glyphBuffer.dispose(),this.idBuffer.dispose()}},{\"./lib/get-simple-string\":125,\"./lib/glyphs\":126,\"./lib/shaders\":127,\"gl-buffer\":78,\"gl-mat4/multiply\":100,\"gl-vao\":150,\"is-string-blank\":239,\"typedarray-pool\":308}],129:[function(t,e,r){\"use strict\";var n=t(\"glslify\");r.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid main() {\\n  gl_Position = vec4(mix(cornerA, cornerB, vertex), 0, 1);\\n}\\n\"]),r.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},{glslify:231}],130:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"./lib/shaders\");function o(t,e,r){this.plot=t,this.boxBuffer=e,this.boxShader=r,this.enabled=!0,this.selectBox=[1/0,1/0,-1/0,-1/0],this.borderColor=[0,0,0,1],this.innerFill=!1,this.innerColor=[0,0,0,.25],this.outerFill=!0,this.outerColor=[0,0,0,.5],this.borderWidth=10}e.exports=function(t,e){var r=t.gl,s=i(r,[0,0,0,1,1,0,1,1]),l=n(r,a.boxVertex,a.boxFragment),c=new o(t,s,l);return c.update(e),t.addOverlay(c),c};var s=o.prototype;s.draw=function(){if(this.enabled){var t=this.plot,e=this.selectBox,r=this.borderWidth,n=(this.innerFill,this.innerColor),i=(this.outerFill,this.outerColor),a=this.borderColor,o=t.box,s=t.screenBox,l=t.dataBox,c=t.viewBox,u=t.pixelRatio,f=(e[0]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],h=(e[1]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1],p=(e[2]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],d=(e[3]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1];if(f=Math.max(f,c[0]),h=Math.max(h,c[1]),p=Math.min(p,c[2]),d=Math.min(d,c[3]),!(p<f||d<h)){o.bind();var g=s[2]-s[0],m=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,g,h,i),o.drawBox(0,h,f,d,i),o.drawBox(0,d,g,m,i),o.drawBox(p,h,g,d,i)),this.innerFill&&o.drawBox(f,h,p,d,n),r>0){var v=r*u;o.drawBox(f-v,h-v,p+v,h+v,a),o.drawBox(f-v,d-v,p+v,d+v,a),o.drawBox(f-v,h-v,f+v,d+v,a),o.drawBox(p-v,h-v,p+v,d+v,a)}}}},s.update=function(t){t=t||{},this.innerFill=!!t.innerFill,this.outerFill=!!t.outerFill,this.innerColor=(t.innerColor||[0,0,0,.5]).slice(),this.outerColor=(t.outerColor||[0,0,0,.5]).slice(),this.borderColor=(t.borderColor||[0,0,0,1]).slice(),this.borderWidth=t.borderWidth||0,this.selectBox=(t.selectBox||this.selectBox).slice()},s.dispose=function(){this.boxBuffer.dispose(),this.boxShader.dispose(),this.plot.removeOverlay(this)}},{\"./lib/shaders\":129,\"gl-buffer\":78,\"gl-shader\":132}],131:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=e[0],a=e[1],o=n(t,r,a,{}),s=i.mallocUint8(r*a*4);return new l(t,o,s)};var n=t(\"gl-fbo\"),i=t(\"typedarray-pool\"),a=t(\"ndarray\"),o=t(\"bit-twiddle\").nextPow2;function s(t,e,r,n,i){this.coord=[t,e],this.id=r,this.value=n,this.distance=i}function l(t,e,r){this.gl=t,this.fbo=e,this.buffer=r,this._readTimeout=null;var n=this;this._readCallback=function(){n.gl&&(e.bind(),t.readPixels(0,0,e.shape[0],e.shape[1],t.RGBA,t.UNSIGNED_BYTE,n.buffer),n._readTimeout=null)}}var c=l.prototype;Object.defineProperty(c,\"shape\",{get:function(){return this.gl?this.fbo.shape.slice():[0,0]},set:function(t){if(this.gl){this.fbo.shape=t;var e=this.fbo.shape[0],r=this.fbo.shape[1];if(r*e*4>this.buffer.length){i.free(this.buffer);for(var n=this.buffer=i.mallocUint8(o(r*e*4)),a=0;a<r*e*4;++a)n[a]=255}return t}}}),c.begin=function(){var t=this.gl;this.shape;t&&(this.fbo.bind(),t.clearColor(1,1,1,1),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT))},c.end=function(){var t=this.gl;t&&(t.bindFramebuffer(t.FRAMEBUFFER,null),this._readTimeout||clearTimeout(this._readTimeout),this._readTimeout=setTimeout(this._readCallback,1))},c.query=function(t,e,r){if(!this.gl)return null;var n=this.fbo.shape.slice();t|=0,e|=0,\"number\"!=typeof r&&(r=1);var i=0|Math.min(Math.max(t-r,0),n[0]),o=0|Math.min(Math.max(t+r,0),n[0]),l=0|Math.min(Math.max(e-r,0),n[1]),c=0|Math.min(Math.max(e+r,0),n[1]);if(o<=i||c<=l)return null;var u=[o-i,c-l],f=a(this.buffer,[u[0],u[1],4],[4,4*n[0],1],4*(i+n[0]*l)),h=function(t,e,r){for(var n=1e8,i=-1,a=-1,o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++){var u=t.get(l,c,0),f=t.get(l,c,1),h=t.get(l,c,2),p=t.get(l,c,3);if(u<255||f<255||h<255||p<255){var d=e-l,g=r-c,m=d*d+g*g;m<n&&(n=m,i=l,a=c)}}return[i,a,n]}(f.hi(u[0],u[1],1),r,r),p=h[0],d=h[1];return p<0||Math.pow(this.radius,2)<h[2]?null:new s(p+i|0,d+l|0,f.get(p,d,0),[f.get(p,d,1),f.get(p,d,2),f.get(p,d,3)],Math.sqrt(h[2]))},c.dispose=function(){this.gl&&(this.fbo.dispose(),i.free(this.buffer),this.gl=null,this._readTimeout&&clearTimeout(this._readTimeout))}},{\"bit-twiddle\":32,\"gl-fbo\":86,ndarray:259,\"typedarray-pool\":308}],132:[function(t,e,r){\"use strict\";var n=t(\"./lib/create-uniforms\"),i=t(\"./lib/create-attributes\"),a=t(\"./lib/reflect\"),o=t(\"./lib/shader-cache\"),s=t(\"./lib/runtime-reflect\"),l=t(\"./lib/GLError\");function c(t){this.gl=t,this.gl.lastAttribCount=0,this._vref=this._fref=this._relink=this.vertShader=this.fragShader=this.program=this.attributes=this.uniforms=this.types=null}var u=c.prototype;function f(t,e){return t.name<e.name?-1:1}u.bind=function(){var t;this.program||this._relink();var e=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_ATTRIBUTES),r=this.gl.lastAttribCount;if(e>r)for(t=r;t<e;t++)this.gl.enableVertexAttribArray(t);else if(r>e)for(t=e;t<r;t++)this.gl.disableVertexAttribArray(t);this.gl.lastAttribCount=e,this.gl.useProgram(this.program)},u.dispose=function(){for(var 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w=c[y];if(w.type.indexOf(\"mat\")>=0){for(var T=0|w.type.charAt(w.type.length-1),k=new Array(T),A=0;A<T;++A)k[A]=_.length,b.push(w.name+\"[\"+A+\"]\"),\"number\"==typeof w.location?_.push(w.location+A):Array.isArray(w.location)&&w.location.length===T&&\"number\"==typeof w.location[A]?_.push(0|w.location[A]):_.push(-1);x.push({name:w.name,type:w.type,locations:k})}else x.push({name:w.name,type:w.type,locations:[_.length]}),b.push(w.name),\"number\"==typeof w.location?_.push(0|w.location):_.push(-1)}var M=0;for(y=0;y<_.length;++y)if(_[y]<0){for(;_.indexOf(M)>=0;)M+=1;_[y]=M}var S=new Array(r.length);function E(){h.program=o.program(p,h._vref,h._fref,b,_);for(var t=0;t<r.length;++t)S[t]=p.getUniformLocation(h.program,r[t].name)}E(),h._relink=E,h.types={uniforms:a(r),attributes:a(c)},h.attributes=i(p,h,x,_),Object.defineProperty(h,\"uniforms\",n(p,h,r,S))},e.exports=function(t,e,r,n,i){var a=new c(t);return 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h=c,p=u,d=0;d<3;++d)i&&i[d]<0?(h[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(h[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);f[0]=e.drawingBufferWidth,f[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,h,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=f;for(d=0;d<3;++d)n.uniforms.lineWidth=this.lineWidth[d]*this.pixelRatio,this.enabled[d]&&(r.draw(e.TRIANGLES,6,6*d),this.drawSides[d]&&r.draw(e.TRIANGLES,12,18+12*d));r.unbind()},l.update=function(t){t&&(\"bounds\"in t&&(this.bounds=t.bounds),\"position\"in t&&(this.position=t.position),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"colors\"in t&&(this.colors=t.colors),\"enabled\"in t&&(this.enabled=t.enabled),\"drawSides\"in t&&(this.drawSides=t.drawSides))},l.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders/index\":140,\"gl-buffer\":78,\"gl-vao\":150}],142:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},{glslify:231}],143:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=t(\"gl-vec4\"),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++)o=Math.max(o,n.length(l[c]));var u=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,c=[],u=[],f=[],h=[],p=[],d=[],g=0,m=0,v=i.create(),y=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),m=n.length(_)/a,v=i.create(),n.copy(v,_),v[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;c.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(y,v,v,v,y,y),d.push(g,m,m,m,g,g);var A=c.length;u.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=y;y=v,v=S;var E=g;g=m,m=E}return{positions:c,cells:u,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<u.length;s++){var g=u[s],m=f.length;f=f.concat(g.positions),p=p.concat(g.vectors),d=d.concat(g.vertexIntensity);for(c=0;c<g.cells.length;c++){var v=g.cells[c],y=[];h.push(y);for(var x=0;x<v.length;x++)y.push(v[x]+m)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}},s=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},l=function(t,e,r){return t<e?e:t>r?r:t},c=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};e.exports=function(t,e){var r=t.startingPositions,i=t.maxLength||1e3,u=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,o=t[0],c=t[1],u=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=s(a[0],o),g=s(a[1],c),m=s(a[2],u),v=d+1,y=g+1,x=m+1;if(d=l(d,0,f-1),v=l(v,0,f-1),g=l(g,0,h-1),y=l(y,0,h-1),m=l(m,0,p-1),x=l(x,0,p-1),d<0||g<0||m<0||v>f-1||y>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][v],E=a[1][g],L=a[1][y],C=a[2][m],P=(o-M)/(S-M),I=(c-E)/(L-E),O=(u-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(I)||(I=.5),isFinite(O)||(O=.5),r.reversedX&&(d=f-1-d,v=f-1-v),r.reversedY&&(g=h-1-g,y=h-1-y),r.reversedZ&&(m=p-1-m,x=p-1-x),r.filled){case 5:k=m,A=x,w=g*p,T=y*p,b=d*p*h,_=v*p*h;break;case 4:k=m,A=x,b=d*p,_=v*p,w=g*p*f,T=y*p*f;break;case 3:w=g,T=y,k=m*h,A=x*h,b=d*h*p,_=v*h*p;break;case 2:w=g,T=y,b=d*h,_=v*h,k=m*h*f,A=x*h*f;break;case 1:b=d,_=v,k=m*f,A=x*f,w=g*f*p,T=y*f*p;break;default:b=d,_=v,w=g*f,T=y*f,k=m*f*h,A=x*f*h}var z=i[b+w+k],D=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),H=n.create(),q=n.create(),G=n.create();n.lerp(V,z,B,P),n.lerp(H,D,N,P),n.lerp(q,R,j,P),n.lerp(G,F,U,P);var Y=n.create(),W=n.create();n.lerp(Y,V,q,I),n.lerp(W,H,G,I);var X=n.create();return n.lerp(X,Y,W,O),X}(e,t,p)},g=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},m=[],v=e[0][0],y=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<v||e>b||r<y||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/i,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,l=0;l<s;l++){var u=t[l],f=u[0],h=u[1],p=u[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=c(e),g=c(r),m=c(n),v=Math.min(d,g,m);return isFinite(v)?v:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],I=[],O=d(C),z=C;I.push(O);var D=[],R=g(C,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),m.push({points:P,velocities:I,divergences:D});for(var B=0;B<100*i&&P.length<i&&T(C);){B++;var N=n.clone(O),j=n.squaredLength(N);if(0===j)break;if(j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),O=d(N),n.squaredDistance(z,N)-A>-1e-4*A){P.push(N),z=N,I.push(O);R=g(N,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F)}C=N}}var U=o(m,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*u*M/S),U};var u=t(\"./lib/shaders\"),f=t(\"gl-cone3d\").createMesh;e.exports.createTubeMesh=function(t,e){return f(t,e,{shaders:u,traceType:\"streamtube\"})}},{\"./lib/shaders\":142,\"gl-cone3d\":79,\"gl-vec3\":169,\"gl-vec4\":205}],144:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color \\u2014 in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);r.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},r.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},{\"gl-shader\":132,glslify:231}],145:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=y(e),n=b(e),s=x(e),l=_(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:40,offset:0},{buffer:c,size:3,stride:40,offset:16},{buffer:c,size:3,stride:40,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),g=o(e,1,256,e.RGBA,e.UNSIGNED_BYTE);g.minFilter=e.LINEAR,g.magFilter=e.LINEAR;var m=new M(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,g,s,l,f,h,p,d,[0,0,0]),v={levels:[[],[],[]]};for(var w in t)v[w]=t[w];return v.colormap=v.colormap||\"jet\",m.update(v),m};var n=t(\"bit-twiddle\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"typedarray-pool\"),l=t(\"colormap\"),c=t(\"ndarray-ops\"),u=t(\"ndarray-pack\"),f=t(\"ndarray\"),h=t(\"surface-nets\"),p=t(\"gl-mat4/multiply\"),d=t(\"gl-mat4/invert\"),g=t(\"binary-search-bounds\"),m=t(\"ndarray-gradient\"),v=t(\"./lib/shaders\"),y=v.createShader,x=v.createContourShader,b=v.createPickShader,_=v.createPickContourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],T=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],k=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function A(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=k[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();function M(t,e,r,n,i,a,o,l,c,u,h,p,d,g,m){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=m,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new A([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=g,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var S=M.prototype;S.genColormap=function(t,e){var r=!1,n=u([l({colormap:t,nshades:256,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return c.divseq(n,255),this.hasAlphaScale=r,n},S.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},S.isOpaque=function(){return!this.isTransparent()},S.pickSlots=1,S.setPickBase=function(t){this.pickId=t};var E=[0,0,0],L={showSurface:!1,showContour:!1,projections:[w.slice(),w.slice(),w.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function C(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||E,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=L.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=L.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return L.showSurface=o,L.showContour=s,L}var P={model:w,view:w,projection:w,inverseModel:w.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},I=w.slice(),O=[1,0,0,0,1,0,0,0,1];function z(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=P;n.model=t.model||w,n.view=t.view||w,n.projection=t.projection||w,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=O,n.vertexColor=this.vertexColor;var s=I;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=C(n,this);if(u.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=k[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=u.projections[i],f.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=k[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var g=0;g<this.contourLevels[o].length;++g)g===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==g&&g-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][g]&&(f.uniforms.height=this.contourLevels[o][g],h.draw(r.LINES,this._contourCounts[o][g],this._contourOffsets[o][g]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=k[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=u.projections[o],f.uniforms.clipBounds=u.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}S.draw=function(t){return z.call(this,t,!1)},S.drawTransparent=function(t){return z.call(this,t,!0)};var D={model:w,view:w,projection:w,inverseModel:w,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function R(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function F(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function B(t){if(Array.isArray(t)){if(Array.isArray(t))return[F(t[0]),F(t[1]),F(t[2])];var e=F(t);return[e.slice(),e.slice(),e.slice()]}}S.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=D;r.model=t.model||w,r.view=t.view||w,r.projection=t.projection||w,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=O;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=C(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=k[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=k[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},S.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var f=u?a:1-a,h=0;h<2;++h)for(var p=i+u,d=s+h,m=f*(h?l:1-l),v=0;v<3;++v)c[v]+=this._field[v].get(p,d)*m;for(var y=this._pickResult.level,x=0;x<3;++x)if(y[x]=g.le(this.contourLevels[x],c[x]),y[x]<0)this.contourLevels[x].length>0&&(y[x]=0);else if(y[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][y[x]],_=this.contourLevels[x][y[x]+1];Math.abs(b-c[x])>Math.abs(_-c[x])&&(y[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],v=0;v<3;++v)r.dataCoordinate[v]=this._field[v].get(r.index[0],r.index[1]);return r},S.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},S.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=R(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=R(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=R(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=B(t.contourColor)),\"contourProject\"in t&&(this.contourProject=R(t.contourProject,(function(t){return R(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=B(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=R(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=R(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var c=l[o];for(v=0;v<2;++v)if(c.shape[v]!==a[v])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],c)}}else if(t.ticks){var u=t.ticks;if(!Array.isArray(u)||2!==u.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=u[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var g=[0,0];g[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],g,0)}this._field[0].set(0,0,0);for(var v=0;v<a[0];++v)this._field[0].set(v+1,0,v);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),v=0;v<a[1];++v)this._field[1].set(0,v+1,v);this._field[1].set(0,a[1]+1,a[1]-1)}var y=this._field,x=f(s.mallocFloat(3*y[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)m(x.pick(o),y[o],\"mirror\");var b=f(s.mallocFloat(3*y[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(v=0;v<a[1]+2;++v){var _=x.get(0,o,v,0),w=x.get(0,o,v,1),k=x.get(1,o,v,0),A=x.get(1,o,v,1),M=x.get(2,o,v,0),S=x.get(2,o,v,1),E=k*S-A*M,L=M*w-S*_,C=_*A-w*k,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,v,0,E*P),b.set(o,v,1,L*P),b.set(o,v,2,C*P)}s.free(x.data);var I=[1/0,1/0,1/0],O=[-1/0,-1/0,-1/0],z=1/0,D=-1/0,F=(a[0]-1)*(a[1]-1)*6,N=s.mallocFloat(n.nextPow2(10*F)),j=0,U=0;for(o=0;o<a[0]-1;++o)t:for(v=0;v<a[1]-1;++v){for(var V=0;V<2;++V)for(var H=0;H<2;++H)for(var q=0;q<3;++q){var G=this._field[q].get(1+o+V,1+v+H);if(isNaN(G)||!isFinite(G))continue t}for(q=0;q<6;++q){var Y=o+T[q][0],W=v+T[q][1],X=this._field[0].get(Y+1,W+1),Z=this._field[1].get(Y+1,W+1);G=this._field[2].get(Y+1,W+1),E=b.get(Y+1,W+1,0),L=b.get(Y+1,W+1,1),C=b.get(Y+1,W+1,2),t.intensity&&(J=t.intensity.get(Y,W));var J=t.intensity?t.intensity.get(Y,W):G+this.objectOffset[2];N[j++]=Y,N[j++]=W,N[j++]=X,N[j++]=Z,N[j++]=G,N[j++]=0,N[j++]=J,N[j++]=E,N[j++]=L,N[j++]=C,I[0]=Math.min(I[0],X+this.objectOffset[0]),I[1]=Math.min(I[1],Z+this.objectOffset[1]),I[2]=Math.min(I[2],G+this.objectOffset[2]),z=Math.min(z,J),O[0]=Math.max(O[0],X+this.objectOffset[0]),O[1]=Math.max(O[1],Z+this.objectOffset[1]),O[2]=Math.max(O[2],G+this.objectOffset[2]),D=Math.max(D,J),U+=1}}for(t.intensityBounds&&(z=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<j;o+=10)N[o]=(N[o]-z)/(D-z);this._vertexCount=U,this._coordinateBuffer.update(N.subarray(0,j)),s.freeFloat(N),s.free(b.data),this.bounds=[I,O],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===z&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[z,D]}if(\"levels\"in t){var K=t.levels;for(K=Array.isArray(K[0])?K.slice():[[],[],K],o=0;o<3;++o)K[o]=K[o].slice(),K[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(v=0;v<K[o].length;++v)K[o][v]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(K[o].length!==this.contourLevels[o].length){r=!0;break}for(v=0;v<K[o].length;++v)if(K[o][v]!==this.contourLevels[o][v]){r=!0;break t}}this.contourLevels=K}if(r){y=this._field,a=this.shape;for(var Q=[],$=0;$<3;++$){var tt=this.contourLevels[$],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[$],tt[o]);et.push(Q.length/5|0),U=0;t:for(v=0;v<it.cells.length;++v){var at=it.cells[v];for(q=0;q<2;++q){var ot=it.positions[at[q]],st=ot[0],lt=0|Math.floor(st),ct=st-lt,ut=ot[1],ft=0|Math.floor(ut),ht=ut-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var gt=($+dt+1)%3;for(V=0;V<2;++V){var mt=V?ct:1-ct;for(Y=0|Math.min(Math.max(lt+V,0),a[0]),H=0;H<2;++H){var vt=H?ht:1-ht;if(W=0|Math.min(Math.max(ft+H,0),a[1]),G=dt<2?this._field[gt].get(Y,W):(this.intensity.get(Y,W)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var yt=mt*vt;nt[dt]+=yt*G}}}if(pt){if(q>0){for(var xt=0;xt<5;++xt)Q.pop();U-=1}continue t}Q.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[$]=et,this._contourCounts[$]=rt}var bt=s.mallocFloat(Q.length);for(o=0;o<Q.length;++o)bt[o]=Q[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},S.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},S.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],f=this._field[l],p=this._field[c],d=h(u,r[o]),g=d.cells,m=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<g.length;++e)for(var v=g[e],y=0;y<2;++y){var x=m[v[y]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,I=T*L,O=T*E,z=C*f.get(_,M)+P*f.get(_,S)+I*f.get(w,M)+O*f.get(w,S),D=C*p.get(_,M)+P*p.get(_,S)+I*p.get(w,M)+O*p.get(w,S);if(isNaN(z)||isNaN(D)){y&&(n-=1);break}a[2*n+0]=z,a[2*n+1]=D,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},{\"./lib/shaders\":144,\"binary-search-bounds\":31,\"bit-twiddle\":32,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,\"ndarray-gradient\":252,\"ndarray-ops\":254,\"ndarray-pack\":255,\"surface-nets\":302,\"typedarray-pool\":308}],146:[function(t,e,r){\"use strict\";var n=t(\"ndarray\"),i=t(\"ndarray-ops\"),a=t(\"typedarray-pool\");e.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");o||c(t);if(\"number\"==typeof arguments[1])return v(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return v(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return y(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return x(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var f=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function p(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var d=p.prototype;function g(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function m(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function v(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new p(t,o,e,r,n,i)}function y(t,e,r,n,i,a){var o=m(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new p(t,o,r,n,i,a)}function x(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=g(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var u,h,d=0;if(2===o.length)d=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])d=t.ALPHA;else if(2===o[2])d=t.LUMINANCE_ALPHA;else if(3===o[2])d=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");d=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var v=e.size;if(l)u=0===e.offset&&e.data.length===v?e.data:e.data.subarray(e.offset,e.offset+v);else{var y=[o[2],o[2]*o[0],1];h=a.malloc(v,r);var x=n(h,o,y,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):f(x,e),u=h.subarray(0,v)}var b=m(t);return t.texImage2D(t.TEXTURE_2D,0,d,o[0],o[1],0,d,c,u),l||a.free(h),new p(t,b,o[0],o[1],d,c)}Object.defineProperties(d,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var 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-       "/*!\n",
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-       " * @license  MIT\n",
-       " */\n",
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l=0;l<3;++l){for(var c=0,f=0;f<3;++f)c+=r[l+4*f]*i[f];r[12+l]=-c}},h.getMatrix=function(t,e){this.recalcMatrix(t);var r=this.computedMatrix;if(e){for(var n=0;n<16;++n)e[n]=r[n];return e}return r},h.idle=function(t){this.center.idle(t),this.radius.idle(t),this.rotation.idle(t)},h.flush=function(t){this.center.flush(t),this.radius.flush(t),this.rotation.flush(t)},h.pan=function(t,e,r,n){e=e||0,r=r||0,n=n||0,this.recalcMatrix(t);var i=this.computedMatrix,a=i[1],o=i[5],s=i[9],c=l(a,o,s);a/=c,o/=c,s/=c;var u=i[0],f=i[4],h=i[8],p=u*a+f*o+h*s,d=l(u-=a*p,f-=o*p,h-=s*p);u/=d,f/=d,h/=d;var g=i[2],m=i[6],v=i[10],y=g*a+m*o+v*s,x=g*u+m*f+v*h,b=l(g-=y*a+x*u,m-=y*o+x*f,v-=y*s+x*h);g/=b,m/=b,v/=b;var _=u*e+a*r,w=f*e+o*r,T=h*e+s*r;this.center.move(t,_,w,T);var k=Math.exp(this.computedRadius[0]);k=Math.max(1e-4,k+n),this.radius.set(t,Math.log(k))},h.rotate=function(t,e,r,n){this.recalcMatrix(t),e=e||0,r=r||0;var i=this.computedMatrix,a=i[0],o=i[4],s=i[8],u=i[1],f=i[5],h=i[9],p=i[2],d=i[6],g=i[10],m=e*a+r*u,v=e*o+r*f,y=e*s+r*h,x=-(d*y-g*v),b=-(g*m-p*y),_=-(p*v-d*m),w=Math.sqrt(Math.max(0,1-Math.pow(x,2)-Math.pow(b,2)-Math.pow(_,2))),T=c(x,b,_,w);T>1e-6?(x/=T,b/=T,_/=T,w/=T):(x=b=_=0,w=1);var k=this.computedRotation,A=k[0],M=k[1],S=k[2],E=k[3],L=A*w+E*x+M*_-S*b,C=M*w+E*b+S*x-A*_,P=S*w+E*_+A*b-M*x,I=E*w-A*x-M*b-S*_;if(n){x=p,b=d,_=g;var O=Math.sin(n)/l(x,b,_);x*=O,b*=O,_*=O,I=I*(w=Math.cos(e))-(L=L*w+I*x+C*_-P*b)*x-(C=C*w+I*b+P*x-L*_)*b-(P=P*w+I*_+L*b-C*x)*_}var z=c(L,C,P,I);z>1e-6?(L/=z,C/=z,P/=z,I/=z):(L=C=P=0,I=1),this.rotation.set(t,L,C,P,I)},h.lookAt=function(t,e,r,n){this.recalcMatrix(t),r=r||this.computedCenter,e=e||this.computedEye,n=n||this.computedUp;var a=this.computedMatrix;i(a,e,r,n);var o=this.computedRotation;s(o,a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10]),u(o,o),this.rotation.set(t,o[0],o[1],o[2],o[3]);for(var l=0,c=0;c<3;++c)l+=Math.pow(r[c]-e[c],2);this.radius.set(t,.5*Math.log(Math.max(l,1e-6))),this.center.set(t,r[0],r[1],r[2])},h.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},h.setMatrix=function(t,e){var r=this.computedRotation;s(r,e[0],e[1],e[2],e[4],e[5],e[6],e[8],e[9],e[10]),u(r,r),this.rotation.set(t,r[0],r[1],r[2],r[3]);var n=this.computedMatrix;o(n,e);var i=n[15];if(Math.abs(i)>1e-6){var a=n[12]/i,l=n[13]/i,c=n[14]/i;this.recalcMatrix(t);var f=Math.exp(this.computedRadius[0]);this.center.set(t,a-n[2]*f,l-n[6]*f,c-n[10]*f),this.radius.idle(t)}else this.center.idle(t),this.radius.idle(t)},h.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},h.setDistanceLimits=function(t,e){t=t>0?Math.log(t):-1/0,e=e>0?Math.log(e):1/0,e=Math.max(e,t),this.radius.bounds[0][0]=t,this.radius.bounds[1][0]=e},h.getDistanceLimits=function(t){var e=this.radius.bounds;return 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-       "/*!\n",
-       " * pad-left <https://github.com/jonschlinkert/pad-left>\n",
-       " *\n",
-       " * Copyright (c) 2014-2015, Jon Schlinkert.\n",
-       " * Licensed under the MIT license.\n",
-       " */\n",
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o=(a+2)%3;e||(this.recalcMatrix(t),e=this.computedMatrix);var s=e[a],l=e[a+4],f=e[a+8];if(n){var h=Math.abs(s),p=Math.abs(l),d=Math.abs(f),g=Math.max(h,p,d);h===g?(s=s<0?-1:1,l=f=0):d===g?(f=f<0?-1:1,s=l=0):(l=l<0?-1:1,s=f=0)}else{var m=c(s,l,f);s/=m,l/=m,f/=m}var v,y,x=e[o],b=e[o+4],_=e[o+8],w=x*s+b*l+_*f,T=c(x-=s*w,b-=l*w,_-=f*w),k=l*(_/=T)-f*(b/=T),A=f*(x/=T)-s*_,M=s*b-l*x,S=c(k,A,M);if(k/=S,A/=S,M/=S,this.center.jump(t,q,G,Y),this.radius.idle(t),this.up.jump(t,s,l,f),this.right.jump(t,x,b,_),2===a){var E=e[1],L=e[5],C=e[9],P=E*x+L*b+C*_,I=E*k+L*A+C*M;v=R<0?-Math.PI/2:Math.PI/2,y=Math.atan2(I,P)}else{var O=e[2],z=e[6],D=e[10],R=O*s+z*l+D*f,F=O*x+z*b+D*_,B=O*k+z*A+D*M;v=Math.asin(u(R)),y=Math.atan2(B,F)}this.angle.jump(t,y,v),this.recalcMatrix(t);var N=e[2],j=e[6],U=e[10],V=this.computedMatrix;i(V,e);var H=V[15],q=V[12]/H,G=V[13]/H,Y=V[14]/H,W=Math.exp(this.computedRadius[0]);this.center.jump(t,q-N*W,G-j*W,Y-U*W)},p.lastT=function(){return Math.max(this.center.lastT(),this.up.lastT(),this.right.lastT(),this.radius.lastT(),this.angle.lastT())},p.idle=function(t){this.center.idle(t),this.up.idle(t),this.right.idle(t),this.radius.idle(t),this.angle.idle(t)},p.flush=function(t){this.center.flush(t),this.up.flush(t),this.right.flush(t),this.radius.flush(t),this.angle.flush(t)},p.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},p.lookAt=function(t,e,r,n){this.recalcMatrix(t),e=e||this.computedEye,r=r||this.computedCenter;var i=(n=n||this.computedUp)[0],a=n[1],o=n[2],s=c(i,a,o);if(!(s<1e-6)){i/=s,a/=s,o/=s;var l=e[0]-r[0],f=e[1]-r[1],h=e[2]-r[2],p=c(l,f,h);if(!(p<1e-6)){l/=p,f/=p,h/=p;var d=this.computedRight,g=d[0],m=d[1],v=d[2],y=i*g+a*m+o*v,x=c(g-=y*i,m-=y*a,v-=y*o);if(!(x<.01&&(x=c(g=a*h-o*f,m=o*l-i*h,v=i*f-a*l))<1e-6)){g/=x,m/=x,v/=x,this.up.set(t,i,a,o),this.right.set(t,g,m,v),this.center.set(t,r[0],r[1],r[2]),this.radius.set(t,Math.log(p));var b=a*v-o*m,_=o*g-i*v,w=i*m-a*g,T=c(b,_,w),k=i*l+a*f+o*h,A=g*l+m*f+v*h,M=(b/=T)*l+(_/=T)*f+(w/=T)*h,S=Math.asin(u(k)),E=Math.atan2(M,A),L=this.angle._state,C=L[L.length-1],P=L[L.length-2];C%=2*Math.PI;var I=Math.abs(C+2*Math.PI-E),O=Math.abs(C-E),z=Math.abs(C-2*Math.PI-E);I<O&&(C+=2*Math.PI),z<O&&(C-=2*Math.PI),this.angle.jump(this.angle.lastT(),C,P),this.angle.set(t,E,S)}}}}},{\"filtered-vector\":68,\"gl-mat4/invert\":98,\"gl-mat4/rotate\":103,\"gl-vec3/cross\":157,\"gl-vec3/dot\":162,\"gl-vec3/normalize\":179}],306:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var i=t*e,a=n*t,o=a-(a-t),s=t-o,l=n*e,c=l-(l-e),u=e-c,f=s*u-(i-o*c-s*c-o*u);if(r)return r[0]=f,r[1]=i,r;return[f,i]};var n=+(Math.pow(2,27)+1)},{}],307:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var n=t+e,i=n-t,a=e-i,o=t-(n-i);if(r)return r[0]=o+a,r[1]=n,r;return[o+a,n]}},{}],308:[function(t,e,r){(function(e){(function(){\"use strict\";var 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null},r.mallocArrayBuffer=p,r.mallocUint8=d,r.mallocUint16=g,r.mallocUint32=m,r.mallocInt8=v,r.mallocInt16=y,r.mallocInt32=x,r.mallocFloat32=r.mallocFloat=b,r.mallocFloat64=r.mallocDouble=_,r.mallocUint8Clamped=w,r.mallocBigUint64=T,r.mallocBigInt64=k,r.mallocDataView=A,r.mallocBuffer=M,r.clearCache=function(){for(var t=0;t<32;++t)c.UINT8[t].length=0,c.UINT16[t].length=0,c.UINT32[t].length=0,c.INT8[t].length=0,c.INT16[t].length=0,c.INT32[t].length=0,c.FLOAT[t].length=0,c.DOUBLE[t].length=0,c.BIGUINT64[t].length=0,c.BIGINT64[t].length=0,c.UINT8C[t].length=0,u[t].length=0,f[t].length=0}}).call(this)}).call(this,void 0!==n?n:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"bit-twiddle\":32,buffer:3,dup:65}],309:[function(t,e,r){\"use strict\";function n(t){this.roots=new Array(t),this.ranks=new Array(t);for(var e=0;e<t;++e)this.roots[e]=e,this.ranks[e]=0}e.exports=n;var i=n.prototype;Object.defineProperty(i,\"length\",{get:function(){return this.roots.length}}),i.makeSet=function(){var t=this.roots.length;return this.roots.push(t),this.ranks.push(0),t},i.find=function(t){for(var e=t,r=this.roots;r[t]!==t;)t=r[t];for(;r[e]!==t;){var n=r[e];r[e]=t,e=n}return t},i.link=function(t,e){var r=this.find(t),n=this.find(e);if(r!==n){var i=this.ranks,a=this.roots,o=i[r],s=i[n];o<s?a[r]=n:s<o?a[n]=r:(a[n]=r,++i[r])}}},{}],310:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){return 0===t.length?t:e?(r||t.sort(e),function(t,e){for(var r=1,n=t.length,i=t[0],a=t[0],o=1;o<n;++o)if(a=i,e(i=t[o],a)){if(o===r){r++;continue}t[r++]=i}return t.length=r,t}(t,e)):(r||t.sort(),function(t){for(var e=1,r=t.length,n=t[0],i=t[0],a=1;a<r;++a,i=n)if(i=n,(n=t[a])!==i){if(a===e){e++;continue}t[e++]=n}return t.length=e,t}(t))}},{}],311:[function(t,e,r){\"use strict\";e.exports=function(t,e){\"object\"==typeof e&&null!==e||(e={});return n(t,e.canvas||i,e.context||a,e)};var n=t(\"./lib/vtext\"),i=null,a=null;\"undefined\"!=typeof 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n=t(\"surface-nets\"),i=t(\"ndarray\"),a=t(\"simplify-planar-graph\"),o=t(\"clean-pslg\"),s=t(\"cdt2d\"),l=t(\"planar-graph-to-polyline\");function c(t,e,r,n){for(var i=\"<\"+t+\">\",a=\"</\"+t+\">\",o=i.length,s=a.length,l=\"+\"===e[0]||\"-\"===e[0],c=0,u=-s;c>-1&&-1!==(c=r.indexOf(i,c))&&-1!==(u=r.indexOf(a,c+o))&&!(u<=c);){for(var f=c;f<u+s;++f)if(f<c+o||f>=u)n[f]=null,r=r.substr(0,f)+\" \"+r.substr(f+1);else if(null!==n[f]){var h=n[f].indexOf(e[0]);-1===h?n[f]+=e:l&&(n[f]=n[f].substr(0,h+1)+(1+parseInt(n[f][h+1]))+n[f].substr(h+2))}var p=c+o,d=r.substr(p,u-p).indexOf(i);c=-1!==d?d:u+s}return n}function u(t,e){var r=n(t,128);return e?a(r.cells,r.positions,.25):{edges:r.cells,positions:r.positions}}function f(t,e,r,n){var i=u(t,n),a=function(t,e,r){for(var n=e.textAlign||\"start\",i=e.textBaseline||\"alphabetic\",a=[1<<30,1<<30],o=[0,0],s=t.length,l=0;l<s;++l)for(var c=t[l],u=0;u<2;++u)a[u]=0|Math.min(a[u],c[u]),o[u]=0|Math.max(o[u],c[u]);var 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-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "fig = px.scatter_mapbox(g, lat=\"lats\", lon=\"lngs\",     color=\"size\", size=\"size\",\n",
     "                        size_max=10, zoom=5, mapbox_style=\"carto-positron\", height=720)\n",
@@ -2915,7 +1396,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 37,
+   "execution_count": null,
    "id": "e31119ac-ae14-44ba-bbb8-b40cbf90bf16",
    "metadata": {},
    "outputs": [],
@@ -2948,7 +1429,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.7"
+   "version": "3.12.4"
   }
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diff --git a/pycampana/pycampana_report_2024.ipynb b/pycampana/pycampana_report_2024.ipynb
new file mode 100644
index 0000000..bd901e1
--- /dev/null
+++ b/pycampana/pycampana_report_2024.ipynb
@@ -0,0 +1,276 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "eafb1160-3ab0-4215-9874-48eebc91898b",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "from wordcloud import WordCloud, STOPWORDS\n",
+    "import matplotlib.pyplot as plt\n",
+    "from collections import Counter"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "633b12ee-bc6e-480e-9d26-f4b3e52f0fd0",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "fname = \"PyCampAna 2024 (Responses) - Form Responses 1.csv\"\n",
+    "df = pd.read_csv(fname)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "id": "977fcb91-ae0a-464f-96a0-8c52bba9c932",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "def word_c(col_name, replacements={}, exclude=[], show_counter=False):\n",
+    "    col = df[col_name].fillna(\"\").str.strip().str.lower()\n",
+    "    if replacements:\n",
+    "        for k,v in replacements.items():\n",
+    "            col = col.str.replace(k,v)\n",
+    "    show_counter and print(col.value_counts())\n",
+    "    words_count = Counter(map(str.strip, (col.str.cat(sep=\",\").split(\",\"))))\n",
+    "    all_words = col.str.cat(sep=\" \")\n",
+    "    stopwords = STOPWORDS.union([\"de\", \"el\", \"del\", \"la\", \"en\", \"las\", \"que\", \"y\", \"muy\", \"un\"])\n",
+    "    wordcloud = WordCloud(width = 720, height = 720,\n",
+    "                background_color ='white',\n",
+    "                stopwords = stopwords.union(exclude),\n",
+    "                min_font_size = 10).generate(all_words)\n",
+    "\n",
+    "    # plot the WordCloud image                      \n",
+    "    plt.figure(figsize = (8, 8), facecolor = None)\n",
+    "    plt.imshow(wordcloud)\n",
+    "    plt.axis(\"off\")\n",
+    "    plt.tight_layout(pad = 0)\n",
+    "\n",
+    "    plt.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "49decfab-e7fb-4c8b-8f81-ebb38f145a96",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Promedios"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "11bdff0b-7bdb-4546-aa7e-0376b39892ec",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "* ¿Cuántos kilómetros hiciste para llegar?\t**947.21** (808.83)\n",
+    "* ¿Cuántas veces te bañaste?\t**3.5** (3.52)\n",
+    "* ¿A cuántos PyCamp fuiste? (contando el actual)?\t**3.675** (3.38)\n",
+    "* ¿En cuántos proyectos participaste en este PyCamp?\t**2.15** (2.1)\n",
+    "* ¿Qué nota le pondrías a la comida?\t**8.35** (8.6)\n",
+    "* ¿Qué nota le pondrías a los dormitorios?\t**5.95** (7.25)\n",
+    "* ¿Qué nota le pondrías a Internet?\t**4.425** (4.12)\n",
+    "* ¿Qué nota le pondrías al lugar?\t**7.875** (8.45)\n",
+    "* Tu edad\t**32.95** (32)\n",
+    "* ¿Tenés hijes?\t**0.31** (0.45)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "f80c4041-6217-4094-b66c-69f3ea652cfd",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# Dónde debería ser el próximo PyCamp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "5d47a5d9-3eb5-43be-8516-faa136867383",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Dónde te gustaría que se haga un PyCamp?', \n",
+    "   replacements={'cordoba': \"córdoba\", 'jesús mario': \"jesus maria\"}\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a48df15a-54fc-492a-9467-55f3803e2552",
+   "metadata": {},
+   "source": [
+    "# Nivel de manejo de Python de los PyCampistas"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "6324a4f0-7cf4-4344-8dd2-b4aa09abdc73",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\n",
+    "    '¿Cómo describirías tu nivel de manejo de Python?', \n",
+    "    replacements={\"basico\":\"básico\", \"avanzaso\":\"avanzado\"}, \n",
+    "    exclude=[\"si\", \"sin\", \"al\", ]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c5c07e13-c79d-4454-b530-d8d57eb2d1e5",
+   "metadata": {},
+   "source": [
+    "# Feedback"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "id": "4cf210b9-6707-4a68-aecd-6a1fd0220a33",
+   "metadata": {
+    "jupyter": {
+     "source_hidden": true
+    },
+    "scrolled": true,
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "word_c(\"¿Querés dejar algún otro feedback?\", replacements={\"ek\":\"el\"}, exclude=[\"son\", \"así\", \"otra\", \"lo\", \"pre\", \"mas\", \"se\", \"es\", \"les\", \"por\", \"si\", \"los\", \"las\", \"para\", \"ya\", \"con\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "06fbb85d-0af8-4ef4-bb74-6d094168bfaf",
+   "metadata": {},
+   "source": [
+    "# Místico"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "3e823782-bc97-447b-bf77-4bc758543e32",
+   "metadata": {
+    "tags": []
+   },
+   "source": [
+    "# ¿Cuánto se bañan por cada signo?\n",
+    "* Escorpión    **4.5**\n",
+    "* Piscis       **4.4**\n",
+    "* Cáncer       **4.0**\n",
+    "* Virgo        **3.5**\n",
+    "* Aries        **3.3**\n",
+    "* Géminis      **3.3**\n",
+    "* Leo          **3.2**\n",
+    "* Libra        **3.2**\n",
+    "* Sagitario    **3.0**\n",
+    "* Tauro        **3.0**\n",
+    "* Acuario      **2.5**"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7d4872a9-1918-4c49-877f-32077d315d50",
+   "metadata": {},
+   "source": [
+    "* Fuerte influencia de *Tauro* en la comunidad\n",
+    "* Hay que trabajar en términos de inclusión (astral) para aumentar el federalismo astral de Aries y Leo\n",
+    "* Los de Tauro y los Leo usan mucho Python en el laburo, pero los de Piscis poco\n",
+    "* Los Gallos (en el Chino) podrían revisar sus desiciones higiénicas, ahora los Rata podrían ahorrar agua\n",
+    "* Tigres y Mono programando mucho Python (atenti para recruiting)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.12.4"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}

From c22839aee2935883cf8606a309c63c3bf99320b5 Mon Sep 17 00:00:00 2001
From: Carlos de la Torre <cmdelatorre@gmail.com>
Date: Sun, 23 Jun 2024 14:04:33 -0300
Subject: [PATCH 3/3] Stats for the PyCamp 2024

---
 pycampana/general_experiments.ipynb   | 107 +++++++++++++++++---------
 pycampana/pycampana_report_2023.ipynb |   2 +-
 pycampana/pycampana_report_2024.ipynb |  25 +++---
 3 files changed, 81 insertions(+), 53 deletions(-)

diff --git a/pycampana/general_experiments.ipynb b/pycampana/general_experiments.ipynb
index 203814d..60958d5 100644
--- a/pycampana/general_experiments.ipynb
+++ b/pycampana/general_experiments.ipynb
@@ -20,7 +20,7 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "fname = \"/Users/carlos/Downloads/PyCampAna 2024.csv\""
+    "fname = \"PyCampAna 2024 (Responses) - Form Responses 1.csv\""
    ]
   },
   {
@@ -474,14 +474,42 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": null,
+   "id": "5299629a-f28e-44f7-a5be-112bd2bac41c",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
    "id": "2756efb4-dbf0-4843-babd-2887cbf1c3ac",
    "metadata": {
     "tags": []
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "ename": "TypeError",
+     "evalue": "unsupported operand type(s) for +: 'int' and 'str'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[36], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m comments \u001b[38;5;241m=\u001b[39m \u001b[43mdf\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mMencioná cosas de las que más te gustaron\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmean\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/series.py:6549\u001b[0m, in \u001b[0;36mSeries.mean\u001b[0;34m(self, axis, skipna, numeric_only, **kwargs)\u001b[0m\n\u001b[1;32m   6541\u001b[0m \u001b[38;5;129m@doc\u001b[39m(make_doc(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmean\u001b[39m\u001b[38;5;124m\"\u001b[39m, ndim\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1\u001b[39m))\n\u001b[1;32m   6542\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mmean\u001b[39m(\n\u001b[1;32m   6543\u001b[0m     \u001b[38;5;28mself\u001b[39m,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m   6547\u001b[0m     \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs,\n\u001b[1;32m   6548\u001b[0m ):\n\u001b[0;32m-> 6549\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mNDFrame\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmean\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnumeric_only\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/generic.py:12420\u001b[0m, in \u001b[0;36mNDFrame.mean\u001b[0;34m(self, axis, skipna, numeric_only, **kwargs)\u001b[0m\n\u001b[1;32m  12413\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mmean\u001b[39m(\n\u001b[1;32m  12414\u001b[0m     \u001b[38;5;28mself\u001b[39m,\n\u001b[1;32m  12415\u001b[0m     axis: Axis \u001b[38;5;241m|\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m0\u001b[39m,\n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m  12418\u001b[0m     \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs,\n\u001b[1;32m  12419\u001b[0m ) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m Series \u001b[38;5;241m|\u001b[39m \u001b[38;5;28mfloat\u001b[39m:\n\u001b[0;32m> 12420\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_stat_function\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m  12421\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mmean\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnanops\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mnanmean\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnumeric_only\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\n\u001b[1;32m  12422\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/generic.py:12377\u001b[0m, in \u001b[0;36mNDFrame._stat_function\u001b[0;34m(self, name, func, axis, skipna, numeric_only, **kwargs)\u001b[0m\n\u001b[1;32m  12373\u001b[0m nv\u001b[38;5;241m.\u001b[39mvalidate_func(name, (), kwargs)\n\u001b[1;32m  12375\u001b[0m validate_bool_kwarg(skipna, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mskipna\u001b[39m\u001b[38;5;124m\"\u001b[39m, none_allowed\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[0;32m> 12377\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_reduce\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m  12378\u001b[0m \u001b[43m    \u001b[49m\u001b[43mfunc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mname\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mname\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnumeric_only\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mnumeric_only\u001b[49m\n\u001b[1;32m  12379\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/series.py:6457\u001b[0m, in \u001b[0;36mSeries._reduce\u001b[0;34m(self, op, name, axis, skipna, numeric_only, filter_type, **kwds)\u001b[0m\n\u001b[1;32m   6452\u001b[0m     \u001b[38;5;66;03m# GH#47500 - change to TypeError to match other methods\u001b[39;00m\n\u001b[1;32m   6453\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m(\n\u001b[1;32m   6454\u001b[0m         \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSeries.\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mname\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m does not allow \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mkwd_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m=\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnumeric_only\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   6455\u001b[0m         \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mwith non-numeric dtypes.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m   6456\u001b[0m     )\n\u001b[0;32m-> 6457\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mop\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdelegate\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/nanops.py:147\u001b[0m, in \u001b[0;36mbottleneck_switch.__call__.<locals>.f\u001b[0;34m(values, axis, skipna, **kwds)\u001b[0m\n\u001b[1;32m    145\u001b[0m         result \u001b[38;5;241m=\u001b[39m alt(values, axis\u001b[38;5;241m=\u001b[39maxis, skipna\u001b[38;5;241m=\u001b[39mskipna, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwds)\n\u001b[1;32m    146\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[0;32m--> 147\u001b[0m     result \u001b[38;5;241m=\u001b[39m \u001b[43malt\u001b[49m\u001b[43m(\u001b[49m\u001b[43mvalues\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwds\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    149\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m result\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/nanops.py:404\u001b[0m, in \u001b[0;36m_datetimelike_compat.<locals>.new_func\u001b[0;34m(values, axis, skipna, mask, **kwargs)\u001b[0m\n\u001b[1;32m    401\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m datetimelike \u001b[38;5;129;01mand\u001b[39;00m mask \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m    402\u001b[0m     mask \u001b[38;5;241m=\u001b[39m isna(values)\n\u001b[0;32m--> 404\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43mvalues\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mskipna\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mskipna\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmask\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmask\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    406\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m datetimelike:\n\u001b[1;32m    407\u001b[0m     result \u001b[38;5;241m=\u001b[39m _wrap_results(result, orig_values\u001b[38;5;241m.\u001b[39mdtype, fill_value\u001b[38;5;241m=\u001b[39miNaT)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/pandas/core/nanops.py:719\u001b[0m, in \u001b[0;36mnanmean\u001b[0;34m(values, axis, skipna, mask)\u001b[0m\n\u001b[1;32m    716\u001b[0m     dtype_count \u001b[38;5;241m=\u001b[39m dtype\n\u001b[1;32m    718\u001b[0m count \u001b[38;5;241m=\u001b[39m _get_counts(values\u001b[38;5;241m.\u001b[39mshape, mask, axis, dtype\u001b[38;5;241m=\u001b[39mdtype_count)\n\u001b[0;32m--> 719\u001b[0m the_sum \u001b[38;5;241m=\u001b[39m \u001b[43mvalues\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msum\u001b[49m\u001b[43m(\u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdtype_sum\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    720\u001b[0m the_sum \u001b[38;5;241m=\u001b[39m _ensure_numeric(the_sum)\n\u001b[1;32m    722\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m axis \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28mgetattr\u001b[39m(the_sum, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mndim\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m):\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/numpy/_core/_methods.py:52\u001b[0m, in \u001b[0;36m_sum\u001b[0;34m(a, axis, dtype, out, keepdims, initial, where)\u001b[0m\n\u001b[1;32m     50\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_sum\u001b[39m(a, axis\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, dtype\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, out\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m, keepdims\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m,\n\u001b[1;32m     51\u001b[0m          initial\u001b[38;5;241m=\u001b[39m_NoValue, where\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m):\n\u001b[0;32m---> 52\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mumr_sum\u001b[49m\u001b[43m(\u001b[49m\u001b[43ma\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mout\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkeepdims\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43minitial\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwhere\u001b[49m\u001b[43m)\u001b[49m\n",
+      "\u001b[0;31mTypeError\u001b[0m: unsupported operand type(s) for +: 'int' and 'str'"
+     ]
+    }
+   ],
    "source": [
-    "comments = df['Mencioná cosas de las que más te gustaron']"
+    "comments = df['Mencioná cosas de las que más te gustaron'].mean()"
    ]
   },
   {
@@ -524,7 +552,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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rObfePb3RBBCA6OJsbN9+3hb30dE4Otmw7Jqxxs9TZw7g6892UZBXjl5vYNBQf6MjAzB/8TC++nQnBr2B9LTCpk5pgourHW9+dF2TORvjJoXx/GvLePrh1UDtYPnooXgmTulaAYjVPx8iP6/WyfYPdOWdT29oMocnLNyLtz++njuu+4rqajUZaUXs2HyOhUtHtrlvtVrLS0//RXFRJVA7EJ0+e2Crxy1aOpLFy5t3JKVSMVdfP57MjGK2bjgDwOkTl1eocmc9t8MHYtFfzIsZOiKwkSNTxw23TmbLhjOUFFdRWlLF2YhURo1teiJLq9Xz5Uc7jJ/nXDGUJ55rOgd21Ng+fPDlTdx90zdUVaqIOp/B1o1nWXjliCbb98b3TlO0nEklINBBLPKdwO68CLbnniSjOp/N2ceIKIk3aXNz8Dz2F5zj19QdpFblklKVw568CHbmnjK2OVBwnq05x0mszCJHWcTxohjKtdX42tQv+y72mYBKr+GVCz8TVZZKlrKQ08XxHCqIBGrrUFwfOJs/M/ayK+80GdX57Mw9xT8Z+7k5eC6WYI7NseXpfJ+yhSf7X0uYvR+P9buGb5I2EV+R2eh8WkPt0r/OYBrL3JE29ySylUXcd/oTvk7a1OxAuDkMGOjnYP7s0NrMQzwY8XmTA/2mqNbW8E3SZh498xUVmmqLbKsjrTqPiJIE7j/1SZOOTFOcL03mnpMfmrUK0ZDuuL6ufH5h9r74WLt2uipflbaGu058wPqsw806Ms2RWpXLwxFfcKo4vvXGlyBpMJuuVKrJyS6x+BxdTXh/n0YrIaF9vYy/jxxtmmdhbS3H+eJMcsnFAXhLLFo6ssXk85FjQhg8rD70dte2SLPs7ihUNRq2XBzsA9x69/QWxQjcPRyYNW+I8fOWjWfb1f8Hb24iLqZ2knD85L5mreQAZieyz5432Ph73cD/cqAzn1t6ar2THhbe/MBfKpMQFNJAgfViOFtTHNwbQ0F+OVAbRnjPA7OabQvg6eXIyhvr82jX/Ha02ba98b3TFMLKjECXMN9rLDnKYr5O3ECNXsMkt0H8L2ypSa7JBLeBvDr4Nlal7mR12i6kIgn+Nh6sDJxpbCMTSViXeZAcZRFagw4vKxfuCFnARLdBxjYeVs58POIBvkvazNPnv0Gt1+Amd+SagBnGNsv8JiMVSfg5ZdtFmWNn7uhzhVGgwFxas7lKW8OrUb9whfd4o9TyRLdBzPMew2tRv/DV6MewkSj4IXkLf2fsR6WvDSd7IfJHpCIJgbaefDP68Q61uaeQXp3P/0590uSA0UaioJ9DAM5ye2ykCqq1KrKVhaRW5aHU1cbt2kqtmOox1Ky+fk/bwzdJm022ScUShjmFMsAxEGeZHTV6NbnKEk4Ux5KjrP9iuVCWwgMRn/H5yActHkgfyD/PocILRifVRqJgtGs4fex8cJDZotSqSKzM4lBhFCqd2nhcsbqCN6JX88Hwe3vs9XXl8wN4Y0i9wo/OoKdMU0W5poqnz31HXk3HfQHbSq2Y7TWSTdnHjNukYgnh9v6E2fvioXDCVmqFUqcmrSqPo0XRlKrrB+Zag45Xo37j9wnPYWNByKeLqx1Bwe6kptSGoT776O88/OQCho0M6rBr62g8vRuvHjo62hh/9/VvnCxta6uguKgStVqLwdA4/Lghw82Iy580tZ8x/yA6svEEUWcSFZlJVWXt37NCIWXcxLBWjxkyPIANa2snuxLjc6muUmFja3lo8J+/HWH39ov5RCHuPP3ilRarbbWGl7eT8XetRodGo2sUftQb6cznpmmQi2Rl3bzARV3fdeh0+mbbnTqRbPx99Lg+ZiX1z5wziO+/3ANATnYJGWlFRoXBhvTG905TCM6MQCNs5DJs5DKq1ZoOO6dIJOL2kAXcHrLAZPscL9Nck3GuA5qsr1LHeLeBjHdrfRk92Nab14fc0WKbxb4TWOw7odn93495stG2m4PnNloJaclmW6kVq8Y/32j7w31XmHy+LWQBt11ybzrT5u6mWqfi/87/2GggPMAhkJuD5zDKpW+Tym46g56Y8jQO5J/HVmrdZBjhpUSWpvBd8laTbWNc+/Fo+Ao8rRontBowsDM3gk/i1xqFE9Kq8ngvdg0vDrrJkstka0597PRCn3HcFboQ+yZCAkvUFbx04RfOl9Z/aZ0pSSSqLLXVkKXuuL6ufH5NIRGJcZHb4yK3R97Gc7TENQHT2ZpzglEufZnnPZoxrv2bdUw0ei1fJW5ibWZ93Hm5popNWUe5OmCaRf3e+/Acnnvsd7RaPVkZxTzxwG+EhHoyf9Ewps8eiKOTTesn6UKaGlQ1zNdwcGy8vy5232AAvV7fotRuQBODr0sJ7lO/Kl9cVElFudJsBaf2EhuVZfzdP9DNrIF+w2Rsg95AXm5ZozyN1jhxNJHvv6rNa3VwtObVd67Bxqbj5akll+TeGCyV5uqhdOZz8/atf+emJbecH5uWUr+K49nAcbyU+Oj6EP3w/j7NtmuIu6cDzi62xhCy6AuZTToz0PveO03RbmcmNiKVV+74nsc/voERky+vYmWX87W1xNIRA1k6YiBqrY6SaiWlVUqKq5WUVCmNn0uqlZRU1XA8OYPiqraFqAj8d/ktdRfp1fkm25b7T+b+0CXGhPmmkIjEDHIMZpCjeQneBoOBd2L/RG+on/Ua59qf14bchqQZGWwRIuZ4jcTfxp2HIz5Hra+VqtyXf46p+eeYZsFqQh1XBUzlvtDFze53ltvz+pDbuOXYOxSpy43b9+SdbdGZ6a7r66rn11342bjxz6SXcDRDIEEmlvJA3yvJrSnmSGGUcfuJ4jiLnZkRo4N555Mb+PCtzWSk166eJSfm8fmH2/nqk52MHteHeQuHMWFy3w6fhW8LrdUykSvaPsQQiTCrvomzi2nCeVc6M0UNQuUS43OZPeE1i89RUW5ZKGNGWhFvvLgOg96AVCrmhddXtKiA1RLpqYWcOp5MSlI+WZnFVJQpqaysQaXSotFoUasay/ReDnTmc5s8rR+rLybqHz4QR2x0diPxDaiVWK4L6bK2ljNiVPPvxJKSKuPvrm5NCyw0haubvdGZqfvZFL3tvdMU7XZmDIbLx1u/lMv52sxBLpXg6WCHp0Pz/zz3/vIv++Mur8RAgc6lSlvD+qwjJtsmug3if2FXdnhfR4qiyKyunx2zkSh4ov81zQ70G9LfIYDrAmfyU8p247bf0/ZY7Mz42bhxV8gVrbazk1qz2Hc8PzboL6ostcVjuuP6uvL5dSfmODINuTpgqokzk1iR1ULr5hk8LIBvV93Nvl1RrP3zBPEX61/odHqOHU7g2OEEvH2cueWuqcyYM6iVs3UurRUwbKuyW+3BIrMGTpc6TDU1HRdR0Bp1oUrtQattPrzoUiora/i/J/809nv/I3MZOiLQ4j7PRaTx3Re7iY3Obr3xZUhnPrfQvl5MmzWAfbui0esNPHbfLyxePpKBg/1xcralsKCCE0cT2bXtvPGYW++Zjq1d86GGyur6EGS5wvyV6IZhblWVLZdn6E3vnaZotzPTf2QQv5+x3KvtDVzO1yYg0F3szT9LdYO6NxKRmIfCl3VKX5uyjpl8nu01Ehd5y5r7DVnuP5lVabvRXFy9iK/IJLo8jQEO5g8glvpNQio2L858mHMoNHAucmuKW2zfHdfXlc+vN9H/kntWrq3GQMsy8c0hkYiZOXcwM+cOJiUpnx1bzrNnxwWjalVOdglvvvQvxw4n8PSLV3a5HHFXYNAb0Gp0LcrVQm0yd0OsWkjk7misG4R2uXs4MHCI5YU7m5MyvhS93sBrz68lK6P2nbB42ag2KaFt3XiWD9/ebKxELxaL6D/Ij34DfPD2ccLewRpbOysUCilVlSpeeuYvi/voTsxxZjv7uT3+3GJqlBqOHU5Ardby9+/H+fv3443aSaVibrlrGkuvalzaoSE2tgpjMUu1ynxnvUZZ39bWjFXO3vzeEXJmBAQEupSzJUkmn8e7DWiTDHFrGAwGIstMVw2neAxppnXT2EmtGekcxrGiGOO2M8WJFjkzk93N79PDysnkc2ULalrddX1d9fx6G3KxFIVYZhTxMBgMqHQarCTtG1wH9/Hg7gdmccd9Mzh6MJ5VPx0iMT4XgL07o+gT5sk1NzSfR9ebKS2txs29Zee8+BJVNIcuCjEDcHKuzyXwC3DluVc6z6n/5rNdnL6YCD5sRBD3PTLH4nPk5Zbx6XtbjY7M0BGBPPHcombzNfJySttqbrdRVtp62HtnPzeFQsorb1/Nc4//wcljSUgkYqQyCRq1FhtbBT6+zgwbGcQVS4bj49dYJONSXFxtKb0YalZQYL5qZGGDts4ulq0097b3TpucmYeXfEjcGVP5z+sfmccNj8wz2fbpM2vYsuoIW9M/MtmecD6DBxe+z0Nvr2TexWJbALkZRfz41iYuHE+ipKDCJMTL1cuR3068DIBOq2fX3yfYtz6CtPhcKkqqcPawZ/ycwdzy1EKsL1GYeP2eHwF47IPr+e719Rzacg5lpQqfIDee/+Y2fBtUc+2sa9NqdPzx2U52/3OSwuxSnNztmbJwGDc9vgDFJTNJ5t4HgPKSKn59fytHt0dSVlyJp58Lc1eOY/ld0xFfEgJQXlzFbx9u5cTuaIrzy7G1t8I3xIPZV41h7spxCAh0BRcuGYAPd25dSaYtpFTlGhPc6wizt3wGrq+9n8lg/3xZMtczs4Uj6nGU2Vo00L+04KnOoEdn0DcZNtZd19dVz683cmm+0KVFbtuDRCJm0rR+TJgSzhsvrmP/7migtnBlTxpUdCRpKQWtOjPJifW5W27u9tjZd650d0P6D/RtYEdeq+psbWXHlvP880ftzL6PrzMvvLG81RC/pti3K9qotmVrp+CVt69uUUmtvMyyfJ6ORio1XZVTq7UtSigDpLaSdA+d/9wMBnj9xXWcPJaEg6M1b314HWHtqM8yYJCf8e88Ntq88NW83DKjAwQQ3kTejjn0lvdOm5yZ13+9h4qyapSVKvKzSnjptm/bbYhapeH5G75CIpXw6PvX4eBsy+5/TrL+xwPc8tRCFt08ydhWIhWzZdURPP1cuPq+mdg72XD+aCIbfjqIXm/g/tdWNDp/UV4Zr9zxHbYO1tzyxBVotToiDsbh4Wuq9tMZ12YwGHjt7h84eziBxbdMJrCvF2nxuaz/4QCJFzJ56/f7jbHBltwHZZWKx5d/QmFuKUtvn4anvwuxEWn8+NYmUuNyeOKjG0zsePXuH8hMzGPZXdNx83aiOL+c80cSKLqM9OMFejYGDBRcUj8lzM63mdbto0BVavLZSWbXpJJYa/jbmCrW5CpbDv1qiK+1W+uN2kh3XF9XPr+egsFgILo8jcTKLJIrcylUlVGmqaJSq6RGp0al16DWaVDrtUYJ7s5ELBZx/S2TjIOKvJxSDHpDj03MbQ8njiYyckxIi20OH4gz/t7VVcmHDAvEylpGjVJDWWk1J44mMnZCaIf2EROVxUdv18qu29jIeeWda9oscJDbYKUlLNy7VUnoc5dM7HY19g6mjml2Zgl9wjybba9UqjlzOrXV83b2c9u3O8r4/3nPg7Pb5cgAjJ0YxqZ/IwA4fTyZstLqVhXG9lyU7YZaZbPAIPcWWrdOT3/vtMmZsXWwxvbiP5OTBcoKLZEYmUlWSgH/981tjJzaD4DQwX4c2HSWpAuZ2FwS7/fxxkdNPs9cPpq8zGKObo9s0pmJOZ3K1ffN4tanFxq3LbxpUqN2nXFtR7ZFcnxXFM99dSuTFtQn17p6OfLVi2s5tusC4+fUFqey5D78881eMhLzePevBxh0sXLsnKvH4hXgwo9vbWLmslGMmFJ7DrVKQ9SJZFY+MJur7q2fdV1+1/QOuUYBAXOo0taYKG8BOMotW/42l/JLCkG2tdiijdT0C79ca756n00nFnjsjuvryufX3RSoyvg9bQ9788+a1JHpLMzJD6mjskEyr62dVY8ZUHQ0WzecZcW143D3cGhy/8ljSUSdzzB+nj3fsjDL9mJlLWPJ8lH8ebEo4afvbyMs/Baz8mAMhtrkaqm0+RWWwoIKXnr6LzQaHSKxiGdeXkpgcNsnSBrWNbk0PO9SiosqWbOq+WKLXYGLqx1OzvUhVju2nOPeh5oPr/vth4ONcqiaorOf2+nj9RL7DQtjtpWxE8IIDHYjLaUQjUbHlx/v4OkXr2y2fV5uGX+uqhdpWXb12GZXni6X947l65SdRNVFmbuGSg0ikQipzHwTg/v7UJRXhr6Z4kPL7pzWLhvbyqEtZ7GykTNh7mCT7XVyz+ePJBq3WXIfjmw7j3+op9GRqeOKG2udtIObzxq3yRUy/EI82P7HMQ5tOdfsPRIQ6EwuDYsCLCosaAk1DYpQAigkbatHcmnOQ3UT19Acba2jYg7dcX1d+fy6k38zD3PD0TdYl3moRUdGLpbiKLPF08qZQNvmZ4zNYeO60zx0109sWHuqxSrcMVFZfPDmJuPn0eP6NNu2t6NUqnnqwVUmdUHqOHY4gTdeWGf8HN7fhzHdcC9W3jTRWBw0L6eUe27+li0bzpgM/OqorlZz/kwaP36zj5uv+pyEuJxmz6tWa3np6b+MTsft90w3q7hjSzSsUZKeWsiOzeeabHcuIo1H7vm5RTnfrmLC5L7G3//96ySb1p025vzUUVWp4utPd1nkfHXWcwNThb0fv95LcmIeqnbIXItE8NCTC4yhhbu3X+Ctl9c3+XxOn0jmsft+MSq2BffxYNGy5oUiLpf3To8RABg0tg9Ornb89tE2HFxscXC2Zc/aUxRkl3Ln/w1r1D7hfAabfj1E/Nl0igvKqalWo7n4x9KUmrK1nQJHM1VDOprs1EJqqtVcEfxok/srGiSsWXIfctOLGDy28R+Urb0V9k425KQVmWx//ptbef/R1bx+z4+4eDgw+6oxLL51Ci7NzHoJCHQ0TQ24a3SdI6V66arIpYN/c7n0ONs2hHJ1Bt1xfV35/LqL1Wl7+DZps8k2sUjMaJdwxriGE2Lrg6+NG44yW+Ri06/Q6Xsea3O/BkNtYbvoC7VV7B2dbAgIdMPB0RqJRExlZQ3pqYUmSb12dlbcdnfLq+slxVXk5ZRSVaWiqlJFVWUNlZUqzp5KNbbJzCjmz9+OYGurwNbOChtbBba2ChwcrQkI6rxQyZbwD3TFw9OR0yeSeeDOH/H1d8E/wBWRWERacgHZWfUDL1s7BY8/t6jFmeL8vDIKCyqoqlRRWVlz8V6oTHJuYqKyWLPqKLZ2CmxtL94HOwUurrZ4+zQuQAu1z+DVd6/hqYdWUZBXTklxFR++tZmP3t6Mh6cjtnZW6HQ6KsprWl0NacjnH2wnLqZWOtnewZrqajU/frPPrGOnzuhPSGhj53rStH54+TiRm10KwLuvb2TjutOE9vXC1k5BaUk10Rcyybg4drjmhvEcP5JoVh5KZ7Hypgns2x1NdZUKvd7Ax+9u5bcfDxEW7oVEKqa4sJKE+FzjCsNd98/ki492tHreznpuULtCuPnfCPR6AyePJXHyWFKjNhKJGDt7K4JC3Jk4JZz5i4abSClfyuChAfzvsXl8clHAYff2SPbuvEBYuDduHvZo1FpSkgsoyKuvU+bmbs8Lr68wWZG7lM5673Q13eLM6LSN44qtbRW8sfo+nrrmMx5d+hFSmRTfEHce//B6Jl8xzKTtqb0xvHT7t/QZ6MdV987EP8wTe0cb/vx8J9t+P9bo3AAyWddcalPXZtAbcHS143+vX9XkMQ3zdiy5D0Cz6aVNOXQBYV58vPFRzh1JYNvvR/nnm72s//EAT39+M2NnDjTn8gQE2oWD1AYRIpPE6AoLwrYs6ktmGlPc1KqCOVRectyl5+0uuuP6uvL5dQfJlTn8kLzVZFs/B3+eG3ADfjadO6i3sTVdISsrrSayNL3Z9kEh7jz3yrJWCyb+88dx/vztSIttsjKK+e6LPY22u7nb8/v6h1o8trNQq3W8+OYK3nhxHccOJZCVUWyUJW6Iu6cDL7y+gqCQlnMCPv9gO0cOxrfYJjYqq8lVoCHDA3n/8xubPc4/wJUvf7yDj9/ZwqH9sRdr1NWG+0DTOakOjtYtFgVNuKgcBbUFGusKMZpDQKBrk86MTCbh1Xeu4dlHf6cgv3bQGxud3ajejEgs4qbbp3DDrZOprFB1qzPj7ePMy29dxavP/2MUJCgqrKCo0FTVy87eiieeX8zI0cF8+fGOJsdAl9IZzw1qBQZuvG0KP3+3v9k2Op2estJqzkWkcS4ijX//OsmbH12Hj2/TTjPAwitH4Opqx8fvbqWosAK93kBcTDZxMY3bDhsRxFMvLmlVQKOz3jtdTaeO8KUXqwNfGpNX0Izc3/4NETi52vPDweexc2z+C3Xdd/uQSCW89fv9WDcoNFRT3baZybZgybV5B7qRHJPF2FkDkbVSMRnMvw/eQW7kXrL6ArWhapVl1XgHujZ53NAJYQydEMatTxfzzLVf8OX//SM4MwJdglgkxlFuaxK6k1SZTX+HgA7vy9vK9O+/TFNFuaYKBwuLIaZX55l89rRq/sumK+mO6+vK59cdbMg6iq5BTpCbwpF3h92NnRmrcW1dGatj3sJh9O3nw5EDccREZZKdVUJJcRWqGg0GQ22VcA8vB0LDvZk4JZzxE8N6VMx6R1NRVo21tZxX37mGowfj2b7lHPExOZSUVGFjI8c/wJWJU/uxaOnIFme0uwpHJxteeGMFqckF7NlxgXMRaeTmlFJerkRE7WDbx9eZ0HBvRo4OZtS4PsjMzFXoSIJC3Pnmt7vYuPY0Rw/Gk55WSI1Sg62dAjd3e4aPCmbuFUMJ7lOb6zFgkC+b10d0uZ0NGTYyiB9+v5fN/0Zw8ngS6amFVFWqsLVT4OnlyPhJfVmwZDiubrUDdw9Px4sOSet09HOLOp/Bx+9uJSWpdsVPoZDi4emIVYPaNga9AaVSTWF+uTH8LDurhJee/ouvfr6zxfot4yf3ZcToYLZvOcfRgwmkJOVTVlaNQiHFxdWOIcMCmTZrAMNGBpl1/ZfLe6dTnRnPi/rZ8efTGTAy2Lh9XzP/GGcPx+Pu64xE0vI/uFarw9be2sSRKS+p4syhlmddOhJLrm3ywmEc2HSGDT8dbDLh3mAwmEh6mnsfpiwczk9vb+L80USGjK9X4tj062EAJs6rFxu4tA8AD18XBowKYf+G7n1RCfy3GOgQxOHCeqWV86XJLPTpeGlwPxs3XOT2FKvrZ/DiKzIZ5RJu0XniyzNNPg9yDOoI89pNd11fVz2/7uBsaaLJ50U+48xyZAAKVeWtN2qFkFAPQkLbnzDckDvum8Ed983osPPNuWIoc64Y2uz+h55cwENPLmh2/7er7jarn4Y5BuMn92V8g9yJtvDy21e363hzCQpx57Z72h+C88UPt3eANU1jZ2fFtTdN5NqbJrbatrXn3VU4Otlw3S2TuO6WxsJNl/Lb2gcsPn9HPLdzEWk8/chqtBodLq523P/IXCZP799s8r1Op+f4kUTeeHEdqhoNKUn5nDmV0qqCn8JKxuJlo1i8bFS77K2jM947XU2nOjOTFgzl53c38/b/fmX5XdOQKaQc23GBrNSmlyznXzeBj578g2UDngJqlzpdPR2ZsnAYtz69yLgCMmJKP84fTeTLF9cyenp/CrJL+OebvTi721NmYWxjV1zbxPlDmLRgKN+/voHU2BwGjQnBoDeQnVbIke3neev3+3FrULTK3Puw9PapHNx0lpdu/5alt0/DK8CV2IhUtq4+yuQrhjFqen/jOePPpvPRU38wduZAvAPdkMolJJ7PZM+6U0xfYnkV4d5KaXUNMTn5xGYXEJOTT3pxKRVKFWVKFRU1KvQGAzKJGFuFHBdbazwd7Ah0daaftzvDA30IcW+9wFVXEZdbSFRWHvG5hcTnFVJQUUWlSkVVjRqlRoNcKsVGLsNWIcfBSoGfiyNBbs4EuTrT18uNcC/3TqmJ0BpDnfuYDIYP5J/ngbArse+E8K3hzmHszqt31vfnn7dosF+hVXKmxHSAO9Sp5yQ+dsf1deXz62qKLnFIgu3Ml1S91BESaB8Gc+KEBAR6EJ9/uB3txTo+Tzy/iFFN5DQ3RCIRM2FyX2bOGcSWDWcAiI/JadWZEWhMpzozHr7OvPbL3fz49iZ+enczEomEcbMH8cj713HT2JdM2m7/4xjfvvov1z44h6Bwb8QSMRqVlvSEXNZ8uRsbOyuuv1i4cvnd06ksq2bvv6fZ8tthPP1dWHbndAL7evH48k8685LadG0ikYhnv7iFDT8fZMefxzmw8QxSmQQPX2fGzR6MfQO9cEvug9xKxttr/sev721h2+9HKS+uwsPPmZueWMBV95gWvfPwc8YvxINd/5yktLACmVyKp58LNz+xgKV3TOvs29WtJOYXsTs6kd3RSURl57UaS6vT66nRaCmqrCYhr4hDCfVa+37OjiwYEs7KsUPwcmw5FrUzSC8q5d8z0Ww9H0daUWmLbZVqDUq1hqLK2pyGC1mm4USO1laMCfFjbEgAswb0wcOhawQyZngO49ukzWj0tTOvKr2Gr5I28US/jp85vdJvgslgf1deBDcGzcbDysms4//OOGBSOyTQ1pPBTsEtHNG1dMf1deXz62qkItPVcL2ZA2qDwcDajIOdYZKAwGWBvoECmUgsQizuMWK6HUJhQYUxtMzGRt6qI9OQhtLjNarLS1Clq2i3M1P3rm8uxm/wuFA+WPdwo+0bEt8z/q7V6vjyxbUsunkSNz3eeHn6zKE4Lpyo1+2WSiXc/uxibn92caO2W9M/arTtua9ubeUqmqYjrq0OkVjEklunsOTWKc32Z+l9gFrlsnteXsY9Ly9r4UrA2d2hzfehN1KpUrPudBR/HD9HSmHzcoOWkllSxjf7T/DDoVNcP24YD86agLW88+O1S6qVfLH7GH+cOI9O3zGy2mXKGnZGJbIzKpE3Nu1lQmgAS0YMZNaAPiiknTfP4Sp3YK7XKDZl14t1bMk+jq+1G9cFdlw4DMAgx2AGOQYbq9bX6NS8G/snbw65A6m45TDOmPJ0/kgzTYq+JmAaInpOvHB3XF9XPr+uxt3KiVJN/ep+VHkqUz1ar13yXfIWUqpyW20nIPBfpTC/ftXTwcG6W6ICOpM6cQIA11aS7i8ls4GwhYvL5Vm3q7Npt2ucGlurguEd0HalF41Ki7pGg3UT1WirypVkpxZ2i6xyR1ybJfTU+9CbyC2r4PVNe5n+9re8uXlfhzoyDdHq9Px8OIKrvlhNRrF5iYZtZW9sMvM/+IlVx852mCNzKXqDgUMJaTy5Zgu5ZZ0fqnlbyDxcFaaS4N8mbebpc98RU968kgrUhgLtzjvDyxd+YUfu6Vb7erL/1Sa1VE4Vx/PUuW/JUTYWz6hjV24ET5z9GrW+Pm5/hHMY87xGt9pfV9Md19eVz68rGelsWsdjY9ZREioaq1vVUaWt4b3YNaxOa6wEJiAgUM+2TWeNv/ftZ374Zm/Bybk+wiY3u5SKcmULretJTSng0L56ObKhZibuC5hi8fTrn5/vwsauto5JYU4pa7/dh5u3E6Nn9G/94GawtlUwcmo//vl6L3KFjOD+PmjUWrKS89n2xzFUSg1Lb5/a5vObS2dcmyX0lPvQm6moUbPq6Nku6y+5oJibv/uLP++9Fnf7jp9RWXc6iv9bt9PscJf2MibYn0BXp07vx1luz8uDbubRM1+aDKiPF8VwvCgGJ7kd4fb+OMntUIhlKHUqClVlZFYXUKCqdx6HO4c2dXoT/G08eKLf1bwWvcoYhx9RksBNx95mmHMfBjoG4SSzQ63XkFdTwvGiWLKUhSbncFc48tzA6xuJaPQEuuP6uvL5XYrBYKBap6JKq6RSW4NabxqWkakswFluj53UClupFTKx+V9zS/wm8HfmAbT62tC7Gp2a/53+hPneYxnhEoqzzB6VXkOhqozIshT25Z2lWldbnK6vvR/2MhtOF3edEI2AQE8gLaUQewcrXJqYbC0rreaHr/aayGLPnt/6amdvw8XVjtC+XiTG56LR6Hj9hXU8/eISnJybHheo1Vp2b4vk2y/2GMUuRowOJii4ZYlxgaax2JnJTMrnxO4oqiqUOLnaM3hsH256YkGLEsLm8PTnN/PHpzvYuvoIhbllGPQGXD0dGTg6hOe+vJWgLvDkO+vaLKEn3IfeTJinK5P7BnEwPrXL+swtq+DxP7fw0+1XdejS+fHkDF74t+scGYBrxnTdl8xAxyA+Gfk/Xoj8ifyaUpN9pepKjhc1IZ7fRmZ4DkcmlvJa1G/GwbfWoONUcTynWhl8hth589bQO3GRd32OlLl0x/V11fNbk76PbTknqdLVUKmtQalVmdS5uZR3Yv40+SwVS7CTWGMrtcJGasUbQ27DTeHY5LFeVi7cF7qYT+LrK8ur9VrWZx1mfdbhZvsMtfPl7WF3si3npODMCPznWLPqCDu2nMfN3R53Dwfs7K2QK6Tk55WTnlqIqqZ+wmH0uD5Mm3V5loK4+8FZPPXgKvR6A6dPJHP90k8ZPCwA/0BXrK3laDQ6KitqyMosJi46G7W6fiLIx9eZx59d1I3W924sdmYe++C6zrADW3urZvNguorOujZL6An3obdz+5TRLTozCqmUgb6e9PdxZ4C3B4FuzjhaK3C0tkImlVBWXUNhZTXnMnI4mpjG4cS0VkUDTqZksvl8LAuH9uuQa1Bptfzf2p3o9C133M/bnUlhQQzy88Tf2RFnW2usZDLEIowKbTmlFcTnFZKQV0hkZi5ZJU1LyLrY2jBzQNcqdYXb+/Pt6EdZnbaHDVlHUV6c5TYHO6k1nlbmq8tNdh/MN6Mf5YvEDZwoim21vUIi5yr/KVwXOANrSePQz55Gd1xfVzy/nJriduWjaPU6SvWVxlwYlb7lBNulfpOQi2V8mvAvqlZqx4gQMc97NA/0vRJriYIBDoFttlNAoLdTWFBhUin+UqbPHsijTy+87PJl6hg2IoiX376aD97cRElxFWq1ltMnkjl9Sa5zQ8RiEbPmD+Gu+2fi6NT7FSG7i05VMxMQ6A7GBPsxyM+TC5n16l0uttZM7RfCjH59mBgWiJWs+T99R2srAlydGBHow62TRpKUX8Trm/ZxLKnlXIDvD5zsMGdm/ZkYMkuaz8UJ93bnhcUzGB7g02wbB+vaKsUDfDxMnJTUwhIOJ6RxID6FI4npxjyc5aMGImultlFn4CCz5Z7QRVwfNItjhdGcK00irjyTUk0l5ZoqdAY9CokcJ5kt3tau9LHzYahTCKNcwpFbEEIEtWpdbw+9k9jyDA4VRHK6JIFCVRmlmkqsxHKc5HYE2Xoy1rU/k9wG4STvXTlq3XF9Xfn8uoorfMYy0X0gm7OPc7o4ntSqPCo0taqAdjJrfK3dGOwUzFyvUQTZehmPC3fwRyqSmCjECQhc7kybNRCxWExSQi7FRVVUV6lQqTTY2Cjw8HJk4BA/5iwYSr8BzX9fXS6MmxjGT2vuZ/+uKE4cSyIlKZ+SokqUNRrkMglW1nJc3ewJDHJj0FB/xk/ua6JmJtA2RAZBzF2gHdz7y7/sj0tpct+VIwbwxvK5XWxRLdsvxPPoH5sZE+zPNWOGMGtAKFJJ2/UudHoDr23cw58nzrfY7p/7r6e/T/uLT93wzRoi0ppOPB7q781Pd6zoEMWxkmolW8/Hs/lcLG9dNQ9/l6bDbwQEBAQEBARap1KlZua731FRU7tS/dudVzMi0LfJtjUaLQs//pm3VsxjVJBpmys++olFw/pzz7SxnW5zZ/LVvuNsPBvD5odv6bQ+eua0mIBAO5k1IIwtj9zaYcnsErGI5xfNICm/iFOpzasbHYhPabczo9bqOJeR0+z+V5fN7jDpZGcba64bN5TrxnV/hWcBAQEBAYHejp1CzvHn7yO7tJxZ731v1jGydky2diTlyhpkEkmXlJzoSARnRuCyRCIWdbgql0Qs4rmF01n62W/Ntjmf0f5aE5klZc1KMAe6OhHq4druPgQEuhudXs/O+CQOpqRyNjuHgspqKlQq7BRynK2tCXVzYZSfL9NDQwh2cW53f3qDgQPJqRxKSeNUZhb5lVWUVCuRisXYKeT4OToS6ubCuEB/poYE43QxTLM3UqJUciojm4TCQtJLy0grKSW/ogqlRkO1RkONRoNUIsFaJsVGJsPFxgY/Jwf8HB0IdXVluK83wa4uPaiiUteQX1nJhdx8UopLSCspJae8guLqaoqqlVSq1Kh1OtQ6HQaDAZlEgkwixkoqxdHKCidrK5ytrfFxsMfH0QH/i39PgS7OSC7TJBG9wUBqcQmJRcUkFRWTWlxKQWUlBVVVFFUrUWm11Gi0aHS6i/dLglwiMf6Pu9hY42FnS5CzM4EuToS5uRLk4nzZ/N1JzCgMaiWTsuvx27vAGvN4bdNe5g7qy8z+XZs/214EZ6YD+GzXUX46eJqXl87iimEdkzMh0DMJ93ZndLAfJ1Mym9yfmF/c5HZLqFuabgpXO6GglkD3UV6jYuRHX7TY5p+br2WIt1eLbf48G8kXR46TXd44WbhUWUOpsoaU4hJ2xifx1p4DTAkJ4n+TxjHMx3I1RwPw97kLfHX0JOmlpY32a/V6arRaCquqOZudw9/no5BLJFzRP5wHJ43Dz6l3hF6ezc5hY3QcR1PTSSwsakHvrRadVotKq6VUWUN2eQUXcvNM9jtaWTEhKID5/cKY1icE6xbyDHsrJUolB5JT2ZeUwsmMLPIqzK+xpdJqUWlrQ4oKq6qbbSeXSAhzd2WYjzcj/XwY6eeLj0PPVUZsCa1ez+nMbI6kpnM2O4fzOblUqloWyaijzhGsova+Z5Q2nRPqaGXFMB8vJgQFMLtvKP695P+vsxB3oSOsNxg4mpTO3EF9O/S8XXEFl9/bqRs4EJuCUq3hSGK64Mz8B5gYGtisM5Nf3v6Ck1ay5pd3Cyur2n1+AYHOJC6/sFlnplRZw+Mbt7I/OdXs8xmA/RdXVO4eP4YHJo1DasaMJ9TOtD+5aQeHU9PM7g9qB17rLkSzJTaeR6ZM4PYxIy06vquoUKn4LeIc/5yPIq2ktEPPXVZTw9bYeLbGxmMtk7JkYH9uGzOyQ1bJuhO9wcC+pBT+OneBvUkpnVaIuA61TkdUbj5RufmsijgHQIirC1NDgpgeGsKYAL8evXJTqVKzMyGRHXGJHE3LoEptnvPSVspqatifnMr+5FTe3HOAAZ4eXDd8CIsH9r/sHOpxr39JRU0NBgN8ceMSpoWHNGpTrdbwyB+b2R+XjI1cxsoxQ7l/xngTRbjN5+P4et9x0otL8Xa056pRg7l54kgk4tpGFTUqxr72BXueuINPdx9lZ1QCBuDG8cN5cNYEAG74dg2xOflUqzU8sGqD8dx3TxvLQxfbpBWV8vmeo5xMyaSkWomHvR0rRg3irqljjO0NBvhi71F+P36earWaqeEhXVK77vL6y+gmpvQLJrWwhBldLGsr0D0MDWh+dlh1cbazPTktrrbWze5LLyolPq+Qvp5ubT6/gEBnEldQ2OT2oupqbv79n2b3t4bOYOCLI8dJLCrikyVXtBrCkVpSyo2r/yLXgtn2S1Fptby15wDxBUW8uWB2l86StkSFSsVPJ8/w06kIyltYye0olBotf5yNZM25C8wJD+WpaZN7zYpVHQZgc3Qcnx85TmJhUbfaklxUTHJRMT+ejMDN1oZ54WEsGdS/TSuPnYFOr2dPYgrrLkSxPykVta771Pmi8/J5ftsu3t13iPsmjOHGkcO6RXWzMzj23L0o1RpGvvJZs21+O3qGx+dN5oGZ4zmXkcPLG3bj6+zA0hG1tXoOJaTx0vpdvLh4JoP9vEgpLOb/1u1Eq9ebOBkAj/yxmYVD+3H75FEUVymNzg7AtzcvRaXVMeGNL3nv6gVM61frWDXM5bFVyPB0sOO9qxfgbm/L6bQsXvh3J/29PZjcNwiAf89E8e2Bk7ywaCbDArw5kpjGBzsO4e3YuauRgjPTAfxv1nj+N2t8d5sh0EV4OLQsZ6vStM+ZcbO3xcvRntyypvX6X1m/m+9vW95hIgACAh1JfBPOSo1Wyy1/rG2zI9OQHXGJPLl5O+8vmt9sm7SSUq77bQ0FVR2zkrk2MgpbuYwXZk/vkPO1h+1xCby8Y2+HXZsl6A0GtsUmsDcxhbvHjebu8aOR94KBZXxBES9s38XpzOzuNqURhVXV/BZxjt8izhHu7sYNI4eycljXFS9uSF5FJb+fPc9f56LIr2x/lEFHUlZTw5t7DvD7mfO8v3h+q6GsvQWxuOUJkvF9Alg5plagJ8TdhVOpWfx+/JzRmfly7zGuHzfMWBYi0NWJa0YP4Y8T5xs5M2ND/Ll+3LCL5zLtx1ouM9qikEmxaUIAwM3OlsfmTjZ+DnB14tejZ4jOzjM6M78fP8eCweEsGznQaPPhxDTSi0pbvxntQBgNCQhYiKN1ywUGdR2gdj4pLJC/T11ocl9EWja3/7CWt6+ah6+zoE8v0LOIzW/ssLy4fTex+QUd1seGqFgmBgWybPCARvuUGi33r93Y4YP9X0+fZbS/L/P7dWw8ubmU1dTw7Nad7IhL7Jb+G6LSavnk0FF2Jybx2ZULe/QqzaqIc7y+ez+ablxdMJe4gkIOp6Z3uTOTUFjEd8dPsSEqFm0nh921l9SSUq759U+emTmVm0YO625zOp0+lwj+hHu5sSu6/h0Qn1fImfRsvtl/otGxWp3epCTFUP/2rfxVqzX8dPg0+2KTyS4tR6c3UKlSMbVBeFxaUWmjenuhHq6CM2MOeoOBg3EpbI9M4ExaNnlllRgw4Gpnw7AAH26eNILB/qZe/MRXv2RCWCCPzpvM479vJjangDEh/ryzcj4qjZan/tzGmbRsgt2deW3FnEZyu8s++Y24HNMv50fmTuKOaaNbtLVSpebbfSfYE51EVnE5Kq22yXZr7r+OgX6exs86vZ61p6JYHxFNYl4RKq0WX2cHZvTvw+1TR+No07TyjkanY9PZWP49HUVGURnFVUqcbKzwcLRjXIg/c4f0ZaCvZ5PHCjRNSzktHcX144c368wARKRlsfCjn7l27FBunTwSd3tBGECgZ1CiVFJQVYW7be3f5M74JNZGRnd4P6/t2sfk4EDcLxHFeGnHng5ZAWqKl3fsZWpIcJOzlp1JYmERd/+9oUkBg+4kKjefJT+t4v1F85nWJ7i7zTFBbzDwwvbd/Hk2srtNsYhru9iRKayqZtEPv3V67lBHotXreXXnXipVKu6b0LtrsLSG/pLJUcMl+5RqDQ/OmmBcqWnIpbX1WioWbg7P/L2NpIJiXrlyFgN8PLGSSVn++apG7USXhON2RVjgZeHM7I9N5n+/1CYsyaUSfJ0dkEkkpBeVsvV8HDsuJPDNbUsZ1yfA5LjEvCKe+WsbRVVKxCIRB+JSeG/Lwdq8hNwCXOysic0p4Ik/trDp0VtMjr150giSC4oprVJyKD6t2ZCghlTUqLjuyz9Izi8myM2ZJSMHoNPpOZSQSl5ZJWKRiOvGDyPA1Ql/1/qZrmq1hvt+/peTyZmIRBDi7oqVTEpKQTHfHzjFxrOxfHvbMkI9TT14nV7Pnd+v5WRKZq1UsZszbg625JZWEJWZR1RmHhqdXnBmeiDhXm4sHNqPTedim22j0mr56fBpVh07y4Ih4Vw/bhiD/IRnKdD9xBcU4m5ri1qn4809+zuljwqVim+Pn+LZmVON246nZ7I2MqpT+oPavJ8fT0Zw/8SuG0AdTEnjwX83ma0a1dWU16i4558NvLdoHgv7h3e3OUDtgO+pzdv590JMd5tiEQFOTowPCmi9YQfiZmvDnL6hbI2N79J+O4IPDxzBxca628LyuoKkSxRSY3MKjAn1YpGIcC93EvOL8Gwl/N0cJCIxIhHNOrYHE1J5bO5kYwFQtVZHZompKl2AixOxl0z0J+V3fo7aZeHMTO0Xwg0ThjM5PIjxoYHGpKay6hoe/2MLRxLS+HzXsUbOTHxuIdeOG8pPd15FfG4hSz/+lXWnL9Dfx4O9z9wFwJKPfiGloITUwhKC3OpVXJaMqA9vePz3LWw9H9eqnauOnCU5v5hRwb58f/sKo9esVGtY8ekqUgtLGBnsy5xBYSbHvb5hLyeTM+nr5cZH1y8i0M0JqK0c+9H2Q/x6+Az3/7KetQ/egK1CbjzuYFwqJ1My8XN25Je7r8bTsf6PPa+skp1RCUzu27Nm0wTq+b/FM4hIyya7tLzFdhqdjvVnoll/Jpr+Ph4sHzmIhUPDcejFdTIEejdx+YVMDArkt9Nnm5Vg7Qj+OHueeyeMwdnaGp1ez8s79nRaX3WsOnOOe8aPNquGRHs5lJLGPX+v79YEbHPQ6fU8tmEraq2WZYMbzxB3NZ8eOtrrHBmAlcMGd0uNlTvHjeqVzgzAqzv3McDTkyHePW8iry60UatvPvRcq6t1HHTNtDmenM7q4+cY3yeAs+nZbI2M48XFM437/zdzHA+u3kgfd1dmDwxFbzCQkFeETq9n8bD+FtkrlYgJcHFi/ZkY+nq6IRKJsJHLjJEffs6OHE5IY/bAUKpUGj7dfaRR+OY1Y4bw2qY9jAryZViAD6dSMzmWnIGbnY1FtljKZeHMiEUinlk0rdF2RxsrHpk3iSMJaVzIbLqY4VVjBgPQ18uNIDdnUgtLuHbcUOTS2mWxkUG+pBeVklFUZuLMtIWTybVyvktGDDRZ/rOWy5g3pC9f7TnOqZRME2cmo6iUDRHRiEUiE0cGapcMn144jcjMPM6mZfPn8fPcNmWUcX+djG9fbzcTRwbA09GOGyYMb9f19Gb0BgNZJeWkFZaQVVpOQUUVhZXVVKvUVKrUKNUaY8EvlUaLSqur/f3itq7A3krB97ct566f1pJRbN6AMCY7n9ey9/DO1v1MCw/hyhEDmNw32ES1RECgs4krKESn1/PTqTPNtnGwUhDo5IS1XEZRVTUpxSWNQipaQ6nR8u+FGG4dPYJ1F2JIaEWlykYuI8jZGVu5jILKKrLKKyzOpSiorGJvUgqzwjpXvfJYWgb3/rOhQxwZsUiEq60N7ra2WEmlyKUSajRalBoNuRWVlNXUtLsPvcHAs1t34WFnx6TgwHafr60cT8/ks0PHOux8jlZWuNhYo5BKsZZJUUilaHQ6ai7W6Cmsqm42XNwSZBIJy4d0jyM42MuTcYH+HEvL6LBzOlpZ4WFni7VMhpWs9p6V16goV6kor1F1yD2DWunr57bu4N9bb+gxEtevb9rL36cuGK/xlu//QioRMzzAh59vvwqAj3cd4efDp43jiQdWbUAqEdPH3ZV1/7vBeK43V8xja2Qc7207gLVMxu2TR3Hl8Pq/k+n9+vDZ9Uv4at9xvtl/AqlETLCbM3dMaTnloVnbl83ltU17WPrZbzjZWPHQ7IlcObx28v6N5XN5af0u5rz/Ay62Ntw2aWSjMN9lIweSWVLGe9sOotRomDUglGeumMa3TeT0dCSXhTPTEn4XE6TVWh1qrc7opNTh61IfzuVmb1O7AuPuYtxWN7td3QHa6nVLd5faAPUxhdUqjcn2/XEp6A0GhgV4mzgyDVkyvD9n07LZFZVo4swMC/BBLBKxLyaZb/ed4Nrxw7BrsHLzX0JvMHAuI4dD8amcTs3iQlYe1WpN6wd2M4GuTqy57zpeWb+HrZGtr/7Vodbq2BGVwI6oBNztbVk2chDXjBmMVyfLIwoIAFzIzeOX02fJuaQoplgk4spB/blh5DAGe5nOpBZWVfPzqTN8e/yURfH7W2LiuWX0CL49fqrJ/SLgigHh3DBiGMN9vU3klStVav46f4FPDh21KIxrZ3xSpzozKcUl3Lt2AzVtHPDZKxRMDg5kckgQg7w8CHVzbbE2T7VaQ1RePmezctidmMSZrByLHUuo/Y578N/NrLnxGkLdXFs/oIPR6vW8uH13qwVDm8PX0YFxgf6MC/An3N0NPycH7BUtC75AbZ5YclEJKcUlROflE5mTR0x+gUUD9rl9Q3GxaV6Wv7O5c+yoNjkzTtZWDPPxZpiPN2FurvRxcyHAybHFPAkDkFRYxNnsXM5m57AtNqFdDnVsfiFrzkZy7fCeEW723MLpPLewZeXDh2ZNMNZvaY7ND98CwOwBoS22mxoezNTw5qNs7K0URL/2SIvnqGNEoA9r77+hyX2DfD35+77rWzxeLBLx8OyJPDx7osn2Ooeos7hsnJniKiUbz0RzMjmL1MISypQ11FycXa/D0MQrruHgXiqu/eezt6rfVve919wSoCUMDfTmZEom2yPjWdiguKZOr2dPdBIAwwJN1SZSCkoACG2hrkiYV+2++FzTpNdQT1cemTeJj7Yf5qPth/l67wnmDArjypEDGB3sTw+ZxOhUCiqqWHXsLOvPRJNX1rOkJs3F0dqK91cu4MoRA3h7y36SC4pbP6gBBRVVfL3vON8dOMGcgX25Y8qoRoIWAgIdSXxBEW/sNs2VcbK24tMrFzIu0L/JY9xsbXhs6kTGB/pz19/rzR4InsvO4aMDR0guavx/4WJjzcdLrmi2TzuFnFtHj2B8oD+3/rm2xUruDdmXlIyBzqlsXa3WcN/ajW3KkQl3d+O2MSO5on9fi6TbbeQyRvv7MtrflzvHjSKjtIyfT53h9zPnLV4ZqlCpeHj9Ftbdcl2X1wPZEBVLUhN/B60xPTSEW0YNZ0Ib81Wcra0Z6WfNSD8foHbWXK3TcSYrh+PpGexPSiUyJ7dFJ2tlNw/Ep4QE0c/DrUk1woZIxWLGBvgzOSSQKSFBhLXBaRUBoW6uhLq5smLIQJ6fNY31F2L48WREm54fwNfHTnLNsME9phaUQNdyWTgz+2KSefLPrVSp1DjaWDEswBsvRz/sL0rofrfvZJPHNRd601n/DDdPHMGmM7HsiU5i5Re/M7aPP3q9gQNxKSTmFTHE38skFweg6uIXWkvqOXX7lGoNOr3B5LpumzKKaf1C+P7AKbadj2N9RDTrI6IJ83Tl8QVTmHRRG/xyo0ql5vPdx1h9/Cxqbc+ONzeXyX2DmBAayIaz0Xyz7wRpFkod6vQGtkbGsTUyjpkD+vDw7ImNZB8FBDoDK6mUH65Z1mg1pikmBAXw8pwZPL1lh1nnNgBfHDneaLuDlYJfrl1BuHvrBWb7ebjzytxZ3Ld2Q6ttAYqrlaQWlxDs0r7Q46Z4butOi4s62isUPDNjCsuHDOyQ7y9/J0eenzWNm0YN49ktOzmenmnR8XEFhXx48AhPTpvceuMO5OcWwhqbwsnaijcXzOmUVTa5RMLYAD/GBvjx4KTxFFVXsy8xhS2x8RxJTTeRQA52cWZsgF+H22Apt48ZxRObtjXaLhGJmBwSxPx+YcwKC8XBqvXVKkuwkkq5Zthglg0ewDv7DvHTyQiLz5FVVs7uhGRm9xWKl/8X6fXOTHGVkif+2EK1WsN144fx5BVTTGaDiquUzTozXY2LnQ2/37eSG79aw4XMXKKz8pGKxfi7OvK/WeO5dcqoRjNZdStHLYW51Tk8VjJpkw5aiIcLr6+Yw9MLp7LlXByrj54lIa+Ie35ax1tXzzdZJbocOJ+RyyN/bCKntHWFud6GRCxi6YiBLBk+gF3Rifxy+AwRaVkWn2d3dBL7YlO4acJwHpg1od2SjQICLfH4tElmOTJ1LB8ykL8joziVYfnfdh1vzJ9tliNTx+y+fZgQFMCR1HSz2kdkZne4M7MrIYlNMeaHk0JtvsNnyxbh49DxIaQBTk78fO0K3tl7kB9OnLbo2O+Pn2ZR/37093RvvXEHkFFaRnRevtnt7RRy/rzhGkJcXVpv3AG42tiwfMhAlg8ZSFlNDVtjE/jnfBRns3N6THjUogHhfHjgMNkXw0ODnJ1YMXQQywYNaJQb0RnIJBKemzmV0f6+PPjvZovlojdExwjOzH+UXj+COZaYTrVag72VgmcWTWs0K1VUaV7YQFex6uhZMkvK+PD6hY1Uy5qiTm45Ia/5mbq6fZdKM1+KvZWCa8YO4eoxQ/hw+yG+33+ST3ccuaycmYPxqTy4aqNFscoeDnaEebri7+KEh70trnY2OFgrsFUosJFLsZbJsJbLsJHX/iypUjLvgx878SpaRywSMWdgGHMGhhGXU8Cak5FsOhdLRY3K7HPo9Hp+PHSa/XEpfHL9IkLcu+ZL/b+EXm9AJBL9J0I6myPAyYkbRgy1+Li7x41uszMzOTiQueGtv18vZeWwwWY7MzEdWAQUasPLLFVjmxAUwFfLF2PdibWvJCIRz8yYglwi4auj5ifx6g0G3tl3kB+vWdZptjXkQHKqRe3fnD+nyxyZS3G0smLlsMGsHDaYlOIS3Gw7V+nJXCRiMbeNGcmB5FRuGjWcKSFB3aKuNqdvKM/NnMorO/dadNzB5DQ0Op1xUvhA1pV428whzPm+Vo/VGVQcyFzEUPc3cLEa1Wr79tCVff1X6PXOTN2KhaudTZPL6zsie47cYI1Gy08HTxPm6WqWIwMwvX8f3ti4j8iMXFIKSgh2bzwTuCGitiDdjAHmzUiIRHDN2CF8v/8k2aXlGAxcFoOtmOx8HlrduiMjk0iY0b8PswaGMjbYDzcLC06WK813GLqCcG93/m/xDJ5cMIWdUYn8GxHNsaR0sxN4kwuKuf7rP/nx9hX08+6aWdTLCb3ewHtf7GDv4ThmTu7Hg3fMQC6vfbXeeP/3XHPlaBbPtXwwf7lw/YghbZIxnhIShLudLQUXVRkt4f6J4yw+pq5PiVhs1oxwUzk67eHTw0fJrTA/r2+QlydfLutcR6Yhj06dSFJRETvjk8w+5lBKGkdS09uci2IJlqzKBDo7Mbef5c5uZ9AZoYrt4eZRw7l5VPcrnd44chjnc3ItktiuUqs5k5XDmDaF7NV+X4pFXfH/1JV9/TfofKH8TqYuMT6juJRz6TnG7XqDgTXHz/PNvs6Vg7MEnV6PXm8gt6ySc+k5Zn1hejracd34oegNBh5ZtZG0wlLjPpVWy1ub9nE2PQcPBzuuHWc6YFpz/DzrI6IbzdbXOVVQK0l9OTgyWp2eJ9ZsbVU2eeXYoex58g4+vPYKrhgSbrEj05NRSKUsHNqP725dxo7Hb+PuaWNxMXPGr0xZwwOrNlCubL9E63+NHfuj2bTzPC5ONmzYfo5HXlhDaVk1KemFZGSXEOTfel7SD6sPM+eaj9h1oPfVxmiNRQPatvIrFomYGRpi8XFhbq4XE7Etx1YuNzs0LaWktE19NEVRdTWrIs6Z3d5eoeCzpQtbzKXsaETA6/Nn42Rh/armVOY6muSiErPbzgkP7ZYVBwHLeHjyBIsnQiJz89rUl0RkxXT/HTgpOn/iqSv7+q/Q61dmhgV4Mz40gKOJ6dz49RpGBPogk0pIzCsiv7ySe2aMZeeFxA6tQLo7OomY7Hwqa1RU1qg5k5YNwOZzsaQXlWJrJcfeSsHwQB/Gh9bPSNkq5Nw4cQQ/HzrNdV/+YXJOFzsbgt2cuXnySGZessLy6LzJZBaXszcmiSs++JFgdxes5TJS8oupVmtwsbXmsxsXNyqSeDY9h/UR0YhE4Gpni6eDHWqtloziMmo0WqxkUp5d3LJ8YG9hzcnIFlW+FFIpry2fwxVDekaF6s7Gx8mBh2ZP4N7pY9lwNoZv958ko7i0xWOySsp5c/N+3lwxt2uMvEzYdziOiaP78Obzyzh8IpGX39/EDfd9DyIR7q52DOrn2+o5jp5KoqZGw8mzqcyaYlmhs55MuLtbu2Ltxwb688fZSIuOaUt4WUP6ebibNcufV1HZYYpm3x0/jdKC+lVPz5iCr6NDB/RsGc7W1jw4abxF4T+HU9JIKykl0Nmp8wwDSi2Q9vXrhnsnYDm+jg4sGdiPtZHRZh9zoY3OjEDvpt3OjFqra1LyuCGWSES2hc9vXsKPB06z5Vwc5zNykUslhHu78eyiacweFEZBeVWHOjP/no4ySik3JD630EQe+eqxQ0ycmf2xyZxMzkAhlRLo5oTtxeR+vcFAUWU1p1OzOJ2axTOLppkUtJRLJXxy4yI2nonh75MXiM8pQK3T4ePkwLT+Idw2ZRSuTVRXvX7CMKRiMecycsgprSAmOx+ZRIK3kz3jQgO4edIIAlydOuy+dCerj51tcf9TC6Z0mCPTG+rT1CGXSlgxahBLRwzgzxORfLzzcIt5NZvOxXDP9LEEXiZ/F11BWkYRN109HoCJY0L55PWVvPHRFmpUWp55cB5iMwqWjh/Vh4zsEiaNabmeQG9jpF/rjlxLDLJANKCOqX2C2tVniKt5YT8anY5SpRJn6/bVBqlQqVh9xvxVmf6e7qzopuKKAFcPHcQXR46bLWNtAP44e56npk/pVLuUGvPfy7by/2a9td7IVUMGWeTMpF+yYqoz1HC24Gnyq/ciRoabzSQGuT6PVFxfSHxn2gQ0+grAwCjPz/GwmWpyjv2ZC+njdAcF1YfIr96HRGxDoP1KwpzvpW46w5w25vQFkFq+irTy31Fqs5GKbXGQ92OA67PYyYLJrdpBdtUWJCIbcqt2Eu7yMFp9JUll3+NhPYXhHu81OM9vpJavQqnNwUbqS4jjrfjbrzC7L4AqTRoJpV9SXHMSta4EK4k7/vYr6ON0JwBl6mgOZ13NJN9/cJDXj7HK1XEcylrORJ81OCo6t8YMtNGZOZaYzue7jnEhM9cs2duot8wr1tNWFFIp98wYyz0zxja5/5Xls3ll+WyTbYf/795G7b6/Y3mjbU8smMITC0xfwp/euNhiG48kpHH/L+sZ4OvJzqdub9L52B4Zz6OrN/PDgVMmzgzUhlwsGTGgkXRzSwz09Wx03ZcjaUWlLa7KDPX3ZuXYjlvOLalWdti5ugqJWMx144YyrV8wd/y4ltTCpkMydHoD689E82ArxbwE6ln15R2IGsRq9gv14pfPbrPoHLddN5HbrpvYesNexoB2KlkFOjuhkErNFvRQSKVtcoAa4m1vvipYQWV1u52ZzTFxFk2Q3Dd+bLfW0lBIpVw5qD/fHTdf3Wx7XGKnOzM2FuQO5VmQmyTQvQzx8bLoHZBzybNNK19FsOOtTPBZjVKby7mCp0ks/Yp+Lo8b28wOPILOoGR76uhmzxtd9Bb9XB6jr/P/KKk5w4WiV7GW+eBnd6VFbVrrq7jmFLHF7zPC4wPs5KGodEUUKY9jJamvDZdffYDBbi9hJ+9DXPFH+NotYoznNxzLuYlydSwO8n6klf9OfMlnDHR9HifFIEpV54kqeh29QUugw0qz+5KKbbGSeDDM/R2sJO4UqyKILHgBB0U/3K0n4ygfgJNiKOkVaxjk+n/G47Iq/sVOHtoljgy0IWcmMiOXu35YR0RqVquOTB8PV5aPHtRm4y4n/jx+HoMB7pg6uklHBuoT+PPKKttUffm/SsNcqaZYaoEDaA7FPUwhzxJ8nBz44bbl2LdQJ+BIYloXWtT7EYv/22plLRHm3r46RiKwKJyqn4dbi5XuzcHDgrC4clX7c8z+OW/+rLOPgz2zw7t/9W5hf8vyoDJKy0iwsHaOpbjYmO9Uns1u+TtDoOcgl0gY6uNldvuiqmp0DcZPjorB9HX+H3ayPrhbT8THdgElqrONjhO1Mhx2sx5HgP1V2MqC8LNfio/tAtLKf7e4TWt9afXVgAiFxB0bqR/OiqGEOt2FVFz/XhKL5PjaLcbX9gp0BiUBDlfjbDUMK6k3Sm2tAmRi6Vf0cbwdX7uF2MqC8LVbTLDDzSSWfmVRXwqJG/1cHsXFaiQ2sgD87K7EXt6XMlV9fmegw7VkV25Cp68dGxkMOrKqNuNnt6TFe9qRWLwy8/PBCHR6PRPCAnlk3iT8XByY9OpX3DplFDdPHklRZTU7IuP5Zu8JZg8K5YE5wgwv1EtEt1TPI6WgdrbcpRllNoGmSW8lF2Rcn45V0jnbivPU0/FytOeOKaP5cMehJvcn5Te/ylVTo2HDjnMcOJpAanoh1Uo1dnZWuLvYMXSQP8uvGI6vt2mYjk6nZ/OuSLbvjSI5rRC1Rou3hyOTxoZy3fKxONiZ5notvOEzRg8L5J6bp/LSextJSilg2CB/XnhsIWq1llc/3ExkTBaBvi48/eB8wkJqZ5Gyckq49p7vmDm5Hy88toh1WyLYuOM8GdklWClkDBvoxy0rJxAa7MGl6A0Gjp1KZt/hOCJjsykoqsBgMODiZMvAcB+uuXIU/cO8TY7JzS/j6ju/YfK4MF57+ko27jjHph3nScssRq/X4+/rwtzpA7lq0cgmQ81ue/hnElNMczPuvmkK1y9veoW5rXZ2JwFOTu0+h6edrdnKYW2pRn4pjlbmJ7hXqpqv/2UOKcUlFg2sFw7oh6QHfDcM8PLA2dqaEqX5q9T7ElM65Pk0h6uN+fLGexNTKKqutugYge6jn4c7J8ws3Ko3GFBptEZxDEeF6YS6TOyIRm/5ypydzDSX2V4RTm71LovbtIa7zST87ZdyJOc6nOSD8LNfhq/dQsSi+glIudgRwLhNLnG5+FmGzqBGrStBpStqdO1OikEklH5BjS4fK4mHWX3p9NUkl/9MfvU+lNpsDAY9Wn0FHjb1K63etnOJKX6H7Kot+NuvIF95AI2uFF+7hRZde3uweArrbHo2VjIp7127gAG+HjhYWxlzYlxsrQnzdOX+WeN5bvF0vtpznJ0XEjrc6N5IP5/acItfDkU0+QUYnZ3PE39sAWDBfyRJvaNoTSrZw8Guxf2WcjmsXMzo37xKVJVK3eSSfnpmMbc+9BOffb+X89GZ2NgoCA3xQCYVk5CSz9pNEUguKfqqrFHz6AtreO+LHVyIzcLd1Y6QADcKiipZvfYEtzzwIynphY36Skkv4o2PtlBaWo1IJOLY6WS+/GkfL7+/iYTkfJwdbUhIyefl9zY2eeybn2zlo292U1xSRbC/KzqdngPHErjnyVWciWxcR+ToySSefm0t2/ZGkV9Yjpe7AwG+LpSWVbPnUCz3PbWa0+eafu6p6YV88NVO3vtiB7kF5QT6uWBjoyAxJZ/Pf9jLW59sbfK4q5eM4vrlY1k4ewgebuaFNrXHzq7GWibtkPoZlgw4Q1zaXzfEkurmVS0UMzaH3QnJFrWf30PkhEXAaH/L8qE6ezVksLf5s/davZ6XLKzpI9B9OFkwwQBQ0+D7SyrqGIfVYNBeugHRJfIf5rRpDRFiBro+z3S/7bjbTCah5HMOZC1FpWuwsikSNzqmITpD3YqxaYRP3SeJyNrsvs4VPktO5RYGuDzFdP9dzA48jL3cdIwqFsnwt19OesUaALIqN+BmPRGFpOtKPVi8MlNUWU2QuzOONvV/XFZyGRWXDChXjBnMl7uP89vhM8w2s6bK5cxd08awNzqZo4npTH/jGwb4euBobYVSoyWtsISsknIARof48aCwmmURkhYSrMUiUYcKUMRk55PYgWIS3YVrK6E0Wp0eRYPbVlOj4alX/yErt5TB/X158n9zCfSrn2XNzS8jMiYLLw/TkKCPvtnNmQsZ9Aly59WnluDnU7tqo1Jr+fqXA/y98TTPvL6OHz66GRvr+qTc5LQCli4YzsevryQ5rYBbHvyJzbsi6dvHk3U/1ua73fTAj6RnFZORXYK/j7PJsYVFFbz/0lWMHh5k7O+9L3awfW8Ur324hdVf3YFCXn+B40f3YcXCEYwdGcLoYUHGlZTyyhpefm8jJ8+k8uMfRxg5NLDRvcrILiErt5TH7p3N4rnDEInAYIA1G07x+Q972bY3ipVLRxMSaPpinze9Pon7pXc3sudQbIvPpL12djVuth0je26nMD9Z28fR/HyX5rDkfaHRWVah/FIOpZjveDpaWTHAs/GqYnfR192NHfGJZrdvq2SuuYwLtKy2yLbYBD49dIwHJrWtJpFA1+FooRx4jQVFs82lUmM68VCujsVGFmhxG3OxknoR6nQPwY43sz9zIVmVGwlxvMWsY62lXsglLpSqInGzrh9PlqkisZJ6IRObvidb6qug+iDhLo/ibDUCAL1BTbU2o1GfgfYrSS79npKaCPKr9zPU/Y02XXdbsXhlRoQIzSW5Mo7WVuSWVZieWCQi1NOVuJzGs67/RTwc7Pj7geu5c9oY/F2diM7KZ29MMmfSspFKxMwfEs5H1y/kxzuuMqqcCZiHk03zLzq9wUCFBZKdrfHxriMddq7upLCFQoQSsRjrS+pXbNp5nqzcUtxd7Xn3xRUmjgyAl4cjs6ea5iZl5ZayfU8UYpHIxJEBUMilPHjHDAb18yU7t5T12842smPRnCEAhAS64+/jjF5vYOn84chkEmQyCUMH1A5esnJKGx1723UTjY5MXX9P3DcHZ0cbCooqOHjMdMVYLBLx4J0zGTsi2CQkzMHOirtvrF1Oj0lofmZ5ybxhLJk3zJg7IxLBNUtGERxYW7PkTGTjl39baK+dXYl7BzkzNhYoT3k7tN+ZsbLAmTGnVlhzqLRaTmVmmd1+tL9vjwo/7uNq2SpYTnkFxZ0onjLA08OivBmATw4d5ektO3qVQuV/EUtXZgxtyDnWX1xVMdC0I1SoPEZa+e9UaVLJrFhHTtU2Au2vsbhNa33lVu0ks2Id5epYqrWZ5FcfQKMrw1ZmSbi8iFCnu0ku+5Gsyk1UaVLJqtxISvkv9HW636K+rGX+FCqPUKPLp0qTyrmCZxqvQAFWUk88baYTXfwWEpECT5uuLfth8ZS1p6MdWSXl6PQG44x4kLszEalZaHQ6ZA3CTDQ6nVlqZ/8VnG2teXjuRB6ee/mpFnUnzq2EssTkFDA2xL/d/eyMSuRAXEq7z9MTaClULsDFsdGgqW7wv3DOEJMVlJY4eioZvcHAwH4+Jo5MQ+bNGMiF2CwOHE3g2qVjTPZ5ezoZf3dxtiUju4QA3/oBlL1dbTiQsqZxqM/YkY3D6ORyKeNGhbB19wXORKabXc/F27M2Plmj0aHR6JDJJI3azJnatMhEn0B3UtIKKSm1vIq9pZhjZ1fiats+la86Wlp5bdRnB+RAWNKfph3OzPmcPLMVmoAetSoDlgkl1JFeWmqxw2EuYpGI64YP5bPDxyw67p/zURxOSeORKRNYMmhAj8hJEjDFHHn7thJf8gkpZT+jM9RGF53OewiRSIq9rA+TfP8xtgt2vNGo/iURWxPieBt+9leanKu1Nub0JRbJSC3/jWptJnqDFhupD+EuD+NpM8Oi6wpyuB4xUhJKP0epzcFa6kO488P42S81tjGnr6Fur3Gh8BX2ZcxDLnEhxPHWZsPHAh2u43ju7QTYX22Sd9MVWOzMDA/0YX1ENEcT05jUNwiA0cG+7I1O4p3NB3hm0TTEIhHn0nOISM0myM08zX4BgbbSz6vluMydUQntdmYuZObx1F9N5z50NBey8hjo49lpClmVKjWrjp5tdv+wwMbV01MzaxOw+4WaH5eenlkbjhcS0HxF9eCL+5LSChrts7Wpd5qk0tqBua1tgxfkxRuk1zeehfNyb1oBqy4cLTuvrNG+0rJqtu+L5uyFDDKyi6moqKFGpUXVYNa2uRm/AL+mZ6kVF2P1dE3Y2FbaY2dXYq+wbDa1OWRi852y9sokAxatfrTnPptTmLMh4R7N/x91B20phppdXsEwn84TqLhp1DC+O37K4jCj3IpKntq8gy+PnOCucaNZMqg/ckn3TgYItJ8pvv822hbmfB9hzvcZP/d1fpC+zg+2ei6xyIrhHu+3q405fXnYTMPDZlqz+71s5+BlOwcAucSZBcEXjPum+m0yaRvgcA0BDo1XhsztC2oFFCb6rmmxTR0Sce1kkq9916mY1WGxMzN3cBjrI6I5GJdqdGYWjRjA57uOsfrIWTZGxOBqZ0NGcSk6vYEFw4Rk9ob8/N1+/v79GI88dQUz5giy1R3BID9PHKytKFc2HU7296kLXD9+OMFtdKx3Ryfx7D/bqbGgQnd7eHj1JsQiEUtHDmTpiAF4dUAeQB2VKjWP/bGZjOLGg/k65gxsnONWVV07k2Rna/5sS7WydsXEyqr5+g/WF/fV1GjQ6w3GGbjmZuLMGWiKRSIkkqYjaK0Utf0plaarOYdPJvHq+5uoVqpxsLNiYD8fPAY5GK931T/HW+zT3NWq9tJeO7sS+y4OlxVBi5LjPY2Y/MYOfEv4Ozp2kiVtw9qCui51ZF8Sjt7ROFtbc9uYkXxxpG3/B6klpTy7dScfHDjMtcOHcO2wIW1y2gQuR8yZuOj+SaTuJKdyC3ayPjgrOq6un7lY7MxM7hfMZzctZmoDNSQXW2veWTmfJ37fQkWNylhhfHxoALdOGdlx1l4GHD+SSI1Sw+mTKYIz00GIRSKmhgez8WxMk/vVWh13/7SOr26+khB38+O888oq+XLfcdacON9RpppNZkkZn+46wue7jzLYz4tJfYOYFBbIYD+vNsXN6/R6tkbG8+muo2S0IGUd5ObM5IuTFA2xUshQq7VNhnQ1h63NxTAwZfPx6EaHRyHrsFACvcGAWq1FLm/8elPW1Npi3cD5KC2r5pX3NqGsUbPsihHcf9s0ZFKJyf6e4CT0Fjvr6Ooq61YyqYW6Qd1LrIXOTEeIG3QkCqnlKxelFkg5t5UHJo1jf3IKUbmWrXw1pLCqmk8PHePLIyeYGdaHlcMGMzE4sFf9fQkIdAU6gxKVrohydRzpFWsY7PZqt9hhsTMjFomYPqBPo+3T+oew/anbOZaYTrVKTaiXG8MCek69g57C2AmhZKUXMWFy3+42pUlUWi2VNWoqalS1P1W1PytrVFSoVFRc/L1SVdsmMrN5hZqjSek8/Psm7K0U2Cnk2F38Wf9Zjp1CcfFn7fZLE8/N5e5pY9h8LrbZYqOZJWWs+HwV144dypIRAwjzcGsyjKuwoopTqVnsiUli24V4tE2oFQ3x98Lb0YHtF+LbZKsl6A0GzmXkcC4jh893H8XeSkF/b3fCvNwI83QjyM0ZRytF7b21kiMClBotVSo12aUVpBeVEpGWxdHEdErMSL595oppTTpLgX4uRMZkEZ+Ux5jhwWbZXhdC1pT0ch11+4ICOrb+RHZeGUH+jc+ZkVUbLufjWT/LfepcGsoaNbY2Ch68c0aj6y8p7RlFUnuLnXW0VFOrM2jLSkF3kl7S/OpoU4z66MtOsqTr6AyVqUuRisV8sGg+y37+vd3S2Vq9nu1xCWyPS8DX0YFlgwewbNAA/Jx61ipZT0Ol1VJYVU1eZSWFldWUq1RUqdVUqtRUqmul/2u0Wmo02vrftbW/qy5ub7itq6IiBCynXBXDibx7kIgUhDjdgY/dgm6xo0O/bVxsrVkwVAgra4mb75jKzXdM7W4zGvHLkQje33YIja7jBBvyyirZUWZZnSGJWMSM/n34+LpFFh0X4u7ClSMGsPZ0VLNtajRafjx0mh8PncZOIcff1QkHKwU6vZ4yZQ2l1TUUVLScqB3g6sQXN17JqdTMLnFmLqWiRsWJlExOpJhXQMwSbp00sslVGYAJo/sQGZPFpp2RXLV4lImscXNMHNOHj7/dTUx8DulZxSbJ+3Vs21v7vCaN7Vj59sMnEhs5Myq1lmMRtQIOwwfXq7XUrda4ODVdrHbfkbgOta2t9BY761B0cc5Bb8pxUGo0VKharo91OdIVzgxAiKsL3119JbevWddhSmVZZeV8eugYnx06xkh/X5YM7M+Cfn0tqkt0uaHUaIjMySMyN4/komKSi0tIKSqhqLpnTay0l0tzUdraprvYkrOe48WHeXngOybbNXo1L0Y9xa3BdxNm169N53a2GsHcwBMdYWa7sFiaWeDyRKXRdagj01Z0egPKNn75PLdwOgN9Pc1qW6lSE5Odz/HkDE6lZpGQV9SqIxPs5syPt63AxdaasSH+PUomtb2sGDWIx+dNaXb/knnDcHOxIzu3lGdeX0fOJQn0VdUqdu6PJje/3LjN3dWepQuGozcY+L+315OZXWLcp1Zr+eS7PUTFZuPmYsfS+cM69Hp++/sYEefri2Oq1Vre/Xw7pWXVuLvaM3lcvfNUJ1CQlVtKVFy2cbveYGDD9nP8+pdl6kidRW+xs46OrO9kDhJx7/k6y62wvAL55YAl6m3tZZSfL2tuXIl/B6+iGIBTGVn837ZdjP/0ax5ev4WDKWnNRgVcTqh1Oo6kpvPmngMs+uFXhn/wOdev/ou39hxgzbkLnMrIuuwcmZ7K/oJdPHDmdpKrzK/1dCl1f7FSUde+qzsDi69ApdUiFolMJJibI6WgmJIqJSOCLKsU3BMx6A0cP5rIgT0xREVmUphfjsFgwNnFjgGDfVm+chz9BjRWgQK4+6ZvSU40Dce6/d4ZrLyx5eKYVy/8ELlcym9rH6CyooZfvj/AkYPxFBdWYGtnRZ8wT+763yxCQhtLdp4+kcy/f50kJiqLqsoanJxtGToiiGtuGE9wn54l8dlRWMtlfHnjEm75/m+SC4o79NwjAn345PrFuFyUm3W0tiLc252Y7LbHZfcErOUyHpo9gZsmjGixnZ2tgjefX8bTr/7DqbOprLz7G3y9nbG3taK4tIrC4kp0Oj1fvnO9SeHMe2+eSk5eGYdPJHL9fd8R4OuKtZWMtMxilDVqnBxteOO5pdjbdYzyFYCbix0Dwn14+P/+xNvTEScHG9KziqmqViGTSXju4QUmK0sD+/kwamggp86l8b9nfmdwf1+kUgmp6YUUFldy09XjOXA0ntSMjiuWevBYAgnJ+VRWq6iuVnMhtrbeyK4DMWTmlGBrrcDWVsHg/r6MulgAszvsbA9d7Vz0psmF/BbqPF3OdPWAP9zdjfW3Xs9ru/axNjK6w8+v1unYHBPH5pg4PO3tuHroIFYOG4yHnV2H99VdGIBjaRmsjYxie1wiSo1Qk6e7KVDlsT13Mw+EPkGIbWibzyMXy3lj8IcdaFn3YbEzM+L5T5GIRTw8bxK3TRnVYtuPtx9h54UEot56pM0G9hSOHU7ghadq5elkMgle3k7I5BKyMorZtyuag3tjefPDaxk+qnE+wYprx5KeWkhZmZJTx5MoyCtv1KY5igorKC6q5JF7fyE3u4SAQDf8A93Izirm9Ilk7OwbL3F/98Vu/vztKCIRuLk74B7iQW52Kbu3R7J/TzTPvHQlU6abV2Ojt+Fmb8vf91/Pqxv3sK6FkDNzkUsl3D55FPfNGN+o/sS4EP9OcWbumT6Wr/cdJ6vE/L+TtrBgSDhPzJuCp6N5X7zhfTz5+bPbWLf5DIdPJpKRVUxuXhn29tb0DfFk7IjgRqFkMpmE15+9kh17o9i0M5Kk1HzUGh1e7g5MGDOU65aOxtmpY9WCqpVqXnlyMX9vOs3mnZEkpuZjpZAxeVwYt66cQGhwY2f+reeX8ce/J9l1IIbo+BxkUgmhwe48dOdMpk7oS1FJZYc6CVv3XODQ8cYzakmpBSSl1ieGL5471OjMdIed7aGrnQtRL0rPLq/574WYdRf2CgVvXzGXK/qH89qufaQUl7R+UBvIq6jk00PH+OLICWaF9eHW0SMY6df0BGdvQK3TsTYyim+OnSKj1LL8LoHOxV3haZET0nvejG1HZLBQKH/g0/U3cN6Qvry2Yk6zSdsP/7bpsnFmDHoDX368g9HjQxk5JsSovFRRruT1F9Zx+kQyg4b68+GXN7d4ntdfWMu+XdFmr8yUFFcR2tcLH19n/vfYPJxdagd+arWWiBMpjJtkmmuwa1skb7+yHi8fJ557ZZlxtUivN7Bm1VG+/3IPCoWU73+/F0+v+uX3b/ef5MMdhyy+L53BpLBAvrllWbvPczIlk58OnWZfXDKWTgjaKeQsGBLOnVPH4OvcdM2Sg/Gp3P3zukbbDz93D87tLAynNxg4lpTO9gsJHIxPJbeDJE39XRyZPyScRUP70cejY5Puu5usnBKuvec7JBIxe9c+1t3mXJaU16gY+dEXZrV9a8Eclg8Z2O4+PzxwxCyp3QAnJ3bfc2u7+1NptQx671Oz2r4ydybXDh9icR+bYuJ4ZP0Wi4/r7Swe2I/3F83vtv61ej2/nT7Ll0dPUGyGIEp7Ge7rzZ1jRzOrb59eM6A0AOsio3lv/yEKeukK4r57b8fXsenv7TpeiX6a2Z5XEFsRxbnS00hEUgY6DOHagJuxltTWS8lX5bIpex0JlbFUaMpxkjszyW0687xqc3ojSk5wsvgoCokVZ0pOssT3amp0SrbnbmKw4zDuCLnf2N/J4qNszV1Pfk0eLnI3JrlPY5bHfMSi+hXsvJoc/s3+i/iKGFS6GhxkTszwmMMsz/r/mT3529mbv4NidRGucnfmeC1gktt0434DBjZnr2N/wW5U+hoGOw7DQ+FFROlJk5yZR8/eg1JXjQED94c+ymDH4Y3u0Zac9Rwq3Ee5phStoTZE1EZiw4NhTxJk28cse7qKNgXKjQr2xQBsOx9Pcn4xn9y4CH9Xp461rIchEou475G5jbbbO1hz+70zOH0imbjo7CaObD96vYFnX1lqUjtDLpc2cmQMegM/f7cfgMeeXWgS9iYWi1h54wROHEkk8lw6m9ad5vZ766u83jl1NHdOHd0p9ncXo4P9GB3sR3ZpOceTMjidlkVsTgGl1TWUK2uoVmuQSyVYy2S429vi6+JIX083Rgb6MCrYr1U1psl9g4h+vXMcdbFIxITQQCaE1s7K55ZVcCErj6T8ItKLysgtq6CwsoryGhVVNWpUWh06vR6RSIStolYdzlYhw8PBjr5eboR7utPfx4Mwz8vLgWmKnlAwsiP5MvIYK0IH427du+pd9KKory5H3YW5IwL1SMVibhk9gquHDuaX02f4/sRpSpupT9YRnMnK4b61G+jv6c6Dk8YzK6yxEmxPIqW4hGe37ORUZlZ3m9Il/JH+M7M85/NUv5coURfzQ8qXbMlZz3K/awGwElvjJHfm9uD7cJQ5kVgZz69p3+FnHcAgx9paKpFlZ7kh8Ha8rXxZn7WGsa4TeTDsSd6Pf42M6oX42wQSXR7JqvQfuC7gVoJsQ8iryeHXtO/RGXTM91oMQJmmhHfjXsXPOoC7Qx7ESe5MtjITO2m9U7avYBcbs9eyMuAmgmxCSKlK4o+Mn9EZdEx1nwXAsaJDbMvdyHUBtxBiF0Z0+QXWZf2Ji9z0u/+DYV+h0qt46MwdTd6b48WH2ZW3lSf7vYCnlTcHCvbwd+ZqXh30PrZSO7Pt6Sra5Mw429rw/nULeHvTflYdOcvVn/3OOyvnMzk8qIPN6x14+zgBoNHo0Gh0yGQdq6qzYPGwZosANiQ5KZ/c7FLs7KwYOjyoyTb9B/kSeS6dqMiOV8Pqqfg4OdQWoBw5kF8/380/fx3iuZeuZPqClgs7XTvtTUqKTBN1H3ttObOXtJxf0hl4Odrj5WjPrAFtj48V6H1UalS8f+YgM/z69DpnRqB5VNruF1v5L2Mjl3HP+DHcPGo4f52P4seTEWR2YihVTF4B9/6zgVF+vjw/axoDvXpe3ur2uASe3rKDSlX75Kx7EwE2wSzyWQ6At5UvY1zGk1xVr8DqIHNkme9K42d3hSd78reTUZ1qdGZkYjnjXCdRoi5iXdafTHabgb9NIM4yF4rUhfjbBLI5Zx3T3GczxqU2GsdD4cVktxkcKNhjdGYOFOxFBNwb+jAKsZWxXUO25PzLHK8rGOsyEQBPK28KVflszvnX6DzsL9jFaJfxTHCrVc31svIhpjySfFXjMhriFjTAkisTCbINwcuqdlJ8rMsEfk//iZyaLELtws22p6tos4SBRCzm2cXTGeLvzYtrd3LfT//yv9njuWv62Mt2Rq6stJqdWyM5fzaNzPQiKsprUNVoUKnqE+I6Y1bYP9DNrHapybX5G5WVNcyZ+FqLbcvL/puKIycOxFGjVBNxJLFVZ+b6e2aQl1NKeUkVR/fFUF7SNfcsPbmAuMiMbnGaBHoWh7LT0Oob1zoSEBBoP9YyGTeNHMb1I4ayKz6R3yLOcSwto9P6O5WZxbKfV3PDiKE8Pm1Sj6mN9P2J07y150Cnnd9OIcfd1hZ3O1tcbKyxVyiwVyiwk8uxlsmwkUtrf8pkpj/ltT//OHuezw93fEHgINsQk882EluUuvrveZW+hl15WzlfeoZidSF6DCh11QxyHGZsYyutnWSSiWuLBNvLaldSpGIZWn3t2DBLmUFSZQLbcjc2skFn0CERScioTiXQNsToyFxKhbaCck0ZQTamNgfZ9mFTzjrKNCU4ypzJq8lltMt4kzbe1r5NOjMt4W3tS0TJcYrVRbjIXTlXGoFMLMfzonNjrj1dRbv12BYO70eYlysP/rqRT3YcITornzeunoutomurP3c2xw4l8OZL66iuVmPvYM2AQb64j3DEzq42Af+PX490Wt9NVTJviqrK2qRSa2s5IWEtSxQ3zJf5LzFmSjiZaYWMn9G6AMLClWONv2fe9A1RJWmdaZqRjX8c48juaMGZ6QSO52bw1YXjnCnIolKjxllhzWBXL14ZNxs/u9r/iWePbmd13FlSb3nK5Njzhbks3vQzb02Yx8q+9Y6wRq/j8/NHWZsURXZVOe7WtlwR1I/Hhk/GWlo/WHn26HZiivN5b9ICXj6xm1N5mVhJpYxw9+W50TMIdqh/8b99ej/b0uJJq6hNVp67/gcTWxJvegLpRbUwrV7PP0kX2JAcTXxpISUqJe7WdswJCOXJEVOxlV1e7+LLAUtlqx2sFAzyMk92vifT1928ibmuRiISMTc8jLnhYSQWFvH7mfOsj4qlrKbjQ9D0BgO/nD7L3qQUPr7yCgZ383PtSEfGSiplqI8XAzw9GODpQbCLM4HOTjhZt0+tsrOcPoW45RpBP6V8TU5NNjcE3k6gTRAysZzXY543aXOp8Milqx0GDKh0Khb7rGC86+RGfUhEkovtQNTCSolGrzae79LzA8gaXMulNrVFenmK23SSKuN5/sJjWEuscZG7ck+fh7CX2ltsT1fQIeLS4d7u/PXAdTzx+1Z2RSWS/Hkxn9y4uCNO3SMoK63mjRfXoVSqWbJiNPc8MAtpg1CystLqTnVmzMXKunbQ4u7pwEdftSxE8F/lxvtncuP9M7vbjBaJONJ23XiB5lmbFMXjhzbjb+fIHQPH4GPrQGZlGcdy0/G0aZuUqgG4d++/HM5J45b+Iwl1ciWhpJAfY05zoSiP1XNXmqh6xZcWcv32PxnvHcDLY2eTXV3ONxdOcNuuv9h55R1GB+WKoH5M9Q1mS2ocv8RG8O7EBfjb109ANJQ9lorFrI47i5+dI/cOHoejwopjuen8HBOB3mDg1XFz2nbDBDqN1vLxLiXI2ZmfVy7vJGsEGhLq5sr/zZ7OUzOmsCM+kb/PRXE0Lb3DZaUzSstY+eufvDZ/FksHDejQc5vLnsRk3m6nI+Npb8e88DBm9w1luK93rype2xoXys+zzPcaQu36AqA1aClUFbRylCkiRPjZBJBdk4mzvHHh6Dp8rf04UnQAjV5tXOVpiLPcBXupA6lVyQxwGGzcnlqVjLPcFZuLogXuCk8yq9NNjs1Rti0HKrUqmYfDnqKvfePJX3Pt6So6rFKOg7UVX956JZ/tPMo3e4+z8rPVuNh17cV0FhEnU1Aq1djaKbj/4TmILpHoLSnuGYofQSHuAGRnFlOj1GBl3TOWsAXMJy+7hKy0Qlw9WlZiEWiMr7czB9Y/0eS+Ko2aF4/vJMjBmU2LbsGmwYrJg0NbVhVsie1p8ezKSOTL6VcyPzDcuN3T1p6Xj+9id0YiswPqhTqqNGquCRvCC2PqHWp7mYJXTuwmoiCbMZ5+AAxyrZ2tjS6uDR0d4uZFuLN7s3asX3iTyeflfQaRVVnOjvQEwZnpgVhZuDJTpf7v5DH0FOQSCQv7h7Owfzg55RX8GxXDusjoDpV2Vut0PLVpO1VqDTeMaDnsuaPJLq/g8Y3baKuLNtzXmzvGjmJWWJ9eVePJEtwV7kSXX2CE82hqdDVsyP4HncFy8Y5F3sv4KvljNlv5MtxpNAb0ZCsz0Rv0jHWtzTeZ4j6T/QW7+Sb5U+Z5LcZB5kChqgCVvoZhTqMQIWK+9xI2ZP+Nq8KNIJsQUquS2Z2/lav9bjD2NcV9Bn+k/0yYfT9CbENJqIwltiIaB1njaBydQXfxZ+NQ5iJ1EYWq/GZDxcy1p6vo0LKfYpGIB+dMYJCfJ8/8uY30otKOPH23oVTWfpE4u9g2cmQADuyN6WqTmiSsrxee3k7k5ZSyddNZll51eaiTZacXcdsVHzB1/hCefvtqNv5xnK1/nyQrrRArazmDRgZxw70zCAn3bvL4+1Z8RnJcjsm2Wx+ewzW3T+00myOOJrJ+1VFizqdTXaHC0cWWoWNCuPq2KQRdEgKYFJPNPz8fIjkul4yU2lmfovxy5g1+rtF5N5x6Gbmi/t/WoDdw4mAcB3dcIPpsOoV5ZRgM4OxqR/+h/iy7aRLhg/067Tp7C4dz0qhQq3hm1DQTR6a9bEmLw0YqY05AX5Ptk32CADiam27izABc29d00DLErTbJM7OyzOjMdAT9nN05kpOGzmBAcpkONnorjlaWhd0Izkz34u1gz73jx3Dv+DGcyszir3NRbI2NQ6lpvyqdAXhlxx7cbW2YGx7WavuO4o3d+6lQWV7vyMnaihfnzGBh//DWG/dybgq8i9XpP/Jc5KPYyxyZ7bkAR5mTxecZ4jSCe/s8wpac9WzL3YBEJMFT4W2UeAZwkbvyePjz/Jv1F58mvotWr8FJ7sxszyuMbWZ4zEEikrApe+3FXBY3rvS9xpjsDzDRbSpFqgL+yfwdtV7FMKdRXO1/g0m+zvrsv9mVt9UYKvZV0kdIRBK8rXx5fsDrQK34gbe1Dy9G1U4QikVi3BUeXOl7DcOdRpltT1dhsTPzwJwJ9PFofqkMYMaAPvz5wHU899cOiip7f6J5/YpHCTFRWfQf6AvUDiQ3bzjD7z/3jPosIrGIO+6dwesvrOX7L3Zjb2/FzDmDTByw1OQC9uy4wJIVo3B1s+9Gay0nLTGPD/5vLTvXR+DkYktgH0+y04s4sjuaU4fiefWLmxk6JqTRcctumkhGcgFlpVWcPpxAQW7nFgD7/sPt/PXDAUQiEa4eDriHOZGXWcyeTWc5sD2Sp966mslzBhnbV1WqUKu1+AW74eBsw/mTKcgVMsZM6dvo3GKJ6aD0+P5YXnrwNwBkcimePk7I5FKy0orYvy2SQzujeP3rWxg2tmdLgnY2dbknoY4dG7OfVl5CtVZDn5/faXJ/qapxLYu63Jw65OLa17Ba1/aB0fnCXH6LO8O5whwKlJVUazSoLp7PYDAIOsk9DG8Hy969BVXV6A2Gy3YGvDcxys+XUX6+PDdzKmsjo1h95ny7V2sMwJObt9Pf050AJ6cOsbMlTmVmsT0uofWGl9Df051vVlyJl33bwnJ7Ei8MeKvRtoU+y1joU1/jLsg2hGf7v9rsOUY4j2GE8xgA7KT2fDXyV+O+hjVdAAY7DmNwA+GApvC19uf+0EdbbDPVfSZT3ZsPlRchYonvVSzxvcpke8N8nSU+K1jis6LZc2gNWt6JfZkhjrVOmFQkQ2vQcrrkOD+kfMmHw7425uG0Zk9XYbEzc8+Msa03AoLcnFl17zUWG9QTGTDIjxGjg4k4mcIj9/zMwCH+yGQSUpMLKCqs4PpbJnFofyxpKYWNjj18II7E+FyqKlVUV6mMksh7d14gO7MYG1sFtrYKBg7xZ8To4HbbOm3WAPLzyvjuyz28/cp6vvhoBz6+zlRXqyjMrzCuMs1b2LVL2h1BakIeRfnlvP71LYycUDuDpVZp+Pjl9ezeeIZ3n/2bHzY/glxhOvM+a3F9Mag3n/iD/dsiO83G3RvP8NcPB/DydeaZd1caV0X0ej1//XiQHz/awbvP/k34ID88Lkp6DxkdzJCLzz4qIo3Hbv4Ge0drnv/gulb7Gzu1H0uuH8/oSX0ZMSEU8cVciooyJW89+SenjyTw6xe7//POTF24e3tWKJpaitcbDLhY2fBaM6FcvnaNwwWtO3BlCGBfVjJ37P6HgS6e3DNoLKFOrjjKrfgi8hh/xJ/r0L4EOgZPO1skIhE6M/MwdHo9BZVVeF4Gg8jLBQcrBbeMHsHNo0ewJyGJ706c5lRG2+uzVKs1PLtlJ79dd1XrjdvJjyciLD4m3N2NX69dYfGqYkdwudUO6+lkKTPIUmbwZL8XTUQSBjkO5d+sNVRpK7pUqcwcOjTM7HLm1Xev4a/Vx9i78wKxUVnI5BJCQj25/9G5TJ7Wj+KiyiadmR2bz3HkYHyj7cmJ+SQn5hs/L7xyRIc4MwBXXz+ekWNCWLfmBOfOpJGcmIdcIcXNw57QMC8mTeuHh5dTh/TV1dx4/yyjIwMgV8h46MUrOX04nsK8Mg7vjm5VcrmzMOgN/Pr5bgAeeWWZSXiXWCzmmtuncvJAPBciUtm85gS3Ptz+XAaRWMS9Ty9stN3e0ZpbH57D6SMJxF/4bxRAa4m65PnksmJGevi22FYurk1g1eh1yMT1yazZVeWN2gbaOxFTks8s/9BuS3z9PuokUpGY1XNXmiiXVWs1LRwl0J1IxGI87O3IKa8w+5iMsjLBmemBiICZYX2YGdaH4+mZfLD/MBFZbSugfTw9k90JSczsxOKaeRWV7E5IsugYG7mMz5ct6hZHBqBGKDLbpbjJ3ZGJ5ezN38EE1ymIRCJylNmsz/6LAJvgHufIgODMmI1cLuX6WyZx/S2Tmtz/6DMLefSZxoPKl9++us19rtnU9uryfcI8efy5Ra037GWMntQ49EqukDJ6cjg710dw/mRKtzkzyfG55GaVYGdvZVxpuZR+Q/25EJFK9NnOl3n28q194WjUWjRqLTIzJb4vRyZ6B2Erk/N99EkWh/RHIWn+XtSFgZ0vzDVxfDYkN86NWxDUj02psfwce5o7B45ptL9WbrPtuFjViqjkK6uaFQDQ6PXYyxUmjkyJSsmh7NR29CzQ2YS4uFjkzMTmFzLKr2VHXKB7GRvgx583XsPW2Hhe3bWPgkrLxYG+OXaqU52ZvUnJZq8I1vG/CeMIdHbqHIPMQCU4M12KrdSO+/o8wobsf9iWuwGNXoOTzJmBjkOMRUZ7Gm0e3WSXlPPn8fOcTcumpKqGfj7uvLNyvnF/fnklNRotPk4OSM2oXi8gYA51oVmX4hdUmwuRk1HchdaYkpZYW5SqsqKG+UOeb7FtWWnH5ZKVlVSxe+NZzp9KISu1kIqy6tpirjX1XwD/9VV6B7mC/xs9g2eObGPhxp9Z1mcgXjb25CkrOZydxqvjZhN0sc7LgqBw3os4wIMHNnDnwDHIJRJ2pSeSUt44Ln5+UDgLgsJ54+ReYksKGOPpj95gIK28hO3pCayeuxJv27bnpo3x9MNKIuWVE7u5c+BoFBIppaoabu5fX4Noik8wx3LTeen4Lqb7hZBVVc63F07iYW1LcU3vz1m8XBns7cnhVPMnNWLy8ltvJNAjmN+vLxOCAnh0w1YOJKdadGxEVjbJRcWEuLacm9xWDiZbNpHmYKXghpHDOsUWcym4DHKvexv9HQbR32FQ6w17CG1yZnZEJvDMmm3UNFDycLA2LZCz+ug5vt17gg+uv4K5gxvPpgtYxrOHdrA6pun499mBoXw7Z2kXW9T1iMQiJM04xgqr2jyEGmX3qf5UVdQWWLO2kTerrFaHh7dTh/R5bF8sbz+9BmWVCntHa/oPDWDI6GDs7K0B+PP7/a2e4+eoCF48srvdtizvO4j3p85vvWE3sbLvUHztHPj6wgk+P38MlU6Li5U1I9x9cVTUh0/42Drw8+yrefv0ft6NOIBUJGZWQCjvTlrA+L++MDmnCPhs6hJ+9oxgTcJ5NqXEIhNL8LVzYHZAKE6K9oVl+Ng68NWMpbwXcYAXj+9CLBIR6uhq4szcNWgMZeoa1idHs+pivZk7B44mzMmNq7aualf/Ap2HpcUST7YjH0Og63G0suLrFUu4f+1G9iQmW3TsjvhE7hnfeKW3Izifk2tR+yv6h2NtYV2kjiarvHGIr4BAQyz+C43PLeTJP7ai0ekYGezLUH9vfjhwqlG7K4b149u9J9h1IVFwZgQ6BIPegFqlNZEmrqPOiakrHNodWNlcLFrq5cj7v9zV6f2VlVTx9lN/oqxWs/jacdz1xALTYq4lVWY5M/8lJvsEM9mn9dy0sV7+rL2isVZ+/I2PN9omFom4tf9Ibu0/ssVzvjF+Lm+Mn9to+xA3L1JvearZ46b5hjDNt7FKXx1SsZhnRk3jmVHTGu1r6bwC3ctQHy+L2qcUl5BVVo6vo1CDqrcgFYv5dOlCFv3wG8lF5kcNnMrIgvEdb0+1WkNeRaVFx0wJCep4QyzEknsn8N/E4vivH/afQqPT8ci8Sfxy99U8tmByk+3CPF2xkcuIybasWqqAQEvkZjb9UstMrRVf8PbvnKV5cwgMrZ1pzU4v7pIVojNHk1BWq7G1s+LepxeaODIAJUWWfWkJCAh0HZ72doS7WyYVvtvCGX6B7kcukfD6vFkWHROT31hMqCPIKCuzuEjmQE+PTrHFXDJLyyiubixxLyDQEIudmRNJGdhbK7h1yqhW23o62lNYYXkCnIBAcxzd1zgJW63ScPKiYtzQ0c3PYHc2Yf198PRxRqvVsX3t6TadQ25Vu+pUVVHTqhylsrq24JmTq12TxVwP7bjQJhsEBAS6BksTvddFRneSJQKdySh/X4sc14LKStQ6XYfbUamybJJNJpHgZWFNpI7meHpmt/Yv0Duw2JkpqqrGz9kRSRODp0uxVcgEFQqBDuXP7/Zz9nj97KRapeWjl/6lrKQKN09HJszs3222icQibnukNozo+w+3s3vjGQx6U4ckNTGPHz/eQVF+0zHAfv/P3lmH1XVlffi9zsXdIUCMECXuro22Sduk7t6ZqcxMZ9qpTr/KTL2dulsaadNI4+4hCTESAsHdnQtXvz9ISAhyz4UrQM77PHla7tln73UO51z22nut3+rhi1wuo06jZePq5uGbVxLRu2EnKC+rlMRTWY2fm4wm/lh5hOWfCwsxc1EomyhhiYiI2IdpvS1bfDmTX8BZUQigSzK5p/DSCyagqr7e6jbU6iyTa3dRKjqkxmgNtiRdcLAFIl0Bi3Nm3JxUlNaYV5YwmkxklVbg7y7q4otYBx9/d6IHhfHMfV8SGOKFh7cL2WnF1FTXoVDKefrVJc0KZh7YcZaUc3nUVNdRW13P2ROZAOz64xS5maW4uKpwdnWif2wPYkdfXiXdvi6enIySxvOy0hvCJTesOEJCfAYurk44u6oYOqYX/QaHN543afZAivLK+fLdzfznn6v45I0NBIX5oKmpp7igAk1tw8rYrOtbzq9Qu6iYt3QUa344wPsvrWHV13tx93SmpqqOmuo6ftrxTGPbfoPDiR3dk/hDKTx1x2fExPZAoZCRkVJISWElyx6cwv5tCWSmtD35WdJnAEv6DEBrMFBap6GsrpaSOg1ldRpK62ov/rfh38G8TEo0orKMiIg1GBgUSKS3l0UV5D86cJiPru9+svvdHUtznXSG5kV67Y20A0WGrUFxTS1702xfxkCk62OxMzMoPIg9iamczspnYFjrCYzr4xOpqK1jasy1XXlcxHrU1tTz7FtLWfPDQTb/dpTU8/monBSMnRrDbY9MbVFBbOua4xzc2Tw0LS0pn7Sky6ou1904sokzs+aHgySfba4elHgqq9kuyJXODMCSuycQO6YXv/94kFNxqaQl5aNUyvEN8CAqOojx0/u3KjEN8MBf5+Ab4M7W34+Tm1lKUX4Fnt4uRA8Ka9b2pQ/vYPU3e9m58RTnT2ehUMiJ6hvIw8/MY/yM/pQWVZl1Zi6hlMkIdHEl0KX1BYh7Nq9mR6YYty8iYg0kwK1DB/PvbbsEn7P1/AVO5xdYrIYm4licLFQEs4WCmFpuWZ8VddbfHbKEH46fQGeDcDuR7ofFb8ttY4ew+1wqT//8B68snsGIqKYTLI1Wx+q4M7yzaR9SiYTbxsZazViRaxttnQ6pVMoNd4zjhjvGCTrnhfebK1IJ4YNfHmnXeZfoGR3Ek6/c0K5zpVIpS+6awJK7WhbXuBKlSs6yB6ew7MEpLR5/4qXreeKl7i/bLSLSVblhYAxv7d6HRicsJNsEPLtxK7/deQsyqVjDratQIiCi5RISwFVp/dBfV5VlfRqMRqrq63FTqcw3tjLFNbV8Exdv93FFuiYWOzNje/fg3knD+XL3Ue7+fBVuF+vLnM8rYv7b35JZUo7+4vboU9dNIDq45arVIiKWcq0XfhQREel+uKlU3DxkEN/EHRd8zrmCIt7ec4C/Th5vQ8tErElCvvBcp0B3N5s4qkHtSOY/X1jM8LAQq9tijtd37KFG67i6cR2hSl/NA0efJNKlB/838FlOVZxlXe4mUmsyMRj1BKsDmeI/nmn+E5FKWv89Hy87yfbCvVyoTqNGX4ur3IU+bj2ZEziNfu7NS57UGeq5O+5xQtXB/Gfwi5yrTGJt7mZSqtOoNWjwULjT370v14fOJcip9Z3d3UUH2Fm4j8zabDSGuhbb9HPvw/MxzUsVOIp27WM+OWcCvQJ8+WjbQbJLK4AG/fLUwgbZ3BAvd56YM545g/paz1IREREREZFuyKNjR7H6VIJFSd+fHYqjr58vC/pH29AyEWug0enZnZouuH1PH9uUGPBwcsLdSUWlBeFjBzOy7O7M/J5wjt8TmoeHdzVyNflsL9jDl2k/opDK8VR4UmWqIq0mk7S0nzhTkchf+jyI5CqZBaPJyCcp37C3+BAAapkTPkpvKnSVxJXGE1caz/zgWdwSvrjFcfPrCtlTdJBPUr4BwEflhQkTpdoy9hYf4mjZCV4e8A9C1c1D8z9N/ZZdhftRSOX0d++Hi1xNSnU6+XUNzngPlzBi3PrQx62XFe9Ux2l3UOaCof2YFxtNUl4xyQXFVNdpcVYq6BXgQ78Qf4cnjomIiIiIiHQFPNVOPDxmJG/u2mvReX/bsBmpRMK8mM65cKg1GFDKZOYbdpFx2sv3x+ItclSHhgTbzJb+Af4czMgy3/AiW5KSeWz8aLupmh3LzuVfm7bZaTTbUm+s56v0n7i9x43MCJyMXCLHaDKyp+ggX6R9z5HS42wr2M2MgMlNzludvY69xYdQy5x4qOddDPcaglQixWAycrjkKJ+nfc+63M34qryZGdA8xFxv0vNJyjeM8x3JbT1uxEPRID5xvuoC7yR9QoWukpVZv/NEn4eanHemIvGiI6Pg1QH/JMy5wYk1mAx8kPwFh0uP4aXw5I6Im21zwzpAh/YxpRIJ0cF+zI/tx7Ixg1k4LIb+oQGiIyMiIiIiImIBd46Ipbevj0XnGIxGnlq3kf8dOIyxE8XhHsvO5a/rN3HPL7/aZbw5n3/HK9t2kdIJK8WfLSjkg32HLDpnYlSEbYwBhgQ3X41vi8TCYraet4888rHsXO5fuUZw/lhXYJzPSOYETUcuadg7kEqkTPYfx+zAaQCsz93apH21vob1eVsAuC/qdkZ6D20MRZNJpIz1HcndEbcAsCLr91bDwCJdwnmk1z2NjgxAX7deXB8yF4AzFc13vo6WNeQojfSObXRkGsaVsShkDgCnKhIwmByvtHc1Fjsz8Rm5trBDRERERETkmkUpk/H2gjkoLNxhMJpMvLPnAHctX22RxLO1SS0p5b29B5n52Tcs/eEX1pw5R52d6sxV1tfx3dF4Zn/+Lct+WMHyE6eoqGt5kmdPTucXcO+K3yy6D+GengwKbl0ptqNM7iW83s0l3ty11+b387czZ7nj51U2qa/jSIZ7D2nx83G+IwEorC+iqL6k8fMT5WfQGnW4yJ0Z7d1yCYdxviNRy5yo0de26JQATPEf3yx8DSDKpQcAtQYNOmPTukOl2nIA/FXNC7xe+sxoMlKhq2hxTEdiuZrZx7/Qw9eThUNjWDgshkAPx1aHFen+BIf7sOn0q442Q0RERMSmRPv78eTEcbyxc4/F5x7MyOK6L77j5iEDuWvEUCK8PK1v4BXU6fUcz85lV0oau1LSHOpIXcnR7ByOZufw8tZdTIjswfTePZnSKwpfF2e72aA1GPg67jgf7DtkceHwW4cOsmlIV2xIMP6urhRWVws+J6OsnIdXr+WbpYutHs5XWqvhpS07+CMxyar9dhYCVC2LYAVfka+SX1eIn6phVzZb07BhEKoOblUcQCaREawOIqU6jczabEZ4N1cNvnJn5UqcZJeV6QwmI1dW5nOXN8zny3XNi3qXXXRgJEhQy9Qt9u1ILHZmXFVKMorLeX/LAT7cepBRPcNYNKw/0wf0slhHXUREREREROQy944aRmJhUbsSoPVGIz8eP8lPx08yJiKcWX17MaVnVLtUrK7uN7WkjPNFRSTkF3I0O4eE/EL0xs4XbnIJncHAjgup7LiQilQiYUCgP6N7hDO6RxhDQ4JwsYH0cUFVNWsSzvH9sRMUVAl3Fi7h7+rK0iGDrG7XlUiApUMG8v6+gxadF5eVw+Jvf+Kt+dfRx8+ycMiWqKir4/tjJ/ji8LEuq1omBLm05XmxSqpEggQTJuqNl3ej6i6GjV3pdLSE+uLxGoOmxePO7XA4Yr0Gsr1wD4dLjrE4dB4+ystCFBvztgMNKmZqmZPFfdsai72PPf96kB1nU1h3/Bz7kjI4eCGTgxcycV2jZPagPiwa3p/YHrZLXhMREREREemuSIDX586kqKaGA+mZ7erDBBxIz+RAeiYvsAN/V1cGBgUQ4eVJsLsbvq4uqOVyVBeLKOqMRnQGA7VaHeUaDWWaOopqasgurySnooKcyqouXbzQaDJxKq+AU3kFfHYoDqlEQqS3FwMCA4j29yPS25MIby+C3d0FF6vU6HRklleQXFzCqdx84rJySMgvoCOZS3+fMgFnpcJ8ww5y69DBfH44zuLclMTCYq7/5kcWDujHLbGDGGBh4VaNTsf+9Ew2n09mY2Ky4F2rR8aOIrW0lE2JyRaN1xmoN7bsqNUZ6jFdfFqcpJedg0tOSJ2h7XA7zcXj7XFaWmOo1yCGew3haNkJ/nryRYZ5DcFZpuZCdSqpNRm4yJ25K2Kp1cazJhY7Myq5nDmD+jJnUF9KazT8cSKRdfHnOJNdwKq4M6yKOyOGoYmIiIiIiLQTuVTKR9fP5+5ffuVEbl6H+yusrmZ7suU7Bd0Vo8lESkkpKSWlzXbAnJUKfJydcXdSoZTJGh0+vcFInV5PdX09pRqNRfLGQpjXr6/dZLa9ndU8NGYk7+w5YPG5WoOBlSfPsPLkGUI9PRgcFMiAwAAC3FxwU6lwVSkxmRrCECvq6sivrCKjrJyE/EISi4otdopvHjKQJyaOZdWphC7pzORpChrzVK4kR3P5vQ50uhyKFu4cCkCWJheDyYishVAzg8lA7sXzw1sJJ2sPEiT8pc+DvHrubc5VJnO49BhGkxEvpSdT/Sdwfch1+Ko6vitnCzoUF+btoua2cbHcNi6WtKIy1sefY9OpJNKLy5qEoX1xX8ta2F2B0joNxwtzOVWUR1JpCXk1leTXVFOj1zYm9TnLFTgrFLgolAS7uhPm5kGYmwf9vP2J9Q/CQ2XbLTlJG+pxJuBMcQH7stM5XVxAakUphbXV1Oh0GExGPFROeKqc8FKp6evtx8jAUEYGhRLk4jgntKxOQ0JJIWdLCkkoKSCjspzK+noqtHVU1jesZiikMlwUSnyc1AS4uBHp4UWMjz/DAoLp5dk5X7aW0BoM7M/N4EBuJomlRaRXlFGpradGp0UmkeKiUODt5EyEuyeRnt7E+gcxIiAUP2cXR5veJehOz1JiaRGnivJJLC3ifFkxhbXVVGu1VOnq0eh0qGRynBVKXBVK3FUqwt08iPTwJtLDi2hvP/r5+NtNXlWk47iqlHy3bAmP/7bOoholIh2jVqujVmvfBOdof19enTPDrmPeN2o4686e50JxifnGrZBdXkF2eQUbzp23omWXmdwzkpdmNah+jQy3f+FOa3Co9Ghjsv+V7C8+DECAk18TB2GQZ3/UMidq9bUcLIljvO+oFs49gsZQh1rmxACPfla194eMlZyrTObRXvcw3ne0Vfu2JVZLcon08+LxmWN5fOZYkgtK2J5wgRWHTnHwQvu2yR1JtVbLquQzbEg9z7GCHLOSl5Xaeiq1Das0KeVNpSElQJSnN6OCwpgT0YcxweHIrVzZVyltnpBXb9Dz47mTfJcQT3pl64mZJZpaSjS1ABwtyOHHcycAGB4QwiNDRjM1PMqqtrZGUlkxW9IvsCUjmdNF+Wa36vVGIxq9jmJNDefLitmTndZ4LMzNg/k9+3F7zBCbO2XfJhznhQPbm31+38DhPDe6uf77JQpqq/n05BF+OX+aGl3L29B6jNQb9JTWabhQXgKZKY3H+vn4MzuiN0ujBxHg7NrxC+lGdNVnqSXSK8tYnZTA+tRE0iraTrCu1euovXgdAKeK8psc91Q5MToonLEh4cyK6C0+N10AtULOp0sW8s+N2/j1dIKjzRGxAb19ffh26RK7hJddiVIm44NFc7nh25/R6HTmT7AzU3pF8cGiucguLtaGe3oS4ObarlwkR3K09AS/5mxgXtBMlFIFJkzsLjzAloKdAMwNaurEOsvULA6dzw8ZK/kq7UfkEjkjvWORSqQYTUYOlx7j6/SfAFgUcp1Vw8wAdhbuQ4IEP5UvBpMBmaTz1m+6Eqtm7BtNJuJSs9l48jy7zqVSVFVjze5tTkV9HR+eOMRP5062OsG0FBMNDk5KeSk/nTuJu1LF/6YvZHxI823H9uJ2VSLj7qw0nt2/leyq9q8uHS3I4Z7Nq+nv48+H0xYQ6eHVUTObUa3VsiLpND+cPUFqhfXqA2RVVfC/E4f47NQR7uw/lKeGj8dZbt8/FHk1VS1+bgK+PnOMN47sod7QftnScyWFnCspZFp4T3FSSvd7lkrrNLx3/AA/njthtSTr8vo6NqUnsSk9iRcPbGd8SARL+vRnVkRvVDJRvKWzIpNKeWPuTEaGhfDS1p2dcuIp0j5GhYfywfXz8FI7Rh2ql68PH1w/j4dXr+1UOVEL+/fjjbkzkV218DsiNIT1NtoFshVLQhewMut31uRswEvhRbWhhlp9wwLySO+hTA+Y1OycuUEzKKkvZWP+dt5L/hS1zAk3uRtV+qrGujLTAyYxP3iW1e0d7TOc3UUHeDHhzSafq6RKfFU+DPbsz8LgObgrOlcKiVX+giUXlLDu+FnWxydSUNngNUslEsb27sH1w/tbYwibszo5gVcO7qC83rZa6vUGAwN9LUuaM4er8rLqxQfxB3n76L4OJSFeSUJJIQvWfM97U+ZZbZcmr6aKT08eYWXSGas5jS2hNxr58vRRdmel8dXsGwh387TZWFfTkjOj0et4dPtadmSmWmWMAGdX+lv5WepqdMdnaVtmCk/t+oMKG34XGU0m9mSnsTc7jR033WeTxQoR67J4UH+Ghgbz1/WbOJmbb/4EkU6LVCLhrhFD+dvk8c0m7PZmUlQEH14/j7/8vsHhxSolwENjRvLEpHEthsSOCO96zswkvzH0dO3B+twtpNZkYDAZiHQJZ4r/eKb5T2yxFgzAHRE3E+s1iC35O0mqTqFEW4qr3IX+7tFMD5jEYE/rz61zNHkYTUakEikmk6lRtcyECa1RS44mjxxNHodLjvPGoOdxkdtP7twc7XZmiqtq2HAikbXx50jMLWr8PNLPi4VDY1gwLIYA986/Ylxv0PO3PZv4/YLlMpjtYU5kH6vn0LgqGnZm3jq6jw/iLZNbFEKVtp77tvzKD9fdxNjg8A73V6mt55uE41awTBgXyku4ed1yfl90O/52yjXJq27qzFRp67lr02qOFeRYbYwp4VHXfA5Ed3uWViad5u97NtutmvuY4HDRkelCRHp7sfKOZaw5c5b/7tpvUa0QeyKVSJjcM5J7RrZc9M/aDAkOYldKmvmGnYDevj68OmcGsSFB5hvbiam9ovj51pt55Ne15Fa2HFVga3xdnPnv/NmMi2g9amVkWKgdLbIOWqOOIZ4DGeI50OJzB3r0Y6AFOTFOMhU/j/6szTZhziEttsmqzeFfZ15HJpXx176PMtAjpkmImQkT2bW5vHn+A4rrS9lbfIjZgVOFX4yNsdiZ2XAikbXHz3HwQgYGY8MfXDe1itkDG2SZh4R3nhfUHFXaeu7d8itH8rLtNubSaOtryLsqlPyanGATR+YSRpOJP+9cz8Yb7sRX3bFJXF8vXyaHRbIry35/fPJqqnh8xzqWz1tqFwegsLYag8mETCJBbzTy0LbfrerIAEwL72nV/roi3elZOpibyTN2dGQAbuk3xG5jiVgHCXD9gBhm9+3Nj8dP8f2xeIdNQK8m0tuL+THR3DAwhhAPd7uN+/mNiziancNXR46x80Jap6x/08PLk8fGjWZB/2ikbYj2OIr+gf5suPcOXt+5hxUnTlstusMcMomEJYMH8MTEsfg4t73S38vXB29nNaW1LddWEWk/G/O3U2+s56aQhS06XhIkhDmHMNRzMFsKdlJc337hCFtgsTPzt+UbgaZhZNP692yUL+wqaA0G7t38K0fyhTsy/s4uDPYLItLDi0AXN5zlCuRSaaMAQHpFGcllxVwoL20xHyLSw4vRQWHWvAwAUipKWXu85Z0lCTDYP4jp4b0Y4h+Er9oZX7UzEiSU1WvIrqrkYG4mG9OSyKwqb3Ocotoa/rV/Gx9PX9hhmx8aPKrNCahKJmeQXyD9ffzp7+tPpIc3HsoG5TWFTEZ5vYZiTS3xBbnszclgb3aa2S/fw3lZrL1wjoW9rKv+0RIGk4mi2hoCXVx5fv829udktNq2t5cPwwNC8FW74OWkxl2polqnpbxOQ3J5CedKiprlgShlMsZZMe+qK9MdnqVLO8QGM45MjI8/k0IjGeQXSLi7J95OapxkcqQSSaNCW251JYmlxSSVFXGiKL/V3DkftTOzInpZxX4R+6NWKLhv1DDuHjmUzeeTWXHiDIcyszDYcSIvAfoF+DO5ZyTT+/RkoIV1R6zJ8NAQhoeGUFqrYd3ZRLYlp3A0K8ehjo1CJmNKz0huGjKQCZE9OqUTcyWuKiX/nj2dW2MH896+g+xITrGZU6OQyZjRuyd/mjCGnj7e5k+4yPDQELYkXbCRVdcuJdoGgRlXeduL1fl1BQB4Kj1sbpMlWOyBdLUwstb4x97NghwZD5UTy6IHsbBnP/r5+AvqW2swcKwgh305GWzPTCGxtCEM76a+lm8zCuGncydb/HxqeBTPj5lKhHvLYSQ+amd6efowOSySv46YwK/JCbx0cEebuQeb05PJrCrvcM7A6KAwBvsFcvIKxSVvJ2emhfdkRo+eTAiNQN1GorWnyokIdy+GB4Rw/6ARJJeV8OLB7W06DQAfnzxsF2cGIK+mkuOFOfyU2Pz3E+zqziODRzErorcgmeX8mmp2Z6fxR9p59manMzoo3O6iBp2V7vAsrU5OIKsNwY5+Pv78e9x0hgW0Lk/qoXICNxjgG8DMiN6Nn6dVlLE7O41dWansy8lonNzd1HcgihaUEEW6FjKJhOui+3BddB8q6urYnpzC9gupxOfkUVRtXREelVxOH18fYkOCGBYWwoiwEPxcOpdMvLezmjuHx3Ln8FhqtFqOZGYTn5PHybx8EvILqaizXS6aBIjw9mJYaDCTe0YyITLC7ipl1qBfgB+fLF5AdnkFq04nsOX8BZI7IOF8CbVCzpDgIGb17c28mL54OFkecj8yPFR0ZmxAD+dQTpUnsCl/BwM9Ygh0ajrfLdWWszZ3I6cqzqKQKhjlbZ8QUqFITCY7xjR0EjaknufR7WvbbCMB7h4wjCeHjcf1KrUwS0kqK2Ztyjnu6j+03SFa/9y3pVWn5WrkUilvT76OBT0tn2gllhZx2x8rG+VdW+KeAcN4fkzHYyU3pJ7nse1rGR0czq39hjA7oneHZKsNJhPP79/WKC/d6rg33El/gY6pOVqTZgZ4ZuQkPj11hLK6y1viCqmMf4yaxO0xQ9o9kcyrqaK0TmO1a7CEezavblXAYHGfAbw1aY6dLWqgqz9LN677mbhWFldi/YNZPu9mqyiOldZpWJ+ayO8XzvHOlOvsKoohYn9yK6s4mZtHakkZOZWV5FRUkldZRY1WR51eR51Oj85gQC6ToZBJUcnkeDip8FSr8XJWE+TmRqiHO2GeHvT28yHC26tRKrerUlxTS1ppGRll5eRXVVFQVU1hdQ0VdXVU1ddTVa+lRqtFZzCiNxoxGI2YTCbkMtnFIpoyPJyc8HF2xttFTaiHBxFenkR4exET4NeuCXpXIK+yiuM5uZwtKCKlpJT8qioKq2uo1eoaau6ZTKgUcpzkctQKBV5qNcEeboR6eBDu6cHAoED6B/g5XPDAHlTpq3ng6JMAvDX4ZYLVgQ62yDxV+mqeP/M6+XWFAAQ6+eOucMNkMlGmK6e4viE6RCVV8lDPuxntIzozDqVGp2XC8s8pratttY2LQsmH0+YzJcw+NVaEINSZkUulfDB1PnMi+7R7rN1Zady1aVWr28s+ameO3fZou/u/hMFkIrOy3KoJyAaTiWUblreZB/X08Ak8FmudYlBtOTNX4+3kzGczFzG8jdX1zk5ndWa68rOkNRiI+ebdVsNhtiy5mz5evh0aQ0RERETEPnRFZwZAY6hjc/4OjpedIqcunzpDXUPxbpkLwepABnhEM8V/PJ6KzhViBu0IM0vKK8ZNrSLIs3NpTAvl81NxbToySpmMr2cvZmRg11PNAHg8dkyHHBmASWGRzIzozeb05BaPl2hqrRJqJpNIrK6kJJNIeGnMNOb8+m2rbU4U5lp1TCGo5QqWz7tZnJTaiK78LGVWlbfqyER6eInPjIiIiEgXwk3ualZVrDOiljmxKOQ6FoVc52hTLMbi/b7//LGH6a9/wa5z1qmVYU/q9Hq+OnOszTYvjJnaZR2ZcDdPHho80ip93RET2+bx4wX2dwiE0s/Hn1FtCC0kl9tfhePlcdPESWkXxB7PUpW2vtVjHVUOFBERERER6e5YvDOTmFeEWqlgTO+O1xuxNxtSE6lsY+IwMjCUW7uwVOkTw8dZrZL3mOCGBPNafcvVphNKClnUK8YqY9mCiaERHM7LavFYfo19azNMCIngxj62EX8QsT22fpbaEicoqrVuAreIiEjn5tSRVP5+u/lV/ZGTo3np07tsb5CISBfA4p2Z6rp6wn08u5wUM8AaM4Ux/zpigp0ssT7OcgWzrlAw6ihSiYQBbVSXvzKpvTMS6x/c6rF6g75F6Wxbcf+g4XYbS8T62PpZ8nFqvbZCemVZoxqiiIiIiIiISHMsdmb83FzsqmNvLWr1Og7nt7y6Cg1ypiO6aHgZwPQevawu1dtWDkJFve3kLa1BoEvbsuF1evs4M1Ee3kwIjbTLWCK2wdbPkp+zC0EurecgPrdvq12dbxERERERka6Exc7M1JiepBWVUlLdehJ9Z+RIXjZag6HV4+2RMe5MTAyNsHqfbkpVq8faCtfrDHgo25bHNFec0FpMDou0apV4Eftjj2dpUljrDu/Rghxu+2Nlq8UvRURERERErmUsdmYemT6aEC8P/v37ji61Q3PqioJ6LdHWZKIrEO3tZ/U+23JmNK3k0nQWnDpJGOTQLizDLNKAPZ6lu/oPbfN4XH4201Z+xb8P7aRQzKMRERERacLZnEImvfwpu7ugOJU9eXn1dgb89R1Hm2F1LHZm3NVOfP/QTWSVVHDjBz/x04ETHLyQyfH0nFb/dQbOlRa2esxdqerSSlMyiYTeXj5W71faRnG0a6w8UbsZ6h/kaBNEugDR3n5mBTXqDXq+OH2UcT9/ylO7/uCkmQUaERERkWsNvcH83OTLnXEUV3XPRaHufG1tYfGS44w3vqSwshq9oWFX5tW1O82ek/D6E5ZbZmXSK8tbPdbHy7dLhwIFurhZTcVMxLr4O7edbyEicomXx00nLj+bnOrKNtvpjAZWJyewOjmB/j7+3Bw9iIU9++Gh6h6Vx+sMWrbk7+NgyUkya/PQGOpxlavxVnoywKMXc4MnEeTUdCfaYDKyreAgOwsPk1Gbh86ow1/lwyifgSwOnYmrvKnIQmFdCfcffYHRPoN4pt/9bMk/wJb8/WRrCjCajISo/ZniP4r5wZORSpqv+Vk6XkevD+BEeSLrc3dxviqdGr0GT4UbAz17c0PIDHq4tCxScefhf6CUKvh8xMtU62tZnvkHh0tPU6atwFmmJsollLsiFxHhIu4gi3RtYkL82f38g2bbVddpeX/TASb2i8LXrXtJ33fnazOHxTPgep0eD3XX+6NZUFPV6rEeVi62Z2/aCgfryhhNJrKrK0grLyO7uoLC2hqKNDXU6LRUa7Vo9DrqDHrq9A3/6g36xp87Q8K0s1yBXGrx5qeIDegKz5K7UsUP193EnRtXkVlVLuichJJCnt+/jX8f2sm08J4s6TOAyWFRyNrYVe3MZGsKeCXhY/LrigHwd/IhyMmPUm0FaTXZpNfksCBkapNz6gz1vHL2E85UJCNBQqhzAEqpkhxNAb9mb2NXYRwvDXiMcOfmu6SZtfl8cuEXNuXvw0PhSqg6gOL6MtJqckhL+5W0mhz+0ud2q43XnusD+DZ9Db9mb0OCBG+VBz1cgiioK2FXYRz7io7zVN+7GOvbcm2wEm0FZdpK/nHqHQrqSwhVBxCqDiCvroj48nM8Kr9F2C9HRKQbcCg5s0ulSFhCd742c1jszOx5zrzn29nQG41tSgn7d/HCdK4KpaNNsApGk4n4wlx2Z6dxJC+b08UF1Oi0jjar3XSXlfKuSFd9liI9vFh7/e08t28r61MTBZ+nNRjYmJbExrQk/J1duKnvQG7tN6RNlbTORp1B2zjR7+cexWO9biHUObDxeGFdCeeqUvFXeTc577PUlZypSCbCJYS/R99HsLphV0Nr1PFd+u+sy93Fq2c/5d3YZ1DLmr6TuZpC8uuKebjXUmYFjkOCBBMm1ubs5Ku0X9lZeJjrQ6Y12flo73jtvb6dhUf4NXsbAU4+/LXvPfR26wGA0WTkt5xtfJe+lneSvqOXW49m5wIYTAZePvs/Il1DeX3wk3gq3BrtPVmeiJ+qay/mXYnBYMSgbz6ZUyhlSLqog29Pnl+5lfSiMp5fPI3X1uzkREYezkoFc4b05cm5E3BSNJ0y6gwGPt9+hLXHz5FfXoWPqzOzB/fl8dljm7V94rv1SCTw6s2z+O/6vWw5lURtvY5wXw/evXMBPXw929X2+ZVb+fXImcafX182m3lDmws6vfPHPrafuUBmcTkA17/1XZPjJ9/4M7IrFh/La+v4cPMBdpxJoaxGQ7CXG4tHDeSuicOQSps+S2U1Gv635SB7zqVRVFWDq5OKCD8vFg2P4YaRAyy+v0WVNUx/9QuWjh3MPxZObnYtt364nJLqWjb+/R4kEsuvTSqVkFpYyhtrd3E8LRcnhZzBPYL46/xJTe6tJffh5dXbOZ9XxL9vmsnrAvq1NtdEbFKdXk9bUZRdfdLpouzazkxhbQ3fJhzn1+QE8trYQetqKGUyR5twzdEdniVPlRMfTpvPkj4DeOXQDlLKSy06v7C2hg/jD/HxicPMiezLw0NG0d/H30bWWo+tBQfIryvGR+XJC/0faeZ4+Dv54O/UNDcwv66YHQWHkSBp4lgAKKUK7otaQnJ1JomVqWzK28f1odObjTs7cDyzA8c3/ixBwsKQqWwvOERGbS6nK5IbnZmOjNee6zNh4ufMDQA83vvWRkcGQCqRsjh0JkdLEzhbmcKmvH3cEbGgxXtrMpl4uu/dyK4ImVNKFYzw7l7FfJ9/4GuO70tu9vlnG58iLMr6IjndkaS8Ih764jdmD+7D/GH9OJmRx0/7T1BUWcM7d8xrbGcyNTgdh5IzuXV8LD0DvLmQX8KP+05wNqeALx9c0izvtqCimj99sxY3tYo/zxmH3mDkYHIGQZ7NF12Etv37gkncM3k4h5Iz+fdvO1q9rlmD+zC+bwRbTiXx84GTvHLTTEK9PRqPXxlOWluv446PfqGgoprbJ8QS4u3Bqcw83vljL0l5xby+bHaTvp/4bh2phWXcNWkYAR6uFFXWcCQli8LK5rkrQu6vn7sLk2OiWH/8HE/NnYBSfnkukV1SwcmMPB6bNZZLt9eSawOQSaTc9+lqRvYK45+LppBfXsU3u4/xyJe/8fvTdyKXSdt1H5Lzi7n3s9WM7Nl2v7bgmnBmzIWJdPVJp1LaNe2v0Wl559h+vjsb36ZstoiIObrjszQ5LJIJoffwW3ICH504RFpFmUXnG0wm1qcmsj41kZkRvfnr8Ak2EQqxFodKTgIwM2Bss4l+axwtPYMJE9FukU0ciyuZ6j+SxMpUDpacbNGZmeQ/osXzergEk1GbS7nucg5TR8Zrz/Wl1+RQUFeCi1zNAI+WiyL3dY/kbGUKiVWtqzjNCBzbxJHpjui0ehKOpTvajC5PdZ2Wx2eP49ZxQwBYNLw/MqmU5QdOci6nkH4hDQsj289cYNfZVN65Yx4zBl5+NgM8XHnt913sOpvK1P49m/R9MiOP+6aM4C/XXV48WDp2cIt2CG3rolLi4qekqAXH4UpiLtqdmNsgBjUgLJDegS1/H36z+yiphaV88/BNDI9qyCe7fkR/Qrw9ePePfSwY1o+xfRoWFur1eo6l5fDAtFHcM/lygey7Jg1rsW+h9/em0YPYfuYC289cYM6Qvo3nrzt+DqlEwqLhlwVjLLk2aNhRmzm4N88smNz4mauTkjfW7uZkZh7DIkMsvg/Q4PzcMHKA2X5tQff+druIuToQki6d/t81OVGYx4xVX/PF6aPdZvIp4hi687Mkk0hY0mcA22+8l4+nL2x3Yd8t6cnM+fUbXj28y24FYy0lu7ZBna2Xa7jwczQFAIS3kgAPEO7ccCyjtmVlzVB1QIufq6QNRYiNpsthSx0Zrz3Xl1GTB0CNXsOifY+zcN9jzf79lr0NgEpddav9hKoDWz3WXTh7PIN6TecuGdBVmD6gV5Of518M2zp84XLh8S2nk1ArFUzr37TtmIuT2yMpLRcpv7OVSX5H21qTbWcuEOXv3TiBv8TSMYMA2HwqqfEzlVxOhJ83vx45w9bTyRiN5tXUhNzfsX16EOLtweorQugANsQnMrp3OIEt7GZZwo2jmu7KDghr+I7ILb28eGPJfbCkX1vQ7p2Z3LJKfjl8ihMZuZTV1BEd7MebS+c0Hi+srKZOpyfY092mW0tCMLfzojV2zj/u3ZVdWWk8uHWNRYnVAc6u9PH2pYe7JwHOrviqXXBXqnBTKlHLFTgrlDjLFTgrFDjLFZTU1TL5ly9seBUinYFr5VmSSiTMiezDnMg+nCsp5KfEU/x+4axFxWv1RiOfn4pjZ2Yqn85YRE/P5vkVjqTWUAeASxtKYFejuXiOk7T1UFsnWYNASp1Bi9FkbBZyIXSXpKPjtef6ag2axj4jzSiO+bWQL3MJhbT7B2Ec3988vEzEciQS8LtKCetSaFd+xeXQ3czicjRaHYP+/m6L/VTU1jX7zEWlxMtFLcgOS9pam+zSCoZHNV84cnVS4eHsRFZx0wLG794xj2d/2cwT363Hz92FRcP7c8u4Ifi5N8/HFnp/JRJYMnIA72/eT05pBSHeHpzOyie9qIzHZo3p8DWGXBGGBjSGsmn1lxcELb0PQvu1Be36httyOpl/rNhEne7yBMJd3VRR66eDJ/l85xHevnUuswb26ZiVHcTJjGxxV0gM7i4klBTy0Dbzk0+FVMbMiF7MiujNmKBw/JwtE2moqG/+RSrSvbhWn6V+Pv68Mm46z42ezKa0ZFYlnWF/bgZGgbWfLpSXsHjtj/w092ZiOlEujUqqRGvUUWcQ7qA5yxomOxpj6+dcckBUUmWLMsuW0JHx2nN9lxwjX5UXrw96sj0mXzPEi86MVTCZaCaWcOm75cooFqMJvFzU/OuGaS32E+zl3uwzhQUL25a0tQmtfJ229DXbM8CH5X+6hSMpWaw6fJpvdh/jh33x/Pe265jUL6rZ+ULuL8D1I/vz0daD/BqXwOOzxrL+eCLuaiemXrUb1h6uFmhoFQvug0X9WhmLR03KL+ZvyzeiMxgYFhnC4LAgvtpztFm7uUOi+XznEbadueB4Z0Yux0kubzW8olhTa2eLrk30RiN/2rHObJjLbTFD+MvQsfh2cZU5EdshPkugkslZ2KsfC3v1I6e6kp8TT/Jz4ilKBHyfldfX8cDWNWy4/o5OI4AS6hzAucpUUmqyiPVqrkbUEpfkjzMvhmO1RGZtXpO2HaEj43Xk+vI0RdQZtDjJurbYi62oqqjlwrlcR5vRbSioqGoSxpRX3rBjEOBxuW5amI8H53OLmBwT1SRBvbMjJK0g3MeTrNLmuw5VmnoqNXWE+Xq0cBaM7BnGyJ5h5M6p5L7PVvN/v+1s5syAsPsL4OvmwpSYnqw9epZHZoxm88kk5sb2bfV+Wztlor33wRFY7Pp+tfsoOoOBJ2aP57sHb+Kp6ya02K53gA/OSgXncos6bKQ1CHRuPb4wq6r5L0vE+vyUeLJNZSaVTM77U+fx73EzuuXkU8R6iM9SU0Jc3Xl6+AQOLnuI1yfMooe7p9lzsqsqePlg6+o/9maEd4OE6db8A2iNwnIfRnoPRCaRklSVTs7FfJar2VlwGIBRPoM6bGNHxmvP9fV0DcPfyQeDycC2ggMdsLx7c+JgCiYBuQoiwth6uuku1/rjDTLxo3tfzveaNagPBqORn/afaLEPgRvFdsfzYuhacWXrOWazBvchrbCUuJTsJp8vP9gg4jF9wGXBg5auM9jLndiIYIqqWhYlEHJ/L3HT6IHklVfx3Z7jFFfVcP0VUs9XI+TaLMGS++BoLN6ZOZKShZtaxd0Th5ttG+DhRnErv0x7E+rmTnply2pAF8pK7GzNtcl3CfFtHv/X6Cks6ClsxdIcNXoxEbQ7Iz5LLaOUyVgaPYglfQbwU+JJ/hO3l6o28mrWXDjLY7FjiOwEhYNnB05gfe5u8uuKefXspzzSaxkBV0gV1+o1xJWdoZ97z8Z6Kj4qT64Lmsi63F28ce5Lnul3f7O6L4lVaXgrPZgT1PLCmyV0ZLz2XJ8ECXdGLOQ/iV/xbfrvuMidmew/oskKbEZtLnsKjzI3eBLeys6zUmpPxHwZ66FSyPls+xFyyiqJDvbjVEY+Kw6dYsbA3kQHX1bwmzGwNzMH9eatDXtIzi9mWGQIRpOJzOJydiSk8OWDS5rtNFgbvcFIUVUN1Zp6LhQ0zOMyiss5n1uEq5MSHzeXZmFPw6JCUCnkvL52N3dNGoZSLqOito5bLqqLAdwxYShbTiXz2Ne/c/uEWEJ9PDiVkc/Kw6eYNagPE6IjGtuezsrnhVVbmdwvijAfDxQyGQk5Baw7fo65sdHNbBZ6fy8xuncPwnw8+WrXUfoG+zUql7WEkGuzBEvug6Ox2Jkpqamld4AvMqn57SwXlYKcss6RXN/X2499ORktHsurqSKvpqpLFZjraqRVlHGhvHWnMdY/mNtihlhtvLaKpIp0bcRnyTxyqZQ7YmKZFt6T2/5Y0aqss8Fk4tfkBJ4aPr7F4/bERa7muZgHeeXsp5woT+TBoy8SpPbFRe5MubaSUm0FBpORNwc/1aQ45J0RiyioK+FI6WkeOfYyIc4BOEmVZGsKqDPU46Fw5dmYB3G1IPG+Ldo7Xnuvb7zvUIoiSvk2/XfeTfqOL1JXEeTkh8ZQR7G2vDEHZ3pgx5OCuypivoz1kEokfPHAYl5fu4uVh07jrFSwbOxgnpo3sUk7iQT+e9tcft5/gl/jEth0IgmFXEqQpxuTY6LwcLZ9+Gpcajb3f7a6yWcfbz3Ex1sPAfD0vInNJJKDPN149475fLBpP6/+tgOpVEJPf58mE36VQs7XDy3hg80HWX3kzMVike78adY47pnSdCE/2MuNSD8vfj92lpKqWpRyGSFe7vxp9jjumDC0mc1C7+8lJBJYMmoA7/yxj4emj2rzfgi5Nkuw5D44GoudGTcnFaU15mOyjSYTWaUV+Lvb1jMXygDfluU3L7E/J4MlfVrfvhPpGPGFbccz32jley/mQXVfxGdJOCGu7vw092Zmrfq6VeWzvTnpncKZAejpGs6HQ59lQ95u4krOkKMpoKCuFDe5M1GuYQz1iiHkKillhVTOP2MeYGfhEbbmHyC9JgedSY+fypuR3gO5PnR6Y9V7a9CR8dpzfQDXh05niFc063J3caYimfTaHBRSBb5KTyJdQxnjM6SJA3QtkZtRQkGOZTWYRFqnXq+nb7AfXz90o9m2UomEW8fHcuv4WLNtryy4aa22Y3qHc+Y/Twju9xIToiPM7iq4Oqn4x8LJ/GPh5Dbb+bq58Pbtwq/Nkvt7CYPRiEImY+5Q89EG5q7t+cXTeH5xc9GG/qEBLd5LoffB0n6tjcXOzKDwIPYkpnI6K5+BYa1r16+PT6Sito6pMT1bbWNPxgS1re2/LjVRdGZsSEZleZvHx4YIr70ghOMFLdeUEOn6iM+SZQS5uPHw4FG8EbenxePJnSzM1lXuzM1hc7g5bI75xheRIGGq/yim+re9cnkJfycffh//YZttHut9K4/1vtUq411Je64PINIllD/1vs2ic74d9ZpF7bsi8QcuONoEERGbUVuv46f9J5k3NBpPO+x2dVUsFgC4bewQTCZ4+uc/OJKS1Sz5SaPV8cP+eF76bRtSiYTbxpr32O1BoIsr0d4tV2wG2Jud3mpOjUjHqdS2LW/blkBDe2gtpFCk6yM+S5YzvUfrUp41Oq1FdXpERDoT8QfEEDOR7kVNvZbfj57lt7gE7v98NXU6PQ/PGO1oszo1Fu/MjO3dg3snDefL3Ue5+/NVuF2sL3M+r4j5b39LZkk5ekNDxeSnrpvQYkKTo5jfM5rE0pbV1YwmE+8dO8A7U+ba2aprg7bqO0glElRy62mTJ5QUklRWbLX+RDoX4rNkOb7qtvNF9EYjqq6jrioiAoDRYOTEoRRHmyEiYlVq6rS8tWEvNfVa+gb58ul917dYt0fkMu36q//knAn0CvDlo20Hyb6oQV2r1ZFa2CCVGuLlzhNzxjNnUF/rWWoFbuwzkHeO7UdvNLZ4/LcLZ1ncZwDjQ3rY2bLuj5eq9Uq+RpOJyvo6q9W7+G/cXqv0I9I5EZ8lyynStK4qKZdKUcsVdrRGRMQ6JJ/Joaay6wl0dFZevnEGL984w9FmdFuE3l9/D1f2vPCgHSzqPrR7CXPB0H7Mi40mKa+Y5IJiquu0OCsV9ArwoV+IP1KJdYv3WAN/ZxcW9ophddKZVtv8eed6flt4K+FunvYz7BrAW936BBTgbEkhY4I7nuuwKT2JnVmpHe5HpPMiPkuW01aoXLibZ6f8vhYRMYcoySwiIgIdcGagIaQjOtivU4WSmeOJoWNZe+EcOqOhxeMlmlqWrv+Fb2cvobeXT4ttRCwnxrt1bXSAjWlJHZ6AnizK54mdf3SoD5HOT3d7lk4V5TPQL9DKtZsvU63V8s2Z460eHxYQYqOR7UN1pYbj+5JJOpNN5oUCctNLqKmuo7amHoPOgJOLCrWzEr8gD0Ij/ejRO5Aho3sS1S8IiejEdUl0Wj0ZyQUc3JbgaFO6BCajiaTT2Zw5mkZWahHZaUUU51egqdVSV1uPXm9EqZSjdFLg6eOCb4AHQeHeREUH02dgKD1jgrvsu2Iymkg7n8eZY+lkpRSRn9WgflddWUedRkt9nQ65QobaWYmzqxMBIV6ERPgQ3jOAAcMjiOwbhERAKZKuiMloIulMNmeOppOdWkh2WjFFeeVd8rmwXnB5FyHUzYM/DR3DW0f3tdomt7qShWu+55lRk7it3xCrrFrm1VSxMS2J0rpanh7e8eJtXY1BfoF4qJyoqG85eXv5+VPcNWAoUR7tkxfdkp7M07s3oulCBQ5F2kd3e5Ye3vY7UomEG/sM5Ma+A6xa76paq+WxHWvJrCpvtc2cyD5WG88cO9bG85+//tLq8X6x4by9/BGz/ej1BvZuPMUfy49wNj4Do6Hl0GGAmkoNNZUaivMrOBef2fi5h7cLU+YNYc7Nowjv1baDbA0Obkvg5Ue/N9vO1V3Nj/ueRanqPH+eTUYTt09+jZKCSrNtH3p2PgvvGGe1sUuLqkhNzCMtMY/UxFzSzueTnVqEoY3f+dU8MOctq9nTEt/v/ge+gfYtWCqTmddvOns8g/U/HSJudyLVZsLx6jRa6jRaKstqyLxQCPsvH/P0cWXk5Ghm3TiCmNjOH4av1xmI253IrvUnObr3PLXVrRcOBtAajGjrdFSU1pCXWcKJg5cV8lzd1Yya2o/pi4YyeFRPhzk2p46k8vfbP2v1uF+QB9/t+oegvs7GZ7Dhp0PE7T5PVUXbpQe6ynNh8bdlZkk5cqnUbDJSblklRVU1RPp54a7uXHJyDw8exc6sVI4XtF6volav4/n92/j6zDHu6j+U6yL74ufsIniMaq2WYwU5HM7P5mBuJicKczEBE0MjrXAFXQ+pRMLUsCh+u3C2xeNag4E7N67im9lL6OkpfBKaV1PFB/EH+encSWuZKtLJ6Y7PUlZVBW8f28e7x/cz2C+ISWGRTAqNYLBfULsWU/RGI+tTE3nn2P42pawjPbyYHNZ5vpPSkwowmUytrvaZTCa2rD7K9+9tpaTQ/MS6LSpKa1jz3X7WfLef0VNjuPdvcwiNtF2Uwagp/fAN9KA4v6LNdtWVGvZtPs3UBZ1DCRTgxKEUQY6MXCFjSjvt1usMZKYUknb+kuPS8K+itPV8r2sZZ9fW51XH9yfz5X82knqu7ZpcQikvqWbL6qNsWX2U3v1DuOvJ2Qwd39sqfVuTmkoNv39/gN+/209luXXqg1VXati+5jjb1xwnIMSLpQ9NYfoNw5DLO5diSlFeBTWVGlzcWw/Djj9wgS//8wcpZ7vfc2GxM/PTgRP8eOAEr900m3mx0a22O56ey99/2cjD00bz2IzOVZlYLpXy2YxFLPr9R7Kr2v7DklZRxgsHtvPSwR308fKlv28A4W4e+KqdcZLJ0ZtM1Oi01Oi0FNXWkFZZRlpFGbnVlRiv1q2+xnk0djS/p5xr9b5kVVUw97dvuT0mlsW9+9PX26/F0Jui2hoO52ezLeMC61MTWxR0GOIfRIirOxtSz1v5KroX9QY9Vdp6qrRaKrX1VGnrqdbVN//s4s8ni/Jb7etATgaPbFuLm1KJq1KFm1KFm0KJm1KFq1J58WdVk5+d25l43l2fJaPJRHxhLvGFubx7bD/uShUxPv5Ee/vRx9uXKA9vPJSX7qEKCaDR66nRacmpriC9spy4/Gz252RQWmc+MfqFMdM6Vb6MpqaeguwyAsOaO6E56cW8/cxKzsZbXyr70I6zxO1O5MYHJnPb49MFrXpbilQmZc5NI/n+/a1m22785Uincma2/956mOKVjJ4ag7tn28p5V3N8fzJfvPEHWSmF6PUth3+LNMfZVdXss/KSaj544TcObLVd+F1yQg7P3vsl42cN4PGXb7D4920LDAYja77Zx0//2252F6YjFOSU8d6/fmX5Jzt5+LkFjJpqvoilPUk7n8+AEc0XpypKa/jwxd/Yt7n1fPGO4ujnwmJnJi4tG6PJRGxEcJvtJvWLRCaVsi8pvdM5MwC+ahd+uO5GbvtjpVmHBhomGYmlRa1KO4uYp5enD0v6DGDF+dOttqnT6/n8VByfn4rDVamkh5sn7ionDCYjFXV1lNVrKKxte6Uuwt2Lr2bdwOG8bNGZaYWvzhzjtcO7W80daw95NVXkpVl2v2USCTN69OaTGQstOu9aeZYqtfUcysviUF6W1fu+f9CITrUrc4m083nNnJlj+5J47YmfbapcZTAYWf7xDk4eusCz79+Gj7/1pVBn3zSSnz7abjZE6lJuQ1iU4/NR6zU6DmwRNgmatWS4xf0X5paTdj7P4vOuda7emUk+k83Lj35vdufPWuzbfIZzJzL59xf3ENGn9QLqtib1XC5v/WOV1XahhFCQU8aLD3/LpLmDefSFhbh5ON6hA0g9n9fMmbmQkMMrj31PYW65XWxw1HNh8fJTYUU1Ae6uhJgJM3NzUuHv7kJuWcdCAWxJhLsXqxfcwiA/x72I1xovjp3GQN8AQW2rtVoSSgo5mJvJkbxszpcVm518Rnl489Pcm/B2cmZMcHinWnXuTNTr9VZ1ZNqLwWSitp25KeKz1H6WRg/in6MmO9qMFkk733T3b8faeJ5/4Bu7SfCei8/k6WWfkJdZYvW+vf3cGDM9RlDbjb8ctvr47eHAtjNoarVm2/kEuDN0XOcLPequXLkzc+LgBZ6+5RO7OTKXKCmo5OlbPiHpdLZdx73EznUneGLpx3Z1ZK5k94aT/Gnxh6QnFzhk/Ku5+rvz5OEUnrrlE7s5MpdwxHNhsTNTWVePn7uw3BFfNxcqNG1X63Y0Ac6u/LrgVh4aPBK51PqhBSJNcZYr+GrWYnp5Wl8pbnhACKsWLCPYtcHR9lQ50c/b8SubIrZBfJYsx1mu4PkxU3l9wiybqad1lCtX6Q9uS+DtZ1a2meBvC/KzS3lq2ScU5pZZve+5y4RV8t6+5jg6rd7q41vKtjXCQsxmXD8MqQ3C80Ra5pIzc/5kFi8/8h3aesc8KzVVdbz40Dc2eVfa4vv3tvLm08vR1jlW9Cc/q5Qnb/qIo3uTHGoHNP3uTDqdzUsPf+ew+2Pv58Libx4XlZKyGmErZJWaOpysWI3bVsilUp4ZOYmNN9zF9PCeNvsj7ySXM9Q/yEa9dx38nF1Yd/3t3NhnoFX6U8pk/GnoGH6Zvwxvp6bbvWPFAqjdmu7wLD0eO4ZQN9srIc3vGc32m+7lngHDbD5WR7i0uph2Po/Xn/zZItUqa1JWXNWwI1Rl3QW5waN7EhLha7ZdZXmtTWPchVBaVMWJgymC2s64wfIQM5H24+LmRHlJNS898q2gnTNbUlZczRtPLcdktE+e8LfvbuGn/223y1hC0NRqefmR7xzu0GRcFFCpLKvhxYe+RVNju/whIdjzubDY0+gV4MOxtBxSC0uJ8m9dKSi7tILMknL6hwgLA+kM9Pby4YtZN5BWUcZPiSfZlJZEloB8mrZwUSgZFhDC7MjeLIjqh6tSaSVruzZquYL/TJrNkj79+fxUHNszU7D0cXdVKlkQ1Y9HhoxqdTI4LrgHn5+K67jBIp2Wrv4sLY0exE19B7I/N4M/Us+zKyuNvJoqq/Qd7ubJ/J7RLOoV02XqZuVmllBRWsNrf/nJ7GqzTCYlKjqIPoPCCArzxifAAydnBQqlnLpaLRWlNWSnFXE2PoOk09kW/1HNSC7grWdW8vxHt3fkkpogkUiYu2w0n7223mzbjSuOMGX+EKuNbSk7150QtCs2YEQkwT3a93y5eajp0bt984S8zBJBOxIhPXyRK22nPiVzgLKVs4sT7z67mrLiakHtA8O86T8sgtAIX/xDvFC7qFAo5dRW1VFZXkNZcTXn4jM4G59Bvcby1fyzxzNY99NBFtw21uJzLWHl57tZ/vGOdp0bEOLVcA8i/QgIbbgHSpUcbZ2O2pp6CnLKyE4tJuFYusU7Cjqtnpcf+Y5/f3kPg0ZGtcu+jlKn0ZKfVcrnr2+grFjY35Du8lxITCbLJLe+23ecN9bvJrZHMJ/ecz0uquaT8zqdnse/W8uB5AwenzGWh6aNsprB9iaprJj4wjxOFeWTUVlGTnUlZXUa6gx6tAYDSpkMtVyBk0yOh8qJMDcPwtw8iPDwYrBfIP19AsTwNQHkVFdyIDeDuPwczpYUUlanoUJbR61Oh0omRy2X4+/sSpibB329fRkREMqooLAusfMnYl+6w7OUV1PFqaJ8kstKSK8sI7+miqLamgZ1OV099XoDBpMRqUSCi0KJ68V//i6u9PP2I9rbj/6+AfT1Mr8DYE/M1Zm5hE+Ae5tSwBF9All05zjGzugvOPm2rLiazSuP8Ns3+yyWbX3q9RuZfr31drSqKzXcOuH/BIWAfLH5aUE7Obbg0YXvkZpoPjnf2vdHKH+64QOSE3LMtvts41OdQkxBCObqiVzCL8iDory2F1s9fVyZu2w0UxfECnY29XoDcbvP8/NH2wXd26vH+3r733BS22bR9ujeJJ5/4GuLFiXcPJyZu2wU0xYNtUh6PTutiO1rjvPH8sMWfV+4ezrz/q+PExDiJfgcIQh9LgJDvcnPLm2zTXd7LqAdzoxGq+P6934gq6ScAA9XlowYSP/QANzVKmrrdZzNKWBV3BmySyvwc3Ph9yfuwMO5c9WZERFxFCYTmDB1q2RyERGhCHVmWsPd05kHn53PlPlD2l15uqqils9e28C2344JPsfFzYkvt/wVD2/htcbM8fY/VrL1V/M2LL53Ivf97TqrjSuU9KR8Hp7/rtl2ahcVP+9/DpW6fTLrHeFadmbaQi6XseyRqSy+Z2KHfi87153g3edWW5R38eA/57HozvHtHrM1CnPLeWThe4KFQKQyKYvvnsDSh6e2KGMtFE1NPSs+28XKz3cLDnmNig7inRWPWrXwrfhctI3FWwZqpYKP71pImI8nBRXVfLTtII98s4bbPv6FB776lXc37ye7tAJ/d1c+umthl3Zk/vPZVsbdaNvKwZZwPrWA+fd9zP5jqa22efattYy78a3Gf4dOpFs0RnJ6IeNufIs1W6xbONBW/XZmajRaHv7Xcpb+6SvOJjesbq744xhf/nLAwZaJXE2dXs/Ud78kLqP5xGjOh9/w8R5hylJt9VNdr2XE6/8j+qV3iH7pHY5ltj4Ja6uflvh4z2HmfPiNoLb26McWRPQO4IPf/sTUBbHtdmSgYaX2qddv5KFn5ws+p6aqzuox+kKFALb9dgy9zv7Kg0Jry0y6bpBDHBmRlvEN9OC9VY9yy6PTOvx7mTJ/CP/98UG8fF0Fn7N5pW3Cuj988TfBjoyHtwtvfv8A9/x1ToccGWhw1u98YhZv/fww3n5ugs5JTczjBwH1pOxJd30uLtGu+KdIP29++/NtPDN/MiOiQvFxdUYll+Pp7ERsj2CemD2etU/c0aXyZboSba0O/OPhWfz07t08uMx2HrCIMP7YeQaZVML0cX15/KWV/LDmCL9vPUVMb1EEotNxcX9a2VE1pjb6cVUpiXvmEXb85V772dNNCAr34fXvHsA/2NNqfS68Yxz3PzNXcPs/fj5sNnzDEvoOCqNX/xCz7SpKa2xaBLElTEYTO9edENR25uIRtjVGRDBB4T68u+JRovq1XQfQEnoPCOXvby9DIhW2gJCeXCAoNNESdm84SdxuYXW+fPzdeevnh+k/LMKqNvQdHMbbvzwiOHxs9dd7ST7jGMnqq+muz8WVtHsPTK1UcPu4WG4f13mqFHd3+kYFsO6Lh9ts4+qswtVZRViwdeM1RSznbHI+ty4cyZihkQzsG8JrH28mumcgY2I7X6FCe2EwGpnzv2+p0zVP2vVxcea3B251gFXgpJALczKs0I9UYt5BsZY93QG5XMZzH9xm1RCvS9xw9wSSTmeze4P5HWO93sDa7w/wwD/mWW38uUtH8d6/fjXb7o9fDjPxukFWG9cc8QcvtJmzdImwKD/6xYbbwSIRc7i6q3nli7vxCbB+sdfBo3qy+J4JrPpij6D2x/YlERVtnUU7g8HIN29vFtRWpVbw4id32izHLCDEi1c+v5snln5sdpfIaDDy8b/X8vbyR2xii1C663NxNeKyn4iIjfjXn+YwZmiD4zJqSARrPn2Q1/+2EKnAlYzuyInsPDJKyymoqm72r7BKmCqPI+jsOU7WMq8zXuYN90yw2R9AgEeeF17Be8vqo9RprCeDO3n+EFzczIdinzqcSm6G9Yt4tsaO3+MFtRN3ZToPj76wiJAethOKuPnBKSidhIUnnRQo5y2Erb8eE7wjet/frhO029kRwnr68+jzCwW1PRefKXhHyVZ01+fiajqPfE8nRSqVkJ5Tyvvf7OTkuRxUSjkD+gbz+B2TCAu6vPvxn8+2smbrKfavfKrJ+YkpBdz7zA8889BM5k8bSHJ6Ifc98yOf/d8tPPvWOrQ6Pf96bA6aOh1vfLoFV2cVL/55Lv16BTb28drHW1i/43Tjz88/fh2zJvbr8LUVlVbz7tc7OHIyAwkwZmgUi2YObtbOYDCycXcCW/clkpZVQkWVBm9PFyaM6MXDt05AfdWDLLTfS8SfzebH34+QkJRHrUaLh5uavlEBPHnfNIL8Lq8mVFRp+OKXA+w5coGKKg2Bfu7MnzaQZfOHNzoIlt7f1z7eQmZuKX97YAbvfLWDM0m5qJ0UTBsbzSO3TcBJdfnaLLkP//lsK8kZRTz7yGzeM/PsAOj0Br779TCb9pylsLgKb08Xpo7pw/1LxzWxARryoiRIeO6x2Xz43W52HkqiVqMjNMiT/3t6QZO+Lem3okrDlysOcOBYKsXlNQ07fEFezJ3Sn3lTrVPH5UBaptk2cz78hgfGj2DvhQx2JKXgolSybPggHp08pkkNqO8Ox/PD4RPkVlQS4unOveOGc9PQpnb+cOQEPx45QU55JS4qJf0C/XhuzhSifC/Lyo9842Oq6uowAZ8sW8jkPs1lNWt1Ov6ycgO7klNxVihYNmIwj11lj5B+hGCuHxPw0a6D/Hz0FDVaLZN7R9HDx7NJm4zScj7cdZC4jGxKazT4u7ly07ABPDB+pEX9AGw4c56P9xwms7ScIA83bho2kLvGDEN2hecj5D63B2dXFTfeP6lDfZjD3dOZWx6dyqf/Z14quaaqjn2bTltNuctJrWTawqGs/aHtPDqTycSmFUe4569zrDJuW9RptBzYar6+jUwmZdqioTa3R8Q8Q8f3ZvK81v/GWgNXdzVT5g1h8yrzuQ+piblWGdNkMrHis12C2kYPCRech9ZRpswfwo618RzdY95R+f79rYyY1NcOVjWnuz4XLSE6M2aQSaX8+aWVDBsYxpP3TqWwpIqf1h7lr6/9xg/v3IW8HTHteoOR977ZxW2LRvLL+mP89/NtuDireGDZeH5cE8f73+7i41eWNrb/812TuXXhcI6ezuStL6yThKrV6Xn8xRUUFFdxy4LhBPm7cyg+nZff/6NZW5lMypqtpwjyc+fWRSNwd1UTn5DF6k3xmEwmnrpvWrv6Bdi05yyvfriJIH8Pls4fToCvG3mFlcQnZOHrdTmsRFOn45F/LaewtJqb5w4lyN+DhKQ8Pv5xDymZRTz/+GW1H0vvb0pGEU++uprp4/oye1IMZ87nsnpTPCXl1bz61IJ23QeA1Mxi/vzySoYOaPvZMZng2bfWcex0JkvmxBIR6kNaVjEr/4jnfFoh779wY7OdgaLSap5583dcnVU8uGw8eoORuFMZBPpedv4s7fef/11LRk4py+YPx8/HlZKyGo6fyaKotKblh6gd7E8178wAvLppF3+bMZHHp4whPiuXF9dvJ8TTneuH9Afgx7iTfLDzIP+6bgoDQwI5mZ3HK3/sRG8wcsuIhi/vuIxs3tyyh/dumkcvPx9Kamo5lJZJgHvTpMUjf38YjU5H7P992Ko93x+O568zJvCnKWM4kZ3Hi+u3E3qFPUL7EYK5ftacSOCzfXG8MHcasWFB7E/J4K1t+wjyuJyc6qJUEODuyn8XX4e/qwvHMnN4bu1WogP9mdgrQnA/+1IyeH7dNl6aN42BIYGkFZfy7Nqt6A1GHpzQ4BgJvc/tYcr8WFzd1R3uxxyzbxrJjx9up1pAgvG+LWesKkM8d9los84MwNbfjnHHEzOR27imyYGtCYKKMI6YFG1RArCI7bj7ydl2GWfqwlhBk9ay4moqSms6HBp66kgqeZnCdiTvemJWh4RBLOXuJ2dxbG8S5gSBk89kk3wmm94DQu1k2WW663PREqIzYwad3sDUMX34891TGj9zVit5/5tdJCTlMrhf+x7QqWP6sGjGIAwGI29/uZ2Xn5jHtLF9KSmr4ae1TR8KZ7WScLU3JWXWm1Ru2n2WrLwy/vHwLOZNHQDAvKkDeeHdDWzbn9is/RevNc1lmDMphvyiSvYcudBkEm9Jv7UaLe98uYPQIC++fvO2JjsFdy9pusLy09o40nNK+eilmxkS03DP504ZQFCAB5/8uJfZE2MYOTiisb0l97dGo+WBZeNZMqch/+u6yf2RyaT8uvkESWmF9In0t/g+QIMDNn/qQLPPzp4jyew/msKrTy1g8ujejW39vF159+ud7D+awoQRvZr0fSYpl9sXjeShWyc0fnbDrCFN2ljSr1an5+S5bO68YTS3LrwcOrJsvvWqelfXazmVky+o7ZiocG4a1rDLEunjRVxGDj/GnWx0Hv63+xD3jRvOgkH9Gttkl1Xwvz2HG52ZGq0OiUSCn6sLYV4ehHl5MCS05XAlc2FkY6PCWTa8od8oX+9m9gjtRyht9fNT3EmuG9CXxbH9G+3Zn5JBRml5YxtfVxeenn752Qj39uS7w/GczStodGaE9PPR7kPcOnII8wZGA9DD25Olwwex/OipRmfGkvtsKTPsVLvESa1k2qKh/P7dfrNt4/cno6nVona2Ts2E8F7+DBgRyZm4tDbblZdUc3DbWSbMts4uaWsIVTGbucR63w0i7WfAiEibh1Zdos/AUKQyqaBCqgU5ZR2etG5dLUw+vXf/EAaP7tmhsSwlql8ww8b35ujeJLNtN644Yndnpjs/Fy0h5swIYOGMpomX/Xo2hCjlFZlPkGyN0IuhQP4+DStbUWENMY2e7mo0dTqMlpX/sZijpzORSiTMGB/d5POpY/oI7qNXDz+Ky6oxXlHAypJ+j57OpLq2nqXzhzULebqaPUcuEBHi3ejIXOL6i+FrOw42/UKx9P5OHNnUWbgUxnf0tPmdhJbuwyWEPDs7DyXhpFI0s2HERefs+JmsFsddasbRsKRfpUJOeLA363acZteh5BavpaMcTs/CYBSm09/Lr2khr+gAXzJKygEordVQUlPLwKvUEgeGBFJcXdOYezOxVwSLY/tz85fLWfrlclYeP0O93ny18JaI8m3dHnuTXlJOv8CmNTN6+Te1r1ar46Pdh1jy+U+M/c8njHrzY5IKiqm7QuJXSD9JBcV8tu9Io5x09Evv8NHuQ+RVVqG/+Lu05n2+Ei9fV/oMst8EYPJcYeEY2no9CUfbdjwsZZ7A8JhNK45YddyrKS2q4oSAuHYvX1dGTo42207E9sy5aaT5RlbCSa0kXGC9npLC9s+PoEFw48A2YSp+s2603z24ktkC7/3uDSfR6+0rr95dn4vWEHdmBBDo11QFQqlouG26Dmj/qy8WU5JKG/xJp4v5FpdWZE1GE8hst2VaWFKFp7salbLpI+Dn07KOemJKAb9tOcHZC/mUlNVQV69De1GRqmGbVWJxvzkF5QBEhJiPq88pKCc2JqzZ567OKtxdnRr7uoQl91ciAV+vpuESARfDtYpKqpp8LvQ+XELIs5OdX05dvY4JN7/d4rVXVtc1+8xZrcTTTPiNpf3+39ML+PdHm3j2rbX4eLlw3eQB3DgnFh8v66yi7E/NENxWf9UKj4nLyen1jfebZm0AnBSXf9fPXzeV+8eP4LcTZ/lw10E+3x/Hz/fcjI+LsITvxr6vGuxKexzB1eEUClnT0KO/r9lESlEpr8yfTv/gAJzkcm749EeL+jGaTGh0Ov48ZWyzHSgA+cV3y5r3+UqGjOlt17CRvoPD8PB2oUJAWGXCsXSGT7ReHPy4mQPw9HGlvKRtEYz4AxfIzyolMKxjuUitsXNtvKDV1akLhyITZcMdjkwmZZSdncrQKH/SkwvMtqvsYCTJ2eMZaGrqzbaTSCVMmD2gQ2O1l5GTo1E7K82GZdZW15NwNN1uu0fd+bloDdGZEYC5XYO2aK0mjD3/SLdGSza0ZNWh+DT+9sYa+kT6c9vCkUSEeuPm4sR3vx1m3fbTzfsQ2O+l+eElh8McJlreLWhpE8uS+2syNW9/afJ65eeW3gcQ9uwYjSY83dU8ff/0Fo9fmQdzCYWAuHlL+40I9eGL127l+Jks1m4/xfJ1R1n5x3FefmIe44a1L5n9Sg4IzJcBSCluql6TmF9ED2/PBrs93PBxceZUTj7jevZobHM6J58gdzfcnZoWSQtyd+ORiaO4e8xQ5nz4Db+fPMc9Yy0LX2rLHnsT7u1JYn5Rk88uFDWNK9+bnM7TMyYwLLwhzEBrMJBVVmFRP1KJhOgAPy4UlRAoIP/FGvf5SqIHN1+8sCUSiYTBo3qyZ+Mps20Tjgt3zIUgV8iYtWQEv3y6s812JpOJTSvjuOvJWVYd/xLbBaqYzVoshph1BmKGReBih5yyK3F1F1YIvd6C6vAtcUxA+BY0fE+4W2nBzVIUSjmx43oLqgMVtzvRbs5Md34uWkN0ZqzEpaRMnd7QZKJZcNXKfmfBz8eNhOQ8dDoDCsVlewtbsHf5+mPIZVLef/5GnNWX48Tr6ps/lJb0G+zvAUBmbikD+7ZdzCk00Ivcgopmn1fX1FNVU0dIgGeb55ujqLQK/yt2j/IvhoH5+VyexFlyHywhJNCTCxlFjB/Ws8k96yjt7XfogDCGDggj/5ZK/vzySt75cnuHnZm8yirSSsoEtz+YmsmPcScZGxVOfFYuf5w5z4vzGnKSJMBDE0by3s4DhHi6MzAkkFM5+Xxz8Dj/nD25sY8t55KpqtMSE+SPq0pJQl4B5Zq6FhW7LoVM6VsJrzuU1ro9lvTTcKxhV87QZpvW+1k6fBCv/LGDET1CGBIWTFxGNodSs/B1vbwLEurlwb6UDGb260WNVsf7Ow+gMxos7uexyaN5/Jd19PTzYWa/XhhNJpILS9AbjSy8mK9kyX22hF4D7BPvfSXRQ8IFOTO2KP425+aRrPh8V8OucRtsWX2U2/88w+o7I2nn80g7b/66ooeEE9bT32w7EdvTb4j9a/wInSTr6jsWanpW4ILBoJH2zZVpPn6UIGfm5OFUO1jTQHd+LlpDdGasRNDFiXliSkGTifm2fc2T6TsDwwaEs+PAebbuT+S6yZdDSHYdSm7WVm8w4uqsajKBr6jSEHeq+ZeNJf0OHxiO2knBig3HmTE+ujEEqyWmje3DJz/tIz4hi9j+l1dsf9tyAoDJo3q3cqYwdh5K4ua5l1eRt+w912jjJSy5D5YwdUwfdhw4z6pN8S0m3DfsHNm235bGCPRzZ2B0SIuCEJZiya4MwJ2jh3I0I5v/bN2DWqHgvnHDm4Q63T4qFrlMyoe7DpFbUUmwpztPTh/fmMwODSFT3x+OJ6usAr3RSIinO09OG8+0vpf/+L274wDfHDxG3cUcj8d+WYtcKqWXnw9rHrqtsd0bi2bzR8L5Vu0R0s8rG3ey6op8kju+XYlcKiU2LJjv77pRcD+LY/uTXV7Bm1v3otHpmB7di2fnTObTvZfzKV5bNIsX1m9j+ntf4ePizD1jh+Hn2nT1Ukg/U/v25KNlC/l4z2E+3XsEuVRKpK8XD4y/LBIh5D63h9BIYTHY1kRoPZuaSg1lxdVWVfMKCPFixMS+HNnV9vtWVlzFoe1nGTfTuqE14q5M16PvIPvuXkKDXLoQWotKEYoQxxoaks8didDfQXpSPnq9weZqhNC9n4vWEJ0ZKzFldG8++3kfL763gWXzh6NQyNgXl0JWnvDV6JbQG4yUlFVTXaslNashBCQrr4wL6UW4OCvx8nBuDGXS6QwUl9dQU1tPZm7DuOnZJfh6ueDirMLH07nRYZgzKYaf18bx38+3kVtQQZC/O8fPZHEupbna1KjBPYhPyOKdr3YwZmgUBcWV/Lz2KD6eLpRfJWVqSb+uLir+fNcU3vh0C3f/7QfmTIrBz9uN4rJqjp7O5Kn7phEa6AnATXOHseNgEn97Yw03zx1KcIAnCUm5/L7tFFPH9GF0bGS777FKKee7Xw+TX1hJ70h/EpJyWbP1FJNH96Z3xOUVSEvugyVMHtWHKaP78NH3u0nJLGZIvxCMRhPZ+eXsOXKB91+4scmukS36PXchj9c/2cLYYT0JDfRALpdxPqWAzXvOMnN8x2sa7U+xzOFzUsh4Z8ncNtssGz64UWGsJab0iWKKmVovf5k6lr9MHdtmm42P3QXAjH69Wm0jpJ9/zZnCv+ZMabONkH6kEglPTB3HE1PHNfl80eCYxv8fGBzArw/cevWpFvcDMLl3JJN7t/5+CbnPluLirsbds/35Nu0lvFeA+UYXyU4ttLo08dxlo806MwAbfzliVWfGZDSxa90Js+1UagUTr7Nt3QoR4YQJTLq2JpIWg8atS352KTVVzXNFWyKqn+0K6goaPzoIiURiVqJZrzOQkVRAz5i2o1CsQXd9LtpCdGasRICvO289u5hPftzLpz/vQyaVMn5ET/75yCyuf/izdvcbn5DFX15Z1eSzr1cd5OtVBwF49PZJ3LKgYaVs95FkXnh3Q5O2H3y7q/H/n310duNuiUop54MXb+Ldr3eyfP1RpBIJY4dF8fErS7nxsS+a9LFswQgqq+vZuu8cv289RaCfO0vnDycqzIeH/7W8SVtL+gWYP20gAb5u/LT2KN/9ehitzoCHm5oBfYNwc1E16/eLXw6wdvtpKiobimY+sHR8Eynh9iCRSHjvXzfy7jc7+X3bKZxUChbPHsIjt01s932wbHx4+cl5rN4Yz/qdZ9i+/zwKuZQAP3cmjOiJu6uwWNSO9Bvg5054sDebdidQWlGLQi4jyN+dB5aNZ+nc9uc9QEOy/KH0lhXZWj3HtmJ+Ip0cH3/LnXdr4OXrilIlRysgFKIwr9zq44+Y2JeAEC8KctpeBDt+IJmCnDICQrzabCeU+AMXBKkMjZ81UPAKrIhtkUglNhOCcDTZacWC2snlMvyDPG1rjBmUTgq8/d0oKTD//mRcsL0z052fi7aQmMy5kyIi3ZjXPt7CH7vOsPeXJx1tSrflXH4Riz77wWw7Xxdn9j/1IHM+/IYFg/rx8MRRdrBOxJ7sWBvPf/76i9l2g0ZG8cb3D9jBoubcN/O/5GSYn0zd97frWHzvRLPtLGX5Jzv59p3NZtstfXgqd/5lplXG/M9ff2HHWvNhZm9+/wADR1p3F86EkYzqA+TWxlNvqGSA12L8nKIBEzX6YlRSN+TSlhd0/nTDByQn5Jgd47ONTzlktbo9nDqSyt9vN78A6unjys8HnrODRU35+X87+O69LWbb3f3UbG56YHK7xti0Mo73nltttl1wDx++3PLXdo1hTf5626dm60QB3PXkLG5+sO3d+dYQn4u2EbUVRUREbIolkswiIgCuHvZV4rkSNy9h4W3lpW3LKLeXWUtGCIqr37r6qFXiz+s0WkEJzEHhPgwY0f5w3pbQG+tYn/UEm3Oe5XTZKpIqt1CluxSSLGFd1hMcLfnaqmN2F9wFPqddkZIWxH5awtPHumGe7cXTW5gdxfm2qbFyJd35uWgL0ZkRERGxKZYm/2987C5xV+Yax+kKkQ174ybQkaosq7XJ+F6+royd2byuz9WUFFYKyq8xx/4tZ6jTtF0nA2DG9cOsXlIgrvhLCjRnGef/J26K/K7Z8UjX8WTVHLbqmN0FN4/uO2ktKxa2UODhIEnmq/HwFva7KO1AoXWhdOfnoi1EZ0ZERMRmaA0GjmWaDwMREbkSlbr9tb06itpFWE6ItoOS7G0xb9loQe02/tLxif4OASpmEqmEGTd0LHeuJVKqdjLQazEDvBbjpezR7Li7MpRqXaHVx+0OKJTdN+VZaC0S53bmk1oboXYIWTToKN35uWgL0ZkRuab5x8MzxXwZG3IsM6dRZlhERCiOLCosVDpVpzWYb9ROBo6MIryX+VouR/cmUZhb3u5xSgoriT94wWy7oWN74xvo0e5xWkNjKMNL1XromgQJBpPtnMaujNyKNck6G1qBzkxnuQdCHQhtne3/FnaWe2JvRGdGRETEZuy3MMRMRMTRCJ0M6LS2nZjMXWp+d8ZkNLF5VVy7x9i59oTZIp0AM5fYpraMq9yfsvr0Vo/naU7hqbR/AcCugFTqWClcWyL03eosE3ehzozQHaeO0J2fi7bosvtRtVod5/ILOV9YTFJhCXkVlRRV11BUXUudTke93oDOYEAqkaCQyVAr5Hg6q/FyVhPs7kaYlwc9/XwYGBxAuLengxWyHUdZrYZjmbkkFxWTVVZBRmk5hVU11Op0aLQ66nQ65Bfvn7NSgZezM6Fe7oR6uNPTz4fY0CAifb2v2ft3CYPJxKmcfM7mFZJeUkZqSSl5FVXUaLXUanXUaHVIJRJUchlOcjlezmoC3F0JdHejj78P/QL9iQlsqKDeHSit1ZCYX8T28ymONqXbcS28s0YBE2xHj23r3aNpi4by9VubzIambFl9lFsfnYZUZvna5Pbfj5tt4+bhzJhpMWbbtYfe7jM5WbYcP6doIt0mNH5uMOlIKPuVpIrNjPN/3CZji3RiBL9bnUOMV8iCALSv+LWIMLqUM5NZVs6GM+fZn5pBfFYeeqN5JRejyYTeaESj01Fa21DY8JitDb2KW0cM5vk5U+08auucyM5jw5nzHEzL5EJRidmvA4NeT71eT7mmjtyKKhLyCpoc91A7MSYynDkxvZnUOwq1onM9Vo/8stbspDrI3Y1df7nPon7r9Xo2nk1iW2IKh9KyqKqvb7O9AdAZDFTXaymuqSW5qKTJcZlUytCwICb3jmLegGgC3TuHUktbGEwm0opLSSwoJrGgqOFffhFF1TUW91VcU0vfl9+xgZWts+NP9xLi6W7XMdvDtfbOGvS2C+Gy1ti2jk13cXNi8rzBbFrZ9s5LcX4FcbvPM2qqZcVtUxPzSE9qXsz4aqYsGGKzax3qcxvF9UlszX2+UX55b8E7bM97GaPJQJTbZPp7XW+TsUU6LyonYc+bLUM9LUGvE2aH0slxuYDdnc71F6wFTMCWs8l8dySeo2Iicbupqq/nx7iT/HoigYzScqv2XaGpY9PZJDadTUKtkLNgYD/uGTOMCB/rFHSzB3mVVVTW1ePuZD75t7Cqmm8Px7Mq/gzlGmFVioVgMBqJy8ghLiOHt7fvY1LvSO4bO5xh4SFWG6MjVNbVXXZa8otILCjmQlEJ9WJOjE24lt9Zva7jksPtRegEyR6JtnOXjTbrzABsXHHEYmdmh4BdGYBZi20TYgYglSiYHfJ/pFXtJbV6FxXaHMCEuyKWKLfJRLlNgk69hyhiC5QqYZP+zuLM6HTC/gYqVZ1+yt1l6dR3dmdSKm9t39dsBVtEOFX19Xx7KJ5vDx+nsq7tnQNroNHp+eX4aVbGn2FGv178bfoEQj2tnzhqC5ILi9t0HPRGI98cOs5Hew5Rq7Vt7KvBZGJHUio7klKZ2ieKf8yaRLiXp03HvBKjycSWc8mNzsv5giJyK6rsNv61jPjOgqbG9tfdGjVVGkHthK4ed4Re/UPoOyiM86ey2mwXt+c8xfkVgpP0jQYjO9edMNuuZ0wwUf1sW7EcJES6TSTSzfoFSEW6Js4CFQWrK20jj24pVRXCvjPUzsKuS8RyOqUzU1JTyysbd7LxbJKjTenSbD6XzMsbd1LcjpCfjmI0mdh8NpldSWk8MG4ED4wfgVLWOZL1WiOpDWcmtbiUx1asI6W41M5WwY6kVA6lZ/Hc7CksHmK+/oQ1qNPp+fOqDXYZS+Qy4jvbQLVAh8IWCJ2YeAgslNdR5i4bbdaZMRqMbF4Vx62PTRfUZ/zBC5QWmV+cmGnDXRkRkdbwDhAW+murWk+WUlkm7Pvax7/zhzR3VTqdmllCXgGLP/9JdGQ6QIWmjsdXruNPK9c7ZFJ0JfV6PR/sPsjSr5aTXS6sqq+jOF/Y8g7gjqRUbvzyZ4c4Mpeo1er459ot/HvTzk6S8ihiTcR3tinVAh0KW1BRKqxgn6ePfQr2TbpuEK7u5gt5bl4VJzgRefsa87VlFEo5UxfECuqvvRhNBjpLErdI58E3QNgOY1lx54gWKBdY5NNHoJMmYjmdypnZcyGdZV+vIK+yczygXZELRSUs+eJntpwzXzvAniTkFXL9Zz+yOznN0aa0yvmComafrTl1lkeW/051ve2LXQnh+yMn+Ntvm8Q//90I8Z1tTnG+Y5wog8FISaGwvz+ePm42tqYBpZOC6debL1hZlFfBsX3mFwHrNFoObksw227M9BhBTlRH+DxpKrm1J1s9fqbsV37LeMimNoh0PvyDPQW1K8qvEJx8b0vysoSlQojOjO3oNM7MgdRMHluxTkwm7gD7UjK4+avlZJaVO9qUFqmsq+fhX9ayIeG8o01pkeSrdma2Jabwz9+3dDrHYe3pc7yzY7+jzRCxAuI72zLVlRo0tfZfQCjKK8doECY+EBhqP7GEuctGCWonpObMwW0JgiqRz1o8QtCYtsRJ5k6ZNt3RZojYmYjeAYLamYwm8rIcFzEBDfl9ZQJ3ZsJ7CbsuEcvpFDkzGaXlPL6yY46MWiFnUEgQwR5ueKid8FA7oZTJKKvVUKGpo7RWw6mc/HZJxlqCUiYj1MuDcC8Pwr08CfP2YGSPUJuOCQ2TooeX/47W4PhVirYwGI08/etG6vV6bhhsn/wPoVTV15NbUUWwhxtncgt4YvUGDKbO5so08Om+IwwMDmBGdC9HmyLSTsR3tm3yMortkHzelIykAvONLhIW5WdDS5oSGunH4NE9OXmobYn5Q9vPUVFag4d36yFwO343H2LmF+RB7FjHf7foTVpMnW45ScTWuLirCQz1Jj/bvKOScjbXru9iS+MLQSaTCnbSRCzH4c5MvV7PYyvWtSuMx0WpZOmwgcyI7sXAkEDkUvMbTRml5RxIy+S7w/GktjMHwk2lItzbgzAvzwanxbvhv2FengS6uyK1c2Wkw+lZPPrLWqtMiqQSCT4uzvi5uqBSyFHKZNTr9dRqdRRUVVNhBSlio8nEc+u24e/qyviePTrcnzVJKizGy1nNU79tbPf9VCvkBHm446JUoFYqMBpNaHR6iqprKK6uwWglB+nFDdsZ0SMUT7WTVfoTsR/iO2uetPP5dndm0s7nCWrn5euKi41DsK5m3i2jzTozer2BnetPsOiOcS0eLy+pJv6A+XDGGdcPR2KjSuK1+lLqDJfDCKt0eZTWN8+RqNWXcKr0FzyV4TaxQ6Rz06t/sCBn5vypLCbPG2wHi1oZ/3S2oHZhUX52kXO/VnH4nf3iwFGSCostOkcmlfLg+BHcPXoo7k6WTeR6eHvSw9uTm4cOZFtiCq9t2WWx5Oy7S+Z2mkl4ekkZj/yylrp27mq5qVSM79mDCb0i6B/kTy8/nzadwlqtjoS8Qk7m5LH9fAonsvPaNTk3GI38ZdUGlt9zM738fNpluy04nJ7FlnPJpJeUCT6nh7cn0/v2ZHh4CANDAvFzbX1VtF6vJ7GgmLiMbLacS+Zkjvmida1RXFPLezsP8MJ11i/I6qSQ88s9Szvcz9O/bSSrTFj+g4faic+WLerwmJbg52afJO4rEd9ZYVw4m8u0RUNtPs6VJBzPENSup52dLIAx0/vj7edmVoVs22/HWnVm9vxxCoOZMDqJRMKMxeZzdNpLUuUm4oq/uJj8D7vyX2+1rVyiYmbIKzazRaTzMmRML/ZtPmO2nTkH39acOCgs13HgyCgbW3Jt41BnJreiis/2mY/xvRIPtRPvLZnLmMiOrdZIJRJm9uvF8B4h/Hnleo5kCPOuAf6xdgubHr0TF6WyQzZ0lFqtjkfbuavVx9+Xe8YM47r+fVDJhT8GzkoFI3qEMKJHCPeNHU5WWQXfHYln+dFTFq8yV9XX88TqP/j1/ltQdBLZ5q8OHhPUTgJMj+7FfWOHMyQ0SHD/KrmcwSGBDA4J5L6xwzmbX8i7Ow+0O8l6ZfwZ7h83gmAP6yYjSyUSi66rNZwseLYUUqlVxuzMiO+scE7Hpdq0/6sxGIwkHEsX1Lb/sAib2tISMpmU2TeO5Kf/bW+zXcrZXDKSC+jRQkjL3k2nzY4zaGQUgaHe7bbTHEO8byHGcyE5NcfYmvsCMZ4L8VBeLYkvwUnmQZB6EK4KMTTnWmT4xL6C2qWdz7OoxpI10dbpOHVE2PfUsAl9bGzNtY1DBQC+PnjMotVJF6WS5Xff3GFH5kq8ndV8c/tixkYJ77OwqpqP9x6xmg3t5bl1W7lgYUFRN5WKV+fP4PcHb+P6wTEWTYpaIszLg2dnTWbDI3cwMsLy3KCkwmLe3XmgQzbYmz7+vqy+/xY+vGl+hyffMYH+fLZsEe8tmYubyvKCWjqDga8PCXPARByP+M4KJzUxT3D9Bmtw8lCK4GKdMQ5wZgDm3DwSqcz8n+3dfzRXCCsrribheLrZc2cusX1tGaXUhUi3ibgrQ4hym8xArxuv+reE3u4zzDoyQkPhDPrOnZcm0pyAEK8WHfKW2L2hdUU8W3Jw+1m0deYLaMsVMgaP7mkHi65dHObMVNXXs+qE+S3EK3l53nSifK2/YiSTSvnP9XPwbSM86Gp+OBJPuRVi0dvL9vMpFisMDQgOYO1Dt7MkdoDV83rCvTz55vYl3D3a8vCErw4e41x+c1nkzsiy4YP59f5b6B9k3dXC2TF9+OGuG/F2tjwOf93pRHSdPIlcRHxnLcVkNAkKM7EWQidEahcV/YY4Jo/DN9CDUZOjzbZr6VoObE0wW4fGxc2J8TMHtNs+S4l0nYBS6tzu84XmIFRXOq5ukUj7ERpmunlVHCYHiPVsWikssmj01Bic1I6N5OnuOMyZ2XLuArVa8x7tJWbH9GHeAGHbju3B18WZl66bJri9Rqdn+bFTNrOnLWq1Ol7euMOic8ZGhfPDnTdaPRzpSmQSCc/MnMiD40dadJ7RZOK/2/fayCrr8ZcpY3nxuqk2C6+JDvDjf0sXWtx/Wa2GPRfSbWKTiHUQ39n2sW2NfXYdqys1Le5mtMTIydEOTeSde8tos21yM0pITWwqZrB/i/kQs0lzB6N0UrTbNksZ5fcgvk7tD78ROkHsLJXiRSxj+qJhyOXm/x5mpRZxcNtZO1h0maTT2YLzZWbZYbfzWsdhzszmc8kWtb93jO0SEi8xLbonPbw9Bbdfc9K+L88lPtx9kPxKYbrmAP2DAvjopgWoFfb5I/XE1HFMj7ZsS3VfSgYH0zJtZFHHuXv0MB6eIKzWQ0eIDQ3i8UnmJytX05mLkYqI72x7ORefKTiPpSOs/eEA9Rphi2vjZw20sTVtM3Rcb4LCzQsw7N9yeVdLU1PP6SPmvyNmLu5aky4vP2GOvlD5XJHOhZevK2NnCpOD//69LWbFLazJt+9sFtTOP9iToeN629gaEYc4MzqDgUNpWYLbDwkNYlBIoA0takAC3DEqVnD7tJIyi+PfO0pJTS0/HRUeH+qmUvHBjfNwVtpvtU0C/HveDIslg784cNQ2BnWQ0ZFh/H3mRLuNd+/Y4YR5WZbMuC9VmAqTiP0R39mO8dV/N9o0hKSsuIpVn+8W1NbL15XRU/vZzBYhSCQSrrvZ/MJK3K7Exv+PP3ABvZm8kR69A+g7KKzD9lmK0aQnT3OKpMotJFasb/Ffa/gHeQoawx4OsYhtuPXR6YJyo9KTC1j52S7bGwRsX3Oc4/uFLcjf9MAUQXluIh3DIXf4XH6RRQUyZ/Wzn1c7tY9lq5MHLXDKrMFXB4+h0Qm/d3+fOZEQT3cbWtQyXs5qHp88xqJz9qdkkFFabhuD2omLUslrC2Ziz8pBcqmUe8datkKaU15JYZXwlX8R+yG+sx3j7PEM1v1w0Gb9v/+v39DUClOXm3PTKOQKxysvzlw8zGyo24WzuZSXNHwnxO0xn6vliF2ZCm02K9LvZG3m4+zMe5Xd+f9p8V9rCE0QP300jXwHV4oXaR/hvfyZPHeIoLY/frid0wLVxdpL5oVC/vfK74La+gd7iiFmdsIhzszpXOFVlgG7yrUGe7jh7+YquP3JHGFF1qxBVX29RSu8/QL9WDzEfhW7r+bG2AH4ughP7jQBvzgoD6k17h83nGAP+08s5w+Itli16nyBZfWaRGyP+M5ah89f3yA4Pt0Sln+yk0M7hIULq9QK5t1qeQioLXD3cjEb7mYymRplY4/tbduZkctlTFto35o+AAeLPqJWX8pY/8dYGP4hN/T4rMV/rdF7wNWSzi1jNBhZ8fkuK1ktYm/ueXo2zq7m1T71egOvPPaDzcIKC3LKeP6Br6mtFqZ6ePdTczrF4se1gEOcGUtW8uRSKf2D/G1nTAvEWuA8WVrwsyNsOHPeItGEh8ePsroCkiWo5HIWDrIsJGNLovUnLO3F21nNXaPt/wcewFWltEguHOC8HZ9FEWGI76x10OsNvPDQtxzclmC1Pn/9eq/guHeA6++agJev7cQYLGWeACGAs8czyM8upSiv7cK1IyZH4+Ft/wKyBZoEBnsvZaDXjQSqB+Ln1LfFf60RFO5DYJgwhdONvxyx6vMjYj98Az245+nrBLWtqqjlb7d/ylEBu5GWkHQ6m6eWfkxBjrCC2iMnRzN53mCr2iDSOg5xZnIrKgW3DfF073BdBUuxJF8ht7ztaszW5DcLBAeCPdyY3q+XDa0RxtwB5mVErySrrIJkO+chtcZNQwfaLQG7JUZZWAMkp1z4eyViH8R31npo63S88tgP/O/l36npgNRudaWG//59BZ+/vkHwOV6+rtx436R2j2kLYob2ILJv2wtvFxJyBOWLzHJQ4r/eVI+rvGOLlWOnC9/JfPPpX9izsXPt/osI47qlIxkusPBkbXU9zz/wDR++uKbDtao0tVq+f28rT978P0oKhf2NdfNw5rEXr+/QuCKW4RBnpqha+MPl7mR5IcGOYsmYVfX1FhX+bC/pJWWcyBYe0jZ3QDQyB67wXiImyB8vC2undAZlLgkNzowj6R9oWS0bS94rEdsjvrPWx2Qyse7Hg9w57U2+fWcz2WnCa91UltWw4rNd3Dvzv2xfc9yicR9/+QZBYS72Zu6ytoUAcjOKOXM0vc02Xr5uDdeaFQABAABJREFUDJ9ku7IHbRGkHkROrWW/i6uZfZNwWfE6jZbX/vITbz69nLTzHQsR19brycko5kJCTof6ERGGRCLhmbeXEdLDV1B7k8nEhp8Pcde0N/nstfUW/77zs0r5/v2t3DP9TX7633bBSmlSmZRn3lmGX5BlIj4iHcMhYvkanfCwC3cny9R1rIG7hYo+tVodTjbePdqeZFlS25yYziEFKAGGh4ew1YJQFEsmgLZicGiQQ5Kwr6Snn2UFYkVnpnMhvrPtQy6X8cjzC/nopTWtTiBqKjUs/2Qnyz/ZSVC4DzFDexAa6UdAiCdqFxVKpYL6eh1V5bVkpRZyLj6TcycyMbZDunXm4uGMmRbT0cuyCVMXxPLlm3+0KmBQVlzNphVH2uxj+qKhyByktjTW/3HWZz3BgcIP6Oc5Hzd5IHKpZX9/w6L8GD01RnDuE8DOdSfYue4EkX2DLu5wBeLm4YyLuxMmE+h1erT1emqr6qiq1FBdoaG8pJqy4irKiqspKaigvKQGk8lE38FhvLviUUsvXaQduLireeGTO3lq6cdUVQirHaSpqee3b/bx2zf78A30YMDwCMKi/AkI9cLZ1QmVSoFOq6e2pp7C3DJy0otJOJZObkb7dpvv//t1ohSzA3CIM1NngbKPq8r+VVNdLJREtUSZrb3sTxEuveuhdqJfoH3zjNqij7+vRROjMxYKRNiCqX2iHG0C3i7OKGQydIa2JVUvUVMvTJFJxD6I72z70OsNTFkwhPp6HZ++us5s+7zMEvIybRPm1ndwGI8+v9AmfVsDtYuKqQtj2fDz4Xb3MdOBaku78l9Da6zhdNkqTpetarXdg33bls6+929zOLr3PHqdsO/KS6Sdz+vwDo2IfQmL8uO1b+7jH3d9IdihuURxfgW71gsXZLGUO/48k0V3jrdZ/yKt4xBnxpIEV0t2caxFtYWTQqWNKsJfol6v52im8K3s4eEhDk0ivpooX8t2GPIqqyit1eBtYaiLNRkX1cNhY19CQoNcrlDJ5XozdSRE7If4znaM8uJqFt0xjryMEtb+cMAqfVpKYKg3L/zvTpROjsubE8LcZaPb7czExDbsaDkKH1UvfFQdzxMLjfTjridn88UbwvOgRLouPWOC+b+v7+X5B76mrNjxJQkkEgl3PjGTmx+c4mhTrlkc4sxYkpNSWSdMAs+aVGjqLGpv6+J2p3IKLNr9ielEK7wA/m6Wq+RklpY7zJlRyeVEBzruD/yVWBK+aI/cLRFhiO9sxygvqSYwzJuH/7UAqVTCmu/2W6VfoYT38uf/vroPL1/hMv2OIrJvEDGxPTgbb3nhXEfuygBMCHjKan3dcPd40s7nWZwPJdI16dU/hPdXP87Lj3xHsgPzltTOSp564ybGzRzgMBtEHCQA4GaBM2OpY2ENLHGgnORymytencsvtKh93wBhCXL2ws/V8olRXqX9VOKupl+gH3Jp56jYq5IL3/UzGi3PBxCxDeI72zEqSi/nfz347Hzuf2au3fI6Ysf24j8/PoRPgGNz5ixhrgCZ5qtxUiuZeF33kY6VSCQ8+X9LmH79MEebImInfAM9+O9PD7HwjnFIpPbf2e47KIx3Vz4mOjKdAIfM2ILchWv155RXohWYM2AtLKkdE2qBjHN7SSwQrtgDEOrZuVQ02uPs5VY4zpnpaWGIjYjI1YjvbMeouEpO9Ya7J/Dmjw8KVjJqD3KFjLuenMWrX96Lu6fwwqGdgQmzB+LuZZkDOmHOQNTO9s9JvRoTRtKr93Gg8AN25r1KUV1i45EafRF6o/AFTalMylOv38iDz87v9OGBItZB6aTgoWfn898fHyKiT6BdxnRxV/Pgs/N555dHCO/VuXbVr1Uc4sz0DxYuOas1GDidk29Da5piNJk4mS18vAgfT9sZcxFLJ0bBHp2nsBtYtrtwifLa9teR6Cjh3p4OG1ukeyC+sx2jsqx5Ym9MbA8+2fAE9/3tOlzdrReCKpFImDhnEJ9veoqbH5zikBXejqJQypm52LIdiZkOqi1zJXpjHeuznmBzzrOcLltFUuUWqnSX/v5KWJf1BEdLvra430V3jOOTdX9h4pxBXfL3KWI5MUN78L+1f+Yf795iM6fGw9uFO5+YxXc7n2GRg3aDRFrGITkzA4Msq59xNDOHYeEhNrKmKReKSqiqFx5mFhsabENrGsgsbbt689WM/M/HNrLEfjgy/8OSoqkiIi0hvrMdo6aqZcdIrpCx+N6JzLtlDDvXn2DTiiMknc7GZDJZPIaXrytTF8QyZ+kom+742Ivrbh7F6i/3CroXIT18GTA80g5WtU1c8ZcUaM4yzv9PhLgMZ0XaHU2OR7qOJ7PmEKP9Hra476BwH/7x7i3ckV7MltVH2b3hpODq7eZQOyvpPSCU6CHhxI51fKFbkQYuLUxMnDOIc/GZbFtzjANbEygvab9IgLOriuET+zJ1fizDJvZB3o6FHhHb4xBnJjrQDw+1k+B8mN9PneOB8SOxhw+8Kj7BovYje1hWpd1SNDqdRc5Vd8ES+W5r40gVNZGuj/jOdpzamrbvn0qtYPaNI5h94wgqSms4vj+JpNM5ZKUUkpdVQnVlHZqaegwGI05qBWoXFX5BnoRG+hHZN5Aho3sSGR2EpBMpyHWUoHAfho7rzbF9SWbbzrBwF8dWpFTtZKDXYgZ4LW7xuLsylOpyy/LPriYkwpe7n5rN3U/NJiejmISj6aQl5pGVWkRJQQVlJdXUabTotA3h7EqlHKVKjtpFhaevK96+bnj7uxMU7kNYlB9hUX4EhnrbbFV+0MgoNp5/3SZ9W4Nlj0xl2SNTHW2GWfrFhtMvNpzHX7qejOQCTselkp5UQG5GMfnZZdRU1V38vetRqRQ4OStxcXMiINSLoDAfwnv5039oBFHRQZ1iB0Z8LtrGIc6MXCplVr/erDh+WlD7lOJSdpxPYVrfnja1q6q+nlXxZwS3D/ZwY2CIbWM0CyodLzvoCOxRu6c1vJ27Vry8SOdCfGc7jsECmXEPbxemzI9lyvxYq43fVRHim0ll0k6TJK8xlOGlan2HSIIEg8l65RlCevjafBfuo692WaWfR++ZbJV+RKBH7wB69LYsIkika+EQZwZg/oBowc4MwPu7DjKhV4RNa7p8vOcwNVrhNWbmDYi2+W5RYdW1WdXd2I6wEWvhrhauticicjXiO9txHPj6d1kKc8s5tj/ZbLth43vj4985lNpc5f6U1ae3ejxPcwpPZbj9DLICv6yJs0o/ojMjIiIchzkzIyJC6e3vQ3KhsMrNiQVFvLhhO/+3YKZN7NlxPoWvDh4T3F4hk3HriCE2seVKHFFn51pHYeMiqCLdG/GdFXEEm1fFYTKa9wJnLh5hB2uE0dt9JifLluPnFE2k24TGzw0mHQllv5JUsZlx/o870ELLuX5u8x1CpUJGSVkN23afQy6TEtM3mOBAT9ROCrRaPQVFlZxJzKWuXseyG0YyeliUAywXEem6OMyZkQB/njyWx1asE3zO6hMJBLi58vjkMVatln04PYu/rdmMJYuBS4b0J9Dd9gXV6g1iIUR7o7RTPQuR7on4zorYG6PByJbVR822c/dyYfTUfnawSBhDfW6juD6JrbnPI5c6AbC34B22572M0WQgym0y/b2ud7CVlvHEg9ObfVZQVMm9f/mOEbERPPfEdXh5NpfRrq6p56X/rGPzzgSWzO8cYYAiIl0Fh87aZkT3YqAFMs0A/9t7mPt/+o1SK8iAmoAvDx7j7u9XW5Sw66l24k9TxnZ4fCE4MnfkWkUuFXdmRNqP+M6K2Ju4PecpzjevoDd1QSxyRef5fpNKFMwO+T9mBr9ChOs4/JyicVMEEOk6kRnBLzEj+EUkjp2mWIUvf9yHRqPl+afmtejIALi6qPjXU3OpqNTwxQ977WyhiEjXxmE7M5d4Zd4MbvzyZ3QWFMbcl5LBtPe/ZMmQAdwxKtZiKV2twcDaU+f48uAxUotLLTWZ5+ZMsZviVb0FibAiIiKOR3xnRezNphXC8jRmLXF8bZnmSIh0m0ik20RHG2IzjsSnExHug4eZ+kjubmpCgjw5dCzNTpaJiHQPHO7M9Av048mp43hj6x6LzqvV6vjuSDw/xJ2gj78vsWHBxIYGEeLpjruTCncnJ1RyGZV19VTW1VNeq+FMXgHHsnI5kZXXbunU20cOYf6A6HadKyIiIiIiYk1KCis5sjvRbLveA0LtViFdpClV1XV4uAlbAJXLZFRXCytbISIi0oDDnRmAu8cM41hWDtsSUyw+12gykVhQRGJBET8fPWkD6y4zpU8U/5g5yaZjXI2T3LJfkbuTiv4WFiXtjPTx7/pF7ESuTcR3VsSebFl1FKPBaLbdnJtG2sEay/ghZTE3RX6HUtpy6JXRpCO+9Efyak+hlnky0HsJ/k4xdray4wT4uZOeVUxKehE9I/xabZeWUUxaZhHBgV52tE5EpOvTKZwZCfDu4rk8tmIdu5I75/bqtL49eW/JXGRS+8bvOiks+xVF+Hjxze0tFyATERGxPeI7K2Iv9DoDG5YfMttO7aJi8vwhtjfIQmr0xSSU/UZxfYOkdE+3KUS5TW48frjoM06XrcLPqS/F9cmkVe/lhh6f4q3qWmpf0yf245vlB3jqhZU8evdkJozujZOTovF4vVbPvsMX+OjLnZhMMG2iGP0hImIJncKZgQY53A9ums/Tv25k8znzWvn25N4xw3hq+gRkDqgWrbJwlbemXnidHBEREesjvrMi9mLL6qOUFFSabTfj+mGonZV2sMhyjhR/jrPcGylyUqt2MSXon/RxnwVAStVOhvjcwkjf+9Eaq/kt42FOlv7MlKBnHWu0hdyyeCRx8ekknM/llbc3IJVI8PN1w8lJQX29nsLiSowXZbWjewdy2+JRDrZYRKRr0WmcGQClTMb7N87jx7iTvLF1j8NVgXxdXXjxuqnMiO7lMBs81U4Wtbek6KeIiIj1Ed9ZEXug0+pZ+flus+0kUgmL7hxnB4vaxwCvxRdryUg4VvItp0pXNDoztfoSvJQRACilrkR7zCWhfI3DbG0vTioF7756M9/9cpDfN52gsqqOgqKmTqibqxMLZg3mzqVjcFIpWumpbXSGEopr11Fau5U6fSY6QzEyqQtKWRAeTqPxc7keF+XlML2S2j84X/RY488jw04gl7ZcUDW/6kdSS//V+LO38wyi/T4VbpuxjLisppLTY3okI8EydT2toYDS2q2UaXZSp09HayjGZKpHLvVGJQ/Gw2k03s4zcVUOsqhfka5Np3JmLnHriMGMigjlrR372XHe8jyajqKQybh56ED+MnUsbirHVoMPdHezqH1RdS1Gk8mqdXhERESEI76zIvZgxWe7yM82r8Y5fuYAgsJ97GBRe5BcdFwanv3e7jM4UfpT41ETRmSSyxN7D2UYtfpiextpFVRKOfffPoG7bxlHSloRuQXl1NXpcHJSEBTgQc8IPxTy9stm51f9SEb5mxiMVU0+Nxrq0RlKqdEmkFv5JQGuNxHh/TwyiTO1ugsdvSy7YTBWk13xP/KqvsJoar4ApDXkozXkU1V/nOyK/+GlnkyE13OoFV0rJFGkfXRKZwagl58PH9+8gIS8Ah5avpbCqmqbj+mhdmLRoBjuHTuMADfbF8QUQoCbCzKJBINJWElPg9FIUXVNp7FfRORaQ3xnRWxNdloRKz7bZbadRCLhlseaF3HsLDjLvakzXK6PU2+oxGjSUW+oQippmNibuCxuIJMounzdGblMSt9eAfTtZT3Rj/SyV8mt/FJQ24LqFVRrTzMgYAWaLuLM1OvzOFt4p0X2lml2UVl/lL6+H+Kp7r6y3yINdFpnBiC3opL/bt9nU0fGz9WFMZHhzIjuxZQ+kShknaegGIBMKsXfzZW8yirzjS+SXVYhToxERByE+M6K2BJNTT0vP/o92nrzYdgTrxtERO/Oq5QXpB7MwcKP0PvVI5coOVr8DQqpC2syH8FV0WB3aX0aPS9udpbWp+CiEFXzriS38qtmjowEGZ7qCbiphiKXeqI3VlCrTaSsbjcGYzU12nOcL36Uen22g6wWjtZQwOn8xWgN+U0+d1PF4q4aiVLuD8jQGYqorD9KZd0RGkqiN+zmnCu6n4EBK3BVDba/8SJ2o9M6MzuTUvnrb5sE1YMZExmOwWSkoLKasto6NDodeoMBiUSCUiZDKZfj7qTCz80FfzcXenh50jfAj5hAP6J8ve1wNR0jytfboolRYkExw8JDbGiRiIhIW4jvrIgtqNNo+ffjP5CVUmi2rUIp5+6nZtvBqvYzyu8BNmQ/zZac5wBQy7yYH/YuKVU7yKk5xqTAv3Gw8CMMJh1KqZqTpb/Qz3OBg63uODqdAZOZnVul0vz0rF6fQ2b5W00+Uyt60dfvA5wVfZu11xsrSC97lcLqVZRrLKvt5xhMJBc/1cSRUSt60tv3bVyVA1s8o0Z7jqTix9HoUht6MOk4X/woQ4I2I2tFAlyk69MpnZmvDh7jza17MBek4ePizL/nTWdq3552sctRDAgOYH9qhuD25/LN/6ETERGxHeI7K2Jt8jJLeP3Jn0k6LWw1fcl9EwkI6dz1StwUQdwY8TVFdefRGmsIUg9GIVXjo+oJvvc3tttf+D56Yz1hLiMY6nO7Ay1uP8dOZvD1zwc4l5yHTmcw237P2r+abZNd8QFGk6bxZ4XUixj/b1HJg1psL5d60MvnTUwmHUU1vws33kEUVK+gou5A489O8nAGBq5ELvVs9RwXZT8GBPzMibw56AwNOWX1+lzyq38gxP1BW5ss4iA6nTPz2f443tq+z2y7wSGBfHjTfPyvgdCMARYW1IvLzLGRJSIiIkIQ31kRa5GTUczmFXGs+W4/Oq0whc+QHr4sfWiqjS2zDjKJkkB1y6vsANEec+njPguDSYdCqrajZdbjXFIeT7+4CoOA4qYRYT70jw42285o0lBcu6HJZ6Gej7XqyDQZw+s5Smu3YjDVmm3rOEzNwueivF9p05G5hELmR4j7g6SXvdb4WV7l14S4P8AlsQmR7kWncmb+SDgvyJEZ2SOUz25ZhFrRPvnCrsbg0ECL2qeXlJFbUUmwR8sSiyIiIrZFfGdFWmLNt/uI230e/xAvAkK88PR2QaVWoHJSolIr0OsM1FbXU1lWQ9r5fJLPZJOamGfRGDKZlKffvAmlqlP9ee8QUokcqaTrXs8vvx/FYDAyIjaCB++YSFCAB/Nv+5BlN4zk5oXDKSuvZdeB83y/4hATx/bhvlvHm+2zXLMHg7Gm8WeJRIG/y02C7FHIfPBUT6SkdlO7r8nWVNYdaZLwr1ZE4ameIPh8H+d5TZwZraGQWu15nJViQdLuSKf5dsgur+Cfa7eabRfu5clHN8+/ZhwZgAA3V/r4+5JUKFyScvv5VG4fOcR2RomIiLSK+M6KtERpURXH99u2KPTtf55B9JBwm45hbbJr4kip2kWlrmGH0l0RQpTbRMJcukfxyITEXFRKOS88PR93t4Y6VCplwxzG08MZTw9nInv44uPlyn//t4Xekf5MGtunzT6rtaeb/OyuGm5RToinekKndmYq6g42+dnTyTJFMpU8CLnUC72xrPGzyvqjojPTTek0Goevbt6NRqcz2+6VedNxd7KsKF13YJqFeUG/nTxrI0tERESEIL6zIvZm/KwB3PTAZEebIRgTRnbkvcqG7KdJrFhPSX0KJfUXSKxYzx/Zf2Nr7gsYTebzSzo7peU1hAZ7NToyAE4qOdU1TQWO5s0ahK+3K6vWHTPbZ4226feFs8KySbpa3rlzjSvrjzb52VlhefFyhaxpzpjWUNAhm0Q6L51iZyapsFhQccyhYcGMjgyzg0Wdj6l9ovh472HB7RPyCjibX0hMoL8NrRIRaRuZVPh6iUYnLB+gqyC+syL2ZODIKP765s1IulDx1ZOlv5BcuZVRfg8Q47kI5cWdBa2xmoSyNRwp/gJf1c/E+tzmYEs7hkQiaZb07+bmRGFRZZPPpBIJEeG+nEsyH1qoNRQ1+dlJYdlunEreudUT6/SZTX5OKX2OlNLnOtSn3ljeofNFOi+dYmdmZfwZQe3mxLS97dqdGRgSSISPZco0lkykRERsgZNC+HpJjVaLwWg+QbarIL6zIvYidmwvXvrkTpROXSv8OrFiPf085zHE+9ZGRwZAKXUl1uc2Yjznc77yDwdaaB38fNzIK6zAaLys0RoW7E3C+Vx0+qZOjl5vaPZZSxiMTaXfZRLLxJBkUmeL2tsbvbHCfCMLMZrqrN6nSOegUzgzB1MzzTcC+l3DK5YS4NbhlhV92nruAmdyxW1VEcdhiTMDUFFnvq5UV0F8Z0VsjUQiYcHtY3n587tRu6gcbY7FVOkKCHDq3+pxf6cYqnRd/30Y2C8Ync5A3In0xs+GDAijsqqOj77chfFizZmE87mcPpdDcICH2T6vViKTSi0Lv5dKOrcynMFou2LpIt0Ph4eZ6QwGLhSVCGrrrOxaq07W5vohMby9Y5/gcBwT8Nz6ray+7xaLwn1ERKyFr4tlq3/n8gsZF9XDRtbYH/GdFbEVkX2DeOAfcxkyxvJcgs6CWuZBpa71kKpKXR5OMvMT+87O5HF92bQjgcPHUhk1NBKAWVNi+Prn/fy64Tibdybg7eVMTl45RqOJ6RP7me1TJlFzZZaxyaS10Cpzlfysi9GoMd/oCmQSdROHLdj9PtSKjuX5qOWRHTpfpPPicGemrFYj+JXKq6iif9C1uzvjplJx09BBfHv4uOBzzuUX8c7OAzw9zbzUo4iItQl0d7Oo/fGs3G7lzIjvrIg1kcmkDB7Tk3nLRjN6agwSadfJj2mJCNfxnC5bSajLMILUTXcxc2tPcLpsJX095jjIOusxengUrz13PWNGXJ6Me3o486+n5vHyf9dTU1tPTW3DrvTwwT1Yev0Is33KpE2/W6+UaRaCLcK42sJoYU0bucwTg/7yOW6qofg4z7a2WSLdBIc7MwaT8NWBdWcSmR7duRU4bM0jE0fx64kEquqFh+N8vj+Ovv6+zB8oShKK2Jce3p4Wtd+dnMbjk8bYxhgHIb6zIpdY+tBUxkzrT1ZqIdmpRWSnFVFSWImmpp7amno0NfXUaXTIZFJUTgq8fF3xC/Yksk8gfQeHEzu2F67unTs8yBKG+95Lbm08azP/hJeyB26KYMBEpS6Xcm0mvqrejPC919FmdhipRMK4kc130MaN7Mkvn9/P0ZMZaDQ6onr4CiqYCaCQ+f4/e2cZHtW1NeB3XOKuRAkS3N3dWgqUQhXqQt1u3W7dvvqtUKGlLaXQQou7uwULEuLuMm7fj0BIiE2SMxGY93l4mDmz99prMkf22ntJlfd6c2qDdDJZChrUvqkYzBkNai+XBFbpYzCnCa2Sk6uIFjdm3BT2+/muPXWWv+Mimd491oEatW48VUruH9af9zfuaFC/Z1esQyQSMbVrRwdp1jSMFgtyiaSl1XAiMA3NzHU8I5vDqRn0bmffA70t4LxmLzP6ul6Mvq6XgzRq/ahdFXTuFUbnXm2rDoyjUErcuSH8a44V/E5S2Q4ydUeB8joz/X3voZv3jUhFbS8WqCF4eqjtciu7EhdZZ4p02yvea01nGtRfazrboPbiK36HhrqNNXQ8d0V/Sg2Xd7RLDAcJ5u4GyXBy7dDiTtmuCjl+rvYXevrP3+t4bfVmckqv3eCw2wf0IsbPp0F9LFYrT/+1hq927KsINmwNHE7N4Jm/13LX4uUtrYoTB9AhwBeltGFrJp9t29PM3tyOx3nNOnFSMzKxir6+85kV8T13xqzlzpi1zIpYSC+fW696Q6YpuCq6VXlfot+H1Wa/gVGiP9Cg8aRi9yrvDZb600dXplC3tUHtPVSDq7wv0m3HVKkAphMnlWnxnRmAPmEhrD1ln9VuA349eIwlh48zOCqM/uGhdArwI8TTHV8XNUqZFLlUStv2JK4buUTCBzMmMeu73zBZ7C8oZrXZ+L8tu9mblMqrk8cQ2cC0sUJxIa+Af0+cYdXJMyTll9+ceoQEtoguThyLXCJhQGQ7tp1LtLvP7gspfLV9Hw8Ovzqqf4PzmnXi5Frhi++3CiLnoTtH1vm5p3IEYpGqwoCx2gzklC0n0O2WemVbbTrytWsbpI9CGlrlvc50AaMlB7mk/t13vTmJEn3D0s57KgejkkWiM5U/O6w2PWlFnxLp/UqD5Di5NmgVxszkLh3sNmYuYbFa2XE+iR3nkwTRQS6RIJdKUMvl+Lqo8XFVE+blQXs/HzoH+NEtJBBpK8ou1CnAj8dHD+G9Ddvrb3wFexNTmfrVImb37sa8gb0bHNfQUPRmM4dTMth2PpFt5xJJzHeurlxLjOkY3SBjBsp3Z5QyKXcO6uMgrZof5zXrxElVSk1ZuEh9EItqzlRabExHIXFDKXGv8fPWyJK/G7bjURv1GTMSsQs+6gnkav6uOJZa/Ane6jHIJXUvNKQWfYq5gbscanlHJCJ1pQxjNtJLviHSq+5CljabiYT8F7Bh/yJOOWJC3B/kfP7TFUcyS39CLe9IgOucBkmy2LRgs1RLmuDk6qFVGDPjOrWnvZ+P3SmaHYHRYsFosVBmMNbowqaSSekTFsLE2A5M6Nwed2XDcro7gjsH9SE+K5eVx083uK/ZauXXg8f47eAxBkWFMb5Te0Z2iCKogdmnapKbmFdIfE4upzJzOJSSzsnMHMxXUTFEJw1jSpeOvLN+G1qjqf7GF7HabLy7YTtH0zJ5csxQh0/emwvnNevEyWV2Zv8fFpuBqe0+rvnznI+Ri9WMC369mTVrPDdMqR4TJpdJyC/UsHHbaaQSMbEdgwkO9ESllGE0msnOLeFEfAZ6g4m5M/ozsE+UXWOFejxMvnY11otpmU2WPE5l30EHv89Ry2KqtbfaDKQVf0F6ydcN/l4iJPi4TCan7M+KY5klP6CUhhDkNg9q8IfRm1NIyH+eYv2eBo8H4O86gwLtWgp0myqOJeQ/T4l+H6EeD6GS1Z6W3GQtpES/h0LdVvI1q+nk/zUeyiGN0sNJ66dVGDNikYg3po7l1h//aFB2s+ZEZzKzMyGZnQnJvLFmCzf0iOXOQX1adJIlAt6+fjy5ZRr2JNpXePRKbJS79ey+kAKrN+Pv5krX4AAivD0J8nDDz9UFpVRaUfzQZLFisljQGk0U6nQUafXklmlILyohraiYjOLSBrnROLn6cVXIuaFHLIsPHGtw33Wnz7Eh/jxjOkYzrlN7+oQFE+pZf90Jq81Gid5AbpmGvDINeWVaskvLyCwuJaO4hPTiEkI8Pfjqpusa85UajfOadeLkMnmGM3TxnF7r5yHqPpwo/LPWz1sjj983ttqx7NwS7npsEf16RfDi45Px8qweJ1ymMfDa+/+wbstJZk2zb0daJYsk1ONhUoo+rDimNZ3jWMZkPFXDcFP0Rir2wmIrQ2dKoFC3FZMlDwAP5RCMlowKNy57CHG/lzzNygrjCWwkFrxBVumveKlGXXRFs2Gy5FFqOEyJ4QA2W3mNLW/1eDTGUw3MSiYixvdjjmfdWCXBQa5mBbmaFSil7VDLY5GJPQAxFpsGkyUPnSkRoyWrAeNcfdhsILqa4y2uoFUYMwC92wXz6pQxvPzvxlYf/Gswm/n9UBx/HjnBvIG9WTBiICpZyxT0lIrFfD57GnctXs7RtIYF5NVETmkZm89cu8kVnDiGB4cNYPnRU+hM9u/OXMJqs7Eh/jwb4s8D4KFS4qVW4aFUoJTJMFvLJ+tGs4VSg4FSffm/+u4jHi20u+q8Zp04KUdvKcFVFlTr5y5SH3SW5q2H4ggWLt6JTmfk5Sen4lFLam1XFwUvPTmF62//ku9+2cFzj9pXXyfU4yGMliyyShdXHLNhoVC3tdage7Ushk5+X3I0c0qDvodK1p5I71dIyH+hynGdKQGdKaHWfi7yWGJ8P+Jc3uMNTrEsEbvSLXAp5/KfpEC7ocpnenNqg1NSXw2cTs5mzd7TzBrZg7CAqnGUa/ae5qu/d5OVX0L7UF+evnk0vWJCWkjT5qP1BIEAs3t34+NZU3CRy1taFbswW618t/sgN3yzmLM5eS2mh6tCzo+3zWJ4+4gW08GJk7rwdXXhIYEC+ot1epLyCzmWnsW+pFQOpaQTl55FfHYu6UUllNhhyLQ0zmvWiROQidWUmbJr/VxjzkMqahvzgbrYfySJiDCfWg2ZS7i7qQgJ8mTvoYbFGEZ5v06k90tIxPVnhvVzuYFugcuQiN0aHDcDEOA6l45+XyAV25eMJMD1JroG/oFEpEYla1ydQInYlU5+/yPG9wNUssgG9nUhwHU2almHRo3dGtlw4Cy/bjjM7hNJVY7vPpHEywvXkJFXjNVm42xqLg9/vIzUnKIW0bM5aVXGDMCk2A6suO9WxnWq3ReytZGYX8jshb+Vu320ECqZlP/NuZ4ZPbq0mA5OnNTFXYP7MiCiXUur0WpwXrNOrnUClLGcKV6N2aqv9pnFZuRs8Tr8lG2/cGxpmR6z2b4YNKlEQllZ9b9H3YgIcptP7+DNRHi9iIdyIAppEGKRHJnYCxd5Z4Lc5tE9aCUxvh8iEbsCVixWTYO/C4CPehJ9Q3cS7f1ffNQTUUrbIRG7IhJJkUsCcVX0INTjQXoGryXa520kIjVAjXE8DfmOfi4z6Bm8nlj/nwhxvxc3RS8U0mDEIhUikRSp2B2lNBwv1UhC3O8n1v9H+oUeINrnHWQSvyaM3bo4GF8+1xzd+/I82WaDT5Zux2aDOyb1Y+U7dzN7dE/0RjOL1x9qKVWbjVbjZgbl7iTH0jLZeCahRZMBNAadycx9v/3NtzffwMDIlpmwScRi3r5+PH3DQ3hjzZZGufQ4ceIoxCIR/zdrCjf/sMSZHesizmvWybVMT++5/JP6OMuS76G712w8FeGIEVNkTOV44VIKjckM9l/QLLrc1O05SgobN7m/xC1PTOLWJ6q7hwX4uZOUmkdCUi7REbVPqhOT80hMySU4sHEp2GUSP4Ld7yTY/c5621ovxrI0FrFIRYDbzQS43Wx3Hz+XG/BzuaFJ44qQ4KkahqdqWJPktGVyCsvwdlfj73U5+cuhM6kkpOcRFezDghnDEIngkVnDWbnzBPtPt9xCe3PRKoyZEr2eXw/G8cv+o+SWNe1m0pIYLRYe+fNf/rx7LmFeni2mx8yeXejdLphn/17LsfRrOwjOSevCW63ih9tmMv/nZU6DphLOa7bhlBZp2b7yMHF7z5NwIo3SQg2aUh0qFyVunmoiOgXRfVAMw6b1wieg/qQRTpqfIHVPRgY9x67s/2N79gdVPpOJVYwIfIpQl34tpJ1wjB3emR9/382TryzlofkjGTYwBqXycpytwWhm577zfLFwCzYbjBneHLtRrd0Z10ltFGv0xIT6Vjn2z+6TANw0uldF4L9SLiXEz/OacDNrUWOm1GDg8217WXLo+FWzIlms0/OfFetZPG92ixbujPTxYsldc1kRd4oPN+2qMd10a0AsEjEyJpL5A6+eeiJO6ibI3Y0/7prL48tWsTMhuaXVaTU4r1n7sJitLP54DX9/txWdxlDt87JiLWXFWjKT89iz7jjfv7WSybcO4c7nr0OubJlELVdiNmxDV/AAUsVwVN7/a2l1WpQO7uOJdB1KuvYQJcYMbNhwkwUR6tIHudi1pdUThJtn9ufAkSROnsngjY9WIRaJ8PN1Q6mUYTCYyckrwWotNy46xQRy68yrp2CwE+HxclOhM1yeM2t0RjYfOodCLmXCgI5V2sqlEszmqz9bZYsZM1vPJfLyvxvJbqUP7KZwKCWd5UdPMrNny/rCi4Dp3WOZ0Dnm4s7XETKKS1tUp0tE+HgxrWsnZvSMJdij7RREcyIM7koF390ygyWH4vhg405KDdUnpdcizmu2bnRlBl6761uO7bK/yLLJaGbF99s4dTCR1xfdh6dvyxfOMxt2YLOVYTKsp+6Q8GsDmVhNhOvV6zakVMj4vzdvYtGSPaxYe5SSUj3ZuSVV2ri5KrluQg/umDMIpaJ1GN1OWiehfp4cPZ9OTmEp/l5u/LHlKDqDiWlDuuCqUlRpm1NUdk2cT81uzFhtNv67dkujak6oZDI6B/rRNTiAMC9P3JRy3BQKXBVyRA3cBzFbrVhtNvQmMzqTiWK9ngKNjqySUlILi4nPzqNE39AgvMt8tWMf07t3RiJu+RwLKpmMuwb1Yd7A3qw/fY6lh0+wNykVSzMWxRMBnQP9GRkTyZiO0XQNDmi2sZ20TkTAnD7dmdylAz/sPcwv+4816ZprKGJx603C77xma+bT//zeIEOmMufiUnj/0Z/57y8PIGrhAgxSxTBMml+Rqia2qB5Omg+FXMo9tw1j/s1DSEjMJSO7CL3ehFIpIyjAg+gIP2RSSUur6aQNMHVIFw6fTePud/8gJtSXHccuIBGLuX1iVZfMUq2BghINkUE+LaRp89GsxozFauXZFev453i83X2kYjFjOkUzp3d3Bka2Q9yMD6ELeQVsO5/IsiMnOdfAhASphcVsOZvI2E6NS0XoCCQiEZNiOzAptgPFOj2bziaw5ewFjqRmCh6rpJBKifH3oVdoEH3CQugXFoKva/1pI51ce7grlTw6cjAPDBvA5jMJrDp5hr2JaYIaNhKRiHbennQLCqBHaBA9QgKJDfIXTL6jcF6zl9m34QRb/25aVp7D2+LZvOwAY2b1F0irxiFVjMAt6FSL6tCaSNMcIKF0KyWmdADcZSFEuQ2nncvV524llYjp2D6Aju1bfnHASdtk0oBO/Lv7JIfPpJGRV4xYJOKhGUOJDPKu0m7b0QRsNugWXXstp5bAarWBCEHn8yKbzdZsUWBP/7WWlcdP291+cFQYb04bT7BHy7oF2IDfDx7jjbVbG7QyOim2A/83q2FFqVqKjOJS4tIzuZBXSHpxCelFJWSVlKIxmtCbTOhNZkwWC1KJBJlEjEIqxV2pwEutwkutItDdjVBPd9p5etDe34cIHy8k11L5WSeCYrXZOJ2Vw6msXM7m5JFSUERumYbcMi1aoxGD2YLZYkEmkaCQSlHIpKhlMnxcVPi5ueDr4kKAuyuR3l5E+XoT4eOJTHJ1rXpea9fsf276vNG7MpWJ6d6OT1c/LYBGTpqKDStbMt/mXMl6ABQSd8CGwVLuWhnlNpIxQS8jFjn+2nVkNrPWiNVmYG9K5yrH+rc7ilTsdPtuC1isVnYdTyK/WEOP9sFEBVfffVm+LY64hAxuGtOLzuHCGc/7jydjNFsY3CPSbg+HMq2BxasOsmFPPOk5RUjEYoL8PBjVP4ZbpvTFw7VpDrfNtjPz17FTDTJknh03nPmD+rRoEP0lRMDcvj0IcHfjgd9X2N1vR0ISVputWXeTGkuwh1uLG41OnFxCLBLRJSiALkGNuwGvXRPHtx9uwWy2cvMtg4iZM1BgDVuea+maLcwtFcSQATgXl0r6hRxColr/ztzVzrGCJZwr2cAAv3uJ9ZyO/GLRR6O1jJOFf7M/7zt8Fb/Ry+fWFta0+Th4LJmtu87w1IPjW1oVJ60YiVjM8B5RdbaZMaI7M0Z0F3zshX/t4diZdAJ83LhhdA/mTa97BzUjt5iH3/6T9OyiimNmi5XUrEIWrdzPqu0nef/J6cRGBTZap2YJ6MgoLuGNNVvsbv/IyEHc2UoMmcqM7hDFtG72p0wsMxg5m5PnQI2cOHFSE99+s4WiIi1lZXoWfrfN7oJ1Tlon8YeThJV3pGFZ9GzWAkoywtDklu+0mw3b0ebPpTSrK6WZHdHkTsaoWQTUnjVIV3A/JRlhVf6V5Yyte1ybpko7i3Ev2oJ5lGb1pCQzirLsAegKH8NqvlCnHJN2KZq8mZRmxlbT4dI/Td7sBv1NhCC++F86e06lp/ctFYYMgFzsSi+fW4n1nMaZktXNrldLcvxUOivXNjym2ImT5iCnoJRjZ8rdQbPzSzl6Jq3O9iaThac/+LuKIXMl+UUannh/OTkFjU920yzGzDc7D6AxGu1qO7ZTNA8Nb72rqA+PGNSg9meyncaMEyfNTeUAb4lETBvYHHVSBxdO1v3AbC55VnMCRs1itPm3YTYeQiTyBCRYTCfQF7+IruBBoGbDWaqaiNzlVmSqyYilDauEbrUkYtL+iSbvJsz6rYhEKkQiV6yWTEy65Whyp2I1n6uxr67oaXRFT2IxHUOi6I9MNR2xNKLic4msC3KXO5G73NEgnYSg1JRNgLL2rJ/+ylhKTdnNqFHLo9E6Mzs6aRyX0ns7kkOnUqu8Hz+4cy0ty/n53wMkpFWfB1/pnlZUouPz37Y3Wi+Hu5kV6fT8dcy+QEeJSMSTo4c6WKOmEe7tSTsvD1ILi+1qn1ZkXzsnTpwIxz33juSbr7dgs9m4595RSCQtn1XQSeNpaiyDUPJsNi364hdReryMXH07iGSABZP2T3RFz2HSr0Gi+QW5y+3V+spU05GppgNg0v6GrujZBgxsQlf0JDLVdJQeLyESlxfMsxgPoi24F5s1D0PJB6i8v67SzWzYhUm7BEQKXH3/QSy76FlgM6MrWoBJtxqRJAClx6uN+Gs0HZXEgxJTZq2fl5gyUUqurYKnTmPGib1o9Ub+3BrHlsPnOJ+eh85gQimXEhXsy8he0cwa1QN3tVLQMS/tygCIRDC4R2StbUu1Bn7590CVY9eN6sZDc4bhplayNy6JN75eS2GJFoANe+JZMHc4/t4Nd592uDGz/OhJ9GazXW0ndelAlK93/Q1bmP7hoXYbM7mlwj6EnThxUj8TJnZnwkThfYWdtAyaUmFTdmtKdI3uK1Ndj9zlrkpHJMjUN2Exn8VY9i3Gsm9qNGaaikTWDZXXx1R2qJDI+6JwewR98cuYjTur9THr15XrrJx02ZABEEmRuz6MSbcas34bYKYlys5FuA7leOFSQl36EKTqUeWzDO1RjhcupaNH2wiov8TGbac5cDSJoQPaM2xg+Q7c4j/32d0//lyWo1SrglikYHB43e6JTlovFzLyefyzv0nPrToX1RvNnErK4lRSFku3HOPDBdcTGyFc8H9yZkHF6/bt/PB0rz1wf/nGo2j1l72yBveM5Pm7x1d5/8oDk3js3WUA2Gywad9Z5k5qeEFmh9+9diem2N12dMfWk8a4Lnxc1Ha31ZpM9Tdy4sSJEye1IrSboLgJ9b+kqgk1HpeppmMs+xarJQWrJQ2xJLTRY9QoXz2HmjzDJbJuANispWAzgOhy0TyrpXxiLJa2q9ZPLLl0zILVkotY0vzpW/v63kWG9ggrUx7BSx6OmywYsFFiyqDImIKvIoZ+vnfVK6c18d4X69DrTWzbfZa1Sx4F4OtFjXefceLkSko0eh76aBm5RWV0jw5m6uBYokN8USlkaPVGEtLzWbXnJHEJmTz6yXKWvHYH3u72z1vrIiPnsvEUE+5XazubDf7eHFfxXiwS8cjNI6u1G9g9grAgL1IyCwE4cS4DWpsxY7XZOJKaYVdbETAwovoNtzXiqbY/hZzJ4gw8duLEiZOm4CrQg/gSbl6Nr58jloTVfFzavuK11ZwkuDEjkdWcfEYkdq14bcOMiMvGjFhc7ulgtVT3WbdZcy5JQCRumax4Sok7N4R/zbGC30kq20Gm7ihQXmemv+89dPO+EalIUbeQVsac6f3YczCBQX2rLs76+7rRtXNIvf1PnE4nJ6/xgdBOrn5+XHOA3KIy5o7tzZNzRlb7vGdMCDNHdufD37fy28bDLFp7gMdmjxBk7LJKbpBhgbV7Uh08mUxmbknF+8G9oogIqbl9z06hFcZMTfE19uBQYyYhr4Ayg32B/8Ge7g3a8WhJZA3wv1fJmn/r3okTJ06uJty9hS3e6eXX+Mm7qJbJtUikonxZzgY2baPl1z6ua/2NrkCqHINR+ytm/b9YLY8ilgRXfGYs+668jWJgo2QLhUysoq/vfPr6zm8xHYTkzpuHcOfNQ6od7987kmcW1LyrV5l3Pl3L6o3HHaFaq8RoKWJd8nAARrVbgaus9hiM5seGDRui5smVZTfbjp5HrZCxYEbdMeYPzxzKih3H2X7sgmDGjM5w2dvIzaX2hYZVO05WeT9rbM9a27YL8Kx4XVjcOBdgh86088vsv6F7N2C3o6Up09tnoAG4yOUO1MSJEydOrn6iutS/ot0QOvWOaHRfWy2Gis2mobzEMiAS1vgql9lwXzupcixS5XjM+vVocspfi8RuWIxHsJjiEIk9UHq8LryuTqrhUUdsQWXUKuecoTmx2kwcz/svmZoNyCXehLhOIdx9FkqJH8fz3iZPt49R7eyvL9gcZOaVEB3ii0Je9xReLpMSEeTN+UbudtSEQiatYtDUhE5vYtuB8xXvfb1c6d8tvNb2LqrLRpG2AfPryjjUmCnS2W9hNcR1q6WxN/gfwEPV8EwSZrOFnTvPcuRwMqdPpVNYqKGkRI9IBC4uCgICPAiP8KVL11AGDozG19e+Vcb0tAI2bz7FwQOJZGYWUVysQ6WS4+PjQo8eYYwY2ZkePWt2obiSKZM+QK834e6u4q8VjwFgs9nYtfMcWzaf4ty5LPLzy7DZbLh7qOkQE8DgIR0YO64LUmnN1ZyPHU3hiccXV7x/9fUZDBvW0S59AAwGM7NmfIr24jbo5Ck9ePKpyfX0MbF50yn27j1PwvkcCgs12Gzg4aEiun0A/fpFMn5CN1QNeMBMHP8eJpMFX183lixdUHFcozGwceNJtm05TWZmEYWFGlxcFPj4uNKxUxD9+kczeHD7Wv8+lUlIyGHL5lOcPJFGWloBGo0Bs9mKSiXH29uF0FBvOseG0KdvBB072u8Ln5ZWwK6dZzl5Mp3EC7kUFWnR642oVHI8PNRERvrSs3cEY8Z0wcOjcdes0Of3vXcvJCEhp9bPu3YN5ZPPbmuUrpdo7ddObTji/L6Eo87BmujUKwKRSITN1vTUoxKpmK79Gx+faTVfQCKrnlzCar788K6c+rhlEaH2+h+a/LlYjPsw6VcBFsTiAOTqm5G7PYxYIqyhWBd7c78iRN2Hdi79ASgwJOIuC0IqFjbjUmujfaQ/4aHVK7TXhGsdq91OhCe59E9SSv9CKfFDZ87mbOFXnCv8GqXUH505i2iPeS2tYjXkMikGk32JtXQGEzJZw54bdeGiVlQYMyWamhOzrN9zuorBM2VYl2qpmGvD2sh7vEONmWK9/SkG1XKZAzURlpNZ9ue9D/fxbJDsVf8e5edFO8nNrdlntqhIS1GRljNnMlm/7jhyuZQ/lz+CSx03QIPBxFdfbmL1qmNYrojhKS3VUVqqIykpjxUrDtO3bySPPzmJwED70mGWlOgoKtJiMll4+82VHDtWPeFDbk4JuTkl7Np1jt9+3cPr/51JeLhvtXbde4QRFORJZmYRABvWHW+QMbN719kKQwZg4qS6s1lt3Xqar77YRF4N/sk5OSZyckrYs/scP/24g4cWjGPM2NrrIdRE+cTRhkgkYu/e87z79r+UXJFF6dLvWT4xPF0xua0NjcbARx+uYeuW0zV+Xlamp6xMT0pKPrt3n2PhdxAa6s2X/5tX5zmydctplv6xn/j4mmPcNBoDGo2BjIxCdu06xw8Lt/HggrFMmtSjxva14Yjz25G0lWunJhx1fjvqHKwLDx9Xeg3vyOFt8Y3qX5lRN/RF7db4ybNJt6oixXKV49q/ABBLw5vVQKgPfckbWIz7UHn9HzLVjBbVJb54NWqpT4UxszRpHtPafUKwumeL6uVovv/E/ho+MVH+DB3Qvv6GTgQhW7ONAPUI+gd+itmqJa3sH1JKl6MxpRDoMpoYr3tbWsVqRIf4EJeQQUp2IWEBXrW2S8kuJCmrgB7thbsfhfp7kldYBkBSekGNbZauP1rxWiQqT8dcF5XjcBSNDM1wqDEjbsC2uNbYNrJ+ZRSXNKgQZpRP7SdaZcxmK++98y+bNp2sv3ElBg+JqXOCUFys47n/LOFMfNVc/lKpBA8PFVqtEZ3u8rbewYOJLHjwJ95+dzYxMYF26RAfn8G3X28hKeny30WlkqNWyykp0WEyXa6KnZZWwDNP/c7X396Jp2fVGCmRCMZP6MZPP+4AYN++BEpKdLjbuT2/fv2Jitehod506VJ7AO6vi/ew8LutVY5JpWLc3VVYrTaKi3UVq8DFxTreenMlGRmF3Ha7/XWQLBYrhYVaTp1M57VXl9db0Kp3n4g6V1BMJgtPPfErZ89WTd2pUEhxc1NhNlsoK9NXq3bv6aWudxK5b29CjYaMWq1ArZaj1RqrGIparZEP3luNSiVn5Mi6i2aB485vgLvuGUl6eiElxVpKinUUF+s4ejSZoqKmxS20pWvnShx1fjvyHKyPG+4Z1WRjRiaXMvfR+uMW6sKsX4eh9BMUrveBSAlYMWmXYtQsAkDuck+T5AuNSfs7IC5PXGAzg6jl4jhNVg0qiWeLjd8WGDYwpiKlsxPHMyDoS0SIABFSsQsR7nOIcJ/T0mrVyZTBsRw7n8GzX/3Luw9MrdGgSc4q5Jmv/sFmg+nD6jYmGkJMhB9Hz5QXHd4bl4TBaK7i7rbjcALnU3Ir3vfvGkGIf90LfLlFZRWvVcrGbWw49K7m0oDdlrQGuG61JEuPnKi/0UXkEgnRfvZtLX/26foqEz2RSMSw4R0ZMaITMR0C8fBQYbNBXl4pCeezOXQwid27zzFlSs9aZdpsNv77xt9VJmODB8cw5+aBxMaGVFRJz8osYu3a4/yxZC8Gg5nCQg3P/+cPvvnuLrzsyPrz5hsr0WoNyGQSbpzdn0mTexAcXH5xWSxWjhxJ5qsvNlZM2PLySln8y24eWjC2mqzxE7qx6Kcd2GzlE+Atm09x/fT60/QVFmo4dDCx4n1dNUa2bD5VZaLXu08EN98ymK5dQyuMCZ3OyP59F1i4cBvpaeWrDz/+sIPwcF+Gj6g5q1BNHD2SzAfvr8ZqtREZ5cf06X3o1r0d3t6uGI1msrOLOXE8jW1b4xk0qO7VuH/+OVJlEjljZj+un96b0NDLGUIsFitpaQUcO5rC/v0XOLA/gWnTetWr5+w5A9iw4TgeHmqGj+jEwEHt6dgxqMqkOSOjkBV/H2bZn/u5tBP8v682M3RoR6TSugMkHXF+X2LAgOouQy88t5S9e8/X0No+2uK1cwlHnt+OPAfro+/IzoyZ2Y9Nyw7U37gWHv/wZoIjak8nag8KtycwlH6IoewzxOJAbLYibNbyrD0y5WTkLrdW62PWb8Bs2IXNVorNWorVnACAzZKGtmAeIpEbIrEbIpEbcteHEIndm6RjZaSqqZi0S9HkVd2VEYlUiCQhSJUjUbg+hEhs37OqKSglHmTrThHjPr7+xk6uOUQI5w5l/5itK7jfHq4f2pV1+85w6Ewqs178ka5RgZVSM5tISM/jZGIWVpuN4T2jmTyo/gVHexnWK5ql644AUFym4/0fN/Hs/LHIZBLOpeTy7sINVdrfNq1fvTIvpF5ezPP3blwyEocaM76u9gdBJhcUUaTT49mIGJPmolCr45f9R+1u3ycsBKW0/j/x3r3n+fefIxXvvbxceP2NmcTWEPTq5qYkMtKPseO6YjZbkEhqv/hXrjjM4UNJFe9vvmUwd91dPaNFYJAn8+YPo3//KJ5+6jf0ehMFBRo++mANb7w5q179tVoDUqmEt9+9iV69qgZ5SSRi+vaN5P8+vY277/yuwuVl/brjPPjQmIpJYYUugR706BnO0SPJF9udsMuY2bzpVIUbkEgkYvyErjW2KyrS8vFHayveX399bx5+dEK12FqVSs6IkZ3o2y+SB+//kbSLE76vvtzE4CExdscuvP/eKoxGM3PmDuTue0ZVG8fHx5XY2BBm3zSgXll791yenI8c1bnGCa1EIiY83JfwcF+uu743paU6u+IhIiP9+ODDm+naLbTW7xYc7MUDD47B1VXBjz+U757l5pQQH59B166174I56vx2JG3x2gHHn9+OPAft4aG3ZlOYW8rh7Q3boZHKJDzwxixG3dC3yTrI1DcikXXHqPkGizEOG2Yksq7I1HOQu9xCTbVgzIbNGDWLqx232bSY9Zuryne5DRHCGDNW83mwWQAJYEMkdrk0MDabHpv5PMay85h1q3HxW4dIbJ+LZGOJcB3GyaK/SNceQiUtN4B353yGXFL3BOa6dp84VC8nVbHZLGRo1pFetoZiwymM1mLEIjkKiTfu8g4EqEfSzu26av2KDCdIL1tFvv4QGlMqFpsemdgNV1kkwa4TCXe7EXEdO4NikZxs7TYSihdRYjiN1WbGVR5JmNsMwt1vrNXwaMy4ZquWNUkDcZNHMzL0L/L1Bzlf9ANFhuOYrWXIJT74KvvTweteXGQ1B6837fvaSC9bS1rZSooN8RitRUhFLiilfrjLYwhQjybQZSQSUfU5sUQs5uNHpvP+r5tZtfsUcQmZxCVkVmszd0wvHp41rEFeUvXRJ7YdoQGepGUXAfDvthNsPXAOD1clGbnFVA556dUplL5d6o4ltVptnE26HPMa7Ne4e5BDjRl7XaygPOhnQ/x5buxV8yS0NfDKqk2UNCAOaFj7CLvaLf5ld8VriUTMG2/OonPn4Dp6lFPXhNpqtfHHkstVhzt2DOLOu4bXKS+2Swh3zBvG1/8rf7ju3n2OhIQcoqP969XlpjkDqk3GKuPmpmTGzL588/UWoNyvPikxj8io6qukEyd2rzBm4uMzSE3Np127ulcN16+/nMqyb9/IWoPGV644jEZT/hsGBnrw4IKxdSYJcnFRcNc9I3ntleUA5OSUsHPnWbtcqwCMRjOjx8Ryz72j7GpfF8XFl92m7E364OZmf5B+zzp+v8rMnNWfX37eVeFKdO5sVp3GjCPOb0fSlq8dR5/fjj4H60PlouD1Rffz6ydr+evbLejK6r8fd+4TyQNvzCSmu30JGurFpkeqHI1UOdruLkqPt1F6vN3goUQiF9yD6y48LZZ2rLGN1XwGTe71IJKi9l6IVDH8ChczG1bTGbQF87Fa0jHpliN3cWx65EH+D6GWepOuOYTWnA+AwVKCxda4DEZtjQvJuRw5nkphkQaLpW634/vuqPue4ygMlnwOZD9Gof5YxTGxSIHFqkVjLUNjSkEsklczZgoNx9mZfkvFe4lIhVISgMGSR4H+CAX6I+Rqd9E/8PNax04pXc7Zwv8hESlQSP0wWoooNpzmuOFN8nT76BPwQTWDpqnjakwppJau5GjuS4gQoZQGYBPZ0JuzSSv7hyztZoYG/4KbvKoHQFPHPZr7EqmlKwGQil1RSQIxWospNSZQakwgU7ORsaoNSCQ1L/CrFTJemT+Bu6YOYGdcIkmZBWj1RlxUcqJDfBneIwp/L+HrR0kkYh6+eQTPfnw5w1uZ1lAl7gVAKhHz1Lwx9co7eT6T0kp9O0UGNEovh+/M+LqoydPY57v+w55DzOgRi6QJ1ZkdxWfb9rDu9Dm720vEYqZ1rT94PT29kFMn0yvejxnbxa6JXn3EHUshK+uy696MmX1rXMm9kmnX9eLHH3ZguJiJYtW/R3nk0bpdAsRiEdPtWPHs1r1qUdTc3JIaJ2TDR3Tk00/WodWWP+A2rD/BnXfVniM9KSmP8+cuJ2WoK/B/7ZrLFWnHT+hm14S5f/8oxGJRRczLoYOJdhszYrGIu+8ZaVfb+gjwd6/4ntu3xTNn7kC7XJmERq2W4+vrVnF+XZnUoDKOOr8dSVu+dhx9freGc1AiFXPbk5OZftdItq88TNyecyScTKekoAxtmR4XNxU+gR50G9iewZN60GPwtRl/YChbiM2mReH6VC2GlwixrBNS5ViMmp+wWtIcrpNUpKCPzzz6+MwD4LuzYxkV9MJVnwDAarXxzqdrWLvZ/pjBljBmbFg5kPUohYY4pGIXOnotINh1PEqJHzabBa05nRztDryV1d1GvRTdCHWbhoe8M0EuY1FJy+MGrTYTF4p/4XTBx2Rrt5OvP4iPsuZ73tnCr+ni8xQR7nMRi2TYsJJauoK4vNfJ1GwkuWQpEe43CTqu1WbiaO5LhLhOpovPUygk5QunBfojHMx+AoMlnzOFX9A34CPBxi0xxpNauhKxSE7/wM/wUw2kvEYVGCwF5Gi3Y7AUVOhSF6F+nswZ03Q33oYwom977r9xKP9burPGz6USMS/fP4nodvUnq9l+OKHK+96d29XSsm4cHgk4KCqMf47b5xKQkFfAt7sPcv/Q/g7Wyn5swMebd/H1zv0N6jeuU3v83er3/Yu7IoPRhAnCBGrFxaVWeT9goH2pSFUqOd17tOPA/gs16lcT7dsH4G1HUTvvK3why2pZVVUoZIwY2Zk1q8tXhjZuOMn8O0fUusK8odKujKurksFDap68ZGcXk519eZIaG2tfhg+lUoa7u6oioDwlOd+uflC+qh8QIIzrxuixXdi1q9ygzskp4YH7fuDW24Ywbnw3FIrmDeqVVco4YjTWniLSUee3I2mr105znN+t6Rx081Qz5fahTGlAUo5rCZul3O1EJPass53VXB5rKBbXv4soNGqpfZn52jpLVx6qMGQiw32JDvdr9uvFHjI1Gyg0xCFCzIDAr/BW9qz4TCSS4CILI9Ljllr79/J7s9oxsUhGe8/5ZGo2UGQ4QaH+WK3GTIjrJKI8br88JmLC3G6g1JjAheJFJBT/VM2YEWJcT0UsvfzfrLLr463sRYzXvZzIe5s83V5Bv6/+4q6kQuKLn2pQlc8UEm/auU2vcbxLnErKJtTfA3d1w8IyrDabYC5n86YPoFNUAD//s5+4sxmYzBaUchkDu0cw/4YBdIyof4fFYrGyplJxzbAgL2KjG5fG3+FX05iO0XYbMwCfbNlNhLcnE2M7OFAr+8goLuGlfzeyMyG5Qf1EwL1D7PPNvlCpPoZIJKKTQKvWiRcuy/XxcW2Qq0dUlH/FhCwpKRez2VLnCm+EnQG1EknVHTer1VpLy/LdlUvGTHZ2MXHHUmqs42Gz2di08fLFMHpMLPJaCklV3r0B+M+zS+zS+0qKG1ChNrp947ZMa2LkyM7s2HaGrVvLU+Lm5pby8Udr+ebrLYwZ24Wx47rUmcHNXlJT8zlyOJmEhByys4opLtZSWqrHaDSj15swGMyYzZb6BeG489uRtNVrpznO7+Y6B500HbGsMxi2YdT8gFQxDLG0amV1myULQ9mXmA3bQaRAqprS7Dp28piEWupdf8M2zrot5c+oh+4cxU3Tmx635SgyNZsA8FMPqWLICIGLLIwiwwlM1rJa2wS61OyOHeo6mQvFi9Ca0tCaM1BL7X+O2DNumNsNNcbjeMpjATBZy7DaDIhF9mdkrGtcT0UsEpEKnTmDY7mv0MHrPlQN+E63/3cxT88dxU127sj8vukIi9YeJKewFG83NeP7d+TBG4agVjYtlnFg9wgGdo/AZisvdqlWyhtU27dUY+DWSgkCOkUGNKY2MNAMxsy4Tu0b5Gpmtdl4YtlqUgqLuXtwX0EDl+ylRK9n4e5D/LTvCDpTw1NGz+jZhS5B9k1iiyu56Li5KVE2Mi1dXXLrS+N6JZWLIdps5ZMbH5/ad5ncG1k8sS66dg0lJNS7ItPShvUnajRmjhxJrlKzZMLE2lf+G2KE1EVdOxFXYm9aaXt58eXr6dAxkJ8X7apIC6zRGFi54jArVxymXTsfJk3uzpSpPXF1bdiqzc4dZ/l50U7On7e/jlJ9OOr8diRt9dpprvPbkeegE+FQuN6PWb8WqzmBspwRiKWRiMTegA2bJRurpdz9UyRSofT8CLGk+Y3Q3j72119py6SmF+Dl6cLs61uvIQNQaizfda3JjcweLDYd6WVryNPtpdSYiNFaiNmqxWozYLVdmkvVHivkIq3ZxchVHlXxWmNKqWbMNHVcN3nN3hxS8eVdc6vNwpV1Hxs7rlziRU//1zmW+woppX+RWroCH1VfQlwnE+wyocq4tZGaU8SmQ2c5fDYdnd5It+hgpg6ORXbF4tnWI+f54LctFe8LSrX8vukI59Ly+N9TNzbaeKiMSAQujUjy4umuYs7E+hM82YPDjRmpWMxtA3rx8eZddvex2Gx8uGkn606f48nRQxkcJVDgZj1jHkpJ5+9jp1h98gw6O6urXomvi5onxtjv9nApWBfKYxGEQq+7bIQpFA2bQF454dRqDXVOyBy1XT5xYjcWfrcNgG3b4nn40fHVxtpQqbZMeLgvnTrVvrqhuaJara+vW7UVb3vw87M/qK6+lMUNRSQScdOcgUyc1IO/lh/gn5VHqtRTSU3N55uvt/DLz7uYOas/c28eVO/vY7Xa+OiDNaxZc6zKcYVCRlSUHyGh3nh4qCqMEZVKznffbqW0tObqv5Vx1PntSNrqtdNc57cjzkEnwiMSe+Pitxqj5kfM+o1YzeexmlNAJEEk9kSqGIREPgS5eg4iSfO7mF1LiMViAnzdBJk4OpJLuwjyRmS1qxxjIkKMm7wDXoruyMTuSMQqcrQ70Zjq9nKpbeejPKOXCLBhsVZdtBFiXKm44emAmzpusMsEfJR9SSxeTErp3+Tp9pOn28/J/PeJcJ9DB697kYhqX+z6Y/NRft90OUvoyl0nWbHzBF8/dWOVui+L1x8C4J37pzKiZzTJWYU8/80qDp1JZcvhc4zuc3XEFDbLE2b+wN4sORRHRnHNVb9r40RGNvN/WUaMnw/TunViREwkHQP8EOJ+YLJYOJ9bwJG0DA6nZLAjIYkiXf2Ts7qQiER8NHMyvi72r+ZWnvzo9cIVDq08cbwUkGwvV+qhVrdM9fVx47vx/cLt2Gw2tFoDu3aeZfSY2IrPDQYTO7afqXhf164MgPKKLdV33ruJyMim1ZxoKTw8VMybP5xbbxvKnj3nWLsmjgP7L1Skp9Zqjfy8aCc7d5zh7XdvqnOCuviX3VUMmZBQb+6+ewQDB7Wv1WXv50W77DJmHHV+O5K2eu009/kt5DnY2hGJvevNKtYaEYlcUbguQOG6oKVVuaYJD/UmK7cEm41WbdBIReVzl7pcsmrCYtNzMPtxDJYCfFT96O3/DkpJ1XvPQXN2vUaFxVbzM8Vs1XJph0MqVldpL8S4ogbOKoUaVyHxoZP3I3T0eohc3R5SSpeTpdnM+aKF5On2MSR4Ua2pna02G2EBXozr1wGZVMK2IwmcuJDJonUHuWfawIp2yVmFhPh5MLZveehG+1BfXr9rEre+8QsbD551GjMNQSGV8sbUcdzz619YbXWnI6yJc7n5fLR5Fx9t3oW7UknnQD+ifb0J8XTH380Fd6UStUyGTCIGkQiL1YrZYsVgNlNqMFJqMFCo1ZFdUkZWSSlJBUWkFhRhaYQudfH8xJEMiGhYJgaPSm5IpaV6TCZLnVXg7ZbrcfmCb2gl9MLCy+1FIuFdpezFz8+NPn0iOHixGOaGDSeqGDM7d56tcHMRi0WMG1+3MeNxhUtPQX5ZmzVmLiGVihk2rCPDhnWksFDDv/8cZfmyAxUZxhITc3n15eV8/uUdNT5E9XoTv/+2p+J9cLAXX351R73uQfbGzDjq/HYkbfXaaanzu6nnoBMnVztTJ3Tngy/Ws3LtUa6f1LOl1akVV3kUZaZECg3H6m9ciXzdIQyWcpfwXn5vVpvYAxgsedWOXYnGlIynoku142WmCxWvXWSX51hCjdtQhB5XJJLgrx6Kv3ooxYZT7Mm8myLDCTI0awl1nVpjH38vNxa/fCuqi94D8yf3Z+6rP7PhwJkqxkxBqZZuflWD6juF+xPs6058Sg5XC8229z80OpwHhg3gi+01Z4WwlxK9nn1JqexLSq2/cTPy4sRR3NqvZ4P7hYVfzuZisVg5dzarxmKCDSWmQ2BFkG5+fhnFxbpqk53aqBwA3S7Mp0UnnxMmdq8wZg4dTKSoSFsRx7Bty+mKdv0HRNebFerKVLbx8Zn06RtZS+u2h5eXC7fdPoQbZvTh9df+5tDFv1t8fAZHjiTRu3dEtT5xx1Kq7CbMmTuwXkPGYrHatSsDjju/HUlbvXZaw/ndmHOwqcx+9gdun9qfvXFJ7DiSgEopZ+aYHtw9fVCF8VSqNTD2/i9Y+X/38M3y3Ww5cA6bDeZM6MV9M4dUyFqy7jB/bDhKVn4JQX4e3Dq5L9NHVl0k+X7FPlZsO05+kQbTRaPeTa3gk2dm0iUq0K6xUrMK+e7vvRyOT6OoRIuvlyvTR3bjjmnlmTw3HzjL+j1nUCllbDlwjgduHIpGZ2TRqv0M7RHFfx+aYpechnx3J45j2vgenLuQw8dfb+RCch7jR8YSFuqNuo44g8a4iDaVQPUosjSbyNZuo9hwGg+FfSUILLbyRRwRYhSS6hnqNKYUCg3Hqx2/kgzNekJcJ1c7nl62Cig3ZCoHygs1bkNx5Lgeili8lL3I0e5Aa6o9XfqgruEVhgyUlwMZ2j2S3zcdrdZWfGWwDxAW4MWx8xmN0rE10qyOzI+MHESBRstvh+Lqb9xGUMmkvDZlLNd3t++iv5IeParGA23ceFKQyV7PXlXl7tt7nvF2pMXVao0cP37ZUOzerXE5v4Vi6LAOuLoqKSvTY7FY2bb1NNdP74NOZ+TAgcSKdhMm1l5b5hLt2vng5+dWkTBg29bT3HLrYIfp3lK4uip56eXpzLzhkwqXn/jTGTVOJPPyqroTtLcj+1p8fEaF3Ppw1PntSNrqtdOazu+GnINC8NEvW3hkznDumTGY4+cyePfHjQT5ujN1WNVV3uc//5eJgzpz25R+FJZoq9Q0+3PjUb75aw9P3T6a2MhATiZk8v6izZgtVmaN6QHAmt2n+XXtIb57eQ5hgV78tTmOT37bxrIP7sLjikWAusZSq+T4ebnyxgOT8fV04ejZdN5cuJ6YcD8Gdy83QHcdvcBzd44jMtiHr5buZNKQznz69Ezue3MJt6f0p0OYn11y7NHHiWN58e2/SUrNw2q18dfqI/y1+ki9fbavfLoZNKtKyMWsYSXGs+zJvJdYn8cIchmLTOyBDSsGcy75+sMYLYVEetxc0e9SAL0NK0klS4iqlL45T7ePuLzXwQ5PmCzNZs4Wfk205zwkIkVFnZnEkt8BqqRtFnLchtLUcZNL/sRoKSDAZQRu8piKTGpWm5ls7VbydQcBajUm5TJpjdevWCSu8my21JExVimXYWhAMqPWTrPfzV6ZMob5A4XJXtDSRPp4sfSumxttyABERPpVWVFdu+YYyclN3xbt1CmYqKjLQZ3Llh3AZsdF/c/KwxgMl0/wCXUUoGwO5HIpo0Zf/vtu21qe5nvvnvMVWZfc3VUMHtzeLnmVC2omJOSwtdLuztWEm5sS70qB57X99FJZ1VtAaVn9Oy7Llx20Ww9Hnd+OpC1fO63p/Lb3HBSC/l3CmT6qO+FBXkwd3oXxgzrx58aj1dr1jQ3jxnE9iQjyplfHULrHXF7lXbhiL7dN7sukwZ0JD/Ji8tBYbp7Uh+//vuxNcOJcBrGRAUQEeSMWiZg4uDMGo5nE9Oq1eeoay8fDhQU3DaNnxxBCAzyZOqwL7UN9OZN0eWdPLpcyeWgsEwZ3QmcwccPoHnSPCSbA243M3GK75dijjxPHsmPvOVLTC1tajXoRi6T0D/wMd3kHTNZijuW+xtqkYaxO7M+qC73ZkDKOwznPkq3dXqWfqyyCENfy3cKT+e+yKWUiO9NvYX3yKPZk3oNc4k1n78fqHFsp9SfW5wnOFH7B2qQhbEqdzLqkYRzLfQWbzUKQy1jC3W8UfNzG0NRxdeZM4gs/Z1vajaxOHMCmlElsTJnA2qRBHMx+AotNR7DrRALUNRdODfF152B8KuYrFhUPxKdgtVnZdOgsUF6PBkCjN1aTUaLRo6wlJrYt0uzfRAT8Z/xwOgX68uqqzY1KfdzSKKVS7hvan7uH9EUuaZobiUgEN988mDf/uwIAg8HM888t5a23byQ8vPr25ZVoNAZcXGoOMr71tiG8/tpfQHkNim+/2cq999Wcxx3g1Ml0Fv10uaJrj55hdhfecyQTJnbnn5XlK1lxcamUlOjYueNsxedjxnaxq9I5wMxZ/flr+SHKLk7aP/xgDe7uKnr3iai3r1Zr5Pz5bLp3b/7dKo3GQHJynt2/R3x8Brk5JRXv27WruZZDaGjV44cPJdG3DtekVf8ebdAE2ZHntyNpq9eOI89vR52DQhAZUlV2TJgfWw+dr9auay0F2QpLdRQUa4mNCqxyvEtUIN/9tYe8wjJ8vVyJDPFh0/6zZOWXEujjxvbD51HIpYQHV/9utY0FoNOb+HXtIXYcSSArrwSL1UaZzsCQnpdT0Lq7lO/0KC4WqPW6WO9ILpNgNFnslmOPPk4cyx/f3dvSKtiNShrEsJBfSSv7h4yy9RQb4zFbS5GKXVBIfPBSdifU9bpq/Xr5/RdvZS9SSpehMaVisBTiImtHpMctRHvcXh73UlD7uN6KXkR7zMNNFk1C8U8UGU5hs5nwUHQmzG0G4e431lgLpqnjNpamjNvObToWm54C/RE0plR0lixEiJCLvfBRdCLUdRohrhOglsQEI3q258c1+3nwwz8r0jFvPHiWk4lZBPt68OxX/xId4kt2QfkufUp2EQUlWrzdy130NToj8cnZhPp7Cvb3sNkgITWXY2fSyS0qo6RUX7HzM3VkV3p1cmzq9xYzy6Z3j6VfWCgvr2p4UcqWQiGVMr17Z+4f1p9gD3fB5I4eE8uunWcr/PSzMou49+7vGTe+K0OHdiAq2h9XVyUWi5WSEh3paQXEx2dy+HASJcU6vv/xnhrljhjZiXF7ulakL17y+16Sk/O4+ZZBxMaGILroUJ6dXcy6tcf5/be9FdmbXFwUPPNM8xdRq4nOnYMJD/clOTkPm83Gvr0J7N9/OSBwoh0uZpdwc1Py/IvX8cJzSyuypD3z9O+MGNGJ0WO7EBMTgJubErPZiqZMT0ZGERcu5HD0aAqHDyXRpUsI73841xFfs06KirQ8/NAiwsJ8GDQ4ht59IoiO9sfLq2qcUFZWMTt3nOHnRZdToXt6qmutYt+pUzA+Pq7k55e7m/25dD9hYT5MmNit4vwAyMgo5NfFeyoKmapU8orkC/XhqPPbkbTVa8eR57ejzkEhuHKF0maz1TgNUNSyEnnpoXvl5tGlHblLKbpvGNWdY+cymPHUQlxVcgK83Xj3kesqDA17xgJ47Zu1JKbn8/xd4+gUEYBCLuX2l36p0ubKGms1+b3bI8cefZw4lkD/hqc6bknEIjlhbjMJc5tpdx+RSEKE+2wi3GfX+Lm7vBPToqqHGMglnlWO+6uH4a8e5vBxpWJ1jccr4yZvX2ubxo4L5bE/XXwa70Y4f3J/th09z+GzaRw+ezmuJsDbjYX/uYklm47yy/qDWK02bhnfh0NnUnns07+4Y1I/lHIZizccQmswMaRb02MqtXojyzYeY8maQ+QVaWps06NjSI3GTJnWwOkLWRXvo0J98fGsv8ZOTbTo3S3E052Ft8xgZ0Iyn2/bw5G0zJZUp1ZCPN25vntnbu3XE58GpF1uCE8/OwWtzsj+fQlAebaoNauPVUwea6NdO586P3/8iYmUFOvYd1Hu3j3n2bvnPDKZBHd3FTqdCa3WUKWPi4uC19+YSWCQZ+O/kMBMmNiNb74uL/y0ZMneCp2jovxpH2NfgdJLDBgQzTPPTuGjD9dgMlmw2Wxs3Xq6YrLdmklJySclJZ8lv5e7vigUMlxdFYhEIkpLdVXcnKA809Qz/5laa70UsVjE3feO5N23/wXKg/Tff28V33y9mZAQb6RSMTm5pWRlFlX0mTmrH2q1gp8X7axRZk044vwuKtKyZ885NGUGtFojGo0BTZkBjdZAfPzlwMbk5DxefXk5Lq4K1GoFLi7yi/8r6NottNYdorZ67Tj6/Bb6HBSCxIyqS6BnU3JpF+hld/8Abze83NWcTMhiQNfwiuMnL2QR4O2GW6UU26cuZPH5MzPp3bnxO7S74xJZcNMwenQo3+Uymi2kX3Qdawk5Tpw4aTu4qOT88Pxcft90hMNn0jBbrXSPCubm8b3xdlOzYOZQ7p42EKvVilopZ0fcBZ747G+e/erfChkB3m7cMr5pIR+nErJ4/pN/yMovqb9xDUgkYp75eAW6i0mIrhvZjefvGd8oWa1iqWZodDhDo8M5mpbJn0dOsPrkWTRG+1Z9HUW4tyfDoiOY0rUjvdoFC1Lbpi6UShlvvX0jS37fx++/7bE7W1R9xegUChn/fetGfvxhO0v/2F8RZ2IyWSpW4yvTtWsoTzw1yS4XoOZk7LiufPftVqxWG4kXciuOT2xkXML4Cd0Ij/Dl8882cOpkul19pFIJHTu1jKuGUinDzU1FaWnVgmEGg6nWWiihod488eQkevSsu+js+PHdKMjXsPC78r8vlFeTLy6u+neRSMTMmz+cm28ZVGGUNER/oc/v5KQ8Pnhvdb0ySkv17NhxpsbP7r5nZK3nelu+dhxxfjvyHGwqB0+m8OfGo/TrEs7xcxls3HuGZ+eNtbu/SATzrxvA18t2EeTnTmxkIKcuZPLb2sM8cevIinaZ+SWk5xTh69XwInuVCfHzYN/xZEb3jUGjN/HN8l12pzt3hBwnjuXrn7bX3+gK7ruj5ngJJ04AXFUK7p46EGrO3FwlHmZY9yg+e2wmy7fFkV+ioWM7f+ZP6Y+na+NLB+yNS+LpD/+uyOjYGFQKGaP7d2DV9pMAbNx7hifvGN2oXeRWYcxcomdoED1Dg3hl8mj2J6ex/XwSB5LTOJOdh7mOrAxNRSmV0iHAl84BfvQIDWJQZBjBHs1f4E0kEjFn7kCun96brVtOc+RIMufOZlFUpKWsTI9UKsHFRUFgoAftYwLo1SuCQXYEvovFIu68awTTpvVi/foT7N+XQEZGISUlOlQqBT4+LnTr3o6hwzrWGS/Rkvj4uNK/fzR79172g5dKxYwZWz0nvb107BjEZ5/fzrFjKezedY7jx1PJzSmhpESPSMTFv7UnkZF+9OgZRv8B0Xan6BUaHx9XlixdwL695zl6JJnExFyysoopK9NjMJgRiUSo1XICAjxo3z6AQUNiGDAgGqnUvhwfc+YOZMDAaFauOMzRo8nkZJdgNltxd1fi7+9B336RjB/flZCLMTadY0MQiRoW1O2o89uRtOVrR+jz29HnYFOYM6E3R86k8dnv21EqZNw2pR9ThjXs3nDT+F5IJWK+W76HrPwSAn3deWj2UKYN71rRxsfDhchgH2585geg/PwI9ffkwdlDGdXX/uJzL90zgXd+3MgNTy7Ey13NLZP74uPZcANJKDlOHMviZfsa3MdpzDgRkoFdwhnYJbz+hnaQnFnAC5/+U6Mh4+GqwtNNRXKmfYFKg3tGVRgzWr2RI/FpDOwe0WCdRDZ70vS0MAazmfjsPC7kFZBSWERqYTF5ZVoKtTqKdDq0RhNGswWTxYLVZkMiFiOTSJBJxMglElwUcjxVSjxUSjxVKgLcXQnxdCfUw512Xh608/ZE4qzm5sSJEydtjtnP/sCkIbHMv26AQ8cxmS3c8cpihvaI4roRXcsD8c0WNu07y8IVe9n4v4eQ25mIxEnr46Zuz1FSWLPPv73c8sQkbn1iUrXj7362ttY+er2J9MwiziZkY7XZuGl6P/r2DGdA79a1OOLEySUef285e45dLo3h6a7itqn9GTuwIwE+5RsBA2/5sOLz5+8ez3Wjai5vUFSqY+L9X1a8v21afx6aY3/M1CVa1c5MbSikUnqEBNIjJLD+xk6cOHHi5JqiOZbkzqfmkZCax8KX51YpVje4RyRfLt1JSamuye5nTq5Onn14Yr1tMrOLefX9f9i84zQ3z+jXDFo5aetk5pewbGsccQkZFJXp6NDOj//ec7noaG5RGXqjmSAfd6QCFWE9dSGriiETHuTNly/ObnTgvqebCj8vV3ILy123E1Jz6+lRM86qWU6cOHHixEk9BPt5oJBL+WP9EfKLNRSWaDkcn8b7P22iU0SA05Bx0iSCAjx4/dnryC/QsHDxrvo7OLmm2XToLLNe+pEf1+zn8Nk0LmTkk3lFIP4fm49yw/Pfs/VI9TT1jWX7wcuyRCL47yNTG23IXKJyavuUzMbVY2oTOzNOnDhx4sRJS+LhquSDx67n6+W7+fGf/RhNZvy8XBnUPYJ7ZwxuafWcXAUE+LkT3s6HPYcu1N/YyTXL+bQ8Xvx2DSazhV4xIXSLDmLR2urFrCcO6MQPq/ez+fA5xvbtIMjYh06lVrzu2SmUmDC/Olrbh5f75SzBxVckmLEXpzHjxIkTJ07aLH+8O7/ZxurfNZz+XYUJonXipCYkEjGFTYzdcXJ1s2jtAUxmCwtmDmXepP4Xj1U3ZqJDfFErZJxNaZzrVk1k55dWvO7RUZjC0GqlvOK1rpbMmPXhNGaaQH52MdmpBeSmF5KbcfFfZhGFOSXotUaMehMGvRGDzoRRb8JkNCORipHKJEhlUmRyCWpXJS7uKlw91bi6q/Dyc8c3yBOfIA/8grwIDPPBJ9CjSgFDJ42npFBDRmIumcl5ZCbnkZWST3ZqAZpSHXqtEb3WgF5rxKA1gghULgpULgoUajkqtQIvP3eCI/0IifQjKMKXkEh//EO9nL+PA7DZbFw4mc7RXWc5vuc8uRmFFOeXUVxQhkgkQqmW4+XvTkCoN1GxIXTuG0nPIR1QqOT1CxcQo97E4e3xnNifwPnjaWSn5lOcX4ZBb0Iml6JyUaB2VRIY7kNolD+RnYPpObQjgWF114hy4uRqIjM5j9Tz2aQl5JB6PpuMxFzKirVoy/TotUa0ZXosZgtKdfn1onItv/d6B3jQLjqAdu0DaBcTQLvoANRuSsH1EwsUU9AUikt0pKYXoFY37z2sKRgNJtIv5JJ6PpuslDwKc0opyC2hILuY4vyy8rmQoXwOZDSYsNlAKpMgk0sr/ilUMty9XfHwdsHD2xV3b1d8Aj0IifIrf8aGeLWK36e1cPBMKm5qBbdPqD+2yt/Ljbxi4YzjwlJtxWsfj6a5l12ich4yqaRxSVScxoydFOSUcO5YCmfjUjh3LIVzcakU5ZXW3/EKzCYLZpMFKK+jU5hbvwylWk5IlD+h0f5EdAompns7YrqF4e4tzIl0NZOVks+JfQmc2J/AiX0JpF/IaVD/0iItpUXaOtt4+LjSbWB7ug+Kofvg9oR3aJlaNFcLRr2Jdb/vZfk3m8lKya+1ncloprRIS8rZLA5sPgWATC5l0MTuTL19KN0GOjatc+LpDP5euJVtKw5j0NVcF8ugM2LQGSnKKyUjKZfD2+IrPgsK92X0zH5MumUwPgFtq0K4Eyf1UZhbwpEdZzi8LZ7D289QmGtfYT1NiQ5NSVVXkz2VXovEIjr0CKPvqFj6juxMx57hiMRNX0xSqBxX1NViqbu0hN5gJjEll69+2IbBaKZPj9a5+6ct1XPmaDLxh5M4cySZ5LOZZKcVYLM2LAOH0WLFqL9iBT6h9mezVCohKMKXmO5hdO4TQafeEUR2DkHSDGnfWyMFJVqiQ3wR23Heq5VyjHnCFdJVyKSYTOUpma0N/N1ro6Tsct05T7fGlb9wGjO1YLPaOH04ib3rj7N3w3FSz2W3mC56rZGEE2kknEhj24rDFcf9Q72J7RtJt4Ht6TawPe3aB7SYjq2J5LOZbP3rEFtXHKpzMiwUxfll7Fx1lJ2rjgLg7e/OyOl9GHvjACI7Bzt8/Obgwsl0HprwboP6/Hn6XVwaeGPa9Od+vnn9L0oKGreSZDKa2b7yMNtXHqbrgGjuf20m0V1DGyWrNvKzi/nujb/ZtuIwTclsn5mcx+KP1vD7p+sYPaMf85+7Di+/5q9vJQTXRT2B6WJR0dbOF+ueJaqLMO4RTqpiNlnYveYYq3/ZRdye8026PmrDZrVx5kgyZ44ks/ijNbh5qhkzsz9T7xhKSJR/o+WqXITf7bnEqBs+rL/RRaQSMbfNHugwXRqCXmvk2K6zHNp2muN7zpN8LqvBhosQmM0WUs9nk3o+m83LDwDli7y9hndi8ITuDBjXFTdPdT1Srh5cVQoK7YgtsdpspOUW4Stg7SlvDzVlWgMAeYXVi0c3hrPJlw1ZX6/GLdI7jZkriNtzjk1/HmD/ppON2nlpTnLSCshJK2Dr34cA8PR1o8+ITvQf25U+Izs1eCLZlikt0rL2191s+esgiaczWlSXgpwSln+zheXfbCEqNoSxN/Zn/JyB19TvAZB4KoOuA6LtaltapOXTZ3+vMAiF4MS+BB6Z8gE3LRjHbU9OFmT1dsvfB/niuaVoGhmkWBMWs5UNf+xj15pj3PXC9Uy+dYhgsp04aQ6K88tY/s0W1i/Z2+zPzdIiLX8v3MqK77fRa1hHps0bxoBxXRvs+uvaQgWRLyEWiYjtGMy9tw+jS8eWWwTLTi1g56qjHNhyipP7Ey56krQ+9Foje9bGsWdtHGKJmB6DY5h6xzAGjut61bukdYsKYufxC5xMzKJLZO0lS9buPU2JRs/InvY9h+2hXaBXRcaxI/FpTZaXlF5ARu7lnaOenRq3+Og0ZgCdxsDm5Qf498cdJJ3JbGl1Gk1RXimblh1g07IDSKRiuvSLZvi0Xgyd0hMPn6szbWhRXinLv9nCv4t2oCsztLQ61bhwKp1vXvuLxR+vZca9o5h+10iH+Hu3Ri6cSrfLmMnLLOLZGz8jI0m4IMVLWC1WfvtkHWeOJvPiN3ehclE0So7NauOb1/7i74VbhVWwEtpSPZ/9ZwlnjiSz4O3ZyOTO27OT1o3RYOLv77ay5PMNaEv19XdwIDabjcPb4zm8PZ7OfSJ54I2ZxHQPs7u/I1f2//ju3jo/l4jFuLurULTQNZ+fVcz2fw6zbeVhzhxJbhEdmoLVYuXIjjMc2XEG/xAvpt4xjKl3DGv0/b61M2dsL3bEXeC5r1fx8rzx9OnYrsrnOoOJFTtP8NmyHYhFIuaM7S3Y2IN7RLLrSHm2vRPnMzl9IZvOUY33Cvphxd4q7/t1tf+arcw1/bQsyitlyecbWL9kb4vfiIXGYrYSt+cccXvO8dXLf9JzSEdufXISnXpHtLRqglCUV8rvn65nza+7q/vetkI0JTp+/mA1f327lRn3juKGe0ahbENBno0h8VR6vW1y0gp4dvZnDncHPLwtnufnfsFbvz3U4AecxWzlvUcWsX3l4fobC8D6JXvJzyrm1R/vRSpzVpR30jrZ8e8Rvnvjb3LSG1cXwpGcPpTIo1M+ZNzsAcz7zzS73DfdGuneYg+B/q0vJs5ssrBr9THWLHacS2BLkJNeyPdvreSvb7cy79mpjJs9QJBd+dbEgNhwbp/Yj0VrD3D/B0txU5c/086l5nLjSz+SmlOE+WKc1iOzhtOhXdPTJ19iRN/2/N/irRVxM69+tZpvX5mLu2vDF2lXbIlj3a7TFe/Dgrzo16Vx8WLXpDFj1JtY/u0W/vhiQ6tczRcai9nKoW2nuf2ZKS2tiiCsX7KX7974u97A/NZIWbGWRe+vYt3ve3jk3Tn0Ht6ppVVyGBfqMWZKi7TNYshcIv5wEm/e+z2v/XSf3YGjNpuNDx//pdkMmUsc2naadx/6ief/N/+qexA7advotUa+fHEpG/7Y19Kq1InNZmP9kr3sWRfH05/eTr/RsXW2d3egMXOJ1PRC0rOK0OmN9QZPjxnmmGdDemIua3/dzYY/9lGcL0zMQ2ukMLeEj5/6lZU/buepT24jouPVlZjnkVnDaB/iw/9W7CHjYoC/1mAiMbMAgGBfdxbMHMb4fh0FHdfXy5U5E/vw8z/7AUjOKGD+y4t5Zv4YBnSLsEtGUamOhX/tYem6I1WOz7t+oF1JDWrimjJmbDYbm5cf5Kd3/yU3o/WtJjmSqNgQOvRo3PZdayE9MZfPnv2dY7vPtbQqTSY7tYAXbv6S8XMGcu/LN+DifvXF0ySdycRqsdbov2yz2Xj/kUXNZshc4tC20yx6fxXzn5tmV/tF761iy1/V8/c3BztXH+WPLzdy04JxLTK+EydXcuFkOm8/+ANpdWSeam2UFml55Y6vy2PnnppcazyFh7fjXLHPXcjhtff/ISW9wO4+QhszJ/YlsPTLjRzYfOqq2YWxh4QTaTw65QMeeGMWE+cOaml1BGXyoFgmDuzM+bQ8zqfnUaYzoFbIiQr2oVO4P2IHlYyYd/0Adhw+T9LF8zk9u4hH31lGeJA3A7pHEBlStexAUkYBW/afIzOvmGNn0tkbl4ThioQxw/u0Z9LQuhcc6uKaMWYKc0v44LFfqqRGvZaY0MYv4rW/7eGrF//E2MiCSq2V9b/v5eDmU/zny3kOTyXc3Bj1JtITc2vMsvfHFxsr0ik3N0u/3Ei/0bH1xvPsXhvH75+tbyataubnD1bRc2gHOvZsnalanVw77F4bxzsP/thmstZVxmaz8ftn6zl1MJEXv72rxvgYR8aVvvPpGlLSCwgJ8qJHl1DcXBWA43dcbVYbu9fFsfTLjW0yFkYojHoTnzz9G6cPJfLYe3Ovqt1usUhEh3Z+grqS1YeLSs4nz87inld/I6fgcsKP5MwCkjOrG+y/rq57QTC6nS+vPDCJpthe14Qxs2/DCT56cnGj0722deQKGWNm1l9cqTViNlv4+pXl/PvTjpZWxWEU5JTw/JwvuP+NmUy5bWhLqyMoiafSqxkzSWcy+fmDVS2kUfnE5tP//M6XG/6DVFpzTEpuRiEfP/lrM2tWHYvZyhfPL+WTVU86C7M6aTE2/LGP/3v6N6z11Etp7cTtOcd/Zn/G278vqFanzdPXcWnRk9MKCPBzZ9Hn85E1Yxzcv4t28uWLS5ttvNbO+t/3YjKYeer/br3qM545mgAfN75//WZe+2oNB06mNFrO0N7RvPbgZFyaWOz6qjZmTEYz37z211U9EbaHoVN6tkk3puL8Mv5770JO7EtoaVUcjtls4fPn/iDxdAYPvD7rqikGduFUOsOvq5pJ5X8vL8NibtlJUeq5bNb8sptp84bV+Pln/1lCWXHriMk6F5fCjn+PMnxar5ZWxck1yN8Lt/LNq39dNa5JF06l8+yNn/L2kgVVDBhPX8ftzHTrHMK5BhZsFoLRM/vywzsrr4nYYHvZ8tdBsMEzn9/e0qo0ms+WNXxO+/DMmp91TcHXy5VPn7uRf7Ye59c1ByvczuwhLMiLO64fwOShXZq0I3OJq9aY0Zbqee3Ob4nb0/bjK5rKpFsGt7QKDaa5sly1NlYt2kn6hRxe/eFeFE1cqWgNXFnzZ+fqoxzbdbaFtKnKb5+sY+LNg6qlQN7+z5EWc4GrjV8+XO00Zpw0O2sW7+brV5a3tBqCk3Qmk2du/JT3lj5SYdB4+DhuZ+alJ6bw2gf/8tB/fuWGyb0IC/HGxUVRZ0xDWKh3k8d1cVMx+ZYhLPt6c5NlXU1s+fsgkbHB3Pjg2JZWpVH8tOZAg/s4wpgBEIngulHdmDayG0fj0zh4KoW4M+mk5RRRqjGg0RlQymV4uKrw83GlZ8dQ+nUJo2/XMEFjeq5KY6Ywt4QXb/mq3mxK1wIhUf52Fy5sLeSkF16Thswlju48yyt3fM1rP93X5g2ayteg1WLl+zdXtqA2VSnMLWHL8oOMn3O52rbRYGLhmytaUKuaST2fzbHd5+gxOKalVXFyjXB4ezxfvPBHS6vhMFLPZfPGPQt594+HkcokdqVvbixyuZTQYE9WbTjO25+ssavP9pVPCzL2DfeMYsXCbZjNrbP4ZUvx47v/0rFXON0Htb176vXDutb6mc5gIi2niPjkHKw2G7eO70P/WMfHXIpE0KtzKL06N67oZVO56oyZ9MRcXrzly2t2InwlbS17R25GIc/e+Ok1//sd232OV+Z9w+s/3YdcKWtpdRpNXmYRJYUa3L1c2Ln6GJnJeS2tUhVW/LCtijGz8vvt5KTZv1XenKxatLPVGjO9hnUkP7uYkgINJYUaDDpjS6vkpAmknM3irft+aHF3UEdz6sAFvnj+Dx59fy4yuRQXdxWaEp3g47z+4b/sPVheaLBdiBfeni61xusJjU+gByNv6MPGpfubZby2gtVi5b2HF/Hd9pfaXM23l+4YX2+bjLxinvt6FesPnOH2iW0zZrohXFXGTE5aAc/M/ISCnJKWVqVVIJVKGHtj/5ZWw24Kc0t59sbm3ZFRquUEhvkSEumHp58bSrUcpVqBQinDZDCj1xnRaw2UFGrISMwjMzmv2WIpju06y6vzv+HVH+9Frmi7Bk3i6Qx6DI5huZ2uDi7uKmK6tyO8QxCunmpkcimlhRoST2dwYn+CoEVSL5xM58KpdKJiQ9Brjfz5v00N6i9XyoiKDSEqNgR3bxdULgr0WiMZSbmcOpAoaAr4Pevi0JUZULm2vqrWr/10X5X3Rr2J4oIySgo0Ff+XFJa/Li3UUFygoaTS56WF2qsuU2FbRVOq45V5X6MpFX5SXxMisYiAUG/atQ/AL9gLlasCtYsSmUKKXmvEoDOi1xrJyywiMyWP7NQCQY3ltb/tIapLKNPmDcPLz80hxszR46molHK+ev9mosKbL+vUJWY9MIZNfx5otrgnhUqOT4AH3gHu+AR64OHtikIlR66UoVDKsFismAxmDHojRbml5GcXk5NWSGZKHrZ66u8ISX5WMUs+W88dz05ttjGbi2BfD959YBrXPfsd//t7N8/f3jZd6uzlqjFmNCU6Xrr9fy1qyPiHehMU5oNfiBd+weX/1K7KigtYoZJjs9kwGkyYjGbKirQU5ZVRlF9KVko+GUm5ZCbnCRasN3B8N4dmaBESs9nCW/d/7/CVe/9Qb3oO7UD3QTF0GxCNfyP8kksKNZzcf4Hje88Tt+ccCSfSHKBpOUd2nOHTZ37nqU9uc9gYjibxVDoSiZgzR+tODdpnRGeuu3M4fUZ0rjUBgqZUx5pfdvPbp+vQluoF0W/r34eIig1h9S+77C4i17FnONffNYLBE7vX6gpos9k4tuscP77zT73f3R7MJguHtp9m6OSeTZblaORKWcU90F50GsNFo6eMkkJNVUOoQENGUi5HdpxxoNZOoDxBh6MXlEKi/Ok/pgt9R3Wma//oBu8+p1/I4cS+BI7vS+DwttMU5pbW36kOvn51GUd2xFOU55giktGRfhQVaVvEkAEI7xBE31GdBY8FFIlEBEf60blPBJGdQwjrEEhY+wD8QrwalX3RoDOSFJ/Jsd1nObwtnpP7LzjcPW7Z15uZMHcQgWE+9TduYwR6uxER5M3O44ktrYrDEdmughQlZpOFF27+slmD/SVSMV0HtKf7oPZ06BlOhx5hglUQzkkrIOFEGudPpHHmSDKnDl1olIHzxi8P0HdkZ0F0cjRfvLDUYVnnVC4Khk7pyfibBjokfij9Qg4bl+5n07IDDivGeu8rN3DDPaMcItseLpxM56EJ7zaqr1wpQyQS1bqa6unrxpP/d2uDztWctAJeu/NbQeLiQqP9+Xrz88wf8nq9LmYu7ioWvDWbkdP72C3farGy8M0VLP9mS1NVZcys/jz1f7c2WU5bJP5wEo9f91GT5Xyx7lmiuoQIoNHVx551x3n9rm8dIlskFtF/TBem3zWSnkM7CCbXYrZyeHs8G//cz67VR1vUNe6WJyZx6xOTqh3Pzi3hrf9bTUQ7X6ZN6E5QgCcuzezadHzveZ6Z9WmTZIhEIiI7B9NnZGe6DWxPp94RNdbsEYqivFI2LTvAvz/tcKiBPWHuIB57f67D5LckN7/2Mxcy8tn79WMtrYpDuSqMmfceXtQsVbrFEjEDxnVlyKQeDBjbBVcPx13ElbFarCScTCNu93kObDnFyf0JmE11r1b4h3jx455X20RxqPVL9jqkpodcIWPa/GHMfmicYIZmXVjMVjb8sZfFH68lL7NIUNliiZg3Fz8o6CSgITTFmKmLsA6BvPXrQ/gEejS4b1mxlqdnfELSmcwm6zFoQjf2rDteZ5t27QN4fdH9jV7B++qlP1n5w/ZG9b2El58bvx55s0ky2ipOY8axlBRouH/MW03e5aiJDj3CWPD2TcR0bye47MpkJOXyy4dr2LriULO6K12iNmPmtff/ITElnwvJuVWOi+t4Pm/9+ynB9Xts6ocN3iVWqOT0Gx3LwHFd6T2iE15+7oLrVR+Xnq2L3l/lkPNTrpTx84HXm2We0JwUlemY8sy3KGRSNn/yYEur41DavJvZut/2ONyQcfVQM/HmQVw3f3iD3CaEQiwRE9M9jJjuYcy8fzQ6jYGjO8+ya80x9q4/XqOP7/ibBrYJQyYpPoPPnxM+Y87gid158L83NmqS3FgkUjETbx7MmFn9Wfb1ZhZ/uEawLXKrxcrbD/zAZ2uebpRrXGvEP8Sr0YYMlF+XLy28mwUT3kOnaZprZn2GTGCYD28vWYBPQOPPp3tevoET+xKatJtUmFvukno1ukQ4aVm+feMvwSeKUqmEu1+eznXzhjfL8yg4wo9nPrud6XeP5P1HFpGW0Py1XWriwEUDwt2tZeu9zXpgDG/e93297RQqOQPGdmHolJ70H9OlxbNqXnq2Dp7Ugy9eWMr2lYcFlW/Um1j7625mPzROULmOwmKte/dRbzCTkJHHJ0u3YzCa6d8prF6ZpdrWU4vITd3wuNA2bczkpBXw9WuOy4Evk0uZed9oZi8Yh8ql9QTdqlwUDJrQjUETumE2Wzi64wzbVh5m1+pj6DQGRGJRlQxNrRWb1cb/Pf0bJqNZMJkqFwX3vjqjRbO4yeRS5jw8nn6jYnnvkUWknM0SRG5JoYaPn/qVt39fIIi8lkQkFvHMZ3c02dgMjvDj9memOLQWhkwu5eWF9zTJkAGQyiTc/dJ0np/7RZPknD6c6DRmnAhKUnwGm5Y1vHZFXXj4uPLiN3e1SGmADj3C+HztM3z96nLWLN7d7ONfyb+LW8c9e8ikHgRH+JGRlFvj5537RDL+pgGMuK5Pq0w04u7lwnNfzqN911B+ePsfQRMarPttb5sxZgbc+392t5VKxNw5dUC97cbd83kTNBKWvYufbHCfNltm3Gaz8eHjix1W2XbAuK58s/UF7nh2aqsyZK5EKpXQd1QsT358K78eeZOnP72NOQ+Pb5EdpIay8sftnDnS9MDoS3j7u/PRyidaTTrq6K6hfLrqKfqNjhVM5tGdZ1n32x7B5LUU0+4YRpf+UYLImnr7MIdO7u94ZiqRnYMFkdVrWEeiYpvm4hR/KEkQXZw4ucTCN1cK6pblE+DBxyufaNEaZwqVnEfencPtT09pMR3qw9rMrnAisYgZ91WNvXT1UDPzvtF8s/UFPlrxOBNvHtwqDZnK3PjgWB59b46gMjOSckk9ly2ozJZELBLRPTqYL5+YRbeooJZWx+G02Z2ZFQu3OSTgXyqTcO8rM5g2zzHVUh2JUi1n9Iy2kU88N6OQn979VzB5wRF+vPnrg61uxVqhkvPK9/fy8ZOLBVv5/PaNv+k3pgve/s3vuywESrWcuY9OEEyeVCbhuvnD+ea1vwSTeYmgcF+uv3uEoDLH3TSgSTtJyQLECDlxconje89zcItwWa7cvVx467eHCAr3FUxmU5j76ATUbkr+9/KyllYFrc7IijVH2b7nHAnJuej1JpQKGRFhPgwdEMMNk3vi5qp0qA7jZg/glw/X4OHtyrT5wxg7q3+Lu5E1hglzB5GfVczPH64WTObeDcdpFxMgmDxHsfKdu+v8XCoR4eGiQiFvs1P8BtMmv2lxfhmLPlgluFz/EC9e/PYuYrrX71/opGl89fKyJsc5XMLb3513lz6Mb5CnIPKERiIV8+T/3YrZbGHbiqb7+mpKdHz+/B+8/F3dN7TWytgbBwieMnz8TQP5/q2V9SbGaCi3PjlJ8OJ2A8d1a5Ixk3r+6lk9dNLy/PSecItKYomYlxfeQ1iHQMFkCsH1d44gIzG3yQk4mkJiSh7P/fcvMrKKqhzXG0zEn8si/lwWf68+wlsv3kCn9o77+8kVMj5Z9RT+Ia3fe6M+5j42gbi95zm266wg8vZtPMGND7b+eizBvi27kOmikuPprsZisZKV1/RyKGFBXnQI9ycixIfIkMYtSLdJY+b3z9YL7l4WFO7Lu0sfbhPuWW2dc3Ep7FkbJ4gsuVLGqz/e22oNmUuIRCKe+OgWslMLiD+c1GR5e9bGcXzveboNbN905ZqZ8TfV77/bUFzcVfQa1lHQOgqevm4Mn9ZbMHmXCAzzITDMp9GpRgtyStCW6lG7OXYF18nVz4WT6Zzcf0Ewebc+MUkw91Ghue/VGSSfzRJs4tsQSkr1PPnyUvIKyujaKYSJo7sQGe6LSilDqzOSmJzH2i0nORmfwTOvLeOnz+bh5em4zFpXgyED5c/VJz++hbuH/1eQYsrnjqViMVtrrXN2NbP9x0ftaieVShCLROQVaXjs3cu7nSqFjIE9IhjQLYLwYG+CfN1RKWUo5TJs2CjVGCgs0XIhNZ+jZ9LYsv8cxWXlyasCfNz5z13jcG1E4P8l2twvlptRyKpFOwWVGRLpx/vLHnUaMs3ELx+uEUzWY+/PbTM7aXKFjFe+v0ew1JaL3hd+d9LRBIb5OOz3Gji+m6Dyxs0egFQm7K7MJTr1jmhS//TE1pGlyUnbZuWPwu1UdOkfxZyHxwsmT2jEEjGPf3Bzi7hU/bpsH3kFZcya1ocv37uZ6yb2oFvnENpH+tM9NpTrJ/Xkq/duYda0PhQVa/l1ubDJGK5m/IK9uP5OYVyBjQYTyWevTTdeuUxq1z+xSERRiY57X/2N8ynliSQmDOnM8v+7m7cfvY7po7vTq1Mogb7ueLiWu7op5TL8vFzpEO7PxKGd+c9d41jx2T3cNrU8LOLAiWTufe03NLXUorOHNmfM/PLRGkGzX3n4uPLW7wuaNYVvUzAYzNx2w6ccP5rS0qpU49cfdnDnTV/W2eZcXCr7N50UZLxBE7sz6oa+gshqLjx93Xj47dmCyDqxL4HD2+MFkdVc9BrW0WGyuw+KEVTekMk9BJVXmfbdmlZvIzejSBhFnFyzlBVrBStrIBKLePCNG1t9OYCAdt7c8vjEZh93577zqJRy7rtjeJ3t7r9jOCqlnN0HzjeTZlcHsx8ai1wpE0TW+eOpgsi5mnn/x41k5BYDMGV4F157cDJe7g2ru6iUy3ho7nDmTy/PvHshLZ8PftzUaJ3alDGTlZLPxqX7BZMnloh57qv5bWvL9WIqwqb68ZeV6tHrmr4t21AWfyzMroyrh5oFbwljFDQ3gyZ2Z/h1wrgv/fyBcMGPzYEjjZnQaH88fFwFkeUT4EGHHo7b8WvXvmlBpvlZxQJp4uRaZd3vewVxzQGYcNPANlOIdMa9o5s9UUxmTjFhoV71BmTL5VLCQ73Jyml6HMK1hKuHmmFTewki68LJxtcBay4sVmuj/lkFSGV94nwmm/aVu2q6qOQ8duvIJsmbP30A3hcL0K/ZeYr4xMbFhLapmJnVv+zCaqm7WFBDuPO56+gxWNjVXEejUMr4+a9Hmizn8w/XMnx0ZwYPd9zk8koyk/PYv1GYXZlbHp/YZrN5Qbn/9t71x5s8mYg/nMSRHWccaiQISVPdq+ojKjaEIzvONFlOr+EdEYkct8ocGu3fpP4F2U5jxknTEGpXRiqTcOtTkwWR1RxIpGJm3DuaL19c2mxjymVSDAb7PEp0BhNyB7m3Xs2Mmz2ATX82fbE7J71AAG2E4+Xv1rD92AWG94ji9bsnAQ2rM1MZkQi8XNUM7R7JAzcMwc+z4Yt/63df9gYZ2CMSN5emxW7KZVIG9Yhk1fbyueHqHafoFNnwxb42szNjNlvYuHSfYPI69gpnxr2j6m94FWKz2jhyQLigzwrqmfytX7JXkCJXPgEeTL5tSJPltCTe/u5Mu0OY9N+toSicPbh7uTg8Lq2pNVwuEdvXsUHMTf075DuNGSdNIDu1gIQTaYLIGnF9nyYXlG1uJswZKNgurj1EhfuSnJZPWkZhne3SMgpJScsnOqJpix3XIl36RwlSH6e1ufBuP3aBMp2B7ceaPmez2aCgVMvKXSeZ/9ZvlGj0DZZx5PRlN7yYdn5N1gkgolIGs8ryG0Kb2ZnZu/44hbmlgsgSS8Q88s6cZvHvTU8t4OeF24k7kkxxoQYfPzcmX9+bObeXT8Z3bD7Nlg0nUKnk7Nh6mjvvH41WY2DJz7vpPySGF96YUSFrxvj30ZTpsdngjQ/mMGBITIPGAnji/h9JOJuNTmfk1Wf/qDh+87yhzLtYTMseOTYb/LJwG/8sP4ROZ2TA4BhC2nnX+newWW1s+lOYoMbZC8YhVwjjH9uSzH5oHKt/2dXkFNV71sVRnF/WrA/nxhDdNdThYwRFCFPbIrZfpCByakMml+Lu5UJJoaZR/UuLtAJr5ORaYvfaY4LJuuHukYLJai7kShnjbxrI0i83Nst4E0Z34fjpdF56ZwVv/Od6QmtYzEhJL+Cld1Zgs8FUgZOZXAtIpRJ6DO7A3vXHmyQnL7NIGIUE4qMF13PwTCp9O1aNsxzeM5qn5jRsQd5ms5GYmc+nf+7gQkY+P67ZzyOz6o7jupLcwrKK124CFZR3UV5OylFZfkNoM8bM2sXCVT2fdsewZvPvVanl+Pq58fxrN+Dt68qJY6l89NY/RMcE0G9QeVrdfbvO8dhzUwmL9OP7/21m7MTuvP3JLeWGx+2DiY4pzzm/fP3T6HUmrhv9TqPHeuvjWzAazcya+AHPvz6DAUPLDSJZpRgce+RsWH2M3xft4pFnJhPbLZRD+y6w8MtN+NWyQndkxxly61mVsgcXdxUT5w5qspzWgLu3C+NmD2hy7QOzycLGP/cz877RAmnmGJoaJ2IPQhTqkytktIt2vK5efu6NNma0pQ1fUXPi5BK71ghjzHTsFd4sixSOYOT0Ps1mzEwZ241N209z5Hgqtz6wkM4dg4gK90WpkKHTm0hMzuP02UysNhtD+rdn/KguzaLX1UZM93ZNNmaK88swmy2C1xdrLL07htK7Y/VrzMdd3ah6MyF+HkQG+TDjhR/YfvRCg40ZbSXX+Mbs7NTEpRTNABp94zKatQk3s/zsYg7vECZrk0wu5aaHxwkiyx68fVy5+6ExdO0ZRnCoN+On9CAyOoBzZ7Iq2sgVUsZN6s7o8V3R60xMuaE3sd1C8QvwIDuzqjuJWFL7bpI9YylVMpQqWcW4KpUclUpeJQWtPXL+WXaQkeO6MmFqT9qF+zJ9dn969q19NXuDQC6Co2f0FSxrSWtggkCG2brfhDP2HUVzVAT3DfRssozQ9v6IJY6/Nbp5NSz7S2W0ZU5jxknjKM4v49TBREFkjby+jyByWoKo2JBmK+4pkYh556UZTBrTFYCT8Rn8sy6OpSsP8e/6OE6eyUAkFjFrWh9ef/Y6xA6M17uaEcKwttlsGLSNTxHcXKiVjU8xHuLnQTt/TzLyGu6ufClYHyDubEajdahMZTneDcyKdok2sTNzcPMpbNamx1pAeZCYUHU+7EGnM7Lst73s3XmW7MxirFYbmjI9A4ZcLnbo5q4Cyo0LAI+LxbJkMglGO4MG7R1LKDlpqfmMmtC1Sr/wSD/SU6sHz1nMVg5sEqaY4YQ5V8euzCWiYkOI6R7GubimpdpOPZ/N+eOpTU7560iaw5jx9HNrsozwDkECaFI/bp6NN2Y0Jbr6Gzm5qsnSZ+Ip80IpKQ/ALTEVszd/N/7KAHp61p4t8fje84I8T0UikWAZpFqKYVN7sfgj4eqe1YVKKee5Rydx+02D2HPgAilp+Wh1RlzUCiLDfRnSLxo/36bfv65lQiKFiTUy6E24XJyXtVZcmmDMAKiVMhpzF2gX4ElWXnm2vf0nkklIzSO6XeOf7RfS8tl/IrnifYi/Z6PktA1jZstpQeSIJWJmPTBGEFn28v7rK0hOzOPx56YS0ykIhULKg3d8W1WvK1ZhxI2M5bFnLCHliKiqZ20FBuMPJ6EpbfrkK7xDUJt1aaiLsTf2b7IxA+XXSWs2ZgKaIR2qm6casUTcpKyHIZHCBDXWh6oJWWD02qbFWTlp+/yW8jMd3ToxOeg6TFYT78W/iclmQmMu44aQGxkTUHMBy5MCJX/p3CeizdRnq42eQzo0mzFziZBAT2ZNEyY1v5OqCHU+CpWy3JE0ZWcGoFijb5RBNLxPew6cLJ+vWCxWXvjsHz55dhYBPg03xHMLy3jxs3+wVHpeD+sT3WA50AbczCxmqyCpVgF6De3YLKvDlTmw5zzTZvala492KBRSTCYLmQLEjjRlLLFYjEhU/rdtrJzgUG8unK+aDzwlMbdGeYe2CWOM9h97dfoRDxjbtf5GdnBgizC7X46iOVJpi0QiVOqmBSX6NVPdqaa4S5pNFgE1cdIWSdWm0MktFoB9Bbsx2oy83vUd5kfew7bczbX2OyWQMdOzjaSDr4tOvSOuKrflax2ViwKVAEHprd2Y2f7Fw8wZ0/hdUb3RTGZ+CWEBng3uO25QJ9wqPWOT0gu444WfWbL2MFo74130RhPLNx7jjhd+5kJafsVxtVLO+EGdGqwTtIGdmdOHEgVZ1YfygL/mJjDEi0P7Ehg2qhM6rZGfvtmKuRYjwh4uGSCWGlae7R1LKhUTHOrNxrVxRLb3L58AquR4+7raLWfqDX34/IM1dOsZRmy3UOKOJHPkYCJe3tUzah3aKpAxM+bqNGYC2nkT1iGQlLNZ9Teug/jDSZQVa3H1aLz7kqOQSiVNcqtqCCpXRZPuGQGhtWflExKluvEra2az05i51tFbdLjJyleid+ZtZ4TfKBRiBWHqSPKNeTX2MeiMghUF7D6obdVoqwmpTEKXflGCLZjWRnpmIRKJhMB6FnSyckrILywjLMQbN9em1e+4VlGq5U3OENra76/qJmZzNZrMPDVnFBGBDX/WebqreHDOcN79fkPFsaJSHR//vIXPf9tOj44hRLfzJdTfE7VajlImxWi2oNUZycgtJiE1j8On0zCaqodQ3HfjEHwuhlk0lFZvzAg1EZYrZAye2F0QWQ3hqRev45N3V3P7jM/w9HbhxpsHVRgNDeHHr7ew7Le9FYW3Xn32D6RSMWGRfvxv0b0NHuupF6/j8w/Wcv9t3+DuoWL+/aMYN7mH3XImTu1JVkYR336+Eb3exJDhHXnw8Qn89tOuKu1Ki7ScO964vOGVcXFT0bmPY9PltiT9x3RpsjFjtVg5vP0Mw6e1Pj92Tz83hxahrExTjAQAXwfXwrmErJ5q4HVhMQlXPNhJ28RX4UeGLg2tuYwkTSL3Rj0ElBs5ElHNLr9njiYLMlGTyaV07hPRZDmtgc59Ih1uzCz79wjL/z3MC49PZtzI2FrbHT+VxhsfrWLenMHceXPbrqXWUgiy0yZMiHarxd1FyezRPRvd/4Yx3UnJKuC31YeqHDeZLRw8mcLBkw13m58xpgezJzTe/bLVGzPxR5IEkdN3VGfUbs2/0tGxczBf/nh3rZ8PG92ZYaM7A+DhqWb9npcqPvt+yYMVr+fdN6qiDkxjx6pMl+7t+GrRPY2WIxKLmH//KObfX1WnSwbRJeIPJwkSbNq5TwQSaav3imw0XftH8+dXm5os59ius63SmPESIDDfXiSSpqXU9Gymej2NjY0DsFha98qhE8cz0n8MXyd8jkgkYrjfSLzl5ausKdokfBU1B0ILtSvTvlu7q6LWF0BEJ8cn/Dh2MhWrzUa3eor6Du4fjUQiZt/hRKcx00iaskjU1rFabU16rjSER28Zib+3G1//sQu9sfFueTKZhLumD2Le9AFN0qfV/+pC3Xx7Dm37/r1tkQunhPn9OvQMF0ROa0Wo73curum7YI6gOTPDNMXolUjFzaZrU9I/1xbv5uTaYbT/OEJV7TBYDXT1uOx1oJKouT54Ro190hJyBBk7snOwIHJaA5GdHV9zLje/DD8fVwL96w5Qd1Er8PV2JSunxOE6OWn7aPVG/twax5bD5zifnofOYEIplxIV7MvIXtHMGtUDd7XjFvHnTurDqH4xfP/XXjbuPWN3zAyAUi5jZP/23Dl9EGFBTfeGaNXGTG5GYaOLyl1J98ENS0/sRBgunEwTRE6HHmGCyGmtePm54R/iRU5605JDJMVnYDFbW90ulotb2zBm3L0a56/bGJqjlo2Tq5sObtWDZXt79a21feoVSVsaS1Q9OwxtiZBIP+RKmUODvsvK9LSPsi9tsLeXC+cShPmdnFy9XMjI5/HP/iY9t2qtGL3RzKmkLE4lZbF0yzE+XHA9sRGOKwId6OvO8/eM54k7RrE3Lon4C9mcTc4hr0iDRmu4aGDJcFUr8PZQExPmR6eoQAb1iGhyRrbKtGpjRqhdGU9ft2arHeGkKsLtzFzdxgxAhx7hTTZmTEYzKeeyWt3KaWvP2X8J12ZKUuDESUuQJtAkubXdX5qCSCwiJNKPxNPCFACsCbVaTlGxfUlJSsv0KBStemrmpIUp0eh56KNl5BaV0T06mKmDY4kO8UWlkKHVG0lIz2fVnpPEJWTy6CfLWfLaHY0uRmkvSrmMkX1jGNm3ZRKDtOorJuGEMKv6sXVUpnfiOAw6I+m1pGtuCC7uqmYtdNpStIsRZvUk4URaq5tstES8WmNQqpqe1tOJk+biRHEcKdokjNbquwrTQ2ZWea8t1VMgkPtSaHvHrfS2BH7BXg41ZiLCfIk7mUZyaj7h7Wqvt5WZXUx6ZiEd2wc6TBcnbZ8f1xwgt6iMuWN78+SckdU+7xkTwsyR3fnw9638tvEwi9Ye4LHZI5pf0WakVfs5JJ3JFERORKfWNbG7Vkg9ny1I8H9wRPPWBmophKqBlCCQa5+QCJH7vzloaiY0J06aizWZ//L5+Y85VHiAtVn/cqL4GFtyNrAxey0Gq75a+4ykpi8sQfk10pzumM2Bo2tLDR9Yvlr93ufr0OpqjiswGM28/8V6bDYY0t/pFu+kdrYdPY9aIWPBjKF1tnt45lDUChnbjwlTW6o149CdmQvxmQSH+6BUybFarGz8+zAWk4Vxs/oildafcSgnvUAQPcJinKscLUFuRpEgcpq70GlLERwhTOX57DRhrhshaSuF6ZzGjJO2wo68rdwefieDfYfx+NEHeTH2dcw2M98nfo1fDdnMhNqVaa6iss2Jv4O/03UTevDXqiMcP53ObQ99z9Rx3ekUE4iriwKdzsjZC9n8u/44GVlF+Hi5cMPk1peR0knrITOvhOgQXxT1ZG6Ty6REBHlzPq3mulNXEw41Zj7+zx/c98I0uvaL4s/vtrFmyT48vFy4EJ/BQ6/eUG///KzietvYQ1gHpzHTEuRnFQki51oxZoIE2oHKE8iIFJK2ksZVobp6jBlzVnskvusQSaNbWhUnDqDIWEh7tw4AiBFjshqRieVcFzyD/zv7HqP9x1Vtn1cqyLgBIc1TVLY58XNwbSmlUsa7L8/k2deXkZ5VxA+/7aqxna+3K2+/OAP3NuKW2xBsNht6jRFtmR5tmR6dxoC2VI+uTI9eb8SoM2HQmzAZzBj0Roz68veV/zcaTFccL29X/q+8n9l09aetl8ukGGooOlkTOoMJmaxp5QraAg41ZtKT8ujUKxyzycJfP+zgrR/vwT/Yk3smvF+vMWOz2ijMbfpKkkgkIjTaviwi9rIm/VUSSrdXvL+u3TuEufQXdIyrAaGMUZ9AT0HktHa8/NwQS8RYLU1Lu5uXWSSMQgKiaCM7M60tC5wTJ7XhJnOn2FSEvyIAb4Uvydok2rt2QClRUWKq/uwUypjxDfIURE5rwq0Z3ObCQr354dN5/Lshjh17z5GUWoBGa0CpkBEe6s3gftFcP6knrm3EJfdKtKV60hNzSEvIITMpj4KcEvKziynILqYgp4TC3BJnSnmBiA7xIS4hg5TsQsICajfEU7ILScoqoEf7qyf7YG041Ji5ZA3u3XSKoDAfIi8Wp9Jp6s9FXZhXKsiJ7+alFryI0pigpxnodycJpTvYm7tQUNlXE3kC7cx4eF9d/tm1IRKJcPNUU5xf1iQ5RfmlmM0Wu1w5mwtZG8nOIxZfbcZM8xRQc9L8dHDrSFzRMWJcO9LDoyeLkr5npP8YThWfIFgVWq19UV7T7iuXaI6Jf3Pj2kzZFpVKGbOm9WHWtD7NMp6jyEzO48yRZM4cTSbhRBppCTmCLD47sY8pg2M5dj6DZ7/6l3cfmFqjQZOcVcgzX/2DzQbTh3VrAS2bF4fOMLr0i+SDp5dw5mgK85+aBEB+djFq1/q3UIVyUfJ2QBYsudgFudwFT3n1B4aTywi1M3M1Pjxrw93bpcnGjM1qoyCrGP/Q1uMO0laqMl9tOzM2w3oshb+CTYtYMR6x+ysgKl/5NWd1ROL7DyJpuauSVbcMm/ZXJD7LLnbWYS19G6t+I2BDrJyC2O0ZEMkv9u+ExPMDrKUfYLMWIpL1QOLxPkguZrqyFmApeQObcTeIZIhVMxC7PgpcNLKthVhKnsdmPAA2EyJpBGKPdxBJOzfjX6jtMi3oBpSS8mfpuMCJpOlSWZb2B34KP+ZF3FOtvVA7M64ebSPNekNw9XCmZK+L9As5HNhyiiPbzxB/OEmw+n9OGsf1Q7uybt8ZDp1JZdaLP9I1KrBSamYTCel5nEzMwmqzMbxnNJMHNc891WYDvdEETcz7pGqEJ4dDZxiPvTmLZQu3061/FMOn9AAgNSGXKbcMrLdvQbYwVr6X/9Wf0re1UlwgzEqgh7erIHLaAh7erqTS9FoQhXmlrcqYEYnaxg7B1VbI0mY8itR3DdgMWArvxKr5FrHrArv6Wktex2YrQ+q3EWwmLEX3Y9V8idj1sUvSsWoXlxs/IjWWogVYNZ8jdn8DAEvRY4ikUUj8toGtDEvRw1jLvkDs+ki5fM1CQIHUf+9FXY8gkkQI+we4ivFXXk6PrBAruT/64Trblwo0AXXzvPoWl9pKHazmwmazcXzveXauOsqBzafISslvaZWcVEIiFvPxI9N5/9fNrNp9iriETOISMqu1mTumFw/PGobYQc9frd7I35vj2HMsiXPJOZSU6bHamp7Bdu/iJxvcx6HGjLuXS8WOzCV6Dm5Pz8H1px3UaQyC6NCS9Um2Zn3MiaJ/WNBpc5XjOfoz/JH0AKMDnyTWc0rF8RJTJntyvyNDG4fGXEBl89ZF6sv89n8AYLVZiC9ex9nSzRQYktBbSlBLvYlyHcwgv3uQiavemNekv4oIEWOCnmVXzv9IKN2O0arFUx7CpJDXHLbDJFRF5WupkKFQu1CGWtJ/thRicdswZtqK0WUvYpc7QOQCIhdE6luwaRaBXcaMGatuORLfVSBSgwjEqjlYNV9ChTEDYpd7QFxeN0OkGIdN/3f5B5YMbMbdSLy+BJESRErELg9iKX66wphBEgz6f7HpNyJSjEEk7yfod3dSFYNQ9+OrcGfGxb15Au6zckpYsfYoJ06nU1yio32UPy8/ObXi87yCMgwGEwH+HkhbYGElPTGXTX/uZ9OyA+S0wqyYTi6jVsh4Zf4E7po6gJ1xiSRlFqDVG3FRyYkO8WV4jyj8vdwcNv7+48m89PkqisvsKwbraJrN98NssiBtQEYFwSbCbeTGa7EZWZn6LGKRhDFBz6CUuHOmeAPHCpczyO9uunlNr2grFkk4UfQP7rJA+njPRSFxI117lLjCv7FhY0TAo9Xkl5lzWZ3+EgqxKwP97sJqM5OqPYSbzHHFz4T6DeVtJN5CCIRyxxLqby8UV9uOR5tBfHl3TiT2w2qtK0VnpRhFSw5gwZJ/RaIW0RW7pJJKNbxEMrCVn3c2a9ZFI6pSe0kgWPPK24hkiNU3YxN7YNUsxFbyCmKX+eXGEa0n1qs183f6MqYGX49UVPWeUWwq4lTJCQb5VK1BYTLal/2oPpTqthmgXhcymeOfMVt3neHNj1djqPQ7uF3hcr/83yP88udeXnv2OkYN6ehwnS5xfO95lny2gUPbTjfbmE6EIdTPkzljmjeV9/FzGTzx/nLMTUxWVBONNeIdegVbLFZ++2ITq3/bQ2FeGV6+rkyYPYBbFoyt17AxGoSZjLWVwOMc/VmKjGlMDnmdMJfyFUp/ZQfOlW4lV38Oubjq7sTsiK+qvO/kMZ5SUzYXSnfWaMxk6U7Rx2cug/wu+1J387pe+C9SCaNBmIdnW4m3EAKhUigKtQorFKI2sjNz1WHNA8onRTZrDiJJpfTfIinYKl2jlpzLryX+gASJ7ypEkrA6Bqj5wSMSB4NNA7ZSEF1cHbRkgti33Oi51E45BYlyCjZzPNbCB7CKfRGrZjXsO16jrM5cyaSgKdWMGYPFwF/pfzrMmLna4sqg/P4kEosEKfJcExeSc3njw1WYzBa6dwmlS8dgflu+v1q7cSM688ufe9m++2yzGDMHNp/i90/XcepgosPHcnJ1YLPB29+tr9WQUciliEUidA2Yw/frGs6AbuF0jQmic2TjSqk4dJb4y6cbOLH/Ak++NwffQA9yM4tY8tVmFv3fOu58enKdfYWajLWVibDRUu7PLBFXrnMhQiyyX38fZRRp2iPYsCKqYZLR0/vGpqrZIIQySBuyo9fWkV6tOzNXmftWW8Gq+QmJrAfYjNi0vyBSTKj4TCSNxqZfhUjWCZslFZtuGYgvZcWRIlbPwlr6HhL3/4LYA5slHax5iGQ96x9YEohIMQJr6QeI3Z4Dmwar5ivE6tkVTWzG3Ygk0SAJKDd+xN5VjSsnjcKGDY25eryiUMbM1Xo/lsmkgj2zruTXZfsxmS3cd/twbpk1AKBGYyYy3BeVUs65xJxqnwlJZnIeX774Jwe3nHLoOE4cg9FkRiQSIbMjY2lSVgFFpTp6xgiTnvlofBoX0qrGUA3tHc0tk/vSpX0g8ou7nENv/xizxUpEiDe/vzcfKK95k1dYxqFTqSxdd4SEi8U8SzV6pg7vimcTYtccOtPfuPwgn/71KF6+5a4G4TEBtO8SwsPTP6nXmDFdY6v6weruqCSe7M/7CZXEo8LNrMyUQ3v/B6q1z9Gf4UThSrL18WjMBZitesy28jgJm83GlXNHuViNSuLZDN/kMkadUMZM2/gNhUCo87W17cw4aQFELohVs7Dkz8RmzS/PZuZyeWdW7P4G1uIXMGsXIZJGIHK5B5vuz8ufu72EtexTLPnTsVkLEEkCELssAHuMGUDi8SGW0jcw5w4HkRyx8nrELpeD1G3Gw1i0T13cvXFBrJyAWO3clakLg9XA6ZITFe/jio4iE1/e6bLYrOzN30WgMqhaX6Geqa0p5buQSGRiECZUtxpHjqfg6qJg7oz669H5+bqSX+CYbGFms4XfPlnH0i82CmbcOml+Bj/wKWKxiAUzhnH7xL51tv3yr11sPnSOg989IcjY2w+dr/J+9oTePHH7qGrt5DIpZosRfaX7jkoho12gF+0CvbhuVDf+98dOFq3cT3xiNo+88ydfvzynUZnMwMHGjNlkwcW1qn+t2kVh10UkmJtZKzRmrLbqFWplYhXTwz7gr5TH+TN5AWKRFE95O8YG/Yf2biOqtE3W7GdV2gv4KtrT22cOXvJwlBI3Dub/yqmiVTWO2ZAdHqGwWIXxpxRLrp1VfaEC5S3XQBVkJ3UjDTgGgEQ5vsbPRbIeSHz/rXpQPbdSA2V5Kma3Z2qWH3imynuxaiaoZlY64InE48Na9RO7LrA7s5qTciw2M4cKD3C6pHxF/dsLVd2NRYjwU/rXmJpZqMroQu0etzYcaaQVFmmJDPe16/6uVsnJNAlT1qAyuRmFvHX/D8QfThJctpPmx2q18emf2zmdnMXL8yagUjRPYepzKbkVr73c1Tw8d3iN7RRyKVq9EX0tc3mxSMSDNw2jqFTHyi3HOZucw0eLNvPCvRNqbF8fDr0r9RzUnu/eXcW8JyeidlWiKdXzwwdr6DOsfl9QmwDp3YSU0xguGRAWmxlJJWOizJxbY/uzJZtRSby4LeoXFJLas1AcLViKGCnTwz6sEktjtraOrBKXkMmlgrg7mU2WVmmUOgKhJhxtJVbMiRMn9qOWuHBX5P3YsPHI4ft5p/uHyMWXFwzFIjESUc2TcqFiXRwVV9LSODKToYuLgqKS+p/PVpuNjKwifAUuR3Bo22neW7Doqq8P48i4p9ZG7w6h2Gw2Nhw4S2JmAR88dB2hfp4OHzc1q7Di9dBeUbXG+Souztm09cwBH7l5BBv3nEGrN/Lv9hPMndyXqFCfBuvl0BnP/S9dzzuPL2Zmr5dRuSjQaQz0HdGJZz6cU29fuUBWplBb643BXVYeyJSjP0OQqkvF8bMlm2psn6Y5jJvMH1EtD6NLWG0W5BKXKoaM3lJCquawAFoLh0IpcxozDUQoY0ahlNffyIkTJ20SESLaqcOQimVV3MzqQqhYF6HuUdcSXToGs+dgAqfPZtK5Q3UXwEts2HqKklI9QwfECDb2lr8P8sGjv2B1QOappqJ2U+LmqcbFTYXaTYmLuwq1qxKlWo5SrUDlokCplqNQySuOlf9/8fWl4xfbAVwf3fAaJW0RTzcVb983hY+WbGPJpiPc/sav/PeeSQzuFunQcTWVyj5EhNRudCgvLqgaTWaMJnNFLM2VuKoVjB3YkZVbj2OzwZodJ3molt2eunDoDNHD24W3f7qXnIwi8rKK8Q/2xDfQw66+ghkzAvuFWmwmNOZ8TFYtRcZUAAoMybhIfZGJ1bhIvZFcrJAd7TaCvbnfsz7jv/Tyno1EJCOxbDdFxrQaZXfxnMrmrA/45mx53nkRIlykvrR3H8kgv3sqdnfCXPqSrj3K9uzPiHAdQKkphyMFf6CWeqOzFAn6fZuCvJG+j1dyLT08hTpfr6V01k6cXIs80+mFBrUXakHIbL527sdCMWtab3YfSODV9//hP49MpGfXqhkC9XoT/244ztc/bUMsEjFzam9Bxt24dD8fPbm4xXYrPH3dCI32JzjSj6BwX4Ij/PAN9MDL3x1vf3cUKmEX3RyVwKG1IhGLeXruKLpGBvLfRRt47NO/uX/6YOZPHlAtblooKmcpqyu+xc3lctrxolId/t61exv16BjCyq3HATh6Nr1RejXLjMc/2BP/YM8G9RFqIixUeuBLXCjdwbqM/1Y5tjPnst/ymKBn6OwxEQA3mT/T2r3Dntxv2Zu7EJFIQqTrYGaGP8OP52+qIuNU0Wp25nxFP59b8VZEIhKJsdhMFBqSOZT/G3Kxmv6+dwDQy3s2BkspZ0o2cbLoH9xkgfT0vhEfRQTLkqunZW4phDJIzaZrJ1BRKMNNrmoe/1knTpy0DQQzZq6h+7FQ9O0Zwc0z+vPr8v08+sISXF3KXQPPJ+Zy20Pfk55RWJHq9oF5I4iJ8m/ymNtXHm5WQ0aukNG5TwTdB8UQ3S2U9l3b4WPn4rWTpjFpYGeiQ3x5+suVfPnXLk4nZ/PanRNRO8BDQymXVuzOaLS1Z8zwcL2cmSwtu6hOY8bP67JbZVpWUaP0cqgxs/Sbrdx478gqx8wmC5v+PsSEG+vO6qEQypgROKtTjPtoYtxH290+RN2DWeGfVzv+QMd1Fa+tNjPbcz6ju+d0BvjdWa1tquYQGbrjFe/FIimD/e9jsP991dou6LS52rFJIa/ara+QCPUb6rWtq5q9IzHohPmuQhmSTpw4aXu8fuolXo59o8oxoeLozMarc2dGL9C9tzbunzeCyHBfvv91F5nZ5QH+Or2R5NTyNLeB/h7cf8dwRg/r1OSxkuIz+OjJXx1uyPgEeDBkcg8GT+pBbN/Ia8YdvDXSoZ0fP790Cy9+s5oth8+TlPkrHzwkfC1Bd1dlhTGTnV9aazv/SgbK+ZRcenduV2tbRaXzplSjb5ReDj3z/vphezVjRiqT8P/snXVYHFcXh99dWNzdnQjE3d1dm6ZJ3d3d3fVrm3qbJpU07u5GPISEBAju7iyw9v1BQiC7hGV3Fkgy7/PkCczMvXOYndm5595zfufPL7c168zIrIQxrbRQW2+/vaHSKFCqa5FdVRgToEZVQakiE3+Lvm1gmXFYX1Xd2FDKiivxDnRr/sAbgNIiYe7Xy/HDIiIiNx/Zcu1QDaEGmlUVhg022jMajaZV8mvHj4xk7IgIEpPzSU4roLKyBmtrGUEBbnQI9RSkHldlmZx37/tVsImxq5GaSRk0vhvT7hlGl/6hJhVOEGkZDjZWfPXkTH5Yc4jfNx3hjvf/wsVee1xpDIE+LmTnlwEQl9p0PaRQ/ytjtqgzKdwyvunQyaLSKqPtanU3uqJUTk118w+ZtY1ls8foQ3FBmSD9mBKZ1JoA276cKlqGmdQCN8sQVBoFJbUZxJZsRKGuoYfz7OY7ame4egqzxFxmIs399kh5sfEPNYCLh7i8LyJyI5FQHoeZ1JwQ21AAzpSe1nmcWqNCpUP+39be8IJ0DSkvEeY7qj1RI1e0mvKpVCIhPMRDkFAyXfz0zmqyUnQrphqDRCph3LwB3PbkeDz8XATvX0QYpBIJj8wcTGSwF2/8upn0vBJB++8Y6ElUdAoAF5Jyqaqu1RnO1iHoyv0ddSaF9Jxi/L2ctY4DOB6bVv+zg4GT4CZxZr548T/yc0ooL5Xz8p0/NdqXkZRPvxGdm+1DqFjL4ryml8HaExN8X+d4wVLOlWygUlGABjW25m5423Rhgu+buFqGtLWJLUaoz7BMoNWK6wEhVmYkUgnO7k3Hp4qIiFx//JZc9y79sFtd7Z5vE75sUXsngb4TKm5AZ6b6GrH/1xPx0WlsX3ZE8H47dA/gyU/mExIpTBV5EeN4eMZggr2v7VAO7xHKktcW8NZvWykqE+6Z7dMlgMXr6u4xhVLF4dPJjB6gXW4lMswbZwcbisuqUKs1vPndJr5+eQ72Vy1UxKfksX7PlULAwddQSLsWJnFmHn5jOtFRiSSczWTgmC712yUScPVwoP/oiGb7cPVyEsSW62FlBsBCattkHsz1ipu3kyD9lN4kKzMqpZqqcuNDOFzcHZCaCVNTQkREpH3wTpcPabh2IEHCN71+RErjZ12lUfHEKe33iJObMM5MuQAhIe0NU4fO1dYqkZpJMTfh97JGo+H7V5cLvsI08/6R3PPqNJMWFRVpGfdO6a/XcQGezvz2cvOlUFpCr05+2Nta1ee2bNh3TqczI5VIGDOgI8u3nQIgNimH2174gxmjuhEa4IZarSEmIYs1O89Q20BUpF/XQIPsMokzY21ryYDREYR08mba7YMM6sPZzR4zcykqpXHa6PKKGsqKKnFwsTWqH5GWI5Qzk59Z3PxBNwD5WcWCvIhEBRkRkRsPmbRxKIe1mQ2WUu1wbBkyrWOh7p0qBKUFN95KeUm+aSM4xsz5kuGDOvDuS80nZM+883siO/nw3sszWnSO47vPE3c61UALtZFIJDzy3hym3DlUsD5Frn/MzKSMG9SJldtPA3D0bCol5XKcdISx3j61L2t3x9Q7K/nFFfy88lCTfVtZyJg+optBdpl0+va1b283uK1EKhEs7j8tIUeQfkRahlDOTHZqgSD9tHeEinN2Fei6i4iItF++6vl9k/vGek7Q2uboJkxV+dzMIkH6aU+UtCOhIFtbSy4YMGZZ99teQe149P25158j0zbldG46bhnXE0sLc2aM6sa/n9yl05EB8HCx54kFw/Xu95k7RuLkYFhun0kFABycjVsNcfN2Ij/L+Fn51PhsuvQPNbofkZbhE+wuSD9ZqcInM7ZHhHLaPH3F5EwRkZuZGb7agjHObg6C9J17SUr4RqI4v/2Eo9vZWNZLN+tLZnI+J/ZeEMyGSQsHM/mOIYL111qYWl67vVKrVEEzUR0WMuGG+4E+Lmz87iHs9BDqmjO2B1XyWn5ccRCVSneklczcjCcWDGfayK4G22RSZ0apULFn/Wmy0wpRX3Wh73x6fLPtPf1dOH8i2Wg70uLFlZm2wMXDAWd3e4qNXMLPTStCo9Hc8BKQQjkzwZ19BOlHRETkxsEr0LDE2qspyitDqVTdUDkURXntx5kpNSBvcs/q44LlyvgGu/Pwu3ME6au1EbquYHvm6Pk0flp3mNjknDpnphmO//KMoOfXx5G5zB3T+jG4ZwirdkZzMjadguIKzMyleLo40LdLALPH9MDb3bjJFpM6M1+/toIzUYl07R/Ksd3n6T4wjJMHE5hz7zC92odE+LJnzQmj7bgYk250HyKGERrpx/E9543qo7ZGQVZKAb4CrfS0V1IvZAvSj6g4IyJy4yNXydmYvZbEiovIVdpJ+W9FftDod1dPR6ztLJFXGKfcpVFryE0vuqG+j7NT2j6UWaOB9duiycwuJjigZXXVju2OFcyOh96Zjbns+nRUa24SZ+Zccg6Pf7kKlbr5nPIQH1e6hnq3glXXJtTfjefvGm2y/k3qzBzbc4Hv1j2Fq6cjj03/mle+WUjcmXRW/LxHr/ahkX6C2BF/Oo0aeS2W1mIhwdYmtIvxzgxAfHTqDfXy1EX8mbTmD2oGM3MpgR3b/otLRETEtPydtphzpWfp5zIAW3P9Qrr9QjxJEOB7Jjk284b6Ps5KFjaUefPOs/yydH+jbVHHk5h996Im25RX1lB9aTA+cXSXJo+7mrLiSuKjjf9MATr1CqLPyObVZtsrphZyaC/8te0EKrWaAZGBPDZrKD7uDox5ahF3jO/LgnG9KSqrZOeJBH7beISRvcJ4eMbgtjbZ5JjUmVHUqurlIDWXPMiO3fw5dyJFr/ahXYRxZpRKFbHHk+k5VFs+TsS0CPUZxp9KY+SMPoL01R7JTS8SpDiof6inYJW+RURE2i9nS2O4L+QhIh30jzP3DxPGmUmKzWTI5B5G99NeyBTYmYno4M2QAeEcP51C+iU1zppaJfnNCA2Ym0mZMaknt0zX/1135nACGrUwIWbT7tYvaqa9kncDilPo4kxiFpYW5nzwwGQcbOuKTFpdyolxtrfG2d6aUF833Bxt+WDJDjr6ezCqd3hbmmxyTDrq8Qtx5+K5TDp288fNy4lda0/iG+TWbKLSZRxd7XD1dKSwhclwujhzOEF0ZtqA8G4BgvQTHy2c5GR7RKi/L0Sg1UwREZH2jUqjxEXWMrEPv1Bhqs4nncsUpJ/2QElBORUC184J9Hfl6QfHAJCTV8r8B3+hW4Qv9y5oOqne0kKGv68zNi2MIEmLEyYn2MJSxuCJ3QXpq63Iu0nKOBSVVRHo5VLvyECdrHG5vHG+1YxhXfl5fRT/7jwlOjPGsPDxsdja113seQ+N5NW7f6GmWsG9L0zSu4/QLn6CODNRW2O484UpRvcj0jK8AlzxCnAlJ804BZz46DTkFTVY2+mfdHY9EX0oQZB+ug4ME6QfERGR9k0Pp94cLTrCdN9ZercJEigEVaiwpvZAwhnT5tR6eTgS4OeCg7013SKEn2xKuyiMM9N1QBgWVjJB+morMhJz29qE1kEioVapbLTJwdaK3KLGK39SiYQQH1fOJd/4IlgmdWb6juhU/3NE7yCWHXsLRY0C2xboSHcdEMbRneeMtiUlLpuUuGzBvsxF9KfvqAjW/7G/+QOvgVKh4tSBOAZNMKygUnvnuEAJnL2GdWr+IBERkeueTvad+SdtCfEVFwiyCcHKrPFEz1SfmVptOvcJFuTcxfllpMXnENDBS5D+2hIhC002RViwB7W1yuYPNID0BGEG8F0GXP/lK+JO3dgRHJfxdLYju6AMtVqDVFqn8hrg5czphEwUShWyBkqDCpVKL7Wz6x2TFs28GgtL8xY5MgB9RgmXjLZXAGU0kZbTe0RnQfo5JoBT2x5Ji88hN934WF//cE88fJ0FsEhERKS9sy13M66WblQqKzhXdoYTxcca/dOFk5u9YIn7pw/GC9JPWxPfCs7MrTP6MmtyL5P0XZBTIkg/AeHXt2NaWS4nIzGvrc1oFbqF+VCrVBEVe+Xe7d3Bj7LKar78b299KZSYpGyiE7LwcxemAH17xqQrM0u+2sb4uX2NGmAFdfTG3cdZkOKZu1Yf5/bnJiE1a1Uf7qanx+AOyCzMURg5M3VsVywatQaJ9MaqN3Nkx1lB+uk9XBinUUREpP1ztfSyvkT0DREk4T36YPx1nzCuUqqJPWZ8LbvmCA8RJldJF9WVwhSK9A25vtXpzkYlClZrp70zpk8HNh6K5VBMMoO6BAEwaWAEP647zH+7TrPp8HlcHGzIyC9BrdYwvp9wERvyBvLXlpbmSNtJ/T+TjupX/rYXe2f9JCOvRZ+RwgzS8jKK2L/htCB9ieiPpbUF3QYan3xWmFvKyf3CVTluL+xYcVSQfoRaARMRMYRvzhzki+hrh5PO2bqUo7li3a+2JKJviCD9nNh7geqq67vi+vkTyVSWy9vaDINRq9TU1ghTW8VBgLFaW3Jwc3Rbm9BqDO4azBePTeeZW0fUb3O2t+a9+ydhYymjQl5DWm4xarWGfhEB3D6+t2DnHnnvN/X/YhOFycV57vM1THpkEZMeWcTOI4at+Jp0ZcbByVYQr63vqEg2/3VIAIvgv++3M3y6aZZ7RZpm1Ow+nNhrfL2Zrf9E3VArEOdPJJMWb/wXgr2TDd0H3dhqJSLtmye6NV/LYMX4ha1gicg7sa/zRsS7Ovd17S9MbkSNvJYj289e1+9TIfJxW0JSaj6nYtIpLqlEpbr2KsKDdza/6iWvMq4AakOsWlDRvb2hUqo5sl2YCIfrAalEwrAe2s/xsO4hrP3oPo6eT6WqWkGorxvd2kHBzOawsjCn6JKi4LmL2Yzu36HFfZjUmVnw+Bj++nY7dz0zwajQrt7DO2Frby3IDErSuUyO7Yqlr4C5OCLNM2RSD75/bQWVZcZ9hoe3nqGsqBIHl+t7FukyW/+NEqSfkTP7iPVlREREAMiWNy2d7BvigX+YJ+kXjU8c37P2xHXtzERti2mV86jVGj76ZjNbdunvPOnjzEgQLsTnen5/HN1xlrJi4+u03Qg421sLGlbWGrg729X/nJBmWAisSe/ekwcTOH3oIpv+PYKbp0OjfT9selbvfiysZIyc1YcNi41TxLrMj2+toufQjpjLzJo/WEQQLKxkjJxp/GeoVKhY/fNu7nzx+pfZLswpZddK3Ym6LWXcvAGC9CNyY7E47gSJpYXsyUzC3sKShyIH8PrRrQzwDOSH4XVqV7szE/kq+gCJZUVYmJkx0jeUjwZMQCat+34M++sTvhw8lU9O7aWopooerj58PngyXjZ1BZGjC7N59uAGsivLmR4SwQf9JzSyYUtaHF9GH6BSWUtuVQWv9RnFnR2vhD00d36ROhLK4zCTmhNiWzcje6b0tM7j1BoVKs211YsGTejGsm+3G23T8V2xFOaU4up1/SUYxx5PFsSh04fl607UOzLBgW6EBrpjaWn88MvKpmU1aa5FTXUt5rKWCTS1F1b9vLutTTAZGg20k7QUk+HsYFP/c3a+YaVYTOrMDJ3QjaECSelOXDBIMGcmMymPFYt2cusT4wTpT0Q/JswfKMhnuPb3vcx8YOR1H+O77NttRosiAIRE+BLaRSyWKaKb/dkpbJl6L/O2/cWqpLMcmvUoQ1Z9T1pFCQF2TgTaO/NOv3FEunpSIK9k1pYlrEuOZXZoXWV5jUbDkriTrJl4BzbmMh7et5pvYg7WOy3dXb3ZMe1+3jm2g2q19v08IaAjEwLqChYv2P6v1v7mzi9Sx2/JPwHwYbfPAfg24UuD+xo8qbsgzoxSqWLNr3u499XpRvfV2mxbJsyquD5s3V3nyDx6z0jmzegjWL9SMynm5mYoBZDerSqvxtb++nNmEs6kcfZIYlubYTKe+24tVdUKvn1mFmbSugin0wmZONlbE+TVsqK57RXbBoViyysNC500qTMzZIJwL6OQCF86dA8QrFjXP99sZeiUHviaUGVEpDGhXfwE+QzlFTWsWLSTe16ZJpBlrU9Bdglb/j4sSF/jbhVXZUSapouLJzbmMjo6uRPq6IqNuQxvWwcK5JUE2DkR4nDlhehlY89AzwBSK0oa9fFgZH9crepmz8b5d2B1knDx6fqcXwTe6fIhDbMsJEj4ptePSK/S8VFpVDxx6sFr9hXeLQAPX2dBKqZvXnqI256ccF0VNC4rrmTfupOtdr70zCKcnWy5ZbpwjsxlbOytBAmxKsguwd3n+pP2//mdNW1tgkk5n5qLVCKpd2QA7vt4GaN6h/PJw1Pb0DLhMGuQhlIhN8yZua40iicubD7BVF9qqxW8e9+v170ay/XGbU9NaP4gPVj9825BEufbiu9fXyHIqoyDs60YYiZyTWzM62a9zCRSbMzrKnxLJRJUl2RMj+dlcM+u5Uzc8BuTN/7OrszE+joFl/G1vRImbCE1Q6FWC2afPucXAZnUAgvplRlMazMbLKWWyKSyRv+szKyQSZsPPxo6tacgdlWWy1nxw05B+motVv6wC7mBM8CGIJVK8XSzN0m4kJuPkyD9ZAkg193a7Ft3kpioi21thkkpKZfj4nB9R6E0R0mDfHiZmWHhxSZ1Zpb/tEdrm1KhYutyw6RoR83qg5u3k3FGNSA1Ppsvn/1LsP5Emqf/2C507BFodD9KhYovnv0Ljfr6G/TsW3+Kw1vOCNLXrAdHYW17/cyIirQvalRK7ti5jKlBEWyecg8bJ9/NIC/t51NioqBtfc8vos1XPb9vct9Yz+YnjSbfPkSwml0rFu0UpPBva1BWVMn6P/a16jkD/VzIyS/DFD66p58woUZCRb20FqWFFfz09uq2NsP0SCTIa27sSfcTsVfk+h3trQzqw6TOzOrftb8wzGVm/PnlNoP6s7CUseCZicaa1Yh960/xy3trBO1T5NosfG6SIP3EnUpl+aIdgvTVWhTllbHo9RWC9OXgbHvdF60TaVtqVErkSgXBDnXhJdEF2ezPTrlpzn+jMsN3drPHeAe60Ueg2lS1NQp+fGulIH2Zmh/fWtWqqzIAU8Z3o6S0inVbTgvet6efqyD9RB9MEKSf1kCj1vDJE39SmGtYsvj1hKezHWm5JaTkXB+TBS1lz7EEjp1Nrf89PMCw4q2trsVXUSqnptpwL3Ps3P6sWLSTzKQ8wWxa+cMu0MB9r88QrE+RpukzojMRfYKJPW585eU/Pt5AYEdv+o/pIoBlpqW2WsHbd/9ESUG5IP3NfkhclRExDgcLK17uPZL7dq9EIoG+Hv48ENGPapX+IZCvRG3hcG4aeVUVqNFwODuVCBdPvhs2o1XOf7NQo67BUirs8z7t7mEc2xUrSF+Ht8awaelBJgkYDi40R3eeY9cqYRQkW8LUcd1JSMrjyx93kJRawLgREQT4uWBj3XQ4oJme5SyCI3wEsTE1PpvMpLzrIo/4z882cnLvjVdAWxeDugazbOcpbn/3L7qF+tQny59NyuaFRev17qcl+TU5hWUUlzZfRiM1q6hRLo++qNVq8osrOHAqiU37G8uV9+tq2Mq8SZyZL178j/ycEspL5bx850+N9mUk5dPPiNkgM3Mpdzw/mQ8f/t1YMxux8se6GNqH350jSja3Ag++PZunp32BWmVc7L1GreHjxxbz+eqnCe4szJe6KdBoNHz+zF+CLeW7ejky9S5xVUbk2jSUQP544JVV7fWT7qr/+YGI/jwQ0b/JPhIXvtjo9zmhXZnTQGnsgwH658Gp0WAuafzya+78InW8c+5V7g5+kDC7uuK4vyb/wJ1B92EuMfw13ntEZ3yC3MlKESZf4sc3V9GpVxAhEb6C9CckuelFfPXc321y7tc+XENKegFqtYbVm06xetOpZtvsW/e8Xn137hVsrHn1bFxykAfenClYf6Zg5Y+7+Pcbw6J7rkfunzqAE3HpXMwo4EjslRWMvOIKdp0wzWra4rVHWL2z+VD4d3/cIuh57WwsmTQ00qC2JnFmHn5jOtFRiSSczWRggxlziQRcPRzoP9q4gpVDp/Rg7a/CzOw3ZNPSgySey+DVH++5LlU9mqK2RoGFpaytzWhEh+4BzLh3OKt+Ml4fXl5Rw0vz/sd7Sx8hvJu/ANYJi0qp5otn/hJUPefR928RV2VE2j0KtYoCeSWeNvYklxVxriiXZ7oPbWuzrkuKa4txML8ixHCk8DALA+8yypmRSCTc9vQEPntyiRAmUluj4M07f+TTlU/iFSBM+JMQVJbJef2ORRTnC7Mq3lL2R5kuhMsvzANbB2ujC1IDbPnnEHMfGYOzu70AlgnPml/38Mu7a9rajFbFyc6av95YyLHz6aTmFCGvVfDtygOE+bkxeeCNVfz9pXvHYmdj2LjGJM6Mta0lA0ZHENLJm2m3DxK8f4lEwjNfLuTRcR9TIxc2MSruVCqPTfiEB96cxahZfUyW+Gpq5JU1HNpyht2rjmNmLuXtxdeW6mwL7nh+Moe2nCEnrdDovsqKKnnxlm9487cH6D4oXADrhKG2WsEHD/3OkR3CSdkOmdyDgePFGhwi7Z+C6iqmb/6T0tpqXCyteaTLAPp6iDWRDMFB5kBqVQoeVp6C9jtqZh9W/biLpNhMQforyC7hpXn/49OVT7aLScHi/HLevPNH0hNap0CmLv775QGT9S2RSOg5pCMHNp02ui95RQ2/vreG576+3XjDBESlVPPjWytZ/4cwtQavN8ykUgZEBjIgsi4E67cNRwjwdOb28cJLfQMsnNwXfy9njp5NJfpCJvIahUnOcxl7WyteumcMowd0NLgPk+bMvPat6R4I32B37nllmmDJ1A0pK6rksyeXsGnJAR5+dw5hXdvfbL8uKkqrOLYrlsNbYzi681y9o9d7uDBJnkJjaW3BU5/O56V53wrSn7yihldv+44FT09k3mNjkeoZc2wqks9n8fGji0mNzxasT1sHax55b45g/YmImBJvG3uOznmsrc24IRjmPopfkhaxLmsVVtI6xZ9PL3yABN0Tbq9GvK1XvxKphLtfmcbrCxcJZmtuehHPTP+S1366l449206dLjU+mzfv/LHNlda8PBxN2v+QyT0EcWYAdq48Rq/hnRg1q68g/RlLflYxnz/9F9EH49valHaDu7OdSfv39XTitkl9uG1SHxRKFTEJWRw9m8qRMymcT7oyKeDqZIvMvOVpGWZmUuxtLPH1dKJ3hD8TBnfGxqp5OflrYVJnxtQV2qfeNZRDW86Y7CaPPZ7ME5M+o9/oSGbeP4LugzuY5DyGotFoSD6fxekD8RzbdY6YqIuolMLVf2gNug/uwIx7R7Dm1z2C9KdSqvnz040c33Oepz6Zj3+4sLOY+qBUqFjzyx7+/HSjILVkGvLQ27Nxdndo/kAREZEbikneUwm360BSZSIVynJSq1LoaN8ZM4nxOZ59RnSm++AOgr5LC7JLeG7WVzz41iwm3zGkVaMcVEo1K3/cydLPNwv+Hdwe6Tc6EgtLGbUCzaB/9dw/ODjb0mdk24Yxbfs3ih/fXkVVeXWb2tHe8HBqvTBAmbkZvTr706uzP3dPH8DIe76prwP28dPT6RLm3Wq2XItWVzMTEolEwrNfLuCJSZ8JphB1NRqNhiM7znJkx1mCO/swenY/Bk3shnegm0nOdy1USjVJsZnEnUrh7NFEog8mmOzvbk3ue30GyecziT4kXFxx7LEkHhrzIWPm9GPBMxPx8DV9uINGrWHX6uMs/XyTIKFzVzP59iGMmdtP8H5FRESuD8LtOxJuXxeKsTd/N9N8Z2IpNawuw9U89sEtPDr+Y2qrhQspUSpUfPfqcnauPMYj7801eU6jRqPh0JYz/PXFZpLPZ5n0XIaQk1fG2i2nOXs+k9IyOWEhHrzx7JT6/QVFFdTUKPD0cMS8BZEF1naWDJ3ak50rDKvhdzWKWiVv3/MzD787p03U6aIPxvP7h+uJO53a/ME3IW/dM75NzmtpYY6/tzOpWe1PJvq6dmYA3H2ceeuPB3hhzjeCfgnrIvl8Fr+8t4Zf3ltDUCcf+o6KoEOPADr2CBQ8NrisuJK0+BxS47JJicsmKTaTizHpJv8b2wIzcymv/HAPj0/6lLwM4R4StUrNtmVR7Fp5jP5juzB2Xn/6jIjAzFzY8LO8zGJ2LD/C9v+OmMSJAYjoG8JD7zZfO0JEROTmIMQ2FImApeL8Qj24++Wp/PjmKsH6vMyFkyk8OeUz+o/pwtS7htJzaEdBV2qK88vYv+E0G/7c36a5Mddiz8E43v9yEzUNVors7Ro7oqs2nGLpiijefnEaIwe3LH9g9oOjBHNmoM4R/d9Lyzi+O5aH3p6Nh0DFOZs8n1JF1NYY1v+xnzOHDZ/YtLazpLqq9rosqK0vni5tJ9AQFuAuOjOmomOPQF789k7ee+DXVruBUy5kkXLhysyPs7s9viEeePi64OHrjLuvM3YO1lhYybCwkmFpZYFEAgqFCqVCibJWRWW5nLLiSsqLqygtqqAgq4TcjCLyMotuumVVBxdb3vz1fp6Z8aXgog5KpYqDm6M5uDkaJzd7ug8Op/ugDnQbGIZPkHuLq2DLK2o4fyKZM4cTiD6UQNypVDSmKO18CVcvR1776R7MDYhNFRFpzygVKirL5FSWy6ksq6aqXE5leXX9tqqy6rp95dXkpgszUfDr+2tx93XG1t4KGzsrbB2ssbGzwsbBClt7a2zsG/5vheU1aoG0JU910E+6tyVMv2c4UVtjBF0lv4xGrSFqWwxR22LwDnSj/5gu9B7RiS79w7Cyadk1riqv5sKpFC6cTOH0gXjOHk006t3fb3QkT39+G/N7vGpwH9ciKTWfdz/fiEKpolukH5EdffhnlbbjMXZ4Z5auiGLfofgWOzPBnX3oNawTJ/cJW3/l8NYYju2KZdTsvky9c6igOcRKpYpzR5M4uuMsu1efoDi/zKj+Qrv48dmqp3jzzh+NcohEmiY8wJ2dUXFtbYYWN4QzAzBoQjfuf30GP729uk3OX5xffkn2MbFNzn8jEBLpyys/3M279/2CUqEyyTlKCsrZu/Yke9fWySTLLMzxCnTFJ9AdVy9HrG0tsbSxwMraApVSTXVVDfLKGirL5GSnFZKdkt+q8p429la8+dv9Yp6MSLujtkbRrANSWSanqsG+hsdXlVcLFuPfElo62DMzlzZ2euyv/Hzl/ysOUGNn6NI2OyvBV4RNgUQi4ZkvFvDIuI8FkfptiuzUAtb8uoc1v+5BIpHg7uuMf6gnnv4uWNtZYm1jiYWVDEWtkhq5gtpqBSWF5eRlFJGbXkRRXplgE0gevs489/Xt2DvZ4O7jTH5WsSD9NuTvlUdRKFU8eMcwFsypq6mky5kJDnTD2sqChGTDioLf+9p0Tk+MN7p+29UoFSq2/RvFtn+j8A12p/eIznQdGEZwZ1+8A1z1EttR1CopyC4hNS6bhJh0Lp5J59zRJCrLhbnPXD0defuPB7GysaD7oHDRmTER4QHubW2CTm4YZwZg5v0jqalWsPjjDW1tioiB9Bsdyas/3sP7D/yGUmkah6Yhilol6Qm57TI0wcbeivf/eoTwbgFtbYrITU5hTilv3f1TnXNSUeecmGrCob2hUqopL6mivKTKqH6sbCzqHSC/UA/e+PV+o/qTq+RszF5LYsVF5Cpt296K/MCgfj38XHjtp3t5feGiVvkO1mg05GUUCRpirC/mMjNe+eEe7J1sAAiJ8DWJM3MqJg07W0vmz2o+59HdzY7CokqDzhMS4cukhYPZsNh0EsaZyflkJuez7vd9QN2EoLOHA87u9tjYWSGzMEcikVBbo6CmWkF1VQ1FuWWUFlaYLILB1t6ad5Y8hKtXnWpct0Hh8LlJTnXTEx7ojpdb3eSqRTuKFrmhnBmAWx8fh5OrHf97+T/BZydEWocB47ryyg9388FDv7fKy7Q9Ym1nyXtLH6ZTr6C2NkVEhJrqWi7GpLe1Gdc11VW1VFfVUpRXRo0AuY9/py3mXOlZ+rkMwNZcWOXQHkM68NiHt/DV8/8I2m974/43ZjaSjg6O8BG0JthlikuqCA50Q6pHSLONtQXZilKDz3XXi1M4uuMseZnCO2W6UNQq28wZBbCwkvH24gcJifCt39apVxAWVrIbMse4rfFwsWfN18ZNxJiCG86ZAZhw2yDsnW35+NHFN4Us443IwAndePmHu/n40cVtEorSltjYW/Hukofp3Du4rU0RERFpp5wtjeG+kIeIdDBNAd3x8weSmZzP8u93mKT/tubWx8cx7e5hjbaFRpqmoKutrSUleoTtqTUasnJKcHMxvI6IrYM1r/xwD8/N/OqGnwy0sJLx5m/3E9kvpNF2c5kZnXsHi7VpbiLafxCvgQye2J0P/nkUV0/TFqsSMR2DJnTjk5VP3FSfoW+IB1+tf5aIPqIjIyIi0jQqjRIXmWkVpu5+eSrT7xlu0nO0BTPvH8mdL07R2h7cYHZfSCI7+lBQWM75Zgoob98TS1l5NT27Ghda3LFnIA+8NcuoPto7VjYWvPPnQ/Qa1knn/u6DwlvZIpG25IZ1ZgC69A/l+x0vMWCcaWauRExPxx6BfL3pOTr2aLsq0q1F31ERfL3xWfzDWr/Qp4iIyPVFD6feHC06YtJzSCQSHnpnNguemWjS87Qmk+8YwgNvztS5zyfQrcXKavowZ2ovNBp469P1nIpJ4+rUkepqBSvWn+Sz77YhlUiYPaWX0eecetfQG+pza4iTmz0fL3/img5Lt4GiM3MzcUOGmTXEwdmWN3+7nw2L9/PzO2tuupClGwFXT0c+WfkE372ynG3LotraHMGRSCXMe3Qsdzw/ucUy0SIiIjcnnew780/aEuIrLhBkE4KVmWWj/VN9dA/YDWHhMxOxd7LhxzdXmVSG3pRIJBIWPjOR+U81XXBQIpUQ1MmHCydTBD13nx5B3DarH3+vOsqTry7Dzrbus7qYnM/tj/5GZlYxyks5vg/fNZzwEA9BzrvwmYnUVituqFBB/3BP3ln8EF4Brtc8rmPPQCytLQQv9SDSPrmhV2YaMuXOoXy37UX6jopoa1NEDMDCUsbTn9/G24sfxM3bqa3NEYygjt58seZp7nxxiujIiIiI6M223M24WrpRqazgXNkZThQfa/RPaKbfM5z3lj6Ms3vbFewzFBt7K978/X5ue3pCs8U6Q0wUavbQXcN59elJeHs6UlFZA4C8upbU9EKUKjVeHo689fxUvRTPWsI9r0zj4XfnXBfS4M0xZFIPvl7/XLOODNTlzYjh2jcPN/zKTEP8Qj1458+HOLnvAj+/s6ZR0UuR64N+oyP5cdcr/PzuGrb8faitzTEYmYU5858cz9xHx4jFMEVERFqModLLxtBreCe+3/4Snz+1lON7zrf6+Q0hsIM3r/18L36h+q12hESaxpkBGD8ykrEjIkhMzic5rYDKyhqsrWUEBbjRIdQTaTOOlqFMu3sY/mGefPTIH5QVGyb73JZYWltw32vTmXLn0Ba16zYonFP721+BRxHhuamcmcv0GtaJ77a+wLb/jrDi+x1kJue3tUkmwdzcjIETujHrgZFtbYqg2Nhb8eQntzJ2bj8Wf7LxuiqOJTWTMnxqLxY8OxHf4PZZfEpERESkKZzc7HlnyUNsWHyAJZ9tNLr+jqmwtLbgtqfGM+vBUS2aMDLVysxlpBIJ4SEegoWS6UvPoR35cfcrfPfqcg5sPN2q5zaGOpnweQa9L8W8mfaJWq0BCYI67zelMwN1g8oJ8wcy/tYBnNhznrW/7ePEnvPXbTxwQ/zDPBk5sw/j5w/ExePGrRwf0TeEj5c/zpnDCSz5bBNnjyS2tUlNYm5uxqjZfZn3+Fh8gkQnRkRExHS8E/s6b0S8a7L+JRIJU+8ayqhZffjnm62s+21fuyqDMHBCNx56ezYevs4tbhvUyQeJRCLoWODCxRx8vZywt7NqUTu1RiPogM/JzZ5Xf7yHw1tj+P2jde2yWPRlfEM8uOulKQyZ1MPgPjr0CMDKxoLqKjFvRkiOxqRSq1QxqHuwXrWTACqqavhr43G2H75AZl4JZlIp3u6OjOwXzoLJfXC0szbKppvWmbmMRCKhz8gI+oyMIDM5ny1/H+LgpmiyUwva2rQWEdDBi4HjujJsWi+Tzyy1N7oNDOfTlU8SE3WRzX8d4tCWM+0m6c/Dz4WRM3ozaeFgPPxMK6MqIiIiApAtz2yV89g6WHPfazOYdtcwli/aya5Vx6gqr26Vc1+NubkZQ6b0YOb9I+nQ3XBpY2tbS7wD3chKES5i44FnlvDkA6P1Vilbsf4k/6w+Sn5BOc6ONowe1on7Fg7FxloYpbWB47syYGwXdq06xj/fbCMzKU+QfoUgvFsAM+8fwfBpvZCaGZfnY25uRkTfEE7uvSCQdSIAv64+THRcJp6u9swc1Z27ZvS/5vFZ+aU8/uEKMnNL6rcpVWrSc4r5c91RNu47x6fPziAixMtgm256Z6YhvsHu3PvqdO59dTqp8dkc3hpD1NYY4qPT2t2KjZu3ExF9Q+g1tCO9R3S+oZLiDaXrgDC6DghDXlHDvvUn2bHiKOeOJaFRt+5n5+Bsy5DJPRg1qy8RfYObTTgVERERaY6E8jjMpOaE2IYCcKb0tM7j1BoVKk3rFkv08HPh0ffncu+r09m79gSblh4kPjqtVc7t5u3E6Nl9mXr3MMFqkoVE+ArqzABkZhez52Ac0ecykFcriOzow4TRkciuCoHbH5XANz/vrP+9uLSKFetPkpiSz1fv3YpQrxOJVMLoOf0YNbsvMVEX2fL3YQ5ujqa2uvUVX919nBkyuQcjZ/YhvJu/oH13HxQuOjMCkldUTnRc3WRJbmE5p+MygKadGYVCxfOfrWnkyFxNYUklz3y6ij/fvx0PF8MERiSa9jZKb4eUFVcSH51G/OlU4qPTSIhOoyivrFXObWYuxSvAjYBwTwI7eNOhewAdewXd0OFjQlJRWkXM4YtEH0og+lACqXHZgjumzu4OdOkfWvevXyjBnX1EZTIRERFBefnMswB82O1zAB44fuc1j/+pz2KT23Qt8jKKOLk/jlP7LnD6YDxlRcIknkvNpHTqGUjf0ZH0Gx15XUQiDJv2KVKJBPVV756IDt58/cGtWFpcmVd+7OV/OHMug7dfnMaQ/mGkZxbx9qcbSE4r4N2XpjN8UAeT2VkjryX6UALHd8dyan8cmUn5JpnIdfVypEP3ALoOCKPHkI4EdfIWJ/2uEzYfiOXtRZvrf3/joYlMGtq0SvBvq6P4acVBre1SqaQud6YB4wZ14p1HJxtkV6s4M0nlhZwqzKCgupJyRTX2MivcrGzp5uJDmIM71+MtXJRXRnZKAflZxeRnFZOXWUx+ZjHF+WVUy2uprVZQI1fU/V9di0qpxsxMipnMDHNzM8wtzLC2tcTWwRpbe2tsHa1xdLHDzcsRN28nXL2d8PR1wTvYTVS7EpDKMjkZiXlkJueRmZRPZnIe+ZnFVJVXI6+qobqqFnllDYpaJZZWMqxsLLGyscDK2gIrW0vcfZzxDnTDO8gN70A3fILccPdpeVy2iIiISEtQqGvRABbSulCjB4/fxTe9fkR6VYUFlUbFE6cebHNnpiEajYbMpHzSL+aSkZhLRlIeWcn5VJRUIa+qQV5ZQ3VlLUqlCmsbS6zt6v7Z2Frh7OGAf5gngR28COjghX+Yl0kKW5qSYdM+BcDf15mRQzohMzfjwJEE4i7mcs9tg7nr1kH1x06//TusrS3496f767fFJ+Zy39N/MmpoJ956fmqr2S2vqCHxXAZJsZlkpxRQkFNCQXYJxfll1MjrxjaKaiUq1ZXxjYWlOTb2VtjaW+PgYouLhyOuXo54BbjiG+JBQLjXdSnvLVLHR79uZ82uMwBIJLD5+0dwctCd71JeVcP0x3+iqvpK2P+0kV159Nah2NtYEXUmhXd/3EJxWVV9f2u/ecCg1RmThZmpNGqWJ5/mpwuHSa8sbvI4bxsH7grvz22hvbEyu36i3lw8HMTVkXbCWye2siThBPd16s/LPUZf81hbB2s69gykY8/AVrJORESkvZCaWcTCx37T2v76U5MYN7x91yCTSRsP4K3NbLCUWmofh0zr2LZGIpHgF+pxSR65a5vYsGF7DP+uPUZOfhle7g7cMq0P08Z1a7Xzu7vZ8+uXd2JlJQNg4Zz+3PPkYnYfiGvkzBSXVuHj5dSobYdQT7w8HIlPbN2EfWs7y/qoAxERgNTsovqfw/zdm3RkAFbtON3IkRnUI5hX7hvX6Pc3H57IUx+vBECjgZ1H4pk/sXeL7TJJFaU8eTkL9izh9RObrunIAGRXlfFh9Hbm7PyN5PKiax4rIiJyfXOxrICVyWfa2gwRkeuer3p+3+S+sZ4TWtGS9s+JM2l8/P1WUjOLqKlVkppZxKeLtnH0dEqr2dCvZ1C9IwNgZiZlQJ8QMnNKtI7VpRDl7+tMQVGFKU0UEWmWrLzS+p/DA5tWZtVoqF/BgToZ5iduG6F13IBuQQR4X4luOZtgWP1HwZ2Z0lo5C/cu5URBeqPtbla2RDh50cfNnwgnL1wtbRvtjyvN4/a9S8iVlwttkoiISDthacIJPj+zt63NEBG5oZnhO7utTWhX7Dmku3DinkPxrXJ+CwtzzHQoc0mlElQqdf3vDX++GitLGbU17Uf+WuTmpKKqpv7nAK+mFVqPn0slO/9KbvmgniEE+eo+vkcnv/qfEzMMUxIWPK7rpWPrSS4vBMBeZsmDnQYzLaAL3jbaIVmZVaWsSz3Lz3GHKFfUkCsv57mja1kyfKHQZomIiLQDDuQkt7UJIiIiNxmFJbrFBwqLhRElaA5vT0dOxaShVKkxb+DUnDyThlqtZs/BOEYM7siFizkAVOqoi1JWLsfSUqa1XUSkNZHXXFG7s7fVDnO9zMb95xr9PmdMjyaP9fd0qv+5uFRukF2COjMnCtLZkVU30+Fj48jfI+/A16ZpqURfG0ce7jyYaYFdWLD7TzKrSonKS+FwXgoDPYKENE1ERKSNyagsJbm8CE9rMflTRESk9XB1ttO53c3FVud2oRnSP4y/Vhzh6deWMWF0FyzMzdh9MI7z8dl4ezryxsfrCA50Iy+/LjIlI7uY4pJKnJ3q7KusqiU+MQ9fsQSDSBtjKTNv5NDoQl6tYO+xi/W/uznb0a9r03nKttZXnKKGOTYtQVBnZl3a2fqf3+s96ZqOTEN8bRx5v89k7tr3NwCb0mNFZ6YVUGs07MlOZFPaeU4WZJAjL0ej0eBmZUtPNz/u7diP7q4+Otsq1CrWpp5jZdIZUiuKKaqpwtnSGk9rewZ6BjLZP4IuLl6CnU+uUvBj7GHWp8WSVVmKo4UVQ7xCeKbbcCykTd/GKo2a5UnRrEqOIb40nxqVEj9bJ8b4hfNg54E4WTROXkutKGbUhkVMCYjgq0EzWJJwnGWJp0kuL8LaXEY/9wCe6DKUzk4eOs/Xf83XWJqZs2/qo5TWVvPN2f3syIwnT16BvYUVEU4evNRjNJ2uat9SOydu/pn40nw+GzCVmUG6E2qrVUr6r/maCkUN/425g95ufo32H8hJZnH8MU4VZlGuqMbV0paBnoE80GkAHZv4+wCqlAr+TTzFtow4EkoLqFDW4CCzwsvGnn7uAdzRoQ+BdnUxsLHFufxy4QjnS3JJLKtbsc2VlxP67wda/cbOfQHLq0RAWnpdLmPI/SnSNqzYeJJla48DEBrkzkevzGxji0RuNEYO6sCaLad1bO/YKudfOGcAB45cJPpcBtHnMuq3e7jZ893Ht7Fyw0mWrT6GWq1h3ow+nIpJ58V3VnHb7H5YWcr4b+1x5NW1DOgd0ir2iog0ha2NZb0zU1apu0DutsPnGzk8k4dG6swD08XV8uX6IqgzcyQ/FQBPa3uGerVM/WKwZwjeNg5kV5Vx9FI/IqZlV9ZFHty/HAALqRl+tk5YmJmRUl7ExrRYtqRf4I8RtzLIM6hRO5VGzZ17/uFIXhpmEgnB9q54WNuRXVVGTFE2MUXZKNRqrcGioeerVim5fdffnCrMRAKEObojk0rZkBbL7uyLDPPS/QVfpazlvn3LOZKXigQIdXDDytycpLIifjofxdqUsyweMZ9wR+0ktoSyAl44sp5VyTG4WtkS7uhGankx2zLi2JudyG/D5zHAQ/dMQ668nPzqSubt+JOMyhJCHNwIdXAltaKY/TnJfGBhZbSdC8J68eaJrfx98VSTzsz2jDgqFDUE2btoOTIfR+/ip/NRSABPG3u8bdzJqCxlTcpZNqad58uB05no30mrz8SyQu7b9x9pFXXCHn62jgTYOZErryC2OJcLJXnc07Ff/fHlimpq1EpCHFxxtrThSF4qVmbmjPAJ0+rbTNI4ptzQz8/Q+1OkbdgXlUDOpdhqx2so44iIGEqvrgG8+Oh4/llzjNz8MjzdHbh1eh/6dG8dVUtbGwt++HQBK9af5PTZdFQqNZGdfLhleh+cHW148I5h3DlvIGq1BhtrCw4dS+Tl91bxxsfr6vvwcLNn3ow+rWKviEhT+Hk4UVBcJ0SRkqlbtGv5ttP1P0skdXLM16JhHo6lzDC3RFBnJu9S8n4Hx6Znda9FBwd3sqvKyK8WFTtag1E+YdzZoS8jvEMZ7BWM2aWiVSW1cp46tIb9Ocl8fXa/lnOxJyuRI3lp+Ns68e/o2/GyuRI2lFNVztaMCwz31nZmDT3fd+cOcKowE3crW/4YMb9+VaO4poqnD69lXeq5q08FwFsntnEkL5VOTh58N3gWQfZ1yWfVKiWfRu/mj/hj3L9/ORsn3IeteWMp07iSPHKryvljxHyGegXXt3vt2CZWp5zl2ah17Jz8sE45caVazT17/yXC2ZP/xtyBm1VdqECNSsmBnGR8rsofM8TOmcFd+Th6NycLMkgozdfpkK1OqVspnRXcVWv7T+ej8Ld14utBM+pXw1QaDT9fiOLT6N08F7WObi7e+NpeWV2tUirqHZnebn580G8SYQ5u9fszKks5UZDeqE1/j0D6X3L6juenM2/nEhwtrPlu8Cydn5mx1wUMvz9FWp/qGgVn4wxTrxERaQlTxnRlypi2kYWGuhntO+cN5M55A3Xut2qQDzOobyifvTWXtVuiKS6pJCzEg9vnDhCdfZE2JzzIndNxdauLUWdSqKlVNir6uv9kIhfT8ut/79clCF+Pa0dp5ZdcGfNbWxmWFyaomlmNqk5pw9B6MZdDTKpVomJHayCVSHij11iGeYfUOxYAThbWPN99JABnCrUHGvnVdUmTHZ08Gg0UAbxs7LmzQ9/6gaex51Oq1fx98RQAL/dsHJ7lbGnDZwOmYS7Vvo3TKopZnRKDVCJpNBCGuvvz9V5j6eXmR3pFCX9fPKnz+jzZdWi9I3O53ft9J+FqZUtOVTnbMnQr5EBdkbivB82od2Sg7v4e7RsuiJ225hZMD4oE4J/E01rnL6iu5EBOMlKJhFkNVm7UGg1fx+wD4KP+kxuF9ZlJJDzUeSB93f2pVim1rst/SadJqyjGy8ae30fc2siRgbpVmumBXZq8Ji3BmM/P0PtTpPWJjs1AoVC1tRkiIu2Ovj2DeO/l6Xz38W08/eAY3Fx05/2IiLQmQ3temQgsrZDz6R8767/DE9Ly+fjX7Y2Ov31q32b7TEq/omDmYeB9Lqgz43JJbtlQeeWcS+2cLW0Es0nEMPxsnQCoVauoVTcebPR280UqkbArK4FFsYeoUNTo6EGY810oyaOkVo5UImGsr3Z8s5uVLT1cfbW27866iFqjoburT5MD18uD/K3pup2SETpm7y3NzOu3H8lrOhzyltAeWmFTujDGzgVhdYWl1qTE1E8kXGZd6jlUGjUDPYIaKQleKMkjvbIEBwur+hWTq7l8PU8WZDbavi2jTtxjXkgPrZUsoTHmupji/hQxDcejxZBiERERkeuF3hH++DVQH9uw9ywTH1nE7Kd/4Y5X/qSggXJgz05+9IkMuGZ/arWG+JS8+t993PXLtb8aQcPMwhzcyJGXca44m8KaSq1aMteioLqSc8XZAHQ0MExNpOUU1VSxOiWGo3lpJJcXUVJbjVypoEZ1JXlLc1VCVrijOy90H8mn0Xv47Mwevo89yHi/TswJ6UZ/j0CulebV0vOlXSq66mVtj4257uXHADsnjuc3rmt0Odm8o47wq8t0cKrbF1eap3N/w3CphgRfGlynVZQ02Xeog2uT+xpijJ2dnTzo5ebHyYIMNqVfYGbQlVWR1SkxAMwOaRxWEV9at/xbVltNmI4k/IYU1VRdZWvd7ElXF+9rthMCY66LMfenSOtyTHRmRERERK4bzMykPH7bcF78cm39toqqmkZ5LwDmZlKeu2t0s/2du5hNeYO2nYI9DbJLUGdmmFcoB3KTUGk0fHJmJx/3naZ324/O7EB1aRA72ie8maNFhGBnZgJPH15LpbIWJwtrerr50t/GAQdZnUzeD+cPN9n2/k4DGOkTxk/no9iYFsvqlBhWp8TQwdGdl3uMZpi3dlK+IeeTK+ucHJtrrATo2leprJP3s9ajXZVSgUqjaRT6JpVImlxZsb7kVFUpm5YQtLyGwpqQdi4I68XJggz+uXiy3pmJL80ntjgXO5kl4/0aJ/GXX1qlsDG3aFKR7TJXO3OX2zpcJWBgCoy9LobcnyKtS3FpFUmp+c0fKCIiIiLSbhjeJ4yH5g7hh+UHdO43N5PyxkMTCfV307m/IftOJjb6vVdnf4NsEtSZmR3cne/O76e0tppVKWcACa90H4NjE/KpUJfE/d7pbfWyzh7W9swK6i6kWSI6KKqp4qnDa6lS1nJHeB9e6TkamdSs0f5rOTNQtxL3Sf8pvN5rLOtTz/FnwgniS/O5Z++/fD5wWqP8CUPPd9lxqFY1rWt+dYgVgN0lB+laDkflpcG5tZms0UAY6nJLalRKLanguj6bd7D0xVg7JwV05r1TOzhRkMHFsgLCHNzqV2UmB3TWyl+7HB7mY+PAf2PuaJGt1uYyalRKKhWG6cC3BGOvC7Ts/hRpfY5Hp2KgCqeIiIiISBty14z+dArxZMn6o5yJz0KhVGFlIWNAtyDuntmfjkHNr7CoVGo2NyiuGeDtTESoYZEfgjozDjIrXuw2hleObwBgVUo0G9PPMcwrlK7OPnha22FpJqNGpSBHXk50USYHcpLqcySkEgnv9JqItZlY5dbUHMxJpkpZi73Mktd7jUV61WCwoFr/ysj2MktuC+vF/LBefBq9mx/PH+bLM/saDRYNPZ//pVya7KoyqlVKneISWZVlWts6XApPii9peub3cshVuKPu2YP0yhKtJHeApEshUAF2Tk32rS/G2mkhNWNOcDd+vhDF8qRoXuoxmg2psQDMDu6mdfzlPlIqiqhSKpoM3dNFqL0rJ2oyOFecY/KVDSE+v8voc3+airjEXPYejufMhUzSM4spr6wGTZ2ykZ+3E5EdfRjaP4zuEX7Nd3YDIa9WcODoxeYPbC10OMMZ2SXsP5LA6XMZpGUWUlRSRXWNAhtrCxzsrHB3tadLJx96RPrTr0eQ3nUUDOFcfDZHTiZzLj6LzOwSikvrbLGQmeNgb4WftzORHb0Z0CuEbp21cwhNyeXrdOpsOmmZRfW2NbxOXTv50qOLH327m/Y6iehHlbyWA8cSORWTRmJKPtl5ZVTKa1CrNVhbyfBwtSfI35XukX4M6x9ucvGB3Pwyok4mczYui4TkPMrK5ZRX1IAE3Jxt8fF0YtiAcEYO7oiDnekjAy7THp+7c/HZHI9OJTEln5SMQsrK5VTKa6mtVWJtJcPayqLeNn8fZ8KDPejZxR8XJ+ELxA7oFsSAbkFoNHXFLm2sLHR9lTZJeWUNCxsIBHQK9mxR+4YI6swAzA3uQUZlCd+fr1t+qlEp2Z4Zx/bMppWfoK7GxFu9JjDap4PQJonooPLS6oKbla2WYwGwOf1Ci/uUALeF9eLH84fJrCpFc2mbMefr5OSBo4UVpbXV7MiMZ0pARKP9ZbXVnCzI0Go32iectyXbiC7KIqm8kBB77RyWVZdWMMb46b7ndmQmaDkz1Sole7PrlkWbqjPTEoSwc0FYL365EMX61Fgm+HUiq6pMZ20ZgEhnL/xsHcmoLGV50mnu7NC80shlRvmGc6Igg2VJp7m7Y78WqxZaXZqkKFdUN7o3dCHEdbmaa92fLeFcfDYPvfhXo23vPj+NEYOu2JGQnMfXv+5qVCCvISVlVZSUVXE2Lotl644TFuTO4/eMpFfXaydLXs3+Ixd55aM1WttffWIiE0ZGtqiva3H6XDqPv7ZMa/vDdwzjtpn9dLS4Qk5+GReT87mYksfFlHwSU/LIzCnRuSoTl5jL0Jmftdi+zUsfx87WsvkDm8C6gSxuelYx3/2xh0PHE3XaWFFZQ0VlDVm5pUTHZvDXqqP4eDqycHZ/pozpZvDL+GrUag2bdp3lr1VHycgu1nlMdY2C6hoFeQXlnIxJY8mKI/h5O3PH3AGMHxGh87tWH1Izi1j42G+Ntr34yHimjL2Sg9fS67R01RF8vZxYOKs/k8d0Neo6bd51lg/+t8XwDi7h6+XEv4vuM7i9rusE8PpTkxg3PEJHC/3IyC5h/iO/CN5vfmEFf66IYsvuc1Q3UcX98ueWlFbAroNxfP3zLob2D+Oe+YMJCWg+bKglJKbks3h5FHuj4lGrdS/TZmSXkJFdwtHTKXz2w3adxzTF2t8fbvEgvi2fu6ZQKFWs3HiKlZtOkZNX2uRxlVW1VFbVUlBUQVJqQaN9gX6ujBzUgfEjIvHzdhLUPokEbK1bHqni5GDNrRN6C2KDoGpml3m6ywi+HTgHL2uH5g+mLhxk6YiF3BrSyxTmiOjgcmJ1WkUxpwqvqFapNRr+uXiK72MPNtn2n4unWJUcQ1lt4+qvcpWCXy8cAeqckIaPs6Hnk0nNuDW0JwAfnNpRPxsPUFIj58nDa5DrCEHzsrHn9vDeqDUaHj2wipTyK8WdalRK3j25nVMFmXha27EwTPfDtCj2EIdzUxq1e/XYJopqqvCysWesn/HVo4Ww09/OiaHeIeTKy/klru76X11b5jJSiYQXLslgfxK9m9UpZ7Uq7saX5vPZmT3kyhvXe7ottCee1nakV5Tw4P7lpFeWNNpfrqhhbepZMit1f9kGO7hgLpVSpVSwLPFU0xcF466LIfenscQl5tb/vGbLae5/fmmTjowuLqbk89Sb//H94r0tCr0a3DcUd1ftWdP128/o34kebN0bq7XNzEx6TYfpw2+3MGHB/5j7wE+8/OFqfv3nIHsPx5ORrduRaUtsbepexNv2xnLXU4s5eEz3AL0psnJL+eT7bbz68Rqq5MaHYaakF/LAC0v5+LutTQ6omiIju5gPvtnMY6/8S1Zu0wOflhKXmFP/s6HXKTOnhI+/38prn6xFXt106LCI8GzYHsPCx39jzZbTTToyulBrNOyNSuCeZ/7kt38PGVyh/WqWbzjJ/c8vZfehuCYdmdamPT535y/msPCx3/jujz3XdGSaIzWjkD/+O8z8R35h7+F4wexrLwi+MnOZ8X6dGO3TgS0Z59mfm0RMURYFNZVUKWuxM7fE3cqWHq5+jPIJZ4R3uKgw1Mr0dPNlsGcwB3OTmbdjCX3c/ZBJzUgozSdXXsGjkYPZmh7HxbICrbYnCzNYlRyDhLqVFk8be2pVKtIrSpCrFFibyXij1zjBzvd4lyEczk3hTFE2kzb/TAcnD5RqFSnlxbhYWnN/pwH8fCFKq92LPUaRUVnCjswExmz8gVAHN6zNZSSWFVKlrMXF0oYfh87FUUdCu6e1HT1cfVm4+2/8bZ1wsbIhqayQckUNFlIzPus/1eB6SkLaeZkFYb3Zl53E1vQLWrVlrmZyQARZVWV8cqk45nsntxNg50SlspbsqvL6PJW5IY1z1xwsrPhp6C3cv/8/DuQkM3L99wTau+BoYUW+vIJceQUqjZoVY+/UqQRna27BwrDe/BF/jFePbean81E4W1pTrqihXFHD4elPCHJdDLk/jeXyQO+/dSf43++7DepDo4F/1hyjpEzOK49P0KuNVCphyphu/L7sUKPtZ85nkppRSKCffqp610KhULHnkPbLb0Cv4GvOeiam5FNZdX3IYtvZWrJp51k++m6LUY7W/iMXefnDNXz59lyDZ2ejTibz5mfrjXaKYi5kcv9zS/jg5RmChDFedtiFuE77ohJ4qXK1UddJRD/UGg1f/rSTNVtOG9WPSqXm92WHSEzN561npyAzN2u+URP8tHQ/S1YeueYxUokEDZpWm/hoj8/d0VMpvPrx2hY5n81hbSWjb48gwfprL5jMmQEwl0qZEhDJlADhwh1EhOPnYXP55cIR1qWe43RhFhZSMzo7efJGr3FM8O9EvrxCp3NxZ3hfzCVSThVmkVVZSmxxLjKpGT42DgzyDOLeTv0JtHMW7HzWZjL+GrWQH84fYkNqLEllhThaWDEjqAvPdhtOSnmRTmfGQmrGoiFzWJNylmVJp7lQkketSomvrSOjfcO5v9OARkUtG1KhqOV/g2exOP4Y/yVFc744F2tzGWP9OvBkl2HNKoG1BGPsvMxInzB8bBzIqipj0FW1ZXRxf6cBDPYMZnH8MY7kpXGhJA9LM3O8bezp7OTJeP+O+NpoOyRdXLzYPPF+liacYGdmAknlRWRUluBkYU0XFy+GeYXoDAm7zCs9x+Bl48DK5DOklheRXVWGaxO1ggy9Loben8YQl5jL0dMpfPuHtiPj4+lIoJ8rTo42oNGQX1TBhYs5VFTqHuhv3nUWP28n7pgzQK9zTx3bjcXLD2vNbq7bfobH7x7Z8j/mKg4eS9Rp6+TRbVdNXWgyc0r4dNE2rYGTVCqhY4gn7m72ONpbU1OjILewnPPxOdQqdBd3PhmTxuL/DnP3vEEttuNYdCqvfLSmyUKi5mZSOoZ64uZih4O9NeWV1RQWVXIhMUdnm7KKap57dyVfvDmHrp2Mi+m/mJpPbHy2oNfpz+VR3HXLwBbb4u5qT88u/lTJa5FXK6iS11Ilr6W6WiHYysGNwuc/bGfdtqZXan29nAgOcMXR3ga1RkNZuZyLKfnk5mvnokKdI/rxd1t57clJBtmzfd95nY6MVCph9JBOjB3Wmc7hXjjYW6NRaygqqeJcXBbrd5zh6KmUa/bt5GCDr5cjvl5O+Hg5YaNn6FN7fO4Kiip464sNTToydraWhAS44enugJWlDA0ayitqKCyuIDmtgMoq3U7ZmKGd9b4u1xMSzdVFREREbmJSK4oZtWERZhIp8fNeamtzWsTIDYtIqyjmC1Gpy6ToypkBkMnM6l9sUqmEqWO7cev0vjrjkxUKFQeOXeR/v+0mv7BCa7/M3IzFX9+Fv49+TtfLH67RSqh3tLdm9a8PIZMZPoNa1/dqDhxtLJ/p4mTDql8ewsys6UjlkzFplJVXN7l/6aojjcLzoM7xe/iO4S22cUj/MMyvYctlmspxkJmboVBeGZQ4Odhw7/xBjBzcEUd7bTXOWoWS9dtj+PWfg5RXaP+NVlYyVv38IPYtSFbOyi3l3mf/1Ok4ujjZcv9tQxgxqIPO3CB5tYKDxxL5+a/9OkNcnBxs+OWzhXi66xf63dR1spCZN3JO2uI6NUd1tYKqSw6OvLq23tFZsuIIMRcaFwK+0XNmVmw8yde/7NLabiEzZ8aE7syd2huvJu6J5LQC/lwRxc4DF3Sujrz46HimjGnZhEZNrZJ5D/1MYXFjwR87W0s+eGkGPbtcW5Z3x/4LfPDN5kbPKsDd8wZx6/Q+Bg3S29Nz15APvtnM5t3ntLZ3j/TjnnmD6BHpf00xjZy8Uo6fSePY6RSOnEqpXyX/+dOFdArzarE97R2TrsyIGEZudgmH9sYRfSKFtOQCykqrqKqswdrGEntHa3z9XOjWO5D+g8MJChULjJqG68vHP12YRVpFsc7aMiKtw2VHxspSxievzbrmi1kmM2PkoI706RbIC++v4uyFrMZ9KVV89fNOPn9zjl7nnjGhu5YzU1ouZ9+RBEYPMfx+KC2XE3UiWWv7+BGR13RkgGbFDDbtOqu1zd7OqpGQQmvRcHDUu1sA770w/ZqCAhYyc2ZP6km/HkE89uq/FJU0HpxVVytYv/1Ms+IIl9Fo4IP/bdY5oBrYO4Q3n5mMrU3T9lhbyRgztBND+4fx+Q/btQZBJWVVvPf1Zr55d55RifcNHZm2uE76YGUlw8pKhouTTaPtW/do533dyKRnFfP94r1a2z3c7PnolZmEB1977BAc4Mabz0xhUJ9QPvhmM0qVutH+r37eSb8eQXi42ett0/rtZ7QcGYCXH5vQrCMDMGZoJ/ILy7X+rtWbTzNvWh+97bhMe33uqmsU7NGR1zJyUEfeem6KXqGZXh6OTBnTlSljuqJQqDh0PJGYC1k3pCMDJhIAEDGMosIKPn93HXfN+pZFX2zl0N44MtIKKSuVo1SqKS+Tk5VexLHDF/n12508MP8H3nxuGWkp2qFZIjcXf8QfA+oS/4XK5RExjNeenKjXixnqBu8fvDRD54Dg6OkUomP1ExHo1yMYH0/tsMBrhZfow64DcVqDGIDJo2/Mlb/IDt589MpMvZXR/H2ceemx8Tr3HTyWqHO7LnYeuKBTMKJ7hB/vvTjtmgOqhlhamPPS4xMYOUhbnOT0uXS26RByMIS2uk4i+vPNr7u0QqCsrWR88dbcZh2Zhowd1pkHFg7V2l5Tq2TZuuMtsmn/EW059s5hXgwboH+h9DlTemk5qiVlVWzerT050hzt9bm7mJKvUyDjsbtHGJRjJpOZMXxgBx67e0SL214viM5MOyEpIZfH7/qFretPo9IxeGiKw/viePyuXzh6MMGE1om0Z9alnmND6jmszWQ82Knl8eciwtGziz/DB7ZsZcHZ0Yb7bxuic9+WPdphBrqQSGDqOO26QqfOppGRXdIiexqi6yUc2cFbEGGB9oaZmZSXHpuAlWXL6pwN7B2ic3B44WKuTkdQF3+u0M75k5mb8coTE7GQtWxyQiqR8MIj43SGff2+7JDRylFteZ1E9OPCxRyiTmqvqD5y53ACfV1a3N+86X0I0NFu3fYzlOkIH9RFTa1SK8wPYFQLV45l5mYM6RemtV3XSkZztNfnrkBH6LGjvXWLVsGuN/KLK8jILSEjt8Sg9oI6Mwll+fybdJIcue7EMRHdFBdV8uJjS8jPNey6yatqeev5ZcSfz2r+YJEbgnv3LWPmtt8Zsf57nj68Fg3wWq+xeNncuF921wMzJ/YwqN244RF461hZ2X0wvskE6quZMqarlsKQRgMbdhi2OpOZU8LZOO3vlMktjJO/Xpg4KpIgf8OcNF0zy7UKJWmZRTqObkzMhUyS07RX12dO7KFztU0f7GwtuVNHYn1mTglRJ5MM6vMybXWdRPRnzZZorW3urnYGP7tSSV0O4NVUVys4pOfKWk5eqc5k+U5hzVeKv5qOodqhUhcSclqkfNaenztdIhZV1bUtmui+3njuszXMeeZX5jzzq0HtBXVmNqSd4/UTmxi64Ru+OGuYPOnNyBfvrae0uMqoPpRKNR++tgpFrW41DpEbCzOJlJSKYnLk5UQ4e/LNoBncGtqjrc26qbGQmTOwV4hBbaVSCUP7a882VlbVEKPnJIWTg43OweLmXWcNmvnWtSpjZSUzKgenPTPeiITtjqG6B2Rl5fJm2+48oLug9MRRxoXyjRveWWdek7G5I211nUT0Q6lS6863GNzRKDnlfj2DdG7XNxS2pEz3Z+xsQGV6Z0cbrW01tcoWScG35+fOw1V7UlKhULHr4LWLz1/PVMqNk/EX1JmJykup/7mHi/G69jcDSQm5HDkgTAGjzPQi9uzQLyxFRDeBds4k3voK8fNebmtTrslPQ+dyatYzXLjlRdaPv5fJAYYPMESEISzYHSurloXeNGRQ71Cd2+OTcnVu18WMCd21thWVVHHwqHasenPocmZGDuxwQ8p6Otpb0z1CvzwnXegaXAGUVzT/gj52OkVrm5+3E2FB7gbbA3V/Uy8duVtHT6cYHGrWltdJRD/OxWXpHNQPMHCi5TJBfq46QwtPn0vXq31TjoalAWqLTSk01tTqt4oN7fu56xjqqfNaf/HTDr2v9/VGRXtyZjKr6qTpzCQShngZ9+DcLKxf2bIEumb7W3FM0P5ERET0IyTAzaj2HUJ0J+UmJOfp3UePSH+d+Szrtrcs1OxcfLbOXJsbqbZMQ0KD3I1S+WoqEV7eTLG7isoanSFWER18DDemAZEdtfupqKzRGV6jD211nUT052plxMsYO0iXSiU4O2k7o1m5pXqFdzWVY1XRRD2Ua9FUjS5HB+18labat+fnTiYzY+ywzjr7eOL1ZXzwzWYysouNtrM90VRdHH0R1JkpqqkLlfKwtsdCalxtg5uFU0eNi1++mrhzmVQ18aBfjUqlNuqfiIjIFfy8jSvEaW9npTN5NKmFA8/p47VXZ46fTiWniSJ4utiqQ3jAz9uJ7pE35oq7sY4oNDHCb2aU19RnGxwgjMBCcBN/18WUfIP6a6vrJKI/ianan62tjUWTq2ItwU6HupdardErvMvXy0nn9tSMwhbbkZKu/dw4OljrVWsKro/n7u55A3WqqWk0sHn3ORY8+hsvf7iao6dTrvvHR6FQadUOaimCarg6WViTX12BvUw/ObubnfIyOVkZwnrXGg3ExWbRs29wo+3nz6SzZ9tZYs+kk5tVQkV5tdEOydbjbxnVXkTkRkKIwn8+no6UXpU/UNpErHlTTBwZyY9L9jUKuVBrNGzcEcO98wc3216pUuuMzZ50g67KALi6tDxuXwiacjD9fVquOKW7H90OdnaedoE/fWir6ySiP5k5JVrbKqtqGTrzM5Ods7Rc3qxMt6e7A+6udlpFgo+cSmlxHt7R06la23p1uXZdq4ZcD8+du6s9rz81idc+Xqsz51Gt0XDgaCIHjibi5eHIhBERTBrVRaeQTHvH2BAzEHhlxsem7iIWVhuXzH6zkG6i+jAN+y3IK+OFhxbz1D2/subfI8THZlFaUiWurIiICIy+NTeuhbWOfJSWJLVetkOX3OnGnTF6xWxHnUjWcqCkUgkTR0a2yI7ribbKAyou0S4gCLpnwA2hqX4KirSlX/XhRsyXutHQVZTS1OiqiaKLkYO167Ds2H+enBYM8k/GpHE+IVtr++C+unMOdXG9PHeD+4byzXvz8PK4toOSk1fKH/8dZt7DP/PkG/+x66Du+mDtlYoWvuN0IejKzAS/TkQXZVJYU0lKRRFBdsJ4uTcqFeX66bMb2m9BXhmP3f4TxTo0y0VERITFytL4r1NrHQIC8moFarUGqVT/ZIUZ47uzeVfjInL5hRUcPpHU7EtfV+J//57BuLnY6X3+6w0bq7YZpDc1CNR1HxhCU86HvoNPrf7a6DqJ6E+V3LjcA0PQ6BnnNHdyL1ZtPNVooK1QqHjl47V8/sacZkPh0rOKee/rTVrb/bydGT1U/9Wd6+m569rJlyXf3MVfq47y77rjVF+jD42mztk7GZOGu6sd86b1YcaEHlhaNP9uqq5VsH7PWbLySgnxd2Py0Eid75zoOO1aQcaSlmN8hJKgzsysoO4sOn+QMkU1ixOO8mbPCUJ2f8NRaSIFl8vOzIevrhQdGRGRVkKIuOWmVHpqa5UtUkqL6OBNeIgHCUmNxQPWbz9zTWemsqpGZ0X2yaONkytt77TEURSSplbI9Rl86ENT/SgNjE9vq+skoj+6arm0F7w8HJk/oy9LVh5ptD0hKY97nvmThbP6MWpIJy2nJr+wnC27Y/lr9VGtlWqJBJ64d6Te+TJw/T13VpYy7p0/mFmTerJ8/QnWbI2mvJlipfmFFXz7+x7+Xn2Mh+4Y1uzK+tuLNrP76JXi67GJ2bx4z1it4x5851+D/gZTI6gz42Jpw6f9pvPIof/4O/EE/dwDmeinrcggUofEGFmYa/YLZ06mcPZU47hSFzd7pszuQ/c+Qbh7OmJlI86yiYgIRUtkQZvso0a7D4kELFtYbR1gxvgefLpoW6Nth08kkV9Ygbur7lWW3Ye0i3Q6OlgzWEfFbRHjMW+i7uanjAcAAQAASURBVEe1APcSNK0S1pTTLNI+0HelQxe6HE5XZ1uGD+hgjEnXxMlBf3GBe+YP5mxcFqfONpYYLiiq4KtfdvHVL7twd7XHycEajUZDSZn8muFZj909koG9W6aee70+d86ONjywcCh3zB3A9n3nWbs1mrjEa0v3F5VU8sE3m9m5/wJvPDMZhyZyO4+caTxe3Hbogk5npr0iqDMDMMonnB8Gz+PZI2t48vBKDgT3ZEFYbzo5eiI10eD9esXWzjRCCbb2Vuzf0ThUpGuvQN76fD529sYnKeviqQU/cCGmcfGsHv1D+ejnu01yvvZMVloh90z5EoD/9r2CwyU5S3lVLTMHvAPAD6seJ8iAysdCceJQAu8/9y+9BoTx2hfzmz1e/Hybp0YAedlqHX1YW1kYJIc7dlhnvl+8p5HkpVqtYePOGO7SUaUadBd2Gz8iokWzniL602Q4ikChQk2G0xjgHIu0HvJqwz9/K0tzrVAzRwdrnn5gtLFmCYK5mZSPX53FW59v4NBx7VVgqFuJyS8sv2Y/VlYynrx3FFPGtFyY5Hp/7qwsZUwd242pY7txMSWfDdvPsG3f+Wuu1hw5lcwjL//Dog/n6xSrsbe1pKrBfWdrfX0JeQnqzOzLSSRXXk6uvJxuLj4cyE3iv+RT/Jd8CmtzGa6Wtsj0lGzeNuFhIU1rl9g5mMaxsLe35sD2K9KqllYyXv1orskcGYAx03oS0tGb0pJKki7kkJ2hreEu0n44eTiRqooaovZc0Ot48fNtHiFqZehKhLQ1cAXV2krG2GERrNlyutH2jTtiuGPuAK3Jpdz8MqJjtQuy3ai1ZdoDrs661cHKK4XJp6xooh/XGzj/6UZALjf8u8TFyZaiksYiTC1VRDQ11lYyPnplJlt2n+Wnvw60KDHe3EzKyMEduefWQQbL4d9Iz11YkDtP3T+aR+4azra951m+4QRJqbrFpVIzCvngf1v48OUZWvsenDuEj37dTq1CiYXMnIfnDWn23F5uDljKjHcjahRKcgr0Lx2gC0GdmXv3/9PkPrlSQYayRMjTXff4B7ohkQgvsR8Y4k5B/pVZjUHDO+Fs4pfXlHn9639eumgXSxftMun5RIyj18BQNq88xuBREXod39afb2FeGf/+spf594/Axd2+Vc+tLzl5xn0ZA2TlaKv6tCSE42pmjO+u5czk5Jdx4kwafbsHNtq+ff95re+izmFeAtQWEWkKnyZkVNMyhZHsT21i0sHL3UGQ/kVMQ1kz+RDXwsvDUaueSUmZHIVC1a7CCzXUhZBdLUXv5eFIWbmc6hoFMnOzuvpbDtZ0CPYgsqMPQ/qFNemM6MuN+NxZyMyZMqYrk0d3Zc/hOH74cx9ZudrvkwNHL3IyJo1eXRtLWU8aGsHIvuHkFZfj4WyvlxjCF8/PIkRHkeaWkphewIKXFhvVh+BhZiL6Y2dvha+/KxlpLS8a1RQSqYTwTt5UNlBKC+noJVj/IjcGvQeFs+rQ621tht4c2RfH+n+PMPmWfu3WmdFV36ElFJdW6ZRhDjWicndokDtdOvpwNq5xVfDNu85qOzN7z2u1n2RACIeI/oQEuiGVSrQks3UVBTSElHTd7xZj7imRKzQV/WnsBGWKAYUkLxMW5M6BoxcbbVOp1MQl5tKlkzAV7o1Frdbw5ufr2XMovn6bna0lLzwyjpGDtOWbheZGfu4kEhg5qCMDeoXw9hcbdAq6rN9+RsuZgboVs0Bv/VWIHQWorQaGRx80RFBn5rN+04Xs7qagV/8QQZ2ZiK5+WNtYYGtnSemlpWYbMdFf5Drn1OGLzR/UxiQ3UVVaXy5czNG5PTzYw6h+p4/vruXM7ItKoLKqpr7CdFJqgVZVbEsLc8a2QO5UpOVYyMzpFOZFbHzjuhkxF7KaaNEyYi5oy6jaWFs0WaFcpGVYNZEDYaw8cooR3yWRHXU7LGfOZ7QbZ+a7P/Y0cmQsZOZ8/c4tdAhpnTzSm+G5s7aS8fZzU7nzyT+0JtquFl8wFCd7a0H6sRMgP0dQZ2Z6oDiL11KmzOrNuuXHBOtv6py+QJ1y2WVnpqy0fcXL3uiYSqXuZkWpUBF9LLmtzWiW9KxicvJKmy1w1hRRJ3T/jR1CjHNmRg3pyP9+290odKWmVsm+Ixfr5Tp3H4rTajd8YId6Z8cU6FJdEjrk9npgYO8QrUFVbn4Z5xOy6RzubXC/xaVVRMdmaG3v1TVAFHQQiKYK5RY1UZRRH9QaDSdi0gxu36urP1aWMi0xkc27z3HbzH4G9ysUWbmlrNx0qtG2mRN7tJojc5mb4bmztDBn8piu/LR0f6PtRSWVqFRqzIywx87G0qj2DbGxtjA65UIMM2tjgkI9GDS8E4f26peIfS0CgtwYNqpOCjs43JPki3WSfUnxumd82wtxZzPYvTGamBMpZKUXUVutwNbeCv9gd4ZP6MqkuX21pBTvmPAZnt5OvP2/2/nkleWcikrEN9CVJ9+cQccufixdtIu1fx9Go4FxM3px/zMTkOgYPKUk5LJy8QGijyVTVFCOlZWM4A5ejJnWk3HTe+lsA6BWq9m04jhbVx0nLSkfmcyMsAhf5tw1hODw5r+UzcykxBxP5r/f9xMXk0FVRQ1OrrZ07xfCbQ+MwDew8QxOWUkVtwz7gPAIH/737yOcOHSR5b/v52JsJgqFCv9gdybM6s2kuX2RSnV/wbz3zD8c2HGu0bbAUA9+XP1Es/YaS0uvc2ZaIct+2UvihWxSE/NQXqqd8NCs/2n1fcs9w7jnqXFa2w25r4zl4LFEZk/u1eJ2SpWa/Ue1V58c7a3p0snXKJssZOZMGBXJf+tONNq++2BcvTOzNypBq52pa8vY6lAUqpKbpvZWe2bssM789u9BrRf5pl3njBpUbdl9TiuMBmCMuNomGDbWFsjMzVBcVT+kObnca3EmNoPCYsOdIQuZOcMHhmspE6akF3IsOlUrvLS1OXY6RavOS0QHw+9zQ7lZnjtPHXk6Gk2d02zM289RoFUZAKlEgo2VBZVGrGiK0zPtgKdfmYKzi3EJbeYyM156dxbmlxL8ho+9UiDp+OFEKtqZmsllLsRk8ORtP7Dmr8MkXshGo9bg6umAvKqWc6dS+f7DDbzz1N8626Ym5vHdh+s5fSQJiURCUlwO7z79N+v+iWLpol2YmUmpKJOz6s+DbFt7Uqv9phXHeGTud2xfd4rCvDJc3OxRKFTEnEjhyzdX89oji1Ho0J3XqDW8/9y/fPveOhJiszA3N8POwZpzp1J57eHFbFujfa6ridpzgRfu/Y3jBxOwsrbA2taCgtwydq4/zWO3LiItMU9nu/TkAjYtP8ZrDy8m9nQa9o42mJlLuXg+i2/fX8/7z/2LRscXKcDgMRFMvqUfQ8dGEhBq3Gx/SzDkOpcVV5KdUYyNnRUdu/jVb+8Q6UvXPsGN/nn5aSvaGHNfGcO/605oDWz0YcuuczqlSEcN6SjIbN6M8T205J2PR6dSJa8lO7dUK0TO29ORnl20Y6qFRJc8aE5emSD1eq4nfL2cGNBLu07G+u1nSM00TDWwvKJaqzAh1CldDesfblCfIroJ05EHcepsus78N33Q9bm1lKYmVD5btM2gKvRCout77ly8MOFdLeFmee7ydKiEOdpbIzNwIs/d2Q53ZzuCffTPrdEHOyOjAMSVmXaAo7MNn3x/B689/Te52drqE81hY2vJ6x/NIaxBon+fgWEEBLuTlpyPvKqGX/63g6denSqk2YLQqasfY6b2JLSzN0PGROLuVReio1SoWL30EL9+uZWj++KIOZ5M1z7BjdqWlVSRl13K8v2vIK+q5cFZ31CQW8ZPn23mvUV30mdwOMt+3cfvX2/j4M5Yxs/sXd/29NEk/vfeOszNzXjspamMm9Grfpb+5OGLfPbaSk4cusgvX27l4RcnNzrvhv+OcnBHLFKplCffmM7YGT2RSqXU1ihY/vsBFn+7o9m/+7evtjFyUjfuf24izpcKGJ47lcp7z/xDcWEFi7/bwetf3KbVrlpey7fvr+eB5ycydV5/zGVmqNVqtq89xTfvrOXgjlg2Lj/aSH3sMiMndWfkpO4AbFl1nK/eWtOsncZi6HXu3D2AT3+7F2hcn+eZd2fpVZ/HmPvKGHLySvl79THunDtA7zZFJZX8+u9BnfsmjLh21WZ98fdxpmeXAE42CF9RKFWcPpdObr724GLSqC4G1bZpkU2+2i9DpUrNoeOJrZIE3J64+9ZBRJ1MajRLrFKp+eCbzXz99i1Y6aEsdBm1RsPH32/TWXNiwax+7UrR6kagSycfzl+V71Zdo2D5hpNN1nNqim37znP0VIrRNnUO82LYgHD2XbXimpVbyjtfbuDt56ZiIYCkrlKlbvFki7urtoDLf+tOUFomZ/yISEID3XCwt26VkKz2+twZcl112qTWsGO/dtRPoJ/hjsj6bx80xqQmsbO2JJdr1xa6FuLKTDshMMSdb36/j/FTe+gdhyiRwKDhHfn2j/vo3T+00T5zmRkvvDOzfuC4efUJfvpya324TnviufdnM3PhoPoBJ9TZP/fuoXToUhdiExutO2Ft5oKByCzMcXCyYcDwumXczt0D6DO4bhZk4Mi6sLusq0QWfvtqKxq1hrseH8OkOY3DjXoNDOOB5yYCsPG/o1Re9eW0akndwHP6bQMYP6t3fViXhaWMBQ+NZNDo5uWOwyN8eP79OfWODEBkz0DmPzACgNNRSU22HTm5GzMXDqpfhZNKpYyf2ZvpC+penCsX6x4YtwXGXGdjMea+MoZf/znAum1n9Dq2rKKaVz5co7POwqA+oYKGX8yY0F1r26mz6Zy4qvKzVCJh0ijThpgB9Ijw07n9578OGJ1Afb3ROcyL6eO0P5/Y+Gxe/miN3lK9NbVKPvzfFvYejtfaFxLgxqxJPY22VaQxQ/qF6dy++L/DHItO1blPFzv2X+CDbzYLZRZP3jtKZ87bgaOJPPn6f6QZuPpQWiZn5aZT3PfcEnYd1M61a46h/cN1Duy37onlmbeWM/3uRYyc8wVDZ36m89/YW79m5r0/cN9zS/h00Ta27onVWWxYH9rrc/fgC3/x6aJtnE/Ibv7gJlCrNXz9yy4Sr5LpBhg5uP1NFk0eHsmcsT2YM7aHQe3FlZl2hLOLLc++Po2F9w3j4J44ok+kkJacT1mpnKrKGqxtLHBwtMbHz4VuvYMYMCScoGuEC4V39uG9bxbw/kvLKS+Ts/Kvw0Ttj2faLf0YMqozbh7tv9aAb4Ab8WczqWriS8Un8IrGueulv6dhzoqDU12NDnnllSX//JxS4s/WqY2MmNhNZ79dewcBdTP5F85k0HtQ3QsrN6uY7PS6l8DlVY6rGT6+C4d2aldSb8j4mb115uOER9SpzVRWVFNbo8TCUvsRHTRSt7M0clJ3Vv15kOyMInKzivH0MaygmFAYc51NTXP3lTFoNPDpom0cOHqRu+cNpFOYt9Yqh1Kl5uDRi3z9626dYRcWMnOevG+UoHYN7R9+qaDelXj8pNQCLqY0Dmns0yMQDzfTy1+HBLoT6OuiFdKRnlXMY6/+ywuPjKNT2LVl5dUaDSWlclycDK/F01549K4RnDmfqaUqdzw6lQWP/sZ9tw1m5OCOOOgIz6uuVnDweCI//3VAp0S4pYU5rz89WUz8NwG9ugYQGuSuNWhUqtS88O5KFszqxy3T+uj83NRqDefis1iy4giHT1yZwJJKJWg0GqMSoj3c7Hn58Qm8/slarX7OxmVx+xO/M2ZIJ4YN7ECvLv46wz5rFUoysktIzyziXHw2x8+kkpicj/pyhwYY6OJkw1P3jebTRdsM+bOorlFQXaOgoKiCuMRc1m07w5c/WzJnck/uvGVgi8On2uNzV1lVw7ptZ1i37QxeHo707xlE/57BdA73wq2ZmoHyagVHTibz1+qjOhUyHR2sGTusc4vsaQ1um9THqPaiM9MO8fR2Ytb8/syarx0qpC8atYbcnBIUtUoGjujEtnV16iGZaYUs+mwziz7bjKOTDT7+LtjYWmLRhMTktXjr81sNtq8h1fJa9m6O4WRUIunJeZQWVyGvqqG2Rlm/ktTUd6Ztgy8YmUXd7Wxrf2XbZcWkhgl5SXFXHvAFYz5p1r7SBrPmWWlXBl4Bobo1469O3tdFUBMiAdYN1HGuTpK8jK4cEYCAkCv2ZKUVtbkzY8x1FgJj7quWYm4m5c5bBvLrP1dWxQ6fSOLwiSTcXOwIDXTH2ckGqVRCQVEFFxJyrjnrd99tg5ss7GaMjZPHdGHJiisx3UdPp2gdN3l066hSSiSwYHZ/nbPRCcl53P/8UgJ9XQgL9sDe1hK1RkN1jZKKyhqKS6soKqmksKgCNxc7lv/0QKvYbEqsLlVFf/TVf7Uc3JKyKj77YTtf/ryTTqGeuLna42hvRWVVLQXFdfdTU7lGUqmE15+erDO3Q0QYHlw4lBffX6X1faJUqVm8PIqlq47SMdQTH09HbG0sqaisoaSsirjEXCoqtXNrnn9oHGu3RTcp164vwweE89T9o/nq551atqnVGrbtO8+2feeRSMDWxhJHe2ssLMyRy2upktdSUVlzxXERkGnjuuHmYss7X24yOLeoIZVVNSxeHsWBY4l88eYcXJz0z0Fu789dTl4pa7dGs3ZrNFCXaxjs74qTow221hZYWsqoqVVSUVlNVm4pqemFKJsYOwA8dd9oQZP32wuCOjM1qroP1VwqxUwizgC1JdOHfkBNM0uvpSVV9fLNbUXDPBGJVEJIBy86d/PHzsEaS2sZxw8kkJnatOa+LjWq5sL0LoczSaQSfAOar15r1UB1SV5VF/4ikUgabW+IdRNynQ2xNaLY1GWn7WosrWRIJHUzetXtIEzHmOtsLMbeVy1FqVIzd0pvCosrWbPldKN9BUUVOsPImmLauG7Mn9FXMNsa992dv1YebXKA4mBnxdAmwmZMwfgREew9HK+zsBtAamaRwcm41yPeno588+48nn93BRnZJVr7VSo15+KzAf3CTywtzHntyUkMHyAm/ZuSgb1DmD+jH3+vPqpzv0qlJjY+W0sKWBczJ/ZgytiuXEjMMdqZAZg1sSd2NpZ88v22JgfeGg1UVNbodKyEJju3lGXrT7D74AVBHJmGJKbk88zbK/j+g/nYtOB9cj09d+UV1Zw5r13HRh8euXP4DatmKKgz02XVRwA80nkIT3cZ0eL2Qzd8Q6Wyhns6DOCxiKFCmnbT0Zwj0x6oqVbw7tN/U1JUSbe+wbz00S1a1d3fzf1b0EEn1AkmAEiQ8POaJ5uUX9aFlXXdCpZGo6G2RqFzRatWH7UYI5Krm3JU5FW1aC4NUq3bQaFUY66zMbTVfVVSVsUzD4zBycGaxcsPt3jVRyKB22cP4L7bhghqV0O83B3o3yu4UUhLQ8YOj2jVBHGpRMIbT0/mlY/WcOKM4bU1biT8vJ348ZOFfLpoW6PCgi0lOMCN156c2Or1O25WHrx9KDJzKX+uiDJ4xXfhrP48sLBu7NMxVLjPbdzwCMKCPfjku62XBuXGIzM3w9FB/xl+lUrN78sOsXTVUZ1RB7Y2Fjg52GDdRNK9UqWmtlZJeWWNziT7yySm5LN01REeWNCyMWR7eu501eAyBmdHG568bxSjh9yYjgy0szAzG3MZOfIyThdqFxwylO+PHeGvmDMUVFXhbWfHpgV3YCNreUhVc1QrlYz98w8+Hz+Bfr66E1uFOuZGIeZECiVFdfH7z78/R2vACVBcIGzoEVwJ8VKr1STGZRPWWf+qyN7+V1RA0pMLCO2knaCdm1VitI3XIjO1gA6R2rVH0pOuxGz7+De/EmJqjLnOxtBW91VpmRxfLyfunT+Yvj2C+Pb3PXoncHYM9eTxu0fSPdL0z/z08d2bdGZMXVtGFzbWFnzx1lyWrT3OP2uOUVzatqvF7QEHOyvefX4aR04l89u/h/Sa0b+Ml7sDt87oy7Rx3QyWXxVpOVKJhPtuG0L3SH9++/cgZ1tQTb5jqCeP3T2CHpH+jbYJSUiAG4s+WsC+qHj+XXe8RfZdRiqR0DHUkzFDOzN+ZITe4UoKpYo3Pl3HgaONV2BtbSy4ZWofxg7rjJ+3s94KitXVCuISc9lx4ALrtkVr1XX5b90Jbp89oEnHqCnay3P33QfzWbs1mk27zpKd23KF28u4u9oxYUQkC2b1M2kB5PZAu3JmPKztSSovJKlcmLCCo5kZfH7oIF9PnEwXDw8Kq+QmcWQALj9KMrOmb2KhjtGHJ16eYlT71qA+ZEsqwdlNO6ktM62QuBjhHNvLePk6Ex7hQ0JsFv/9tp9XPp2nd1tvPxc8fZzJzSpm18Zonc7MwasKUwrN/m1ndYoP7Np4us5Gfxc8fJxMaoM+GHOdG9JQBKG0qPlicm11X1U0CJno1tmXnz5ZwLn4bPZFJXD2QiYZ2cWUV9Sg0WiwtbXE39uZyI4+DB8YTlcjC2O2hIF9QvB0dyA3v3H9gQ4hnoQHt179oYZIJRLmz+jLnMm92H/0IqfPpXM+IYeCogoqKmtQKFXY2Vhib2eJna0V3h6OhAW7Ex7s0aIZ0EBfF/avfk5w+/28nUzSb/+ewfTvGUxiSj77j14k5kImaZnFlJRWUVurxMLCHEcHa3y9nIgI96Z/ryC6R/gbLat9vV2n9kTf7oH07R7I+Ys5HD+dSnRsBpk5JZRXVFNRVYOZVIqjgxV+3s506ejD4H5hROpQLewQ4in4tZJIYPjADgwf2IHs3FIOnUgiNi6LlIwi8grKqZTXoFKpsbKUYW0lw9HBGn8fFwJ8nekY6tWkUEBz/PzXAS1HxtfLia/euQUvHUUdm8PKSkb3SD+6R/oR0cFbK++uplbJiTOpTSrNNUdbPXeXcXa04a5bBnLXLQPJzi3l9Ll0Lqbmk51bSnZuKaXlcmpqlFTXKFEqVVhammNrY4mDnRWBfq6EBbvTrbMv3SL8kJpaY7+d0K6cGVvzutCYklphZuZO5+QQ5OzMlA51MnRBTqZLiLY2N2f/Pfe1yjH6MHm2ccoQrcFl1TGNWsOGZUeZseCKJv/pI4l8/c5akyQfAjzw/CReuu839m2Nwdxcyrz7hhN4SRmurKSKnIxiovZewMxMyoKHRjZqO2PhQH78ZBNrlh4iKMyDMVN7IpFKUCpUbFpxjJ0bok1i82UO7TrP3z/uZs5dQ7CwlKFRa9i29iTr/61L7J59x2CTnr8lGHOdL2NmJsU/2J305HyW/76f8AhfbOyuzDIpFap6mWpou/tKV+hEZAdvnQOVNqWJP33ymNZflbkamcyMUYM7MqodSocKiUajQdKCQUZokDuhYgL/dUXnMC86h3lxO4YL+ZgSb09HZk/qyWwTy3Xn5pexbN3xRtskEnjvxekGOTJXM3FkJH8ujyIju7jR9tiEbIOdmcu0h+fO29MRb4HFYIQkNauIi+kFZOWXUllVU+dgqYwrAfLcXaNb3KZdOTOXqVIKk7xcJK/CVtb2uQM3OjvXnyY+NpPKsmoqK6pJjq9LWrx4Pos3HluCrZ0VtnaW2NpbccdjY+oT9P2C3Bg1uTu7Nkbzw8cbWb3kEM6utuRmlVBcWEHn7gFMntuXX77YKrjNXXsH8eJHc/nijdXs2hjNro3RdWICEhrV4hk1WXsFZPptAzh9JJEje+P4/PVV/PDxJhycbSjMK0dRq+TJN6fzw8ebTJaEf/sjo/nzu5388/Ne3DwcKC+toqK8LoZ4yJhIJs/tp9Umas8FTh9JpLKihsqKajJS6vJFcrNKeP3RP+s+I3srbO2suOXeYdg1UIQz9PMF465zQ+Y/MIJPXl7O8YMJzBvxIW4eDigUSkqLq7jzsTHMuetKnklb3VcaEzneQnPoeJLWqoyFzJyxQ9ufXOeNgqJGydNj3sNcZsYz39/Lim82c/srM3E3onidLv7+eB1KpYo7Xp0paL8iIoayefc5rTCwAb1CBFXXi+zoreXMiOGqpkOhVPHvlpOs2HaKXB2lBYzlundmUivqwstszI1zQO5cvZJTOdlU1NYNJkO+/gKA6Z068+X4uiJ9KSXFfH0kiiMZGRTJq/C0tePWLl15uG/dQHBzQjzr4uOwlcnYcjGB5wYNoaK2lh+OH2VUcAjfTLxSrbznD99TVlONBvhl2gxGBYdo2STEMc3Z3Fbs3RrD0X3axbMqyuRa2xc8NKrRYPfZ92YT0TOQLSuPk5VeSGlxJd7+LsxYMJBZdwwmLSkfEN6ZARg2viuduwew9u8oThxKICejCJVKjaePM15+zvQb2oGh47Rnq6VSKW98tYANy46ybc0J0pMLKC2uJKJHALfeN4we/UPZsOwoF8+3PCZZH8ZO60mHSF9WLD5AQmwmSoWasM4+TJjVm0lz++pMtD+6P45Ny49pba+W13Jsf+Nkx8m39G3kzBjz+YLh17khoyZ3x9rGgtVLD3HxfBZ52SXY2FkS3MGzkST1ZdryvmrvrN5ySmvb0P5hBoWPiOjHmYMXGHnLADr3C+Pdhd8S0MlHcEcG4LYXpwne541MS1bHRAwjOlY7pLdX1wBBz2Fvq/3dJZe3fxGk6xGFUsUTH63g1HnhQ7WNQaIRcDoxfPl7gGFqZruyEnjw4DIAIpy8WDvW8FAruVKJRqPhy6hDRKWns2xuXay+uVSKxaVclPyqSn47eZJRwSF42NpyLCuTl3ds4+dpMxgRFMzmhHie3rqZD0aPJa+ykm+PRjGzU2dmdo5g3vJlrJ2/kAj3K4OoKoWCLt//r0lHRYhjmrNZ5MalrKSKW4Z9AMAv657CL6j5WjYipuFcfDYPvfiX1vaPX53JoD6hbWCR/mTllnLrwz9rqS199fYt9O4m7ABD5AqXX7Pi4LnteOG9VVrCF53DvfnpkwVtZNHNwW2P/kp6VuNVk7eenSKostZbn29g54ELjbZNHduNFx4ZJ9g5ROr4c91Rvl+236TniPrr2Ra3MWhlplJZy+7shCb3XyzLZ0O6fknQFYoazhZnsyL5Sp7BIM8gQ8yqx9q87s+SSaVIJBKdSf/uNra8OOSKdF+gkxN/nD7Juby8esfA0tycWZ0jyC4v55OD+5nftTsR7u5429uTUVbayJkx00NKz9hj9LFZ5MbneglnEml/LF9/QsuRCfJ3bdaRKSus4MvHfiPzYi45aQUoahSEdPHnneVP4+rtxP41xzmw9hi9Rkay9KO1lBVWMPuJCfXhTpOc7+X7g+8QFFEndLD9rwNs/HU3X+16vX7/8z/dz+9vrUBeUc3gab155NOFWFxSIyotKGfRC39xeu95zC3MGHvbEBa+PAMz8yurgFv/3Mfq77eRm1aIhZWMuU9NYs4TE5ptv+6nnaTHZ3N82xlsHG245cmJfPvsEroN7cTrSx/Ty75j286w5IM1ZCTkILM0p9+4bjz5zV2YX6oJNdXtfp7/8X5+f3slpYXldOwTwvM/3IfrpcK21VU1/PzqMqI2nUKt1jB8Vj/ufecWZJfEL5q7vvEnk/nswV/Izyhk5LyBPPHVnVqf31eP/87ZQ/EoapX4hnryzPf3EtLVX6+/X5/r397JztNWhXJqgbSwiGHUKrTzJ4SWHk5IztPa5u3RfvNMrme2HW7sNHYN92HysEjCA9xxdbLFykLWJt8LBjkzufJyno5a3eT+bZlxbMvUDkvRB2tzGQtDTZ+8XqVQ8MvJE+xMTiSzrAy1RkN5TQ0jG6yGOFnWLV1aXXKOXKzrvvgszMyoMTLByVQ2i4iIiOgiv7CcddvOaG2fPblXs23/fH8VTu4OvPnPE+RlFHJfr5d5beljuHo71R9zak8sngFu/HLiQ9RqDeUtKBSqVqnZv/oYPx59n1p5La/N+oIVX2+uD5v68J4f8O/gzZ9nP6WyvJr37/iOfz5dx8KXZwCw67/D/Pn+al5f+hgde4dQlFtKbYNaW821P7nrHIui3uX5CR+x499DLDn/OXdEPkd2Sj7eQe7N2ucd7MGjny8krHsQJXmlPD3mfXavOMLY2+rEONRqDet/2cVXu17D2s6K9xZ+x1+frKt3Oha98DdV5XJ+OfkRKoWSt279hn8+W98o9+Va17dDr2B+OvY+P7z4d6O/+zIr/7cFmZWMvxO+AuD80Yv4hF5Rrmvu72/u+rV3cvJKSUkv1Nru1+D+FTENzo42Wjl6mTklgvV/+lw6aToK63YO9xLsHCJXyMwtqf+5X9dAvn5xjmAqbsZgkPvkbGHNON9OOMiEjbG2MjPni/4z8bV1ErRfXTy7bQvr4y7w+rARHLjnfk4++Aid3BrH3l8dEqDPyoop0cdmfTgfk8E/v+3n1SeWct+cb5k37lOmDnqPW8d9xv1zv+PVJ5by96/7OHsqVVwFEBG5Qfjshx3UKhpXAPdws2fSqMhm2yaeSafrkDqFMQ8/Vzz8XclKzG10jFqp5q43ZmNpbYG1rSUeLax1NOPhsVjbWuLoZs+U+0dx4JICUl5GIaf3xHL3m7OxsLbA2cOB+c9PZeOvu+vbbv5jL7OfmEinvqFIpBJcvZ3wvpRgrE/7sB6BWNlYEhTpR9fBHbGyscTdz5WSBrP5TdkH4BfuRcfeIZiZS3H1cabb0E5kXzVbPPepSTi5O2BpbcHAKT1JvVTFW6lQsePvA9z+8gysbS2xc7Jl0t0j2L+6cY6bMdfXw9+VuGNJHN54CjSa+r9Rn79fn+vX3vn574M6t/fvJUY0mBofHUpcO/dfEERRsqKyhg//t0Vru4OdFd0jbuw6fW1Fw5zYob1C24UjAwauzDhb2vDdoDmoNBrOFmdxMDeZfTmJnChIB8DRwgpHC/2Wb2VSM1wtbent5setIb3wsWmdpcG9Kcm8OGQofXzqwh5qVSrSygwvTtQaGGvzvh3n+G/xQRKaSEyvLaqguKiCtOR8jh+6CEBAiDtzFg5i3JQerVbBXURERFh+/usAh44nam2/59ZBWMiafw34hnoSdzyZUbcMpDi3lMLsEvyumvl09XFGaqbf/NjV6kYAjm5Xipu6eDpSnFc3m1uQWYy1nRU2DQr0ufk4U5xXhrJWibmFOfnpRXgF6s4ja649UD+wl5pJsbK99LNEglp1xc6m7AM4F5XAss83UpBVhEQqJT+9kMn3NpYa92iQ8C+zMEd1KfymKLcElVLNEyPeaXS8tX3jycKWXN+rmXzvSOycbFn17Va+e3YJMx8dx9wnJ9b3d62/X5/r355ZsvII2/bGam13sLNqVKRSxDQM7hfGroONI3UupuTzx7LD3HPrIIP7TUot4PVP15Glo6jk9PHdkcnEgrGmoHeEP3uP140P81qw+m5qjPoWMpNI6O7iS3cXXx7sNIhuqz6mVq1iQWifFgsAtDb+jo7sT01lQlg4lbUKvjx80ChtbOWlGhNKtXatCaGOMdTmyopqvnpvPfsMKOaYlpTPF++sZfeWGF58dxbOrtpFCEVEAP45oR3CpA/ze3cT2BKRy2Rkl/DzX/u1BhMAXTr6MHGkfrVl7n5zNk+OfpdTu88hNZfy0Me34RmgvwiFucwMVYNVoaLsEq1jinJKCexcN1FTmF2Cy6UZXQ8/V+QV1VSWybG9lOOQn1mEs4dD/UDa1ceJPB1hRPq214em7KutVvDqjM954us7GTWvrqbR+3d+r9VeItXtiLh4OmFmLmXR4XfwNmHR0uGz+zF8dj+Sz6bzzm3/w9nDkXELhzTbzpDrp1SquHA6jdyMYhRXrQZeZoIOCflr8d0fewgJcCOigzd+3s5aqolXcy4+m8X/HdZK+r/MHXMHYNnOHbEbgaH9wnBysKGkrLFU8u/LDpGWWcQDC4fqXL3RhUKp4uyFLNZujWb3oTidkyIebvYsmNU+a/vcCDwwdzBRZ1KoqVWyfm8Ms8d2x8vV+HpBxiLYk2wmkRLm4E5sSY5QXZqUT8eO57VdOxj++6+42thwf68+eNi2fKD++eGD/HryBNXKui/shzasw1wqJdzFlY0Lbhf0GENsLi+T88x9v12SojWcU0eTeOz2n/j6j/tw82j7G/dmw8HJhi1n3mtrM67JWxt3triNjYVMdGaM5K6nF+PqbIuTgw2WFuZIpRLKK6pJSivQmScAYGUp45UnJuqdiJsQnYp3kAcfrnu+UYFSffHv6MPeVUcJ6RpAdko+2/46gONVEyNrFm2jY59gFDVK1v+yi8FTewPg5utM37Hd+P2t5Tzw/q1UVVTz72cbmHDn8Pq24xYMYelHa4kcGE5Y90DKiyspyCwmpKu/Xu31oSn7amsU1Mhr8QmtK9YadyKJU7vO4RemX8y+ucyMcQuH8tuby3ni67uwc7IhN62AkrwyOvUVRh3v9J5Y/Dt44+rjjLu/Kw6u9iibcDKupqXXLzOlgDcf+J3MS7WsmqKlzsy2vbEUldQNiM3NpHh7OuLmYoeLky2WluZYyMypVSgpKZUTl5hDYXFlk32FB3swy8TFIkXqsLaS8dT9o3jr8w1a+3YeuMCugxfoEOJJZAcf/HycsbO1xNLCHIVCRXWNgorKGrJyS8jILiE2IZvq6qYll22sLXjvxenY2oj1BU1FqJ8bX70wm5e/WUdJmZy7XlvK3dMHMKp/B9yd226yW9BpiU5OHu3KmXlh8FBeaKIYejdPL9bNX9hk24nhHZgY3gEAZ2trkp58pn7fjjvurv/52YGDeXbgtSuuC3VMczZfjaJWyZtP/6PlyMgszOnZL4TwTt74BbpiY2uJpZWM6moFVRXVpKcUkHA+m9PHklEqr6z8FOSV8doTf/Hlb/diLX5ZiFzFmgca35vlNTU8v3ozvf19mRDRAS8HOyQSCdml5Ww7n8CZrBz+uXteG1l745CWWURiiv6TFVKJhDeenoz/JSUtfZBIJMQeSWCO/6NoNBpsHKy59bkpTH9wjF7tH//yDr5+4g/W/bgT3zBP5j45kW1LG8t79h7TlSdHvktJfhmDp/VmzpMT6/e98MsDLHrhL26PfA6ZpTmjbhnIggY1VcbdPpRqeS2f3PcT+RlFWNtbcetzUwjp6q9Xe31oyj47RxvuffcW3r71a5BI6DIwnNlPTKD2GoOuq3n449tY8uFaHhv6FmWF5bh4O7PgxWl6OzPfPLmY6P0XKMouRq3WEL33PCHdAnh18SMAxB65yCcP/ExVmRxrO0sGT+/DuIVDm+n1Ci25fj9/tIGi/HIefGUqHbr5ITPB6odSpSY9q1hL8lcffL2c+OyNOcjMxTCk1mL0kE6kpBfyx3+HtfZpNBCXmEvcVTl4LcXd1Y73X5xOZz0nEUQMp2dnP/779B7+WHuEfzef4Mslu/lyyW5cHG3wdnfE2d4aSwvzugLZBvD2I5Na3EbQOjO/xx/hg+jtBtWZERGe/xYf4Nf/7aj/3cLCnHl3DWHG/AGNiiI2RUWZnFX/RLF88UFqa6/M4s2/Zxh3PTLKJDaL3Dg8s3ITSo2ab+ZM0bn/hTVbUKnVfD6r5V9cbUl7qzMz6pYvUeiQP9WFTGbGCw+PY8LI5pP+L5MUk86b877im91v4HwpHCTlXAaPDXuLtbk/CSLDOcHhbn458aFWHk57ob3b156Y1/8dpt8+iNse08/R1Zfpd39fvzJjKIP6hPLio+NwcbIVyCqRlrB2azSL/txLZVWtYH2amUmZNKoLD94+FEd7UWq7NVBrNKzaEc2yLSdJz2n5hEJztFqdmaYY4hXCnVX96Okqqki0NWWlVfzz25WZT1s7Kz74diGduuj/2dg5WHPHgyPpNzicVx5bSmVFNQCr/j7MjFv74+QivhBEmmbvxWReHtd0KE//IH8+2Lqn9Qy6yekc5sXTD45p8cxlcX4pZmZm9fkRylol0fvP4+bjImg9gfaunNje7Wsv1FYrcDOB5LG0iZwjfYjs4M3cqb0FLdQo0nKmj+/OsAHhLF4exY795yktkxvcl7enI2OGdGLauG54iTVlWg2FUsXzn68h6kxKW5vSCEGdmXAHd17rIVZcbQ8c3htHVWVN/e+PvjCxRY5MQzp18eOxFyfx8eurAKipVnBozwUmzeotiK0iNyYaDWSWlDW5P7OkTBB5zpudOZN7kZxWQEZ2CeWV1VTJ62Y9Heys8HC1p1uEH4P7htKzi2HKTb1GRjJ8dj8eHfwmCoUSqZmUDj2DePu/J4X8M0RuECL7BBEddZFxs4WtF/f3d/cScz6TuMRcUjIKyc4tpbi0kpIyObW1KpRKFRYW5tjZWuJgZ0VwgBsR4d706R5ISBNKdyKtj7OjDU/dN4rH7x7BiZg0zl7IIik1n9TMIioqa6iS11JdrUAilSAzN8PO1hJHB2s8XO3x93EmLNiDrp188PPWP0xWRDj+3nS8WUdG6KKo+iBomJlI++Gd55dxcPd5ALx9nfl9zRNadXNayt0zvyErva441aARnXjzs1uNtlPkxuWJ5RvYk5DMm5NGMblLx/ris7UqFRvOXuDtjbsYFh7E/+ZObWNLRUREhCI9KZ+X7/yZoRO6MnFePzx9XbC0lrW1WSIiIgIw77nfSc2+UqTUx92R2WN70KuzP74ejtjZWiJtg+Izoi7hDUpqg6T/PoPCjHZkAPoOCmftsiMARqujidz4vDphBHF5Bbyybhuvrd+Oi401SCQUV1ah0mgIdHHilfEj2tpMERERAfnipf+oKpezZvEB1iw+0ORxm+M/bkWrREREhCCr4Epdn7AAd35+cz7WVm0/WSE6MzcoxYVXihl5ChS/7Ol9JS615BqylyIiAJ72dqx7cCFrz5zncHI62WXlAPQN8GVAsD8zukfUr9Zc75SWVJGVUUR2RjGZ6UVkZxaTl1OKvKoWubyWarmC6kvhE2g0WFrJsLK2qPvfSoatnRVe3o54+Trj5euMt48TPv4uuIh1ndodxUWVJCfkkpleRGF+OYUF5RTml1NUUIFcXkttrZKaagWKWiW1ChVmZlIsLMyRWZhhYWGOvb01zq52uLja4uxqh4+/C0Eh7gQEu+slzNLeCenkTUgn77Y2w6RUVtSQnVlMdkYR2VklZGcWk5NZQkVFdd1zLldQXV33v6JWiaWVDGtrC6ys6557axsLXNzs8fV3wdfPBd8AF3z8XHBxE5/39o5GA4X5ZWSmF5GVUUxuVgklJZWUFldRWlL3T15Vi0KhRKlQoahVoVCqkEokmMvMkMnMMDc3w1xmhq2tJfaO1tg7WONw6X83d3s8vB3x9HbC09sJB8f2JWrg5mRLdn5d+PjkYZHtwpGBVnJmKhQ1ZFaVUlorR6lW42ZlRwdH99Y49U2LooH6mKVAN1tDic1rab2LiFzG0tycW3p15ZZeXdvaFMHQaCAtJZ+YU2mcOZnCmZOpFBW0rBKysqKGyoqaRttiTmkf5+ntRGQ3PyK6+RPRzZ+QcM82iUe+WVHUqoiNSefEkSTiz2eRnJBLcVHLJnKUahVKhQouNcvPLYOLumVo3Twc6NozgO69g+jROwgffxdj/4RW5/F3ZrW1CYKTlV5EzOk0zkancfZUGpnpRc03aoC8qha5Hgpejs42dOsZSLdeQXTvHUhgiAdtELEjcgmNWkNaagEXzmYSdy6TC7FZpCfnU1OjX42mhqjQoFKpqWkwdrp2JaY6rG0s8A90IzjMg6BQD4JC3QkO82yzia4RfcL5Z/MJACqrapo5uvUwWc5MjUrJqpRo/ks+TWxJTqNE38n+EXw14MoXnlKt5mxxNgAOFlaE2LsKYkNtrZIpQz4QpK/rCalUgpurHfm5dcuBC+4fzh0PjjS63yU/7WHpT3uAupfuX5ueuXYDE/HHot38/fv+5g/Ugy9+uosuPQIE6as98sV769myTsco2QD+WPnYdTm4EgK1WsPJo0ns3HyG41GJlBYbJxFrKE7OtgwZ2YnhYyPp1jMQiejYCE5ZqZw9285y5EACZ06lNhp8iFxh8+HXMDMTTs2uPaFRazhzKpVdW2I4ciCBosKWTVYIhaOzDf0GhjFmcnd69A4Sn/dWoLxMzvHDiRw5mMDxwxcpKzVccc2UNJzoiuzuT3BY60x0VVTV8Mh7/xGfmoeXqwN/vL8Qp3YgiW2SlZmEsnweO7SCpHLd1aevxkwq5Zkja0ivLMbJwpqDU5/CQioWtDIGV3f7emfmQkyGIH3GRqc36l9E5FosP3VWr+Pm9uxiYksMJzE+hx2bzrB769k2G9A0pKS4kg2rTrBh1QlcXO0YNjqC6fP64XuTOplCoVZrOHYoga3ro4k6EF+3kiJiFCcPxLN/cwzZ6XXjAG9/VwaP70KfYR3b2LKmuXghm51bYtiz/RyF+eVtbQ6lxVVs33SG7ZvO4O7pwOiJ3Rg7qRv+QaI6m5AoalUc3HOBLetPcfpYMmp1+9fFys0uITe7hF1b696zdvZW9OoXQt9BYfQdGGaykEU7G0t+eGMeXy/dy4Z9Z7nr1aXcPrUvA3sE4+3m2GYriYI7M8nlRczf/Seltfp7sxJgakAk358/QEmtnP05iYz26SC0aTcV3XoHceFsnRMTfSKFvOwSPIzIncnOLObMiZT633v2CzHSQpEbndfWb2/2GAszs3bpzJw8msTSX/Zx9nRaW5vSJEWFFaz57yhrVxxjyMjOzLtjEB06+7S1WdcVKpWaHZvO8M/v+8nKEL74282IWqXm85f+Y9fauhVhe0cbNGiIjkpky/KjDJ3YjRe/mN+uVnVOHEnk798OEHMqta1NaZL83DL+/eMA//5xgP6Dw7n9geHi824kudmlrPz7MDs3x1BuRM2b9kBFeTX7dsayb2csACHhngwZ2ZkRYyPxCxQm2glAqVKTW1jOgG5BVMhr2BkVx6d/7ATA2lKGm7MdjnZWWFnKMDeXYmZAfajPn5vZ4jaCOjNqjYbHD6+od2RszS2YEdiNfu4BeFjbM3/34ibbDvYM5vvzdconB3OTRWfGSPoNDue/S0oySoWKrz/cwDtf3mbQC0SpUPH1++tRKq/MVg4eKRYfE7k2K++7TWubUq0mp6ycDWfjSMgv5O+7bmkDy5rm5JEklvyyl3MNViHbOxq1hv07Y9m/M5YefYK5/4kxhN/gCdjGotHAjk3RLP1lH9mZohMjJCt/28/udae5+9mJTL5tALaXRA0qy+Rs+CeKxV9sJaSzN7c+NKpN7dRo4PC+OP75fT9xsVltaktLOXIwgSMHE+g/pAN3PDBcfN5bSE5WCf/8vp/tG6NRKtVtbY5JSErIJSkhlz9/2kNoBy+Gj41k5LgujYScDGHE3V+jVOm+ZvIaBek5xbTF21NQZ2ZTeixxpXkAhNi7snj4ArysHfRqG+l85WE8dyl/RsRwuvYKpHNXP85fCjE7fugibz37L8+8Pg3nFiSO5eeW8sU76zh1NKl+W59BYXSI8BXcZpEbiy4+nk3s8WZCxP/ZO+vwJs8ujN9JI00qqbu700KhSHF3HT4YY2xsA8YYYy7ffGMbMAMmDBnu7l6cKlB3d00bT74/CqWFSto8kbbv77q4aJo35z1J3yTPec459/HCa7uPYO2F6/hu8miN+tUc2ZmlWP/NCZ3OxChDzP0MLHvpb0yY2guL3hjWJdSxSJOfU45135xAbKNMMwU5zu6/izEz+2Dma0Oa/N7AmINZrw1FcV4Fzh+8r9VgJjWpEOu/OYHkhM4VxDzLnYhk3IlIxqDhfnhj9RhK/bANhAIJtv95BYf33IGshQV5VyQtuRBpyYX494+L6BXmjvHTeqHvQK+ObW7r6OtGNJg5m5fY8PPPYVOVDmSA+iyOpb4hSoR8ZNdSO2UkWLJyFN5Z8i8Uj+s/70YkY9HUXzF8XBDCh/nC08cWhsbPN25VV9UhJaEA1y/G4/KZBxAKnqqwsFgMvLZS+4tPis7PMG93/Hih5TkUmkAmk2Pv9hvY+c81SMRdo09CIVfg+MH7uHYpHkuWj8SoCT207ZJOoFAAB/67ie1/XumQGhGFchTlVcCnFVEVn2AnnDtwX4MePUUkrF/MHtx1u1P0RSjLtYvxiLqbjqVvj6be7y1w82oSfv/xdL2aYDdFoQDu307D/dtpMLMwxMz5/TFtbt922TDkstXknWoQDWYelNfvcrgZmcPf1Kbdj+ex9FEi5KNaLCTpVrfFv4cTXn9nDP5Ye7rhd4I6EU4cuIcTB+4BAHimBjAwZIPNZkIolKCOL0RVZfNKTTQ6De9/PR1ObpSsNoXqiKUyyOTa2+VJSSzAT18eQ3pK8zK5nZ2qijr8+MVR3LuZglUfTwKHy9K2S1pDUCfG958dxs2rSdp2pcvDMzVAUW7L0sWFOeUwNuVq0KN6Iu+kYf03J1FUUKnxc2sCfo0QP35xFJfPPsTKDyeoXE7UVZCIZfht7SmcPkpG1bOrUF7KB5/f/rX2hb+WqcEb1SHagVcmqhfSd+2gtDLjsYJZ19kv0T6TZ4Vh8fIRoLfQhFVVUYv8nHJkpBahILe8xUBGn8PC+19Nx4Chvup0l6IbIJHJEJ2Tjy23IuFlRa4xsT2cOBSJFYv+6bKBTGOuXojHspf+RlZ6ibZd0Qr5uRVY8fI/VCCjIfqN9MfhrRF4eC/jufvi7qTj8NYIDBwbpDF/FApgx19X8eGKnV02kGlM5J00vD5/M+7dStW2K1qnqKASK1/ZQgUyzUCj0zB2ck9tu0EMopkZPVr9glnRwXCk5nFGxoSlfc3qrsTMheHw6+GEdV8cRW62cnLZjfHv4YRVn06CgzMlB0mhPN5frGv1fn0GA99P0WzJokwmx8afz+LY/nsaPa+2ycksxfJFf+Odjydh8Eh/bbujMbIySrB66TatzQXqjrz41ijE3k7Du/M2wdHdCraOZlAogMKcMuSkl8Ddzw4vvjVKI75014wcv0aIT97ejVeWj8CMef207Y5WSE8pwnvLdlDv/Rbo098TltbKt4LoOkSDGQt9Q9Tyy5HFb3/PS7VEiPy6+rkoDgYmJN2iABAQ7IS/DyzD7etJOHU4Co9islHbSorR1NwQwb1dMfGF3vDv0XWHSlKoj9m9mt99ZerRYW9ijNG+XrDjaW5eUU21AF++fwAx95/fMe4OCAUSfPPJIdTyRRg3tevsyLVEbnYZ3nuDWsxoGmMTLjYcXI6D/1zFzXOP8OCxeIytswVeemcMpi4MB0ufqXY/8nLK8fnqvcjK6J4ZSblcgT83nEd6ShFWfjgBLJZaxgrqJKmJBXhv2X+dXm5ZnUyY3kvbLhCF6NUdYm6PLH450qpLkVRVDG+eldKPPZ2T0JDPCbN0JukWxWNodBr6DfZBv8E+UMgVyEwvRklRNWqqBBAKxeAasGFkzIGtvSnsnbRT/kPRdfjf+OHadqGBspIarF66DXk5LdfydwcUcgXWf3sCQqEE0+aEadsdtVFUUIk1r2/XiUGn3REOl4X5y0di/vKRWjl/Rmox1ryxvcWy6e7EhVNxKMirwDcb5nWLvrmsjBKseXMH+DVU73VLWFobo08/D227QRSiwcwoex8cyXoAAPjw/gnsGDwfXEbbb54SIR/rH10B8GSApu4N0etq0Og0uHpYw9WjJflcCoquQWVFLda8uaPbBzKN2bTuLIRCMeYuGqhtV4gjEcvwv/f2o1SDE9xNzQxgZWsCSytjmJoZgMVmgMVmgAYaRCIJxCIpKsprUVJcjZLCqk4bZDEYdFjbmsDO0Qx0bY36boPMtGKseZMKZBrzKDYHH63cha/Xz+3SAQ2/RojPV++lApk2GDelJ2h03Xz/dhSiwcwIe28EmNriYUUB4srzMfXCP1gVMBRD7TzBetzc3xgFgKsFqfg8+gxKhfXiAaMcfODFI6OWpadHx9jJIairE0NYJ0ZdnRiCOlGj2yKIhBIoKMUBCgriyORy0Ol0aPMjs7pKgDVv7EBOZqkWvdBNtm68DB6Pi/HTula5we8/nkZqonpnlTk4mSMs3BPBvV3h6WPb7vkeFeW1SE0qQMz9TNyNSNGpUigOlwVbe1PYOZjB1sEUdvamsHM0g52DKSyteaArsQiSSmVIjMlGUW4FJJLmZbDHvNCHtOvISi/Bu29sp0oLm+FhTDY+WrkL32yYB32O+sv8NI1CAXz36WFq06oN6HQaxkwKUYtthQIQiiUqq3hxOlCGSjSYoQH4KWwKZl76F1ViIdJryrDs1gHo6zHgZvS0eTyyNBcLr+5EQlURKkRPP3Rsucb4suc4Yv7o6dHx9kcTWz1GIVdAIBBDUFf/r65OVP9/rQgCgQSCWlFDENTkmFoxBILHAVLt4/sEYggFYio4oqAA4PfVBuxY8AL6uDg0e/9/92JwNC4B+xfPUcv5+TVCvL9sBzLTitVivzUYDDrMLY1gac2DiWn9Tr2+PhMsFgNiiRRikRQioQTVVQIUF1ahpLgaUonm59z8tvY07BzNENLbVePnVgeXzj7EqSNRarHN1mdi+JhATJwRCnev9o8eaIypmQF69/NA734eWLJ8BLLSS3D84H2cPxkLQZ24bQMqwjPlws6+PlixdzR7HLyYwtbBDKZmBirZzsssxWev/ou8NjYQSAczuVllePd17QUybDYDNvamsLQyhj6HBQ6HCX0OC6DV96sJhRIIBWJUlPGRn1uBulqRxn18EtB8vX5ulwtozh6Pxt0bKVo5N4fLgoWVMUwej7owMGSDxWKAwdCDHoMOmVRen6EVSyESSlFexkdlOR8VZbUQizU786rvQG+YW5LpVa0TinHkUhxuxWYiJasY1Xwh5AQWwLd3vtPuxxDvCHMzMseWgXOx/NbBhoZ+oUyK+MrChmMKBdUoFDQdXORiaIY/w2fBlK1Z/XkanQauARtcAzKDgBQKQCh4EgyJnwZGdc8HTE2DJzEexWZT6VGKbgOPo4/Ukvar6ymDXK7Al+/vR2pSYdsHqwiNBnj52SMoxAmePnbw8rWFrb1pu9L4CgVQXFiFpPg8JMXnIy4qC8nxeWrfGJHJ5Pjy/f3Y8M/LcHTp3GqF/BohNv58hrhdGp2G0ROC8dLSoTCzUM+EdWc3Syx7dyxefGUw/vvnKk4cjCQ6oZzJ0sPbH06Ei7sV7B3N1Fpq9Nd3J1BeUoPXPpwIryAHMDXQeF5XK8Knq/egsqJW7ecC6l9PH38H9OjljMAQZzi6WMDcwgjtqbyrqqhDXk4ZHsXlIi4qS2Pf/w+is/D9Z4fx6fcz2+WvLlNTLcA/v11U+3kYDDrcvW3hG2APL187OLpYwMnFQqX3U1VlHXKzypCbXYbcrDJkphUjJbFAbaWo46eREX+5+yALn/x2ElV83RBZUMunTJCZHY6NXIJNiRHYmx6NGknLOxAcBhPz3UOx1HcAjJn66nBHo9Bo9VF6Ry7ut5f8i0exOWrwioJC9xBLZVCoabX+7x+XEN3MnAuSBIY4Y+T4IISFe6m8m02jAda2PFjb8jBouB+AetGCm1eTcPpolFqDMn6NEJ+s2o0/drxKbFNHG2zbfJn4rryltTE++HIaAlqZaE8SnikXb64eixHjeuDbTw4hn1DJjEQsQ3J8PkaMU/98l4TobMxYPAhTXgpX+7mAp+VFuVnq2Rh5Ao1OQ8/ebhg9MRj9BnuDzVZt+cQz5YJnyoVfkCNemN8PCrkCsVGZOHciFhGXEyAUSAh5/jw3riTiv7+v4sUlg9V2Dk2y/c8rauuRYjD10G+QNwaP8EOvMHcYGJL9jOSZcMEz4cK/h2OT35eV1CAlsQDxD3IRez8TyQn5Km9wWNuaIDTMXSUbAPAgJR+r1h6ClOCGyxMYeh0bf6m2LRMeSx/vBY3ACv/BiC7NRUx5HkqEfNRIROAyWDBnc9HDzB5hls7gMLpWupOCortSyq9FRd3T3cWcyiqYFj8/N6qYz8eWW5FwszAj7kPE5QTs3X6DuF2gvnR19MRgTJnVBy7uyqs1dgRzSyNMnBGKiTNCEReVhb3bb+DeTfUMwsvPrcDGdWfxzseT1GJf3WSkFuP4gftEbfoFOeKrdXNgaKT5TTZvPzts3PEq/rdmH6IeSxurytH9d9F3oBd6hrkRsdcSYqEEFrYmaj1HY7b/eQW3ryerzT6TpYfxU3th5oIBsCBUntMcNDoNwaGuCA51xfI143DmWDT2bI1ARbl6sk3//X0V7l426D/YWy32NUV1lQBn1DAU08CQjckz+2Dq7DDwTDRbMQTUf/6bWxqh70AvAPWlig9jsxFzLwN3OthnR6LxX6EAvv37XIuBDJvFAJ1Gg0CkfDDeO8AZYYHOCPC0ha9rx0p41Z7/5egx0d/aFf2tu0ZNdmfi9x9OwdvfHgNH+IHNVi1gvHgqtmGnyMqWh979PUm4SNHFOBwbj3WXb0Imr/+g+/DYuRaP1Wcw8OvM1nva2ktuVhnW/u8oUZtP6D/YG68sHwEHLciWB/V0RlBPZ9y9kYKNP59VS5Pr2WMxCB/qi7ABne+9vevf65DLyWX5Qnq74oufZoOtgXkoLcHhsvDVujn46sMDRIY+KhT1PVJ/7nkdDEbHdj+VwT/UBbG3UzFqeqjazvGEW9eSsGvLNbXZHzWhBxa8OgRWNjy1naM5OFwWps4Ow9jJPXFk7x3s3hpBvJdKoQC+/+wwfvl3MZxdyYguaYMTh+5DJCLbdzJ0dADeWDUGPFPNBzEtoc9hIrSvO0L7uuOV5SNQVFCJOxEpuBORguh76ZBKW8+SMBh0jJ4UrLIfMYm5SM9tmgUN7+mOeeNC4e9hAxazPqwIX7AOUpkcLvZm2PPDIgCAQCRBaQUfkfE52H82Gmm59X11NbVCTBgUABPj5zc+laX7TFHqZpSV1OD4/ns4tu8u/lh7GtPm9sX8V4d02N7ta8m4duERAMDQSB+7z67uVkO4KJRjyYDemBPaAzfTs/HWgROYExoEZzOTJsfQQIMpl4NeTvZEh2bKZHJ8/dFB4l/6xjwOVn08Ef0H+xC12xH6DPBEj1BX/PbDKZw9HkPc/rqvj+OvPa/DSIUvFU1TXFiFiEsJxOw5uVjg0+9najWQeQKDqYcPvpyGVa9uRQoBhbbc7DIc23cX0+b2JeBd87z24UR8sPAvbP76OMbO6gNrezOw1dBszq8RYv03J9TSV2Zmboh3Pp2E3lqexaHPYWL2S+EYMioA3392mHgZuqBOjK8+OICNO14Fg/m84mxn4NRhcoIfenp0LHt3bKdQeLS2NcGkF3pj0gu9wa8RIuJyAq6ej0fM/Yxmy9H6DfZpt+pic1yLbFodMHN0T6xaMPS541hMBqQyMYSNAk0OmwlHG1M42phi0tBAbNoXge3H7iIxowgrvjuAzZ/O7pCSGUAFM12W6LvpDf0ItXwhavmqKaf0H+rTEMzwa4SIup2GvoM6d3qaQj0YslkY5esBJzMTjPH1alHNjDSHdt1GWjLZ3pLAEGd8+NU0YuovJGCzGXjnk0nwC3LEL9+dJNooXl7Kx6Z15/DuZ5OJ2VQ3h/fcIfYasNkMfP7jLOJ18arA1mfi87WzsGT2RiIKWLv+vY7x03oRC9bGer3X5DZdjw46nYYj2yJwZFtEi487nfy9SufdvP6cWkqwevf3wJrPp2iltKglbOxM8NPml7D73+vY/ucVogFcVnoJdm65joWvDSFnVEOkJReiuLCKiC0anYb3/jcVQ0b5E7GnSQyN9DFmUgjGTApBdZUAV88/wtnjMUhOyG84ZvxUMo3/KdlPy9tMjblYPmdQs8exWQzUCcUQtlBuRqfR8MasgaisEeDY5QdIzirGz9sv4aNXR3fILyqY6aLExzXdwQkf7quSvaCeLk1ux0VlUcEMRauM9PGAAVszA9qKCqqw/a+rRG0OHOaL97+YBiZLN3csx04OgYEhG99+fIhoQHPhdBymz+sLt04wUFcqkeHMMXL18gteHaKVMsK2sLQ2xpLlI7Dhu5Mq26quEuDMsRhMntmbgGfAuNlhROy0h5j7GWrJTI4cF4RVn0yCXgebkNUJnU7DvMWDYGNnip++PNpmWVF72LstAoOG+8HVQ719gKS5E0FOinnOwvBOGcg8izGP09BrmZVegnMnYhD/IBchvcn0yuUUVjT8HB7iBmYLGT3248qdOmHrvTMr5g7GhVtJqBOKceLaQ8wZFwo3h/Z/BlPBTBclJ+Opxj+Hy4JPgGq74+aWRrCwMkZpcb2kdjrhHXCKrsfq4ZpRMwKA3344BVEbH5rtYdSEHnjn40k6PyV50HA/KOQKfP3RQWI2FXIFtvx+CV+tU8/8H5JE3U1XOev8BDtHM0yf14+ILXUwbmovHN1/j8jcpEO7b2PSC72JSPMu/2Ka6kbagUgkxfpvVQ/qnmXanDC8tnK0zssVDx8bCGMTDr5Ys49Yr4hUKsdPXx7DL/8uVmooqq5ASrHSztEM87uIsltjnN0ssWTFSKI2awVPy7hd7FsOOvQfq/2JJVKIJdKGXppnMeSyMaKvN45deQCFAjh9/RHebCHb0xpEtx9SqkuwJz3quRkyFJqnsKCy4WdnNysiO00Ozk8v3ML8ypYPpKDQINcvJeAOwWFpvft54O2PJup8IPOEwSP9MWvBAKI2795IwcOYbKI21cH1y+R6ZeYuGqjTCzkaDXjxlfZ/yTdHQV4FHsZkEbGlaQ7uukVMsvoJQ0cHYOnbuh/IPKF3v/pSOJL+Jifk4/CeO+QMaoCM1CIiduYsDFerKEZXorFKWWv9LUYGT1UgK2tan0XTw9u+4eeY5LwO+UX0r3ci+xE+iTyFgSd+wc8PL5M0TdFO+NVPLx5bB1MiNhv3DVRpaDgZRddFIJHin1uRKtlQyBXYtoncZ42LuxU+/naGTpaZtMaiN4YhMMSZqM1/flf/EDpVkMsVuEVA5QsATEwNMHxsIBFb6iR8qC8srIyJ2Lp4+gERO88ik8nVNj9KUCfGwZ23idr0DXDAO590PknygcP9sOiN4URt7v73OnEBFXVRUV6L6irVBzYyWXoYqGIZfndCv5HwU21dy1lxnuFTEZncospWbVqaPhUmyC1s/diWIPqNfbs4s+HnYDPNNP1SNE/jkhsul0wzqz7naf8DyZIeiu5JWW0tfjivmqzqtYvxyM4sbftAJWCy6pWj1DkdXV3Q6TSs/GA80d3FR7E5SCWgoKUuUpMKiCxmgPqd+c4QwNLoNGKDL29cSVSLEtgE3w/w4G7L5T/H/ruJlTN+65Dtw3vuoKaa3MRxYx4Hn62d2WmVOWcvHICBj4fskqC6SoCDu8gGi+oiN4vM576nj12nHhasaYwNn2ZcispqWjzOqlGAkprd+kwcdqP3X02tsJUjW4bop3deXb2qhB6NhnAb9Q7momidxko1da1Ez+1B3Kg+tzN88VPoNnyRajuACgWwc8t1Qt4AL78xvNM1wDbG0cUCMwj3fBw/SHYQJUkSH3asHKE5OlPj75CRZHytqqwjrv6nDEY8LrI7UB4kqBMTX2i/sXosEblabbJizTiiymsHd90Cv6ZjC0pNQiqodXHvvDN2tIGz3dNB10lZLffvuTtaNPx8Oy6zVZvlVXUq+0V0RVouqnfIimMEFl03FYC6C8a8px9ulYTkKxuXlhnrkGwlhW5wOTkdFxLTGm4fe5DQ6r9zCapNs79xJYFIMzRQX142VQuqTKSZuWAA0czSpbMPiTXYkybxEZlgxtBIH95+9m0fqCO4eljDxNSAiC1SDdTtQSKSQN6BlNDhvWSzMn0HemHY6ABi9rQFz5SLZe+OJWavli/Cgf9uEbOnLupqyZTD6ZIEd2fA2/mpymViehHqhM3/Hbxcnm4M3o7LbKKC9iz345/2ZzbO/LQHorlVExYHJUI+jJhUyk7bmFoYojC//uJJfJgHuVwOOl212LWxZjn1AUDxLB8fPw8AGOHjDgB49/AZtZ5v978tz7BoL0tWjNDp5m9lMTTSx4RpvbCf0GJEJJTg/KlYTJnZh4g9kpDKzAT1dO5Uf3saDejRyxlXL8SrbCvxYS4Bj4CKkpomm12FueUwbmZ6enlJDQ5uuQ5Ht/ZlQOVyBY7tv6eyn09gMPXw5uoxxOxpm8Ej/XHqSBSx4PTw3juYuaC/TpdfkertYTCojff2EBrghG3H6oUiJFIZbsVkYHjf58d0+HvYwtSYi4rqOsjlCnz2+yls+GAGjJ5pe0jOLMbxKw8bbru2opDWGkSDGTsuDyVCPsqEqqeMKFTDL8gRCY9nzQjqRIi6nY7Q/h2fZpz4MLdJhsfLz05lHym6Fn/Onfrc7z4bNwweFs1/OKWUlOGL05c6dK7UxAIiE9EBoEcvF61P+ibJ1Dl9cWDXbSjkZBoiLp6K07lgRiqVIy+XjKKVp48tETuaxN3Lhkgwk55CRg3qwuFIbFt3tmHe0boP9rd4LEufiU9+e7Fd9u/dTEF5KV8lHxszZmIwrG1NiNnTBRYuHUosmBHUiXHp7ENMmNaLiD11QEpkgsQg2u5ETx8HGBnoN/S2nLj2qNlghk6jYURfb+w/Vz8HLD69EHPXbMWUYUFwd7KAXK7Ag5R8HLkYB7HkaQtDn8COCdkQDWbGOPggtjwPZaJaZPLL4WJo1vaDKNRCUE9nHPzvZsPt//66gl593TssN7vzmYGEgc8M0aSg8Ld9fre1n6sTXM2bV9Mz4XYsnQwA507EdvixzzJjvu7OFukIFpZG6NHTBTH3ySxskhPyUV7G16negpKiKmLBWmfsk3L1JDPQND+vAiKhpEmPZUd44dUhGD+3L6JvpuLrFf9hwpy+sHO2aHoQDeCZGsA/1BVWdibtsn/2OLn3O5Olh7kvDyRmT1fwC3RA7/4euHdTtfLdJ5w6EqXTwYyq1+wT8nNbLn+ieB49PTpG9ffBwfMxAIC7D7NQWSOAiRHnuWNfnNgbRy8/aAhWSir4+OvgzeeOe4I+i4nJQzomcEK0Z2aaSw8YM+sXKNtS7pI0TdFOevZ1h2mjxUfCg1xsXne2Q7b2bo3A3UZzPDhcFsLCPVX2kaJrMyMkAFZGLdf2G7I7VsIglcpx+dzDtg9UAgcnc/Tp3/Wu5aEEewEUCjR5/+sCxYVVxGw5Prvo7gTYO5LZKFTIFSgi9FpyDfUxYFQA7JzMET4mCFNeCm/6b2E4hk4KaXcgU1VZh9vXyUhwA8DIcT2IyVvrGvMIBmmpiQVITdLd4dhcQr2BSfF5alH168rMHBUCNouBKcOCsOeHl5oNZADAyswIK+YpP4x01YKhMDFu3lZbEA1mzNhcrO0zGXo0GnalReJ0LrmBZhTtg8ViYNozykaHd9/G5+/sQWmxckNNa6oFWPflMWz57UKT34+fHgrDDl5wFN2HryeOhAGr5S8cKyMD/Dt/ervt3r6ehKpKMqWs46f16jSD8trDgCE+RJ/X7eu6FcwUFZALZhrPz+osmFuQ87mspGV51Y7Qf1QAuIbkei0unn4AqVROzN7YKT2J2dI1/IIc4exGTp3r9JEoYrZIY2nNI2KnvJSP5HhyyojdAWc7M5z8fSneXzwSjjatzzGcMTIYb8wa2KoCLpOhh3cWDsOkoR2f9UVcXH2YnSc2DZiFd+4cwVu3DiLCNQTzPHrBh2cNeldcNegwk2f2waXTcchoVBd962oi7kYkI2ygF4J7u8Ld2xY8Ey44XBZEQglqqgXISCnCg+gsRFxMgEjUdJ6MpTUPs14K1/RToeiCMOh09Hdzavfjzp+MI3J+Gg0YPILcjAZdwpjHgau7NdIJTciOupsGiVgGJks3mmUrysn0T7D1mTrd5NwSHC4L+hwmhALV532VEg5mXl5NTlkLAK6ef0TMlquHFby7eL/nuCk9sfHnjlVhPMulsw/w+qrRYDB1433fGOt2Zvha4+j+e1jj33kUDXUBw3bML1wwqQ8GhLjh0MVYRMXnoLSCDz0GHdZmxugd4ITpI4Jha6latpRoMHOtMA1FghoUCWoQZGaHiKJ07MuIxr6MaHAYTJizDcBUUrL53JjXSbrWLWHrM/HZ2llYtuAv8BtJWspkcty8koibVxLbZY/FYuDTtbOayD5TUGgSsViKqDtpbR+oBL6Bjl223ASo75sjFcwIBRKkJhfAN0A3hiGTWMQDgFEnzjBzuWwir0Mtn+xMEYVCARqhjUt+jRBJBHfNx07uulmZJ4wYF4S/f7sAiVimsq1avghx0Vno2Uf35gaamhnAxNQAlRWqj564dOYBps/tC3cvGwKeUTSHu6MF3n1puNrsEy0zW3x9Nz68fwIbHl1FRFF6k/sEUglyayuRUVOm1D8KMtg6mGH9lsVwdFGtLtzc0gg/bFpIqZhRKI1MLgfpUuSH0dkQNRreqgrhQ32I2NFV/IPbn/VqjZQEMupxJBCLyAQzLB3JNHUEJqGp9WJC76cnvDziB+z6/SJKCipVthV1Nx1yQkIPQH35ZVfHyJiDoBAXYvZICQqoA1JZNrlcgR8+PwKRkMznCoXmoca4dwMcXSzw6/YlmLkwvN0lFUwWA2On9sLvO1+Db5Cjmjyk6Ir4fbUB9zJbnmPx370YvPDP7nbZjCSUlQGA4F4uxGzpIi4Ea+eBpnOmtI2Q0KKDVECgDdhs3QxmTC2MsGPDOSwc+h0+evkfXDsVC4m4Y+e4f4vc+93NwxqW1l03E9uYsIHkRE3u6nAwE9izYzK+zZGRWoxvPj5EtD+LQnMQ/ST/sc9kkuYoCMLhsrF4+QjMXhSOq+ceIS4qE49ic1BaVA25/Ombl0ajgWfKhW+gI4J6OWPIqACYEWw2paB4Ao+jj9SS9mVhI2+nt32QEhga6Xf5kgJ7J3Po6dEbZn+oSrIuZWY6uDh+FlLlUNqA1N+VND/vfQOFOeW4dDQKl45F49uVu2DI42DohGCMmtEbHu3oTSC5edGnGylwhg3wxB8/khlanJNZiqKCSp2cy9N3oBf+/vVC2wcqya1rSfjsnT348OvpMCAoYkGhfogGM5OdO65EQKEZDAz1MW5aL4x7rB+vUChQyxehji8EW58JIx4HdDqVsKNQP2KprF2DzyrKa5GRRqYHJCDYqcMzlzoLDAYdtg6myM0iU7abnVFCZCYJCfQIfUaRCoq0AalyS30O+b+njaMZ5i4bgbnLRiApLgeXj0Xj2uk4HN95C24+thg1ozeGTgqBsUnL/Ze5WWUoKVJOeVMZ+qgwNLqzYWtvCgdnc2Lv/bs3UjFxRigRWyRxcrGAk4sFsjNLidm8dysVby74E6s/nYwAwqW6FOqDWrV2c2g0GgyN9GFlawKeqQEVyFCoRCm/FinFZUgprv8Szamsarjd+N+N9CxsuRUJNwvl52XE3s8kNg/Aw7trZ2WeYKGiQkxj5HIFCvJ0Y8AcS0dLrDQJqb4hfQ6ZeR0t4R3kiKUfT8KOax9i8ZpxKC2qxqavjmHegK+w7sMDKG7hmkqKJ1fWqKdHh6dv9+r39AskJ9bxMDabmC3SjFOD1HZ+bgXeeW0rfvrqGMpLySgnUqiXzlswTEFBoXMcjo3Huss3IXtcuvjhsXMtHqvPYODXmROVtp2aRK7MydWDzAR1XcfMvOWhpR2hpKgaLu5WRG12BG47ZEFbo5rQvCJNI5PJUVNDRoVMX82ZtsLccpw7cB8Xj0SiOL8Stk7mmLF4EGQyOY79dxM3zj7Al3+/DN+Qpv0PacnkBja6uFsR6zHqLHj72+PciVgitnR5eObICT2wdfNlYgqHT1AogLPHYnD1/CNMmRWGGfP6wZjXedUPuzrd691NQUGhVpYM6I05oT1wMz0bbx04gTmhQXA2M2lyDA00mHI56OVkDzue8v1Y6SlkSsyA+nkT3QETc0Oi9kiW/aiCmQWZ5yUWS1FTLeh0Es3lpXwoCKl88Vop9eooErEUN88/wpl9dxF7Ow16enT0He6Ht76egZD+Hg29SpMXhuOjRX9j8zcnsH7/m01skHy/e/t3r6wMAPgQnJuSm10GoUCilpJEVTEy5mDyC32wd/sNtdgXCiTYszUCR/fdxYTpoZg6OwwWnXDQbleHCmYoKCiIYshmYZSvB5zMTDDG1wt9XMiUO5Ba3Ojp0WHvoHx5W2eG9E5icWEVUXsdxZzgYqK4sKrTBTNFBGSPn2Dr0PoE7/ay6atjuHQ0GjVVdbBxMMOCt0dh9PTeMG3mb8bhsjBmZh/8/r8jz92XlkIuG+DVzUrMgPrsM5OlR2TejEKuQHpKIfx0VNF05oL+OHk4EnxC2crmENSJsX/HTRzefRtDRgVg2py+3aZcuTNABTMUFBRqYaSPBwzYZOrxKytqUV5GpnbZwsqoyzf/P4FFWHq4pEg3ghkHJ3NitjJSizudsh2pwJ5Gp8GGsErViZ23EDbMD+Nmh6FnuGebinF0Ou25kQFlJTWoqiBXAuik4py1zgiDQYedvRmyMkqI2EtJ1N1gxsiYg8VvDseG706q/VxSqRwXTsXhwqk4+PdwxOQX+iB8mC8YDKrfWJtQwQwFBYVaWD08nJit9GRyJSeW1jxitnQdJpPsR3xFuerTtklAUnY6NbkQI8YFEfBKc5AKZqysjcFgkh0cuv3ahzBrR+ZswKgAhDyjNJaZXkzUJzvH7pGJfRY7R3LBTGqy7kizN8e4qb1w6exDPIjO0tg5H8Xm4FFsDkzNDDB6YjDGTO4JO8KZTgrlIBpKimRSiGRSyBS6qX9PQUHROSH1hQyg2wzOA8ipfj2B1LBKVWEw6HAmNBT0QZTmFj+kiInMJGLH04d8+VV7AhkA4BiwYf7MBkNxIbneLLY+E2aEe8c6CyQX1oV5lcRsqQMaDfjgq2ngmZLvAWuLivJa7Nl2A4um/4r33tyBK+cedWrZ984I0W+6gEPfAQDe8A3H2wFD2v34gSd+Qa1UhJe9+mKZ30CSrlFQUGiYvMpqWBkZgKnX/M5vVnkleBx9mHD027RFsvH88tmHuHz2ITF73QmRjgQzABAY4kQkQ5GaVIDKilqYmJJVflMXhfmVyM8pJ2JLnXM00uLzEXMrFaWFVQANsLDhIaSfB9yU6F8pLSb3fu/OO+UkM1IlBP8m6sLC0ggffT0dH67YCalU85vqCgUQfS8D0fcyYGikjyEj/TF6YjC8CYoxUDSPTpWZcRlMFAqqEVOWq21XKCgoVOSL05cglEqx7cUZLd5vwGLhlxcmtGmrrLSGtHsUHUCX5rIEhTjj6L57KttRKICIy4mY8HiQsK5z9cIjYrYCQ8gHMyKBBD+u2YuIsw+avT98dCBW/zAL7FaUscpKyL3fdXFyvaYg2Q9V1gmCGQAIDnXF6s+m4IfPDkNOSPGvI/BrhDhxKBInDkXC0cUCI8YGYdiYQFjbdp8yZ02iU8GMFccI6TVlSK8hs+tEQUGhPR4WFGNeaI8W7+/n6oRtd6KVslVaTAUzuoCI0KBGEvTq6w4GUw9SiepqTaeORHWaYObs8RgidgyN9NUifLBl7SlEnH2ACfP6YdikEFjZmUAuV6CkoBKXjkXj5K7bMLUwxBufTWnRRinBYEYd0tOdBWOCz10kkqK6StApZq0MGx0AJoOO7z87ohPlXjmZpfh34yVs3XQJAcHOGDEuCINH+D0nfEHRcXQqmDFg1CsfVYo75yAzCgqKp1TWCWBv0nJ/ipWRASrqBErZojIzuoEulZlxDdgICXXFvVupKttKTSzAw5hstZZdkeDezVTkZpURsTVohB/oalD1u3oqFmNnheHNZ4IVS1sT+PV0gUKuwNVTca0HMwSzACQX9J0N0oFcaXF1pwhmAGDgcD9YWBvji/f2E830qYJCATyIzsKD6Cz88dMZDBzmi9ETgxHU0wVtiP5RtIFOasnVScXadoGCgkJFDNgs5Fe1vCgpquaDzVBOSUlXvoy6OyTUw0gybEwgMVv//H6RmC11sXXTZWK2hhN87RojqBPDt5XyNZ9gJwgFrX/Hk9y86CyLb3VA+rl3hr6ZxvgGOGDjf6+i9zNqebqASCjBhVNxePf17Vgw5Rfs+Osq0Yxkd0Ongpksfn15GZdBZjYFBQWF9gh2sMWhmHgIJM/v5oukUhyJS0CQfdtlLrV8kU5lBCh0h4HDfWFo1LaAhDI8is3BxdPN93noAqeORCElkYw8rqW1MQKCnYnYehbfYCdktSLMkJ5QAJ8erc8rqasVEfOnO5eZcQ3YRKW3a9U4lFJdmJga4Ov1c7H8vXHgcHVzbVlUUIkdf13F/Inr8b81+xB1Nx0K7bX7dEp0Jpi5lJ+C1OpSAICjQfdVH6Gg6Cq80j8UuZVVmPrnTuyNeoD72XmIzsnHwZhHeOGf3UgrKcPifqFt2hHUkVvYUHQtWCwGRk8MJmbvt7WnUFyoG4NBG1NUUInN688RszdtTl+1lbW8/slkXDsVh2M7bqC0sApymRwKRX3PzJGtEbh8PBqvfTSpxccrFCDSB/UEg27el0Dy+Yt0SACkvUycHoq/976B/oN9tO1Ki8jlCty4koj3l/2HxTN/x5G9dyGooyqVlKFDPTO1UjEuF6S0eH9qdQlO5CinuMKXiPCwogAHMmIbftff2qUjblFQUOgQfZwd8N3k0fjy9GV8euJCk/u4LCa+nDgS4e5t7w535i9QCvUzfV4/HN1/j8gCuJYvwierduPnPxfBwFA3FsG1fBE+fns3sUUNz5SrVrGDXz89hNoaITZ+eQwbvzwGGo0GRaNtZpY+E+/M+uO5xuyTCd8CAMRiKdFdadJDQTsbJJ+/LgmAdARLa2N8vnYm7t9Ow+b155CVTm5+GWlys8rwx09nsP3PK5gwPRRTZvXptvOSlKFDwUyRoAZv3z7c4v3n8pJwLi+pQw5xGEzMd297t5aCgkL3mRzkixE+7riVnoPsikooADiYGKOfqxOM9ZVbLOqSHDCF7mFhaYRR43vg1JEoIvYyUovx8du78OXPc4iVsHWUJ8EVyUXX9Ln9wNZvWRZZVRzcLOGgwkBTCWH1qe4ezDAJPv+u8lkc2tcdPXctxZmj0djx91Wd7snk1wixZ2sEDuy8heFjAzFnYTjR+UFdhQ4FM6YsDkbZ++B2cSaqJeRqKPX1GPg5bCrsDUyI2aSgoNAuBiwWRvi4d/jxuiCtSaHbLHh1CC6dfQChgMzO8aPYHKxcvAVf/DxHa0MXiwqq8Nk7e5Ceqvpg0CdY25pg6qw+xOw1x8qvm58rpSykF8wkF/OdEaKZmS7Uu0in0zBuak8MHxeE4wfuYd/2m6isqNW2Wy0ilchw9lgMLpyMw4hxQZi3eBBs7Ey07ZbO0LFghs3F7/1nQKZQ4GFFPm4UZeBaYRoiS3MAADyWPngs5VQ0mHQ9mLMN0MvCAbPdesKOSw0UoqCgeArpnVqKroeZhSFmvjgA2/+8QsxmdmYpls7bhCXLR2LC9FCNSqeePxWHP348jVo+2X6xlR+OV2tWhgSkS5kYSiomdlVYTHITOLpKZqYxbDYDM+b1w8TpoThxKBIHdt7S6UyNTCbH2eMxuHg6DqMmBmPBq0Oo8jOoOGdGj0ZDDzN79DCzx2s+/RF06HuI5TLMcw/F2wFDCLlIQUHR2ZEpFGipEF6P3roOSWev06bQDLMWDMCVcw+RnVlKzKZQIMGvP5zCiUP3sfC1Ieg3yEetQU1sZCb++f0iEh/mEbc9YlwQeoV1PEOqKUhPbafr6YzOkVag65G7YKVScsIMugZbn4npc/ti8gu9ceF0HA78d4voZwlppFI5Th2OwuWzDzFn0UBMn9MXTFb3DdyJhex6NDo8jC0RX1lIyiQFBUUnpk4swdoL13EhKQ3FNfwWj0v69O1W7chllEYlRdswWXpY9ckkvL3kXygIL4gzUovx+bv7YG1rgjGTghE+zBfOrh3vC2lMcWEVblxJxKkjUWprSHZwMsebq8eqxfaznN1/D2XF1Zj75vCG3925nICNXxxFeUkNBo0LwltfTQeT1fzyg3RZGElltM6IhODzZ7F1as66WmAw9TBmUghGTwzB3ZspOLz7DqLupmvbrRYR1Imx5feLOH0kCsveHauTM3U0AdEr08fEigpmKCgoAAA/XYzArvux6OvqiLF+Xth+JwozQgIgkEhwMz0bFoYG+HzcsDbtdIcvUAoy+AU6YOGrQ4gOl2xMUUEltm2+gm2br8DCyhhBPZ3h7mUDN08rWNuYwNzSqMVZFlKJDGWlfJQUVSEjrRhpyYV4FJODrAz1KipxDdj434+zNKbOdv7QfRg0Ek4oL6nBdyt3wczKCIPH98ClY9FwcrfGzNeGNPt4NptsGVx3D2ZIPn/SfxtdhkYDwgZ4ImyAJ7IySnB0711cPPNAZ6WSC/Iq8NHKXRg1oQeWvj1a6+IlmoZsMMOzJmmOgoJCRbRZFnAxKQ3Tg/3xzaRRAIC9kXF4LbwPHE15qBQIMWvLHqSUlKGXk32rdqhghqI9zFk0EAkPcnHnRsvjA0hQWlyNS2ce4NKZpoM22WwGWGwmWGwG6HQaxGIpxCIphAKxxgfh0ek0fPDVNDi6WGjsnHmZpZixZHDD7WPbb0AqleHbrUtgZW8KQ2MOLh2LajGYIf1+l3Th0ihlIPkd0FI2ravj7GqJFe+Px5IVI3HhVBxOHookKsxBknMnYhF5Jx1rPp+CkN6u2nZHYxC9MsNt3LCwrg9CzB1ImqWgoOggJEsM2ksJvxZ9XJ5+FnBYTFQLhQB4MOHo4+V+vbDlViRm9wpq1Q7p3cBhYwK79VRwVeBwdHOCdmNoNODDr6dj9dJtSEks0Pj5RSKpTsxG0tOj4/0vpyFsgKdGz1tbI4SZpTEAQC6T4/yh+wgfHQgr+3pVOA9/e5zZd7fFx5MWKOjumRmS3wHsbr6xxOGyMHFGKCbOCEXiwzycOhKFqxce6Vy2pqykBh8s/w8vvT4MsxYM0Kh4ibYgemV6Glvi4+BRJE1SUFCogEwq19q5TbgcVAmeSrdbGHKRVloOf9v6DK6dsRHyKqvbtEN6p3bKzD7wCWg9G0TRueFwWfh6w1ysenUrcrPKtO2OxmEw6Pjgq+kYOMxX4+c2szRCaWEVAODmhUcoL6nBmJlP5aClElmrCoV0Og16enTIZGQ+u7qiAld7kIipMjN14BNgD58Ae7zxzhhcuxiPs8dj8DAmS+PZ15aQyxXY8vtFpCYW4P0vpnb5eUvdW+aDgqKLo83MjKelOaJynu6MB9nZYPudaNSK63exrqZmwIzbtoQ76S/QujqycrcUuomJqQHW/bkI7l422nZFoxgYsvG/H2drJZABgD5DfHBoyzVsX38OG784Cq9AB/To+1RFrSC7DCYWRq3aIJmdqakWELPV2VDIFeDzyc0CZHbzzExz6HOYGDWhB37avBDbDq/Ai0sGw9ZeO7OpmuPaxXh8+s4encgWqxMqmKGg6MJos8RiQoA38iqrGm7PDe2B+MIS9P9xMwb8/Cd23I3BxECfNu2QLjvRtZIACvXBM+Xix00L0UfDpVbawtnNEr9tW6JVRaP5K0bCwc0SezZegoGRPt75fmaT++9cToBviFOrNkxMyZWBVld132CmpkZIVNnPmKfc/MDuio2dCV5cMhjbDi/Hz3++hDGTQloUBNEk92+n4bN39kCqxUoNdUMFMxQUXZi6Wu1lIab28MOBV+Y23A6ws8am2ZPRy8kebhamWDVsAN4eNqBNO0ZG+tAjOCuiTkeDmdSYTMx2W4E7p2O07Uq7SYvLxmjDhTj59yVtu/IcBoZsfPnTbMx9eSBo9K5bPD58bCB+2bIY9o5mWvXD2NQAa3cuxZG4r/DnmdVw8ngqDKRQKLDy6+l445PJrdqwsDIm5k91ZR0xW50N0s/dwrL1jBrFUwKCnbDq44nYc2oV3v5ootZLm6PupuPX709q1Qd1opGcIV8iQl5dFarEAkjlcljoG8KLR0ajn4KComWqq7T3Rd7cMMxBHi4Y5OHSLjs0Og3mlkYoLqxq+2AlqNHxxY2MsPrSvp9PYuS8cJha84ja7UzQ6DS8tHQo+gzwxI//O4rc7K7TR2Nrb4oV74/TuYGYzfW60Wg0ePdoPSsDEA5mtPgZqG1IP3eSf5fuAofLwtjJIRg7OQQZqcU4fuCe1iSeTx+Nhoe3LSbOCNX4udWN2oIZkUyKQ5mx2JcRg/jKQsgbdUWNd/TD+r7TGm5L5XI8rKivrTdm6cPNyFxdblFQdCu6Sr24lQ2PWDBTXETGDmk8gl2wJ/0XojbragTY+sVB9BnTo1sHM0/wC3TA5l1LcWjPbez+N0KrmUtV4XBZmDo7DHMWDexyKlOWBBfNFeW1xGx1NioryD13NpvR7WaXkMbVwwor3h+PV5aPwPmTcTiy9w7ycso16sOfG84hONRFo3LtmkAtn4Ap1SVYdvMA0muU2/3So9Ox6s4R5NRWwITFwY2JK8Gid23lBQoKdaNQ1NdMaxO5QoHLyem4nZmDKoEQL/YJQaCdNRQAiqr54HH0wWG2/TFkaU1ucVNS1LaCWlch+vIj4pmezg6TpYdZCwZgzKQQHN5zB8cP3O9UQb+BIRuTZ/bB9Ll9YWSsuz0MURHJuH76AQpy6tcBto7mGDA6AKGDvNt8LMkMQGF+JTFbnY2CvEpitsyprAwxuAZsTJ7ZG5Ne6I3b15NwYOdtPIjO0si5RSIpfvziGNb/83KXkmwmHsxk1JRjzuXtqBIr/+VAAzDRyR9/JESgUizA9cI0DLfzIu0aBUW3gl8jINr82V4EEile3X0YdzNzG3433MsdgXbWoAFYuOMAhnu5Yc3IQW3asiKYVehIhkcmleH8zghc2X8bmQl5qCnnw9Sah37je+LlL14Ax6B+xzItLhsrBn+ODZc/xZfzf4NYKMG7fy6BsFaE9cv/hYExFx/8+zq8ej0dZrbuzS04s+1qw+01f7+G4bP7N+tHVVkN/vv6CO6cjUF5YSUMjLlw8LDByPnhGLPw6aDCfz7dh5vHIpGXXj/Y7bU+HzWxc6pyC/QYeu16bk8oza/Axnf/Q+TFh6DRaOgzugfGvzK03a+ptuGZcLHwtaHgcFn457eL2nanTbz97DByfA8MHxsEA0O2tt1pEblMjp/e34dLR6MBAEY8LhRQIPZ2Gs7sv4uBY4Pw3s9zWu2DI7l5UVRQCalUDgaj+7UI5xPc9af6ZchDowH9Bnmj3yBvxD/IxX9/XcX922lqP2/Cw1xcPvcQw0YHqP1cmoJoMCNXKLD81oGGQMaAwcIU5yD0sXSCFccIcy5va/GxA6xd8UdCBADgRlEGFcxQUKgIqbKsjrLh8k3E5hbiozFDMMDNGeP+aPr+H+HtjqupGUoFMyQXN4UFle1+jB5DDye3XIaNkyVmrRoPI1NDxF5PwLHNF6CQK7Bs3YKGY6USGTau2YWZb4/Hod/O4teV22HA4+ClT2dg37qT2Pz+Lvx0/mlwsfT7uXhh5VhEX4nHb29vb9WPL+f+ipzkAkxfMQaW9mYoL6xEzLUElD3znAZP64PeI4Nw/fA9HPvzAt7Z+ApsXJ72KdIbLSTb89zEQgneG/cdinPLMOOtsbB2ssD98w/w/eLN7X5NtU1udhl+/uo4HsZka9uVZqHRAFcPa/QZ4IkR44Lg1EnKQg5uuY7Lx2Kw6J2xGD+3LwwelybVVgtwYvdtbPv5LNx8bTF76bAWbTg4kys1l8sVKC6ohJ2WhRG0QX5uBTFbuiQ33BXxC3TAN7/MQ9KjPPz920XERmaq9Xxbfr+IQcP9ukyQTzSYOZUTj6SqYgCAm5E5tg2eBxuOcosQf1Pbhp8fVWh+ajMFRVejII/cF1lHOB2fhBf7BGNBn5Bm73c2M0FBVY1StkjW91ZV1KG8lA8zC8N2Pe7Xq583uT1i7gAUZ5fh5onIJgt+ABg0rTfGLx4KmUyG31ftwIfb3sDg6WEoL6zEgQ2nmxzLMdSHg6ctytsIPsVCCR7eTMacNRMx8+3xDb+fvmLsc8d6BLsAANLi6ksXvHq5wsXPQeXndnH3DeSmFmLVH4sxekF9EDpm4WB8+9JGXDlwu1X/dYlj++/hzw3nIW5leKOmYbL04ORiCU8fWwT3dkXPPq4wMTXQtlvt5uz+uxgzsw9mvjakye8NjDmY9dpQFOdV4PzB+60GM45O5mDrMyESSoj4lJ9X0S2DmYI8cpkZN0/rtg+iUBlvf3us3bgAd26kYNPPZ9XWU1NcWIVrF+O7THaGaDBzNi+x4eefw6YqHcgA9VkcS31DlAj5yK7V7iKMgqIrQLJeuiOU8uvgadXyDiudRoNEySnfnj62bR/UDtKSC2FmofosDtcAR8RcjYdcJm+S7bB3rx/UaGlXv4B6EkjwLI0gqK2f/dBemWCWPhMOnjY4s+0a3IOc0X9CzybnJE1zzy36SjxodBqGvNC3ybGDpvXuFMGMSCTFL9+ewPlTcSrZCQxxxoDB3sjNLkNRYRUqymtRUyWAoE4EkVACqVQOuVwOGo0GFpsBFuvxP30meDwuzC2NYG5pCHMLI9jYmcLVwwoOzuZEJci1RVFeBXyCW1Ys8wl2wrkD91u1QaPT4OZhjYSHua0epywZqcUI7atbam/qRiiQoIBgvxAVzGiWsAGeCOntil3/XMeebRGQq6Fk/NCu21Qw0xwPyvMB1Gdl/E3bP3WZx9JHiZCParF2m5YpKLoCBbmaVUl5FlueEVJLWvbhfnYeXM2VK10wNNKHnYMpsbKJ1KTCdg8WTI7KwIm/LyHpfjoqiqogrBNB/HjnWKFo+kWjb1A/KO1JEKDPre9xoD/uuJTL5dDrgMjJp7uWY+1rf+HLeb/CzMYEo+aHY/LSkTCzMWm3rcYo+9xKcsthYmEMNqfpIDgLO93f9S4v5ePjt3chNamwwzaMjDl4dcVIjJoY3KWaZ0nCMzVAUSufPYU55TBWYiimh7cNsWAmOT6PiJ3OREpiPtGeSXev9q/pKFSDxWLgpdeHomeYG7756CDKy/hE7Scn5CM3uwwOTp1fQZjoNlCZqF4G0LWD0sqMx1/u2mtZpugUEFxEyJTMDHRGcrO1G8xMDvLFf3ejcTYhBbJGC2KxTIYttyJxJDYe00P8lbbn6WtHzLeUxPaVst47F4eVw75ExqMczFw1Hl8fWY3Nd7/BmIUt9PuoaaXr5GOPX69+jh9OvY8eA31w4JczWNRjjUqDNtv/3Jr5lY6v7EuLq7F66TaVApmAYCds3r0UoydRgUxr9Bvpj8NbI/DwXsZz98XdScfhrREYODaoTTvu3uQWz0nx+cRsdRaSE8iV61vb8ihZZi0S1NMZG7a8DDsH8n1LEZcSiNvUBkQzM3q0+thI0cFwpOZxRsaEpbtykxTah8EgJ9stFulOzTxJFAogNUm7vWdLw/sgvqAYK/afAIfJBAB8fuoi3j50CjK5HKP9PDG/d7DS9rx8bHH1/CMivsXcz4BcrgBdyVKvQ7+dBYOphx9Ovg+O4dMvdaGW5pT0GOSLHoN88XJ2Kd6b8AN+X70DYWODnz9QiVV3e56bhb0pEu+nQSKSgtlotklJnu4OoSwpqg9kVOkhmz63L5asGKn09dKdefGtUYi9nYZ3522Co7sVbB3NoFAAhTllyEkvgbufHV58a1SbdkiWlhbmV6Kqsg48k7YzQl2FJILZKCoro32sbU3wwx8L8NbiLSgrUa7XVBnu3EjB7JfCidnTFkQzMxb69Q21Wfz2f2lUS4TIr6tvgHUwMCHpFkUXo7nJ0h1FIumawUx+bjn4Wp4xw9TTwx+zJ+PXFyZiuLcbAu2sYcszxigfD/wyYwI2zJjQUHalDF5+5DIz/Bphu77spRIpuMacJov96nI+oi6TCa6U4dlSNgCwcrKAfz9PlBdWNvsYnnm9nGpL9wPte27Bg/0gl8lxef+tJr+/fqT1HghtIRJK8Mmq3SoFMouXDcdrK0dRgYySGJtwseHgcsxbPgIMhh4e3E3Hw3vpYLKZeOmdMfh5zxsNCmet4e5lQzQb8ChWN1Xr1MXDmBxitnwDWxYPodAcVjY8fL52FlEFspSEAkglnX8WGdHMTIi5PbL45UirLkVSVTG8eVZKP/Z0TkJDPifM0pmkWxRdDBaL3GVbU901+7OSdaSsggZglK8HRvmq3mzvG+gAfQ4TQgEZhaPI2+nwDVDuS7rX8EDEXU/EH6v/Q5/RPVCcU4aDv5yGmTUPVaUd3yWTSmQoL6xEbbUAmQn1/QF5aUVIf5ANrhEHplY8sLn1/SlJ99OxftkWhI0Nhq2rFZgsBlKiM3Fxz00MndmvWfsB/b3A5rCwcc0uzFgxBix9JmoqajHptREdem4j5g7AgQ2n8dvb21GYVQobJwvEXEtAcmR6h18DdfLjl8eQnlLU4ccven0YZi0YQNCj7gGHy8L85SMxf/nIDtug02noFeaGqxfiifh090Yq+g/2IWJL10lPLUJpMbnhwN1NPEGX8fazw5xFA7Hjr6ttH6wEYrEUaSlF8Ca4WagNiAYzo+x9cCTrAQDgw/snsGPwfHAZrDYeBZQI+Vj/6AqAJwM0u4a6AoV6IBnMVBBuqNMVSDXO6hIsFgM9+7jh5tUkIvZuXkvC/FfannEDADPeGgt+ZS0u77v1eCaLBaYtHwNnP3u8M/LrDvvwICIR70/8ocnvdn57BDu/PQIAWPL1bMx4q1562drJAg6etriw6wYqiqvBZDNg7WSBlz6djmnLxjRr38rRHJ/sXI6tXxzE76t3gE6jw8nXrkkw057nxuaw8MOp97FxzU4c+uUMaHQawsb0wM8XPsZLAe92+HVQB6cOR6lUljhyXBDmLOr85Redmd79PQkGMylE7HQG7t5IJWbLzNwQbp5UmZkuMXPBAJw6EkWs3Cw3q4wKZhozwt4bAaa2eFhRgLjyfEy98A9WBQzFUDtPsJpR7lEAuFqQis+jz6BUWC8eMMrBB148y+eOpaB4AskyM9LqILrCvZvkvsw6ikwuB51OJ6nXgH4DvYkFM6mJBchILYarR9sZZAZTD698NQuvfDXrufvO8p8OA3UPcmpyO2xscJPb418ZhvGvPJ2vETLUv8n9rWFqzcPH/y1T6tjG9B4VhN6jWm64Vva5PcHSwQyf7lr+3O+PFOnO4MzqKgH++f1ihx9vZcPDsjXjCHrUfZDJ5KDTaUREIUL7uYNGq+8BVJXSkhqkpxR1C4lhkoFbrzA3SvBCx2CzGZgwrRe2bb5CxF5RBwZJ6xpEe2ZoAH4KmwIeq77ONb2mDMtuHUCvI2sx+fzfDcdFluZi4dWdCDv2M5ZE7EFebSUAwJZrjC97Ul8gFK1DsolT27NY1EF+boXaBm21B7+vNuBeZssZov/uxeCFf3a3y2bYQM92z2dpjbMnYojZotAdtm68hJpqQYcf/8Y7o8Hhtl1VQPE8E3w/wIO7zyuZPeHYfzexcsZvStkyMzck2nx+9YLmety0RWlJDeLjyPXL9OqneokwBXkGj1ReCbQtSgiWJGoL4hO63IzMsWXgXNhxeQ2/E8qkiK98KolZKKjGzeIMVIjqGn7nYmiGbYPmwZTdfdRGKDqGuaURMVtZ6cXEbOkKnaWcgsfRR2pJ+1SwTEwN4ONnT8yHi6fjIBF3/uZHiqdUVdapFKQ6ulig36Du0VuhDYx4XGSnKt/H1G+QN7FznzsRq5bhg7rEuRMxxJ4jnU5Drz5uRGxRkMXByRwWhNZCQoGYiB1topZxw0Fmdjg2cgle8e4LIya71WM5DCaWePfDwREvd3g+DUX3wtyCXDBTVFBJrKFcV7h2kUyNuboRS2XNKnS1RfgwX2I+VFXU4cyxaGL2KLTP2eMxKgWo46f0pMpq1IhEJIG8He/7UROCiWVjy0pqcO9m59js6QgKBXD2WAwxe736uoOnxIBTCu3g5EqmJaMrrIGI9sw0hsfSx3tBI7DCfzCiS3MRU56HEiEfNRIRuAwWzNlc9DCzR5ilMzgMprrcoOiCGJtwwWDqEZETVCiA+Ac56NlFdp9yMkvxMEZ7EqSl/FpU1D1ViMuprIJp8fNzo4r5fGy5FQk3i/ZPjh89MRjbNl2GWExGVnv31giMnRwCBpPc/CIK7XH+RKxKjw/u40rIk+5DRUkNqipqG24X5pbDuJlFcHlJDQ5uuQ5HN+WVTq1teejZ2w2Rd9KI+HrycBTCwr2I2NI1ou+lqyRD/ixjJgYTs0VBHiMemZmMXUF2Xm3BzBM4ekz0t3ZFf2vqC4KCDDQaYGllTOxDOzYys8sEM6ePajfLcDg2Husu34RMLgcAfHjsXIvH6jMY+HXmxHafw5jHweARfjh/Kq7DfjamtLgap49GY+KMUCL2KLRHVUUdsjJKOvx4FosBV/eu3yBOmguHI7Ft3VnIZPXv+3Uf7G/xWJY+E5/89mK77I+dEkIsmLkTkYy05MIuOQhy15brxGzxTLhES/woyEMqg9wV+gPVHsxQUKgDF3crYsFM5O10LHp9WNsH6jhCgQTnT6q2K60qSwb0xpzQHriZno23DpzAnNAgOJuZNDmGBhpMuRz0crKHHa9jJYOTXuhNLJgBgK2bLiN8mC9MzQyI2aTQPA9VHIzIM+VSJWYd4IVXh2D83L6IvpmKr1f8hwlz+sLO2aLpQTSAZ2oA/1BXWNmZtMt+/0He4JlyUVVR1/bBbaBQANs2X8EXP81W2ZYuEXM/A3FRWcTsDRsTSGWrdZxavoiIHS639XaQzgAVzFB0Slw9rHDrGhmJ3uSEfOTnlMPOsf0lT7rE4T13UFWp+pe9qhiyWRjl6wEnMxOM8fVCHxfy06O9/e3h5WuH5AQyw0FrqgX448fT+OibGUTsUWgHVbIyAMDWp0qeOwrXUB8DRgXAzskc4WOCEBRGLtvNYOph9IRg7Ntxk4i929eTkRSf3+lnazRm+59khig+YfSkYKL2KMhTUkRGhYxj0PkzM2oRAKCgUDekZwVcPPOAqD1Nw68RYv9/ZL7oSTHSxwMGbPV9SE6dHUbU3tUL8Yi4nEDUJoVmqa7quBwzAFSW17Z9EEWr9B8VAK4h+Z3eF+b3hz6HXLC54buTDWVxnZ1zJ2KJ9kqG9nWHmwdVbqnLSCUy5GaVErFlY2dKxI42oYIZik4J6WDm5KFIYg3l2mDHX1fBrxG2faAGWT08HP62yjf6tpdhowOIf+Gu/d9RZKWrtrtPoT1qVMxM8muEKmd3ujsvrx4LD39y8ulP4JlyMWVmH2L2UhMLsJ9QpkeblJfxsWndWaI2X3x1MFF7FOSJi8qCVEomGHdysWj7IB1HbWVmceX5uJCfhMTKYlSJBRDL26c8dXjEYjV5RtEVcHAyh5mFIcpL+UTslZfxcfZYTKdsAo+NzMSRvXe07YbGodFpeGXFCHy4Yicxm4I6MT59Zw9+3foKjAkpxVBoDrqe6vtzpw5H4fVVowl4Q0GaF17sj2MH7qOulkyvwI6/r6LfIG84u5GRuNUGv3x3kuhGVu9+HvANIF8aTEGWa5fIjWBwpIKZ56mRiPDevWM4n0emn4GCoiV69XEj2gS+859rGDYmEAZqKJFQF7V8Edb+7yg6MK5FI0jlcsTkFiCvshpiWfMbGi+EBHTYfmhfd/Ts44aou+kdtvEsBXkV+GjlLnz7yzwYGukTs0uhfrgGqr93jx+8j+FjA+Hl23X6KTRJUV4FzK2MW2wez88qgyGPA2OT9s8vMTLmYOrsMOz855qqbgIAJGIZPlu9B7/82zk3L/77+xpuXiW71npxCZWV0XUqymtxkdDax9LauFNe+89CtMxMrlBg2a0DVCBDoRF69XUnaq+8jI8tv18kalOdSMQyfPHePhQXVmnblWbJKq/EuD+2Yd7WfVhz5Aw+Pn6+2X+qsmTFCOIKVEmP8rD6tW2orOiePRSkVHI0Da8DC+RnkUpk+HjlbqQmFhDwqPvxx/+O4OPF/7R4/+//O4JfPznUYfsz5vUjqjqYn1uB/63ZR2RumSa5djEeO/66QtRmnwGe8AkgXyJIEplMDpGw8w95VIVtmy9DJCJTFh9KeB2lLYhmZi7kJ+FmUUbDbXO2AUY5+MDV0Az6epRwGgVZeoa5gUYD0azEiUP3EdrPXef19RVyBb779BCi72W0fbCW+O7cVZTy6/Dh6MEItLMBS089Mp/uXjaYMC0Uxw/eJ2o3PbUIq5ZsxWc/zOzUZSjKIpcrcPt6Ek4eioJcrsC3v87TtkvtxsWdzN+psqIWK1/5F/MWD8L0eX3BYlHfX8qS8igPE+b2a/H+4H4eOLotosP2DQzZWPbuWHz5wYEO23iWB9FZ+ObjQ/jwq2mdQo743q1UrP38CNHvPjabgTfeGUPOoJrg1wjx0rRfMXJ8D0yYHtol+j3aw72bqTh1OIqYvdB+HsRsaROin9DHsh82/DzQxh2/9ZsOLqPzS75R6CYmpgYIDnUluqBXKIDvPj2MX7Ys1tkFrEgkxdrPj+D6Jd1W3orOLcDi/r2wMKyn2s/16lsjEX0vA7nZZUTt5maXYdnCv/DG6rEYOzmEqG1dIT+nHBfPPMDpI1EoLakBAIT07pxDjt29bInZEoul+HfjJRzecwdjp4Rg8Eh/SuFJCWoq6mBt37I6krmVMapUzHgOHO6H8KG+RNUHIy4n4KOVu/D52lk6PUTw8tmHWPu/I8Sav5+w4NUhsHPoHKpWtXwRjuy9iyN776JHLxdMmB6KAYO9O0UgqgppyYX4+qODxOwxmHpdZmA40WDmYXl9Wp5J18MPvSdRgQyF2hk9KYR4dkJQJ8aaN7bjhz8W6FxAU1pSg8/e2YOUTlACI5RIYWPcsaGY7YWtz8R7X0zFysVbiMutikRSrPv6OO7eSMFrK0fBpp0D/3SR0pIaXD3/CFfOPURSPJlZPbqAtS0Pji4WyMkkI1kK1Gdpdv8bgd3/RsDMwhC+AQ5w97KBg5M5LKyMYGZuCAMjfXC4LDAYeqDTu/fUTY4BGyUFlS3eX1ZUBRZbdYnlZWvGIuZ+BtHm9+h7GXhn6TZ8/M0MnVvYK+QK7N1+A/9uvES8R9LTxxbT57WcTdNlYiMzERuZCUMjfQwa4YcRY4Pg38Opyw2/fRiTjc/f3UtM/AIABo/w61Q9wq1BNJgpE9XvtgSZ2cFCn5qkTaF+wof6wNBIn7gscUV5LVYv3YaPv52BHr1ciNruKJfOPsSmn892mj6OXk52uJ2Rg+nB/ho5n7efHeYtHoTtf15Ri/0bVxJx92YKps3uizmLwok0m2uS9NQi3L2Rirs3UvAoNltnRSNUZchIf+z4i+wAwSeUl/Jx40oiblxJVIv95mAw9cBk6oHFZoDJZMDAkA1TM0OYmRvAxNwQ1jY8OLlawNnVEhZWxhrzqyV8gp1w7uB9THkpHPqcphuaYpEUF45EwTvIUeXzmJkb4rWVo/DTl8dUttWY1MQCvD5/M954ZwxGTwwmarujFBdW4YfPjyAuKou4bT09OlZ9PLHTB+H8GiFOHY7CqcNRsLblYejoQAwc5gtPH3LZWm0glytwcNdt/LvxEvG+rkkv9CZqT5sQDWZoj0NhczYVyFBoBhaLgRHjgnBk713itqsq67DmzR2Yv3gQ5iwaCAZDO2OZcjJL8cdPZxF5J00r5+8oH40egpd2HMTXZ69gVs9A2JvwwGGqt/dg7ssDEXU3negAucZIxDLs3X4Dxw/ex6gJPTDphd5wcDJXy7lUpbSkBo9ishF9LwN3b6aitJjMtGhdZ9SEYOzeGtHpGrpbQiqRQSqRQVAnBgCUFqPFWUhcAza8/ewQ1NMZQT2d4ePvACZLs6U3LywZjPcW/InlU37BtJcHwtHdCnQ6HbkZJTiyNQI5acV47cMJRM41emIw4qKycP5kLBF7TxDUifHTl8dw7WI8Fi8brrXyQrFYimP772HXlutqmyO28LUhcPeyUYttbVFUUIU9WyOwZ2sELKyM0W+gF/oN9kZwL5dOVYoWG5mJv365gOQE8tlzL1+7LiXBTVMoyO3PjTz9BzL55ehv5Yptgztf86i2eXvJv3gUm6OyHTqdhjO3PyHgUeegtKQGL039Va1DL+0dzfDqWyM1KgyQ8DAX+7bfxM1rSVDItb+NvvXgMtg5mil9/Kwte5BcXIo6cevKM0mfvq2qa02oqqzDysVbkJdTTtRuc9BoQHCoKwYM8UG/Qd6wtNbOzrhIKEFmWjFSkgrxMCYbj2JzUNRKqU9bhPR2xfe/v0jOQQ3z29rTOLb/nrbd0Dr6HCb6DvTCkJH+6N3PU2OBzcUjUdj45VHUPrMA53BZePWjiRjzArnhlxKxDKte24qkR3nEbDaGRgOGjgrAnJcHwtlVM2XHIpEUF0/F4b+/rzb0samDgcP98Mm3M9RmXx1UVdbhhVE/duixHC4LAcFOCO7lgh6hLvDwttW5jJRUIsONq0k4tv8eHkSTz8Q94fvfX+y0vZHNQTSYee/ecRzKjAWPpY87k96BXlcrWlQzVDDTcTb+fBaH96h/cKSzqyUmz+qDISP91TKDJDe7DNcvJuDaxXikJReqbM/Nwxr5eeUQClSXsmxvMPPZSeVkrv83fnhHXWqRgrwKvPXyFo2X5Ll72SAw2Amefnbw8rWFk7MFaIS+LBVyBcpKa1CYX4nC/EoU5FUgM60Y6SlFyM+rIBrwdvZgpqqiDq/N3YTyMjJDdbsCBoZsjJ3cE1Nnh2kk6BbUihBzKxX52WWAArB2MEVIPw8YGJOfaVFaUoNlC/5S+9/bJ8AeoycEY7AaPv8VivoNrHMnYnDl3COivRHN4ephhQ3/LIY+R/X+JU2iSjDzLAaGbPj3cIKXry28fO3g6WMLc0vN9Hk2ppYvQsz9DNy6loTb15NRXSVQ6/nCh/ri0+9fUOs5NA3RYOZOSRbmX9kBAPg6dDxmunZN9R91QQUzHaeivBYLpvyiMf15PT06AkOc0bufO7z87ODla9duBZxavgh5OWVIepSPxIe5SHiYR1SNq+9AL3zx02x8+cEBXL+o+rTg9gYz2iYpPh/vvr6NSCDXUVgsBiytjWFpzYOltTHMLY2gz2GCzWaCxWaAxWJAJpM3lBKJJTJIxFLU8oWorhI8/leHqoo6lBRXa6x0qrMHM0B9M/f7y//TiaymLqGnR8eQUf54aelQWNuaaNsdYsQ/yMXqpds08h6h02nw8LZFj1715XzOblawsuG1a5e/li9Cfm454uNyEReVibioLFRV1qnR66cYGXPw27ZXYNuK6pyuQjKYaQ4zc0O4eljD3skM9o71/+wczWBpZQy2vmqBn0wmR1lJDXKzypCdWYrMtGLEP8hFVkaJxj6n2PpM/LXn9S4hZNMYosEMAHxw/wQOZMSAo8fEr/1nYLBN1xjIowmoYEY1Du26jU3rz2nl3DQaYGpuCEtrHiwsjcDlssDSZ4LJ0INEKoNIKIFIJIWwTozSkmoUFVSpdefNyJiDv/a+DjNzQ+zach1bN11W2WZnC2YA4O6NFHzeCQfiaZuuEMwAwIlDkfj1+5NdVuxAFVgsBmYu6I9ZC8PBZneNOToRlxPw9YcHiSsaKgODQYe1rQmsbU3A4bKgz2FCn8MCg0GHUCiBUFD/r7qyDvm55RoLXJ6FzWbgq/VzdUbYpr2oO5hpDX0OE6ZmhjAxNYCxCRdsNuOxMEe9QAeNRoNMKodUWr85VVsrRi1fiFq+EOWlfFRU1Gp9c+Xdz6dg5LggrfqgDoh/gn3ZcxxYdD3sSovEK9d3Y4itByY6BSDA1BaW+obgMpSLbPVo2mm2pui8TJ0dhuuXE4gEhO1FoahXOiov5SNJ42dvCo0GrPl8MszMDQEAbp7am40hVyhwOTkdtzNzUCUQ4sU+IQi0s4YCQFE1HzyOvlpFAfoM8MRX6+bgf2v2NTRQU3QfJkzrBTqNhl++Pwk5laFpglgsxX9/X8PF0w/w0TfT4eVrR8y2Qq7A7UsJiLuThpqqOkx6cQC8Ah2gUChQVlQNIx4XbDWUN4UP9cWHX03DNx8f0nhAI5XKkZdTrpFevY7CZjPw5bo5nTaQ0TZCgQQFeRUoyKvQtisdYuzkkC4ZyACEg5k/EiKQVl2K1OqnGv9XClJxpSC13bZSXviYpGsU3QAanYbVn07G0rmbIBKpTwxA15n9UjjCwr0abrtqSYlHIJHi1d2HcTczt+F3w73cEWhnDRqAhTsOYLiXG9aMHKRWP3r2ccPajQvw0cpdqKrQzm4ohfYYN7UnHJzN8e0nh1CmxmbqzkpBXgVWvvIvXl0xElNmqd6YLxJI8OmrWxB3J73hd32H+cEr0AE0Gg3vL/gTfYf74ZX3xqt8ruYYONwP7yuAbz8+SAWwjWCzGfji5zkIDu06Td8UyuMX6IA33x2rbTfUBtH0x7qHV3As+yHiK1VvXKag6Aj2jmZY/dmULjcwS1kGDffDS0uHNfmdtS1PLWIFbbHh8k3E5hbiozFDcOqNhc/dP8LbHdfSMjXii5evHdb9tQjWtjyNnI9Ctwjq6YxNO1/D6EnBxAQZuhJSiQx//HQGG747qXIZzPb1Z5EYk42lH0/Cn6ffee7+/iP9EXk9WaVztMXgEX54/4tpWpPT1zWeBDJdSb2KQnm8/ezwzS/zwGJ1jXLS5qDe6RRdjsEj/LDoDfIKWbpOUE9nvPe/qc0GctrIzpyOT8KLfYKxoE8I3C2e77VxNjNBQZXmdsodnMyx4Z/FCOrprLFzUugOPBMu3v5wIt56bzy1yG2Bk4ci8f3nR1Qq0bp2Og6TFwzA5AUD4Ohu9dz9ds4WKM6vVMFL5Rgyyh/f/jofPBOu2s+ly1hYGuHHzS9RgUw3xcPbBt/+Or/TDXluL0TDtGMjl5A0R0HRYWYvHICigkqcPBSpbVc0QlBPZ3y1bm6LcyTcPa3VqlnfHKX8OnhatTxQkk6jQaLhunYzC0P88McC7PznGnb+c40qQ+kGCAUS3L6ejIjLCYi6m6624YNdhUtnHoDBoGP1p5M79PjKUj6cW+nTo9FokEo0Uwbco5cLft36Cj5bvQcZqcUaOacu4d/DEZ9890JD/yRF96LfIG+8/8XUdiutdkaIBjO+JtprNKageJYV740Hl8vC/v9uadsVtdJngCc++XZGq7KRbl6af2/a8oyQWtJyM+z97Dy4mmteGpROp+HFJYMR0tsV33x8CKXF1Rr3gUL9xNzPwMlDkbh9Pblb99B1hHMnYuHsZoUX5vdr92MtbHnIaiVweHg/Aw4aGj4JADZ2Jlj/98v44fMjuHElUWPn1TbjpvbEsnfHUVnIbsqcReF4aemwblNyT13lFF0WGg1YsmIkXn1rZJd9Q0+cEYovfprdpv69NhTNJgf54r+70TibkAJZI21csUyGLbcicSQ2HtND/DXu1xMCgp2weddrGDWhR5e9ProbUokMJw9FYvHMP7DmjR24eiGeCmQ6yN+/XUD0vYx2P274lJ44tuMGIs4+gLxR5lUiluLglmu4eCQKo2b0Julqm3C4LHz6/UyseH98l9+lNjE1wIdfTcfKDyZQgUw3xNzSCF/8NBuLXu8+gQyghjkzFB2HmjOjPu5EJOOnL49rfCK8uuBwWVjx3ngMHxuo1PEikRSTB3+rUllVe+fMSGQyrNh/ApeS08FhMiGQSGDG5aBKKIJMLsdoP0+snz4edB34xE2Kz8fGn84g/kFu2wd3cbz97TF3UTj6DfLWtitKI5crcPpIFHb9ex0lRVSmjRQ2dib4a8/r7RoWKJXI8NXyHbhzKQH6HBaEAjF4ZgbgVwkgk8kRPiYQH66fpzUhhpKiaqz/9gTu3Wy/yqquM3piMF59aySMjDnadkVt1FQLMGPkWmp2VDOMmRSC11aOgoFh1+6PaQ4qmNEhqGBGvVRW1OLnr47jtpqVdNRNQLATVn08EQ5OLfejNMfimX8gJ7O07QNboCNDMxUAziek4mxCMrLKKyFXAE6mPIz188IoP09oP4xpyqUzD/D3bxe7XekZi8XAkFH+mDyzDzx9bLXtTruIj8vBrz+cRloypaKpDqbN7YulK0e16zEKhQI3zz9CxJkHyM8qhUKhgK2TOQaOCcKA0QGg6cAGxoVTcfhzw/kuscHl4GSOtz4Y323mx2SkFmP31uu4diGe6ntEvezyy28O79biNlQwo0NQwYxmuHLuEf7deKnTDb7imXDx0tKhGDe1V4fSx19/dBBXzz/q8Pk7Esx0RsRiKS6efoBDu28jK71E2+6oDRoN8O/hhOFjAjF4pL9W5LtVQSqR4d+Nl3Bg5y1ql1aN6OnR8e/BZbCxM9G2K8QRCiQ4duAe9u+4iarKzjeDytHFArNfCsew0QHQ0+t+JWV5OeU4sPMWLp99iLpakbbd0TiePrZY+NoQ9BngqW1XtA7RYCalugSRpTkYYusBG44xKbPdBiqY0RxSqRwnDt3Hrn+u6/zOHNeAjSkz+2Dmgv4qySvu2RqBLX9c6vDju0sw05ioO+k4uPs27t9K7RILZhqtfuZO+DBfDB0VACubzjl3p7S4Gp+t3ouUxAK1nUNPjw47RzM4OJnD1NwApmaGMDTSB5OpBxabATqd3OJRoVBAJpNDLldALpNDLJZCUCeGUChBXa0IVRV1qKyoRWV5LYoKKyERy4idWxnGTe2JlR9MUOpYhUKhE5mX9iCoE+Po/ns48N9NVFcJtO1Om7h5WmPOooEYNMyXmpuE+jLqG5cTcO5ELKLvZ6g8K0mXYTD1MGCID8ZP7UkNQG0E0WBm3cMr+CMhAgDwuu8ArAoYSsp0t4AKZjSPWCzFtQvxOHk4kshrTxJrWx4mTA/FhGmhRGpg795Iwcdv7+7w49sbzAxa9xdOvbEQhuzmG24lMhk2R9zD/ew8mHE5WNi3J3rY23TYP3WSn1OOqxficf1yAlLVuIBWB1wDNnr1dUfYAE/07u8BUzMDbbukEqlJhfhk1W6UlZCdUcRk6aFnH3eEhLogqKczXDysdbKBWqEAykprkJNZitSkQqQmFSD2fibKy/hqOyeDqYftR1bAwtKozWMXDf8eI6eFYuS0XrC0NVGbT+qgYVF8MhbR93RrUWxkzMHA4b4YPiYQAcHO3aq5uz1UVtTi3q003L2RgsjbaV1Cip1Gq+9lHDTcDyPH9+j2s5Oag2gwM+vSVkSV1TfQbh4wC8PsqNRXe6CCGe2SlVGCi6cf4O6NFKSnFGnFByNjDvqGe2L4uCCE9HYj+oVVWlKDuePXdfjx7Q1mvL9Yh1XDBiC+sL5Ua6yfJ8b4eTXc/925a9h+Jwr+dtbIKq+EUCLFgVfmwMvKosM+aoKigkpcv5SAG1cSkfQoD1KpZmfltIWZuSH8ezjCv4cTAoId4eFtC3oX2b1Nis/He2/uIFpS4uphhWmz+yJ8mG+nbpxNTynCxdNxOH8yTi3Z5sXLhmPWggFtHrdq1h9IiM4CjU5DSH9PjJ4Rin4j/MHsZNPHS0tqcOFkLK5eiEd6SqFWMrOGRvroFeaGoaMD0ae/BxjM5ueIUTSPXK5A4qM8JDzIReLDXCQ+ykNRQZW23VIKQyN9BPV0Qb+BXugT7tnpN6HUDdFgJvzEBhQJaqBHoyFu2vtg0ak3XnugghndoaykBvdupeJBVBZSkwuRnVGq0lTslmDrM+HtZ4fAEGf07OMK/x5OXWbh6f1FfeBkYWgAJp2OguoafD9lNKYE+QEABq//C1OC/PD2sAGoFoow85/dCLK3wQ9TxmjT7XYhFkuRklCAhIe5SHyYh4SHuRpT02Iw6LBzMIOrhxVcPa3h5mENN0/rTls61haZacVY9epWYjut9o5mWPr2KISFe7V9cCdCJJTg0O47+O+fq0TL0dw8rbFp52tKHVuYU45LR6Nw6Vg08jJLYcjjYOiEYIya0Rse/vbEfNIU1VUCxEVlIjYyE7GRWchKL1ZLcGNmYYjAYCcEBDsjMMQJru5WVBkZYSrKa5GaVICcjFLkZJchJ7MUOZmlqCjXXrm5gSEbDs4W8PKxhU+APXwDHGDvZE5l39oB0WDG7+C3kMhlsOUa49r4FaTMdhuoYEZ3kYhlyEwvRmZ6CUqKqlBWXIPSkhqUFlejli+ESCSFWCSFWCSBWCIDDQCTqQcmiwEDQzaMjDngmRjAysYY1nYmsHc0h5uHFRyczLvsl5X3F+uwoE8IPhwzBDQAv1+7jfOJqTjy6nwAgO+X6/HDlDGYGOgDAPjnViR23YvFxRUva9Fr1ampFqAwvxJFBZUoKqhq+L+yvBZCoRgikRQioQQioQRCoQQyqQx6DD0wmXpgPP6frc+EkTEHxrz6f0Y8DkzNDGFlw4ONnQmsbU1gYWnUZa+dZ+HXCPHmgr+IiHbQaMDsl8Lx4iuDu/ROd2pSIT56ayfRRdo/+96Ao0v7MqdJcTm4fCwa107HoaKkBm4+thg1ozeGTgqBcSctlxHUiZGXU/74XxnysstRVFCJulpRQ6+ToE4MoUAMuh4d+vpM6HNY0Ocwoa/PBNeADSsbHmztTWHnYAZbB1PY2ptSu+9aRCSUoLSkBmUlNQ3/V5TxUVMjQB1fhNpaEWr5ItTyhRDWiSGVyiGVyiCTySF7/LNcrgCDQQeTxaj/LGfpgclkwMCADZ4pFzxTLkxMDMAz5cLKhgd7RzPYO5qDZ9o53we6BNG8rwmLgxIhH0bMzpuqp6BoDiZLD54+tp1Otlab0FA/OPPJcntSoC/+unGv4X65QgGW3tPFpKuZCYpr1Ff3rymMjDkwMuZQ1wpBvvv0MJFARp/DxEffzEBYN1D/8fC2wfe/v4i3Fm+BoE5MxGb0vYx2BzPeQY7wDnLEkg8m4PC/17H/r6vY9NUx/P39SQyb3BPz3hwOK3tTIv49y5lTsfhr0yXIpHLMmd8fs+b2I2KXw2XBw9sGHt662eNH0T7UdZ20RlVVHaZPfFr2vWrNeIybEKz286qKrvpNtLvRjltf3lAm7HwShxQUFGSxMDRApeBpSVClQAixTI5qoRC14vrFlUzxtHSPxWDoxABNCt3i3IlY3L2RorIdfQ4TX6+f2y0CmSe4uFvh9VWjidl7GJvd7scU5pZj+/pzeHn49/jnh1MwMNLHy6vHYt6yEbh3NRFvTFqPhOgsYj425u/Nl1FVWQc+X4gtf13Ruf42Ct2Auk46P0QzM2McfBBbnocyUS0y+eVwMexeMq4UFBRP6e3sgG/PXcXKof3BZjDw29VbMGSzMGvLXtjx6lWRUorLAP/64xOLSmBtbKhFjyl0jZpqATavP0fE1prPpyAwpPsNlRs9MQRH9txFeqrqoibKlkFLxFLcPP8IZ/bdReztNOjp0dF3uB/e+noGQvp7NEg3T14Yjo8W/Y3N35zA+v1vquzfszTeGtHTo1M9CBTNQl0nnR+imZlpLj1gzKwfvLYt5S5J0xQUFJ2Md4YPgEQmw7J9x7Fk12HkVlZjx4IXMNLHA9VCEb6eOBI77sZg7YXr+OPaHWy8fgcjfTy07TaFDrH/v1uoqVZ97se0OWEIH+pLwKPOB40GzJhPpmympKi6zZK1TV8dw7wBX+O7t3ehMKccC94ehe1XP8BHv85HzwGeTWbQcLgsjJnZBxlJ6pE7f2XpMPBMuODxuFj+9uhuOViSom2o66TzQzQzY8bmYm2fyXjj5j7sSotEH0tnjHXonl8gFBTdHQcTHo4vfRGPCopRIxSht7MDuCwmvK0tADyVeP3qzGUIJVKEe7hg6cA+2nOYQqeoqRbg6D7VN8UsLI2w8LXuPfNswBAfsFgMiMVSlW0V5FXAzdO6xftP7LyFsGF+GDc7DD3DPdscoEmn01QaBtwao8cGYfTYILXYpug6UNdJ54e48PswO09sGjAL79w5grduHUSEawjmefSCD8+aqoenoOhmsBkM9HS0a/H+GSEBmNLDD2KpDFwWU4OeUeg6F07FEWlcn79kMDjc5ge3dhc4XBa8/e3xgEBvSmF+68HM9msfwkyJ4ZpPGDAqACH9qYwsBQVFxyEazFwrTEORoAZFghoEmdkhoigd+zKisS8jGhwGE+ZsAzCVnD1zbszrJF2joKDQURh0OhgsKq1P0ZTTR6NVtsEz5WLEOGrHFQB8A8gEM6XFNa3e355ABgA4Bmxw1JSZoaCg6B4QDWYWX9/d4n0CqQS50kqSp6OgoKDo1vx+4w4kMhlWDurfpc6fm12GzLRile0MHxMIViebPK8u7J3MidgRCiVKHRcVkYzrpx+gIKcMAGDraI4BowMQOsibiB8UFBQUT6A+5SkoKCg6KW8OCOuS5797I5WIne7a9N8c1jY8InaEgtZL/+QyOX56fx8uPc6sGfG4UECB2NtpOLP/LgaODcJ7P8+hmqwpujVt9ZLpKrrqN9Fg5sc+k0mao6CgoKDohsRFZapsQ5/DhF+Qo+rOdBEMDMmUcgkFrWdmDm65jsvHYrDonbEYP7cvDIzqFU5rqwU4sfs2tv18Fm6+tpi9dBgRf57w2st/I60V+Wn/QAds+H1hu2xOGPUDhEIJjI05OHRiFQBAIVfgRkQyLl98hNTkQpSV8aFQKGDM48LTywb9w70wYmQAGEzlSuoBQCaT49aNZFy7kojkpAKUl9dCUCeCQtH2Y19fPhLTX2hdOEUklODSxUe4cysVaalFqCivhQIAj8eBu4c1Qvu4YdSYIHA4bfeWqfM1eWIbAOYtGIBFrwxp05+SkmrMmf5rw+33P56MEaMCWjxeHdfJs9y4noRLFx4hKSEf5eW1YOszYW3NQ9/+Hhg7PhjWNjww23F9PCE3pxw3I5Lx6GEuMtKLUVlZB6FADA6HBZ4JFy6ulgjp6YJhI/3B43F1xm9NQDSYmewcSNIcRQehUzteFBRaxee79Vg7cQx+unoDfLEYo7088OmooWAz6j9yr6Rl4Nfrt5BeXgGWnh6GuLviq7EjwNR7+kWxP/Yhtt6LQl5VDdgMPSzp2xuvhPUCAMQVFGHN8TMoqKnBJH9ffDlmeJPzCyQSfHvxGi6mpEOhUGCcnxfWDB0I1mP7vt9vaPCvok6AHnY2+GHCaFgbGRI5vzLPrzWSE1SX6vX0sQOdrpu7iNqArU9GYIPBaP375ez+uxgzsw9mvjakye8NjDmY9dpQFOdV4PzB+8SDGXVSXS1AVWUdxBIpvv3yKOJinh8eWlJcjZLiatyMSMaenTfxv69fgLOLRZu2MzNK8M0XR5BOoKyyOa5eTsDG386jtOT5XqdioQTFRdW4dSMF27dcxxsrRmL4yJYDgcao8zXprJSX8/H1/44g9pneNLFYippqAVJTCnFg7x289uYITJzcEwymHqQSWZt2r1yKx4G9d5CYkN/s/bW1ItTWipCfV4GbEcn49+8reGP5KIwZ30OrfmsSqsxMh5DLlNiGUQJ9Ql9aFBQUHUOmUOB0YjJOvbIAQqkUi/cext93IhvKspxNTPDZqGHwt7FCaW0dZm7fg+PxSZgW6AcAOPYoEeuv3cLv0yYgyM4GpbW1EEmffnkE2VrjzKsL8dWFK01+/4Qvz18BXyTG+ddegkQuw9IDx/DHjTsNvS0KhQI7o2JxYOFscJksLD98HL/duNMQlKh6/raeX2tUVwlQWlzdjle7edxbUdzqjshkZKaa67ehDFeUVwGfYKcW7/cJdsK5A/eJ+NKYl18dgvzcClRV1TUstGNjslFZUUvEfmJCPv7adAmZGSUNv+NwWOAasFFdVQdJo8Vdbk453ntnFzb/8wp4Ji3vkBfkV2L1yp0NPtJoQGCQEzy9bcFmM1BWWoP79zJQVvo0EDEy0seYcT1gZ28KOwczeHrZtGh/93838c+fl5v8jsGgw9iYC5lcjupqARTy+nVHVVUdvv3yKPLzKvDiSwO19pqoG3VdJ1VVdVj91k5kZ5U2+T2bzYCBoT5qqgWQSGQQCiXY8NNpyGRy8HjcJn/blrhzO7XZQIZrwAaXy0JdnRh1taKG39fVifHj9yfA4bIwuI1SW3X6rUmoYEaHECnZWNkWpHbgGnMoKxYfRB4FAHgaW+LEiPapzd0vzca79w+jRiLEKv/hmOsWStxHCvJo+u+m6nWmaVrzd2HvnuCymOCymJjXswe23Y9uCGZczU0bjrM2MkSYsyOyKyobfrc35gFeCeuFYHtbAICV4dOMSVtI5XIcehCPE4vnP5a7ZmJ2cCD+uHm3SaP+q31DYc6tX1SM8PLA0QcJRM6vzPNrjcL8inadqyWsbMn0iHQVavmitg9SAi639XI1nqkBinLLW7y/MKccxqbkF7NhfZ+Xd/7ovb24c4tM/9XXXxxBXa0ITKYeZswKw9jxwbCzr7/OZTI5oqMysem3Cw0L+9KSGuzcfgNvrBjZos2Nv55vWERzDdj45vtZCHimNFIqleO39Wdx4lgUAIDPF2LQEF/4+tu36u/li/FNApmeoa6YM78/AgIdG0qFBAIx7t5Ow5a/riDv8d9s25ZrcHaxwKAhbfebqeM1UTfquk5+XXe2SUAQEOSIJUuHwc/fATQaoFAAyUn52P3fTURcS8LvG84qbXvWnH64cPYBeCYGGDjYB337e8DHx65JUJifV4GjhyNxaP+dhvLETb9fwICB3q1mU9XptyahghkdQihUfaYCoJuZma2pt5FfVwUA+DXhChXMdBKov1vHMeNyGn62MOSirLau4XZkbj423bqLwmo+6DQa8qurMTfkaUlAfnUNHEw6thgv5tdCJpdj2tam6pKGrKY76rbGxg0/s+h0SORPd1FVOT/Q9vNrjZIi1bMyAGBpZdz2Qd2Ixju3qtBWX0W/kf44vDUCIf09EdDbtcl9cXfScXhrBEZN73yfI3W1IjCYevhm7WyE9HRpcp+eHh2hvd2w7rcFWPLSnw0lXefOxOH1ZSNAa6bcsbKiFrduJjfcXvzqkOcCGaA+k7Ji1RhER2YgL68CCgVw/GhUq8FMVWUd1v94quH2pKm9sHzlGDzbu83h1O/ch/Zxw5uvbkFuTn1As+n3C+g/wKvNHhfSr0lnJf5RHq5cim+4HRzijO9+mtskiKDRAG8fO3z+1Qz8tuEcjhy8p7R9F1dLrF0/HwEBDi3+TezsTfH6shEwNGRj25ZrAOrL/JIS8uEf6KAVvzUJFczoCAoFUNZMTWtH0FeiiU/T0PD0g4tB080GMornof5uHaeEXwtPi3o53GJ+LSwM63fRRFIpFu05hC/HDMfkgPrdzxWHTzZ5rI2hIfKrOraotzI0gB6djhOL58PJ1KTF41obYqzK+ZV5fq1RVVHX9kFK0N0HZT5LbnYZETvcNoQEXnxrFGJvp+HdeZvg6G4FW0czKBRAYU4ZctJL4O5nhxffGkXEF00za07f5xbtjTEy0sfU6b3x16ZLAOqzKJmZJXB1s3ru2PhHeU0a/MMHtixZTafT0HeAFw7uu/P4sbmt+nn0cCRqHwevNjY8vLFs5HOBTGMMDNhY/OpQ/O+TgwCA4qJq3IhIbrNECSD7mnRWTh1/OhOLTqfh7XfHtZoNWbJ0GK5dSUB5GV/pcwSHOCt13PSZYdi5PQJSaX1ZaUpyQYvBjCb81hRUp7iOUFHGh0gkJWLLzKJ9JSGaYJFnX9hyjGHC4uC9QO2lmCnaB/V36zhb70WDLxKjvE6AnZGxGO3tCQAQSWUQSiRwMasvx4jLL8SNzKaNl9OC/PDP3Ug8LCyCAkClQIjE4pJnT9EsDDodM4L8sfZKBKoEQigA5FZWISZP+aZ6Vc6vzPNrDWXnmLSFOsptOzMZKS0rOLUHOwfTVu83NuFiw8HlmLd8BBgMPTy4m46H99LBZDPx0jtj8POeNxoUzjoTdDoNk6e1nVEK6tG0X6ikhSGjlZVNg3Yz89aHjZqbP/1er6psPeA/ezq24edRY4OUUlbrHebeRDAj8l56m48h/Zp0Vm7dSGn4uUewM+wdzFo9ns1mKBUodgQulwULi6fXUnW1oMVjdclvVdFIZoYvESGvrgpVYgGkcjks9A3hxbPUxKk7DVkZyi0UlMHGzoSYLVL0NHfElbErte0GRTuh/m4dZ6CbM6Zv242yujqM9vJoUAIz1mdjzbBBWHrgKGigoZejHRaH9YKoUbPsjB4BEEikeOfYGRRU18CQxcLS/n3gY1X/ufnJ6Qu4k52LIn69BOrtrGz4Wlnhl6njAQAfjxyCX67fwuR/d6JCIIC1oSHeHBDW0APTFqqcX5nn1xpiMZlNHYqmkFCIo9EAByWGb3K4LMxfPhLzl3edDRAPTxuYmbW9UWhq3vQYPl/Y7HFGzwR0gjoRuAYtZ71qG5UJtnZcUWEVigqrGm77+rXeW/MEfX0mjHnchh6erGcawpuD9GvSGSkqrEJV1dPgMriVLFVjAgIdcfiAekq2mI0GBbf0eaqLfquC2oIZkUyKQ5mx2JcRg/jKQsgb5VPHO/phfd9pDbelcjkeVtR/0Bqz9OFmRGZScWfiYTOyhh3Fxq71nTMKCgr1E+7ijBd7BTd73ythvRqCm+agAVgQGowFoc0//suxI1o9tz6DgTVDB2LN0OZViRLfX9nk9rQgf0wL8id2/raeX2voEaqlF9SR6UHsCuTllBPZMLOwMu62GS9nV+UkhfX0ml6/cnnzKqUurk03dKMiMxE+qOVSs+jIjIafPTxbVjBLTSlscvuDd/e0eGxrVFe1vKP/BNKvSWck9xmxCydn5davDm1kQVoiJ7sMMVGZSEstRmFhJaqrBKipEUAkkkIklEAkliolm6xpv9WNWoKZlOoSLLt5AOk1ytXo6tHpWHXnCHJqK2DC4uDGxJVg0btXfX5sZCYxW7qYmaGg6G4o0HW+sDUJp5Vd5/agzGKsu3D9UkLbBymBo3Pbi9e8zFJY2Zk02R3uChgbk1Vgc3QyR1CwU8N8ls1/XIC3j22zwhWHD9xD/KO8htujxwW1aLeK0HWvTIaU9GvSGeHXNM0yKTussr2llhHXkrBj23WkESoX1ZTfmoL4p01GTTnmXN6OKrHybygagIlO/vgjIQKVYgGuF6ZhuJ0Xadd0lvJSPh4QzMy4unedxjoKCoruhTJTyJUhJ7PtMpnugEwmx8lDkURsefvbtXnMV8t2wNbJHJ/+sYDIOXUFfX3ywdkby0di5ZvbIRRKUJBfiZdf3IzBQ33h4WkNFpuJivJa3L2TikcPnjb8Dxnmh/4DWl4f1T6jWmdhaQS9DgzStrBsvYcHUM9r0tl4tsePxVbuNeEomeGUyxX4ee1JnDkZ2+T3bH0m3NysYO9gCh6PC0MjfehzWOBwmPhn82XU1LReyqduvzUN0StRrlBg+a0DDYGMAYOFKc5B6GPpBCuOEeZc3tbiYwdYu+KPhAgAwI2ijG4VzFw886BhcJWqGPM4cFAyXfiExKoi7M2IxM3iDBQJq6FHo8OWY4zBNp6Y4xoKBwOTdmXKYspzMevKlhbvH2Ljic395yhl63BWLN5/PMfDjM3F9bGrwKAr98HceAaIOdsA18a+3epjFQAu5ifiXH4iYspzUSrkQ6aQw4xtgEBTe4yy88E4B/9WVaAacyz7Ad69fxgA8PeAuRhoXa9vXy6qw6GsGJzLT2joJTNjc2HHNUE/SxeMcwiAp3HbPWVFghoczY7DrZIMpNWUoEosgEQuB5fBhDXHGK6G5gi1cMJga0+4KlG6SfLv1hykrzMAqBQLcLkgGTeK05FYVYgiQQ1qpSLo6zFhyubC08gKA23cMdExEMbM9u0oqeJvygdvt+tcFE8xaEMtS1nSCe1gdnYunIxDUUElEVuhfd3bPCY/qxTj5/Qlcr6ujoenDb78diZ++OY4SkqqIRCIceZUbLPH0mjApCmheL2NPqRnRzN89+Oc50rauhIioXZ77J59vZXt+ZPJlRtiu2vHjSaBjL2DGRa/OgR9+3uC1UL2879tEW0GM+r2W9MQDWZO5cQjqaoYAOBmZI5tg+fBhqOc1r+/6dPG1EcVqjcqdhakEhkO77lDzJ5fMzr1rbEh/go2J12HTNE0mEqRlCClugQ70+/h0x7jYKWvHYW0MQ5++CruDPgSEcpFdbhalILhti3XFTfmcPbTD4ApTkGtBjLpNaVYfe8wHlU+f+3l11Uhv64KZ/PisTkpAr/2fQEuhu0LGIsE9eotlwqS8d79I6iWCJ+7v0hQg+iyHNhweG0GM1tSbmF9/GWIZM9/ANVIRKiRlCC1ugTn8xPxLc5hme9gLPcd3C6fSUL6OquWCPFV7Bmcyn3UZD7KE2qlYtRKxcitrcTlwmT8lnAVP/aehgFWblrxl0J5bNtQy1KWuKhMiMXSFr/wuwN1tSLs+PsqEVscLgu+gW1/v3AM2EqpZ1HUE9LLBZ9+MQ2rVuyARCIDW58JuUwOuVwBAwM27OxNERjkiDHjg+Hs0naZH4/HaXK7rIzfpYMZbYsJGDxTFvts+VZLKHOcUCjBnp03G27b2Zvi9z8XwdCw9Y25J7LMraFOv7UB0U/5s3mJDT//HDZV6UAGqM/iWOobokTIR3YtmQnQnYHTR6NRWkxmSBzQvmBm3aNL2JQU0XBbj0ZHkKkdLPQNUS0R4lFlAfgSET6MPIoFHmFK2/Xh2WD/0MWoENWhUixApViASwXJuF2S0faDn4Gjx8Q4e3/sy6yffnwoK1apYCavrhL3SjIbbk93CWnx2AcV+Xg54r8mAYa7kQWcDc0A0JDJL0N6TX3JSnJ1MWZe2YKdg15SKnvyhCJBDa4WpmDZ7b0NC2RztgHM2AbgS4QoFtY0/H6wzfMTihuzK/0+vn9wvuG2AYMFH54NzNkGkEOBMiEfKTUl4Euelhsos4gn+XdrjDquMwMGG1FlOU0CGUt9Q3gYW8KYqQ++RIRHlQWofJwlLhfV4c1be3F8xFI4GrS+WFbX+4JCOewdzaGnR4dMptoOoEgkxd0bKQjXUSlRTfDHT2dQ3EjZShWCQ11bnUHxhPAxgYiMSMaYmX2InLerEx2ZiY/e2wuJRIZeoa746POpMDbmtP3AFnh2fktifD56hbq2cLRuQW9UDqfs+//JoE9t8ayccXZWGfqHt/24AiWypXEx2U3KwWbP7ddmICOTyVHTihzzE9TptzYgGsw8KM8HUJ+V8TdtWW2jJXgsfZQI+agW62bkR5ryMj7+3XiJqM3e/douAwCAuIo8/Jl8o+F2X0tX/BA6Bdacp3WyUrkc29Pu4MeHF7AtVfnskb4eA0GmTeUga6XiDi+KZ7iENAQzVwqTUSGugymr9Wa1I1lxDe3XIWYOcDdqfkerWiLEijv7GwKZIFN7fN1rIryMm34hPKoswOp7h5FeU4oqsQAr7uzHkWGvgq2n3FsoqjwHW1NvQwFgnltvLPQIexws1SOWyxBRlIbY8txWNwFkCgV+T3i60/qadziW+Q5+rtxJrlAgvrIAFwuSkFBZhJ7mbQe5pP9ugPquMz0aDYs8+2JX+n3McA7BCDvv54IUqVyOram38ePDC1AAEMgk+CflFj4PHqdxf0lwOicBy28dxCy3EHwdOp6IzUcVhVh8fTe+CZ2AYXaeRGyqCoNBh629KZEhj0f33eu2wcz5U3E4d6L5kqWOED5MudfxlffG44vXt+Pfn05j2qJB4JkZEPOhqyESSfHtl0chFkthZMzBZ1/NAFfFYa+OTuawtDRGSUn9Jum1KwmYt2AACXfVjgGXjbrHPT+VSg7PfRBHrt+4I9jamcDISL+hrCsmOhOz5/Vr83FJCfltHlNa2nQej7undZuPSUzIVyoQVKff2oBoMFMmqtcnV6Y+v1lnHi/IuoMGkEIBrPv6BNGUnYOTOdy9lAsiNyZeb5DLdjE0x6b+s8HRa1pDyaDT8bJnPygA/NAoE6BpepjZw9PYEinVJZDK5Tie8xAL3Fvf9TvSqMSstazMpsTryK+r37l0M7LAtoEvgst4/svE38QW/4bPx7jzf6BWKkZ6TSkOZcdijqty8rMRRWmgAVgfNgNj7P2eu59F18MwWy8Ms229V6xYWIPSx+8zLoOFt/2HobkOHjqNhgBTOwSYtt2wq07UeZ3NcQ3FPLfeLd7PoNPxild/ZPLLsD+zftLxzeLWB8Hp6vtCppBjw6Or8DC2wMfB5KenyxS6VQft7W9HJJiJjcxEbGQmevRyUd2pTsSdGyn4+ctjxOzxTLgYPOL5z63m+Om9fRAKxNi3+Qr2bb4CjgEbzGbKzvbe/YyYf52VpIR8lJfXT1O3tTNROZB5wuhxQfhvW312OS21CFcuxWPIMOX+ftrE0sqoIQh7ENt2kMLnC3HtSmKbx6mbsH4euHDuIQAgJioThQWVsLE1afF4hVyByxfj27TLZDR937TVBwOgXTNg1OW3Nmi/xEUr6NHqzXVUkrTmcUbGhNXxFGtnYdvmy7gTkUzU5pBR/m0fhPqm6auFqQ23l3qHP7dga8wC9z7tbp4mzXTnpwHJ4ayYVo+9X5rdUKrIYTAxzqH510UgkzRkfABgpd/QZgOZJ9hwjDHZ6akk5v6MqBaPbY4ZLiHNBjLtgUl7+patk4qRo8Mlmeq+zpQVYmj8N3sSuDaHLr8vtqfch0whx/Yh88FhkFOT8Te1we1Jb2OkvXJ9aJoitG/rpZbt4dfvT0EiVm5gZ1fg+qUEfPX+fpXL9BozemKw8r1HCsDcyhjhowMRPjoQvcK9EBTm/tw/CoDWaKZSanIh9uy8heKiaqV6Hlpj+sywJuVIP689haj7ymXY6+rEiFMikFAHAY16svLyKnDx/MMWj5XLFdjw02mlSqrUzdjxwQ0/S6VyrFt7qtX3397dt5GjxGaNg2PTUrC2/oanjkfjyiXlgw11+a0NiGZmLPQNUcsvRxa//QusaomwYaHhYGBC0i2d48jeu9i15Tpxu0NGBSh1XGx5bsNOLA3AcLvWFzJMuh76W7nhTJ72IvLJTkH48dEFSOVyxFcWIqmqCN685lOujRv/x9r7waCFACW6LAc1j/tK9PUYGNpGVgQA+li4YFf6fQBAQlUh+BIRDJnKqS/NbSWLoCwW+oYNWSoAeOXGTnwRMh59LXWvJlpXrjOHRuVnErkMYrmsWRUyXfG3ORZ59cEir+7Tg9CrrxtotPoMtqpkZ5Ziw3cnsPrTyaob02EUCmD31uvYtukykdftCTQ6DROmhyp9/Ee/zid38i6Or5897OxNkZ9XAblcgb83X8Lfm58vPafTaTAwYMPewQzBPZ0xfmJP2LYyT87ISB8ffDoZH7+/Dwq5AnW1Iry3ejcGDfbB8JEB8PC0gZGxPqRSOWr5QuTnVSAjvRgx0VmIisyEn7891q6bp8Zn3jxjxvfA/r23G67ftd+dQFkpH2PH94DR4z4isViKuJhs/Lc9Ag/jcsBmMyCWyIgpwnaEHiHO6D/ACzdv1G9QR97PwLsrd+KVpcPg62ePJ/tumRklOHzwHk4eiwaDqQeFXNFq8ODtawdzCyOUPS43O7jvLpycLTB6TFCTQDg/rwK7/7uJ0ydjANTL2wsEbQ8NVpff2oBoMBNibo8sfjnSqkuRVFUMb57y805O5yQ05HPCLJ1JuqVT7NkagS1/kO2TAYBeYe5wUkLpBEDDQhgAbLk8pXaX3Y0tgLw2D1MbZmwuhtl441x+/fC3w9mxeD/w+XIboUzaZHE5o5USs9jyp0/IzchCKVlgK85T9Sq5QoF8QRW8mG1f5xwGEz4tBF/t5cOg0Vhycxekcjmy+OVYeH0HfHjWmOESgvEOATBj68YgM125zhpnswBA0cJKT93+JlQWYeqFf3Bw+Mt48+YBiGVS/BA2CQKpBB/dPwkjpj7W9Z2CILP60sBPIk9hd1oUUmd+3MTOg/ICTL3wD74JHY+Zbk+v7wpRHTY8uoYrBakoFtTAiKkPVyMzTHftgRdcg5vY+ODeCezPiGm4/VPYZEx2DmzR97slWfgz8RZiyvLAl4pgyuIiwNQGn/Uc07D5JFPIcSgzDsezHyGlqgQV4jpY6htihJ033g1qPev5LCamBvANcEB8o/kaqnDuRCwsrIzx0tKhROzpGvm5FVj39XGiw5efMGpCD50exFxZUYvbN1NRWytEba0YtbUi1NYKUVcrRlLiU3XK7MxSfP7xQRgassHlssE1YIFrwIahARv+gY5KKYWRhsGg49u1s7Fm1S4UtSLUIJcrUFMjRGJCPhIT8nFo/z28uWIUxk9q+fstrK8H3n1/AtatPQXJ48X+1csJuHqZzABVdeDkbIEp03s3lEpJJTL8ufEi/tp0ETwTA9AAVFcLGhbSNBrw0WdT8demS21mDNR9naxcPRaZmSXIz6vfzI+LzcaK17eCzWbA0IiDWr6wSTP/mg8mYu+uW0hLbVlCnk6n4ZVXh+L7b+pLRmUyOX787gT+2ngJdg6mYDL0UFxcjcJGTfnTX+gDrgEbO7Yqt2GuDr+1AdFgZpS9D45kPQAAfHj/BHYMnq/UF1iJkI/1j64AeDJAU7kMQ2dCUCfGj18ew3U11RvOWaSEDMVjKsRPG+sslZSWNWNpv4lzuktwQzBzPPsB3g0Y0VDa+ITz+QkNKl4uhuboZe7Uor0SIb/h5/jKQngf+qLdPlUqORzWnG2gdFlUW/S3csPW8BfxSfQJZNTUf4AnVhXhq9gz+DbuHAZZe2C6SzCG23oTO2dH0NR1llZTioiiNCRVFyGbX4FKcR2qJUIIZVKI5VKIm5Gv1pa/UrkcX8Wcw2s+/fFv8h18FnkGRkw2VgUOwZ+Jt/BNzHnsGbawXTaf8MbNA0ivLsNi776w4RqhRMDH7eLMBlnwxnwcMgpLfPrhVlEGPos606rdI1kPsObuMTgYmOBl7zDYcXnIra3EneKsJsIIejQ6dqdFwd6Ah1d9+sOEpY87JVnYkXoPcijwv55j2vV8xk8PJRbMAMCuLdfBrxFi6dujlVLl6gwI6sQ4vPcOdm+5DpGI/LwNrgEbL78xnLhdkmRlluLH70+0eVxNjRAR15rvr3jltaEaD2bkcgWOHrqPfXtuo6SdiqZisRTrfzoFaxseQvu0rFQ5akwQXFws8duGs4h/pNyuC4OpB28f7fVaLn1zBGQyOY4dfjroVaGoD0YaY2iojxWrxqB/uBfOno5rM5hR93ViZm6InzbMx1efH8ajh08/t0QiKUSip5/BXC4Ly1eOwbAR/rh1I7nNoGDkmECUlfGx5a/LkD/OPlVV1aGqqqlAgp4eHS8tHow58/vj7u20Np+nuv3WNESDmRH23ggwtcXDigLEledj6oV/sCpgKIbaeTa7660AcLUgFZ9Hn0GpsP5CHeXgAy9e85K3IqEE926lIjDYGTxT3dh9VoabV5OISmQ+i1+QI4J6Kp/NEkifRtn6rfQENIZknX5HGWjtAWuOEYoE9U3wVwtTn2uYP5z1tMRshktwq/ZqpKqLL0ibmXHSHMx2DoNsi94Wzjg54nWczHmEbWl38LCiXmFEppDjcmEyLhcmw9HAFG/5DcVER+1sDqj7Ortbkom1Dy8iroJMKkdT74uxDr6Y494TMoUcn0edwYZ+0zDe0Q/FAj7+TrrdbnsAIJJJcb8kG2/4heNVn6eKNIu9mx9eaMBgwc3IHCUCfrP3P6FWKsb/os7AxdAMR0e+0uT5LvMb+Nzxh0a83OT2VJcg5NVW4XxeUruDmSEj/PHn+nOoqlRO1UgZju2/h6T4fLz/xVTYP1OP3pmoqxXhxKFI7N9xk+jr8yzzXxkE0w6qkaXF5yPmVipKC6sAGmBhw0NIPw+4+WpXlEQXkMnk+OSDfQ2LTmcXC8x9cQACAh1hYsJtUkKkkCsgFElQWlyDmOhMbP/3OmprRVAogG1brrUazACAl48tftn4EuJisnHzRjIexOagpLga1TUC0FAfsNramsDFzRI9gp3Rp687eDztra/09OhY8fYYjJsQjJPHY/Awrt5fgUAMY2MObGxN0D/cC6PHBsHMvH7TydnFAjeuJ2nN5ydYWhlj/e8Lcf1qAi5fjEdSYj4qK+rA1mfCytoY/Qd4YdyEYFha1SuWOrsoN95h9rx+6NvfA0cPRyI2OgvFRVWQyuQwNuLAytoYvXq7YdSYwAa5ZV9/+3aV6arLb01CNJihAfgpbApmXvoXVWIh0mvKsOzWAejrMeDWSBo3sjQXC6/uREJVESpETz+IbbnG+LJny7KptbUifPHefgCAk4sFAns6IzDEGUE9nWFhadTi47RFbGQmdm25juh7qs3paItFr7evdKLxgqS5oYvNoQtqR3o0GqY49cDmxzNADmfFNglmCgXVuPVYRvjJsa1hoPc0a2jDMVZKvvhZlN3BVwd6NDomOQViklMgkquLcTgrFsdzHjRknHJqK7D63iFcKUzGD6FToafhLI06r7MDmdH4JPpEg/KYHo2GHmYOCDK1h6OBKXgsDoyYbOjrMVAjEWHZ7X1a9bcxLkb1XzhPJLi9Hs8rMmdzUScVQ65QtDujxtZjwM3IHPvTY+BrYoOR9t5E/t43izJQIxHhvR7DO7yh4WNihVvFmZApFO3yicnSw8QZofjv72sdOm9LJD3Kw5LZGzF1dhjmvBQOQyPtipu0h/i4HJw+Go2rFx5BKJC0/QAVcPWwwpRZ7Z+jJBJI8OOavYg4+6DZ+8NHB2L1D7PA5pDZIOsR4owL1z4iYutZTpxb0+7HWFoat+nPgb13GgIZewcz/LppUatKZmx9Jng8Ltw9rWFkzMEP3xwHACQm5KGuVgSuQdt9m0HBTggKbrlSQVnU9Zo8i4enDd5apdwGyMtLhuDlJUNaPUad10ljaDRg0BBfDBrStpT5/IXhmL9QuaoaF1dLpV8PIyN9nL/avueqLr81BfHRyG5G5tgycC6W3zrY0NAvlEkRX1nYcEyhoBqFgqZpVRdDM/wZPgumStb7Z2eWIjuzFCcP1acibe1N4eVrCydXS7i4WcLZ3Qr2jmbQ09NsOUFVRR0un3+I8ydikZL4/DR50oyeGNxu2VEe86la3BM57bZoHHRqk+nOwfgzKQIKAJcLk1EtETb0NpzIediwuB1s49lmoGGm/3TH0dXIHOv6TFeb3+rGy9gK7wWOxOqA4bhYkISNidcb3nMnch7Ch2eNJV6anTWgrussv64K/4s51fC37mPpgu96TYI916TZ4/PqKpU6t6beF08U0p4ELE+CBNrj2/VqkO0PRH4f8ALW3D2GZTcPwErfENNce2CBZ29YqRBwZz8Wc2lpTtOzPCgvwK60SMSW56FEWAuBVNwoMGz/85r54gCcPhqNspLnS+VUQSqRYf+Omzh+4B5GTwzGhOmhcNbBKelSiQyxUZm4fT0Zt6+noEhDA+u4Bmx88t0LHSrH27L2FCLOPsCEef0wbFIIrOxMIJcrUFJQiUvHonFy122YWhjijc+mkHe8k3DqeHTDz9Ne6N0uSeagHk8DEoUCqKioVSqYoaDoyhAPZgAgyMwOx0YuwabECOxNj25QjGoODoOJ+e6hWOo7QCWZ04K8ChTkNVVRYzDosHcyh4ubJewdzWFuaQQzC0OYmhvC/PH/SstNNoNCARQXViIjtRjxD3IRfTcdyYkFGlPV4JlysWTFyHY/zrNRGV9eXaVSilxpNaXtPo86cDY0Q6iFM+6VZkEil+FU7iPMfjzr5VTuo4bjpjsHt2mrR6MBkYmVRR1cQuoWejQ6Rtn5YritD965dxCnc+t7tPZkRGo8mFHXdXYq9xHEj8v7jJhsbOw7q1W7yvY1aep9QVMxY9JSNsjD2AKHRryM28WZ2JsejX+SbmNbyl1s6DutwwMxn3ySPdub1hxXC9LwasRe+Jva4DWf/nA3tgCPpY+NCTexLz26zcc3hz6HiZffHI61nx/p0OPbQiiQ4Oi+e/9n76zD2zqyPvyKJTMzO47jMDNj0zZN0qaYMre75W7h2+62W9jubnfLzMxJmgYbZmayHTOzLYMslr4/FDtWJNmyLVOi93n6pL4wM3c0V5ozc87vsPLng8T3C2HyjBRGjk0geVBkt8fVmM1QWV5HRloJqScLOX2igIzU4i6JhWmLvzy/kKiYjuWL2772OPOvH8efLjBWgsP9GDgyzhKIvvbEJWvMGPRGilrMVeLjnRdKAku8TEsULspN48ZNX6ZLjBkAX6mcp4fO5uFB0zhaWcix6iIqNA3U67V4iKUEyjwYFhDJuODYLovHMBhM5GVXkJdd4fAaL285AYFeeHjJkErFSKViJFIxUqnI8v8yMVKJGKPRhE5nQKvVo6xupKqynsryOtSNbcvfdRUPPXU5Pr7tz8kzzD8KoUCAyWzGZDaztfQsC6IdKxmZzOZOZYF3NUviRnCwMg+ANQWnuCF+FPmqGk4rLTthQTJPp2WWFWIJaoOeGl0j20szmB7WO7KgdxaRQMCDA6Y2GzNFKmWH3Jc6Q1eNs8IWuXUG+UW0aXDsr8jt0fZ2lKY4K73JaBVzVdLYerDw+JA4xofE8WRjLbdu+44Xj/7RYWOmSaksu76KkUFRrV77xdn9SIRCvpl+s5UcutrQue/I2fOHsmnN8S53183JLCcns5xvPtmOTC6hX3IYCUmhJPQLJTzKn9BwP4JDfTq8AGbQG2lo0FBd1UBVeT2VFZbfkJKiGvJzKinIq+zR35Mmbrh9MpOmD+jw/epGHSkjHLszDRgew6bf2pej66JCILCKZ1Br2veZHzp4PvGvh4cUf7+eF+dx46an6TJjpgmFSMLE0Hgmhva+PBgADfUaGpzIqtrbuP7WSUyd1bEEjAEyDyaHJLKjzJIg8P20ncyJSEEusj8cfss/YVcRqaeYF5nCS8fX0aDXcqgqn0qtij9ayDEvjBnq1EqyQixhacIYPj27B4AXj61j0PRwp+JgzIDRZEIs7N7V2wsntq1Rpzs/rr0l8m5XNuuqcSZrEZxfoWn9+gpNA5+d+3x7qr0dpcmQOFldYmVIrMq3TSRnb1cx0sOXUUFRrM4/bXO9s0wMjcNDLOXLjP0siBmEzEFfAOjNRrwlcitDRqlTs7usc0aIQADPvHQ1D9z8EdWVrQsWuAqtRs/p4wWcPl5gc06ukODlrcDbR45UJkEsFiIWixAIBBiNJowGIwaDCaPRhFarR1WvQdWgtVlR740svmEcdz44s1NlpAyPIS/DsdJRdmoJA4a1Pz7xYkEsFhIa5tcsp7t5wynGOZkkNuNsKV99dj6GbNKUZCuxADduLlW63Jhx43rGTOzX6R+c+wdMZmdZJmYgu76SB/f+yKujFlpJrZrMZn7LP8E/jq3pZItdi0Ik4YqoQfyUcwST2cyO0kw2Fp+XUrymldwyF3Jf8mQ2FqeR11BNUaOSRZs/4pFBM7gscqCN26PKoOO0soQ95dmsLjjFf8csZnhA66vVruaH7EOsLTzNVTFDmRKaSHSLhJAtOVZdyF+PrGr+e2qY6zKqt4euGGdD/M+rIWXVV7I87zhXx9qKPRyoyOWvR1ZR6WT8S1e1t6NcFjWA109u5bF9K7greTxSkYjNRWfJbai2ufZEVRH/d2gNMyKSiPXyRyIUcaq6hJV5J22k7g0mE+Waeur12ubcOrn11aQqy/CWyAiUezbH9fhI5Dw3fA5/PbSGhRs/ZXHcUMIU3pSpG9hTnsM/Rl5GrJdF0GBKaAL7y/N48egfTA/vR3FjLZ+l7yNY7kV1J2Pu/AM8+esr1/DUg9/0eLI2jVqPRq2nsp1yur2da24az32P2ubuai8P/G0hf7v7c0Ii/Jg4ZzABwd4IhAIqS2vZ/ccptq46yj+/vMcFLe67zJ47mG+/sgjZbNl0GplMws23TSY0zNfmWrPJTMbZUjZuOMnqlUfQ6y0utjK5hJtvt1UU7C4m/+cjqhqs3+t/Lp7L4hGDnC7jnS17+WLPYV68ajZXDrW/G5hfrWTem18gEgo49cKjnWlyj3Awt5A/ff87M5IT+Pc17VN0dOM8bmOmj5E0IJz/e/maTq/GjAqM4c6kCXyWsReA3eXZzFj/FkP9IwiWe6MyaDmtLEGpUyMSCHl26FxePbGhzXIrtSqKVErq9RoaDFrq9Vrq9Bord5ychio+ObsbL4kcb7EML4kMb4kMP6mH04HG18SO4Kcci6vC2sLTnDiXAHNEQJTTZYBlsvbRhBu5Y9c3lKjrqNSq+NuR1fz9yOrmxIkGs4landoqL01PYQaOVhdytNqiBx8g8yDBOwg/qQcigZB6vYas+gqrHQMfiZzHBrZu/HbV59YV42xuZApRZ/woVCkBePbwSn7IPsRAvzC8JDJqtI0crS4k+1w8y939J7K9NJOMuvJWy+2q9naUCA9fPp96I6+d2Mr/Tm5FLBQyK6I//xq7gCmr3ra+1tOXeO9AVuSeoFKjQioSEeXpx2NDZnBnf2tFqv0Vedy2/TurY++c2ck7ZyxJ1p4ZNpu7W0g6X5cwgggPXz5J38sHqbvRGg34yzwYGRiJr/S8m+vdyROo1Wn4Pf8UP2QdIcrTlzv7jyfJN5gbtnzV6f4YMiKWp15YxL+eX9Gj2b4vRm66Ywq3t1MV0xHv/H05qnoNH7z0Ox+89DsCgcAqUa1ULuGJ69+32alak/qqS+rvC9y4dCK7d54lJ9vynbRuzTHWrTlGWJgvIaG+SCQidDoDdXVqSkuUNnFTMrmE555fTGSk/cWs7uBP08dTpKxD2ahmS1o2NY3OxSa2ZPvZHNQ6PXuy8h0aM32d/TkF1Gu0bE3PbvtiNx3Gbcz0IVIGR/HPt5fi6eUa5ZK/DJmDQCDg84y9mMxmjGZT8yS5CS+JjFdGLmB2+AD+c3JTm1K0X2bs45Ozu1u9Jq+hmv+e2mxzPFThzY75jznV9mEBkST5BJNRV8HOc25BYImnaS/x3oGsmHUvzx9dw4aiVMxYjIbixlqKsZ8byE+q6JRgRUfxElt/9tXaRqq1+Q6vT/IJ4Y2xVze7LDmiKz83V48zqVDEhxNu4O7d3zerIp6oKbLJNyMUCHgoZRoPDphKvV7jlDHTFe1tIsUvlMzrnmv+e2ZEktXfNyWO4qbEUVb3jA2O5ZdZt9uUdWbJs1Z/B8u9eHeic2p8k0Ljrep1hslhCUwOaz2fhVgo5Olhs3h6mG2SxfbW54gZ8wZjMBj574srnc6h4MYxnl4ynvz7wk7FyFxIVEIwUQm9TxmuNyGTS3j9nVt4879r2b41tfl4aWktpW3koxs/MYm775tBXA+r79049vxu+NJPf6Imv/3GzLT+8eRW1TBrQKIrm9arGBcfzdd7jzIjufXvTzedo13GzKHKAqq1KiaGxLcZdOvGtQweHsMrb97kUuUSAfCXwbO5PGoQP+ccYW9FDuXqeoQCAREefswIT+KmhDGEn8uHEePl35xxvjewJG6E1aq4Qizh8ijnt7hb4i/14O1x15JRV86qglMcqMiloFFJrc6SWMxHIifaK4BBfmFMCklgcmg/u4lgu5pr4oYz2D+cTcXpHKsuJF9VQ5W2AbVRj9lsSYYY7uHLIL8wZkcMYEZY/26PlbmQrhhnST4hrJp9Pz9kH2JLyVmy6itoNOjxlsgIVfgwITiea+KG09/HohQ0PCC6eSevJ9rrxnXMuWIYQqGQ11/5Hb3OuaS1bmzplxzGc69eS0SUa1f3H31liUvLu1jx9pbzt39czc23lbNtyxnOnCqioKCKhnoNWp0BmVSMQiElKNib6JhABg6KZMKk/nZd0foqD82cwEMzJ7R9YR9mTFwUB/7vwZ5uxkWPwGx2fn3r2UOr+TXnGGKhkCML/2KjQrYyz5IkK9k3hAF+oa5tKVBd1cAN8193ebm9ncsXjeRPT85HIu3+ybMbN27aprFOzc1JD6OqtfiQ/2/L3xk8MblL69Sqddw97C889fkDDJnccy4aPfHsAGmnivjH0z+7PAfNxY5EKuLapRO56a4pnUpN4MZNE0s//Ykj+cXtjplxhqaYGbFIyMnnH3Fp2W4uHtr1TXaqxiJ9G67wtSun/OSBlQA8mDK5S4yZSw2ZTMzDz1zBnCtaz2Tv5tLjjQN7+OTYIV6dPoeF/dvO2Ouma/HwUbC87BPK8yu5pX/nf3AbalSIpWLkrSXDO7cMJe7hCamrn91ZBgyO5L2v7uHVvy3n+OHcbqu3LzNuUhIPPHGZy3dj3LhxlsXvf0taqXW6jMfnTOaeKWNavU8iEmE0mfl67xGWHz1NQXUtCqmY0bFR/GnGeAaE2Xe7m/yfj5CJxWx+/C7q1Bre27aPzalZVDSo8JbJGBAezF/mTSU51Dbuc09WHt/sO8bxghLqtVoCPT0YFx/NXZNH09/O9Y06PaNeftfhM5x64RFEFyigFinrmP36Zw7PAzz320aWHTnF3VPG8MScyZ1uJ0CDVsfHOw6wJS2Lwpo6tAb7aou/3HcTgyPPz+eNJhPLjpxm5bEzZJRXoTUYiPTzYeaARO6ZMgZfhX33e73RyKoTaaw499lVq9T4ecgJ9fFiXHw08wf3Z1BEx+2Gdv0KVp4LgI7yvHi2OXsrA4dE8ej/XUlcYvsSarm5NNiSm02jXs/Ogjy3MdOLEIpcI9X93uNfMWXxWCZeNdrhNTIPKd+cfcsl9bkCVz17ewgI8uI/79/KupVH+PSdTX1SZr876Jccxm33z2DcpIsjj5abvsvtE0eSVVFNTaOaXZl5lNY6t7MqF4t58pe1rD99lpgAP/qHBpJbpWRTaiY7M3L56JZFjIu3L/ldXt9AZYOKpZ/+TJGylvigABKCAsirVrI7M4+XFtouGv13w04+23UIgQBCvb0I8w2isKaW34+nsu7UWV5bMp95g6zfJ6lIxFPzpqLS6VBp9ai0OqpUjWxJy2p/RzlJR9pZr9Fy4yc/klVRTVygP4tGDMRgNLE7M5fSugaEAgFLxw0nJsCPmIDz8/1GnZ4HvvuNAzmFCASQEBSIXCImp7Kaz3YdYtXxND677Wr6hVgn3DWaTNz11XIO5hYiEgqIC/Qn2NuTktp6ThWVcaqoDL3R1H3GTO25vBXePRD4fKng46vgzj/NYv7CkfRwqIObXszMuASylTXMje8ZyWU3XYfZZObo5lNMWTy2p5vSJxAILK644yf355N3NrLlj1NutbNzjByXwHW3TGTkWHfwsZvewcLh5/PjPf7zWtbVpjt1X02jmn05+fx4zw0Miw4HQKM38Pzvm/j9eCrPLFvPukfuQC6xndYajCbu/eY3UsKD+f7u6wn08gBAazCwJyufcF9vq+t/P57KZ7sOEeXvy/+uvZyhUWEAGE1mPt99iNc37uKZ5esZEhlKhJ9P831ikZA7JlmLuBQp67rMmOloO7/dd4ysimpGx0XyxW1LEJ9biFLr9Fz9wXfkVtUwKjbSxgh6ec1WDuQUkhwaxFs3LCA20A+wfA5vbNrF13uP8uB3K1nx4M14ys7Hd+/IyOVgbiFR/r58c9d1hPmcz+VXWtfAxjMZTE3qXC7KdhkzIoEAPZbEfW5ci8JDyuWLRnLjHVPw8VW0fYObS5rHxk7ksbETe7oZfZ6izFK+fWU5J3akUltZT2C4H/PvnMkNT11ldd33r/7Gui+2Ul2qxHBOUtbLz4N/rnqG5DHOKfHcO/Jpplw9llueO6869s3Ly9i5/AAfH/k3AE/MfJGsE3moGzT847o3mq+78ZlF3P7Ctc1/XxN+LyplI2azmReXP8m4y61V/O4d+TRLHruCY1tPs2fVISQSMaPnDePPb96Op6+H08/uTDnO4Gw/d4aAIC+e/sdilt45lW8/3c7WjacvSaPGy1vO5BkpLLxuDIn9w3q6OW7cuIwHp49vNmQA5BIxLy6cze7MPErrGtiUmulQ4tlsNvO/ay+3cuOSicU2KmMms5l3tlik+V9eNKfZQAAQCQXcM2UM28/mcDiviB8PnuBxO25f3UFn2nkg16LOuWj4oGZDBkAhlTB/cH8+2L6fQ3mFVsZMfrWSlcfOIBQIrAwZsHwOz86fzsmiMo7mF/PjwRPcNfm8V0FlgyXXW3JokJUhAxDm48Ut49uvQnsh7TJmfKQKNOp6MusqO12xGws+vgoWXjeWRdePxdvHbcS4cdOdeHjLCYrw59mv/0xAmB+n9qTzxv2fkDgsljHzLLFqm3/YxbK31/LmtheISgpnzaeb+fjp7/jizBv4BHi1UUP7eGXV0+i0eq6NuI9nv/5zs5EiuSAuZlnJx2hUWhYG3umwrPce/ZJrHrmct3e8SHlhFf+5/X2+/9dv3PPqTU4/uzPlOIOzdbmCqNhAnnnpam6+Zxqrlx9m87oT1NZ0Lmlnb0cqFTNuchIzLxvC2IlJbrEYNxclU5LibI7JxGKm9o9nxdHTHMgpdGjMLBk12G48yoWcLauksKYWb7mMsXH23daGR4dzOK+IowXF7Wq/K+lMO40mSyoBqdj2e0Iishxr1Oqtjm8/m4PJbGZ4dLiVIdOShcNSOJpfzMbUTCtjZkR0BEKBgK3p2Xy84wA3jRuOl8x1yrzQTmOmv08w5ep6ClQ1rMg7weLYoS5tTFt4eslZsnQCRw/mkJ1R2mfzDIhEQkaNT2TmZUOYNC0ZmdxWTMEeubVKpn/7GQuSBvD23Cv4+uRRfjh9khxlDR4SCWMjonh0zARSguwHwo3+4gNkIjG7b72HWq2Gtw7uZUN2JuWNKrylMgYGhfDXSVMZEGh9v8Fk4ufUUyxPP0N6VSVao4Eob1/mJiRy/4ix+Mntux026HS8d3g/G3MyKairQ2u0H2D2+7U3MzTkvK9kR9ppMpvZmpfD2sx0DpcWU9LQgBkzQR6ejAwL555hoxkWar1KOeKz95kcHcuzE6bw5w1rSK2sYHxkFG/NuQKt0cCjG9dyqKSYRP8AXps5j0HBIZ2qryWNej0/nDnBH9mZnK2upEGnw0cmI8zTm/GRUdw6ZARxvn5W98z/6WtSK60DJ5+eMIUHRrbujtTez6+wvo7JX3/C3IR+fDR/IT+cPsGPZ06QVVON0Wwm3s+fa5IHccewkYj6uC+kf6gfd71yY/PfEYmh/PbuejKP5jRPslP3ZZI8KoHo5AgAZt4wiXce/oL81CIGT3KtapfcU9YceyKVS1B4OXbpbStGJWlEPLf+3SKTG5MSyYwbJnJmb0bzeWee3ZlynMHZulxJVEwg9z86l7v/PJu9O9LZuOY4Rw9k2yQg7KtERgcwYkw8I8YmMGpcAh6tiUW4cXMRENnCVaolcecm1wU1jnP0JAQFOFXH2TLLYn29RsvA599o9doaVc/F6HWmncOjwzmYW8gfp86yoIXxZzSZ2HzOJW54TLjVPTmVNQAkhThOSp50TmygqW1N9AsJ5PE5k3lj027e2LSbD3ccYO7AJBaPGMjYuGiXhFS0y5iZHt6PXWWWLKZPHfidn7OPMcg/DE+xtYV1oCKPN05t61TDHhs83eaYTCbm3kfmAFCrbOTUsXzOnCwk7VQRGWnFaNR6m3t6Cx6eMoaMiGXsxH5MnT0QXz/nXTQuJKO6kic3r2dZ2mkCFR70Dwgkt1bJH9kZbMvL4csFVzMh0r6lXqZqoKJRxbXLf6SgrpZE/wAS/QPIq1WysyAXH+kcq+tVej13rVnBvqICBEC/gEDkIjHZymo+PHKQFempfHPVEvoHWAd81eu0LP71ezJrqi2T3wEDMZrN7MjPpaTBkrPjtiEjiPX1I9bXVlCive3cnJvNPWt/AyxBeFHevkhFInJra1idkc76rAy+WnANk6JibPry8c3rqVI3IhTA1rwcXt2zg9zaGtKqKgn08OBMZTkPbVjDlqV3dLo+gKyaau5cs4K8WiUAUd4+xPr4UaZq4ExlOWlVFdw1bJTNfXcPH01mdRU1GjXbz/VjW3T087P0TRXPbd/Ed6eOE6BQkOgfQHFDPamVFbxcuY3UynL+N3t+m23ozagbNCx/ay371h6lLK8Sk8mEqraRsfPPb3vHpESyY9l+yguqCIkOZO/qw8gUUqKTw1spuefpP9rafcLL3xNV3fkdCmee3ZlynMHZuroCsVjIlJkpTJmZglZr4PihHA7syeTQviyKC6q7vH5XIJGKiI0PJjE5jCHDYxkxJp7gUPsTu0sFg0nHexkPsijqMWI925YD3lnxEyeU2/hT0gedqtdV5bhpHwLB+V2DC5FLLAvCjTqdw/vt7ULYo0FjKcNDKnGokNZEhAPjqjvoTDtvmziSVSfS2JyWxfUf/8C4+GhMZjPbz+aQWV7F0KgwFrWIbQJQaS31KaSOF989zp1T6/QYTWZEwvNWyl2TRzM9OYHPdh1i3al0Vh47w8pjZ0gKCeQv86ba3XVrD+0yZq6JG8bnZ/dT3Gixfg9V5nOo0jb7+KHKAg5VFnSqYfaMmZb4+nkwafqA5szFZpOZooJqcjLLyM4spyC3kuLCaooLa2hUaTvVlvYiEAoIj/QnLiGEAYMjGT4qjv4DIxAKXbOKnVZVSamqgW+uuoYp0XEAaAwG/m/bRpann+HxTevYuvRO5GI7gXAmE7evXs7AoBB+vfpGgjzOBcIZDewsyCPC23rQP79jM/uKChgQGMwHly0g3s+/ub7/7NvJ58ePcPeaFay74VY8JeeN2i9OHCWzppqxEVF8v/BaxOe2dxv1eq74+RtylDWMiYjk8sT+dp+xve2cFZfAHUNHMj02nsnRsc07BkqNhoc2rGFnQS5vHthjY1ykVVVyy+Dh/LjoOtKqKrnsx6/4OfUkg4ND2X/7fQDM/eFLspXV5Chrmp+/o/U16vXNhszo8Ej+NWMu/fzPrxgV1tdxqKSISG/bL8lrks9/ufx5w2pWZ7QdONnRzw8gR1lDfq2SV6bN5qbBwxBgUQP+7NhhXt69jWXpZ7hnxBgGBDpeqentvHb3h+SnFvHoB3eTNCIemULKn8b/1eqaK+6eyZm9Z7k95TE8fRQERwfy958exTeo8z9k6oauW9lrbVcHnHt2Z8pxBmfr6mpkMjFjJyUx9pyqV21NI+lnikg/U0z6mWJys8qpKK/rsVgbuUJCaJgfoRF+RMUGkpgUSmJyGLHxwYh6QC2uN2M+p00uErhz5VwKmM2WgH2ZnXmNWm9ZyPaQdt51yUNmmZCH+3rz3d3Xd7o8V9D0fC3pTDsDPT346d4bWPrpz5wsKuV0cTlioZDoAF8emjmBOyeNtjEcmwL6WzMYmwweuURsZcg0kRgcwD8Xz+XZ+dNYczKd7/YfI6O8ivu+XcG/r5lvtUvUXtr1LeAlkfHplBv4855fye5lGa8FQgFRsYFExQYyZZa1RVlXq6a8tJaqijoqy+uprmqgVtlIfZ2aOqWahgYNGrUOjVqPRqNDpzVgMpowGk0YTWYwmxFLREgkYqRSMVKZGJlcgq+fBwGBXgQEeREQ5E1QsDcx8UHEJoQgk3XtF+xjYyc2GzJgkS18dcac5hX7P7IzHEr2msxm3p57RbOBASATiZkdZx3InFerZHm6JeCr5US4qb6/T57B8bJSDpcW8+2p49w34rxO/P4iizG7ZMAgq3o8JBKu7JfMO4f2caC40KEx0552AggFAp6fMsPmuJ9cztMTJrOzIJfj5aV267lpkMVdckBgEPF+/uQoa7hlyHCk517mMRFR5NYqyatVNvdBR+v78cxJ8mqVhHt589WCq20MiChvH6LsGDIdoTOfXxM3DRrG0sHn3YAEwN3DR/FL6inSqyvPGUp915g59Mdx7nrlhuYkj3qtnpKccpvr0g9l8a+1zzJ0asdlsD28FaiU1jsauadsF32EIiECgQCjwdThupzB2Wfva3W1B19/DyvjBkCvM1JaXENxUQ0lhTVUV9ZTq2ykVqmmrraROmUjjY06DHojBoMRvd6IQW/EZDIhEgkRS0SIxU3/Wf6WSsV4ecvx9lHg7auw+v/AQC9Cwv0IC/fD17/jO/aXGhKhjEeSP+3pZrjpRgprakkMtvUiaHKBivbvfNqQfufKz6tWotbpW92JcAUt43jUeoPdWJL8aqXNsc6289t9xyisqeXN66+0US2zR9I5ueWMcsdz/6ZzSSG2n1FLvOUybhgzlOtHD+X1Tbv4dOdB3t68p/uMGYAkn2DWzrufnaVZHKzMp7SxDrVRj9ZoYEepxdcu3juARO/eM8Hx8VXg46ugX/LFo+wyPcZWxk4mEjMjNp5f006zr6jQoTFzw8AhVgaCI7bkZWMymxkZFmE1EW7JNQMGcbi0mPVZGVaTYUNTgJmdbeEmi19lZ7WhI+1si2gfyxeczmhEZzTatKnpPECwhyc5yhoSWjyvr0zmVHudqW9DTiYA1w8cYmPIuJrOfH5NLE62P4aSA4NIr66kUq1yaZvt8dP+E7z422a75yL8fNj49F0dLjssPoTDm04yefFY1PUavnrxVwx665iK8vxKSrLLCQj3a7M8g96i9GiyY4gMmtifjV/vYOz84QRHBbJ31WHO7MsgJMb6u1IsERGRGMrm73cSPyQagUCAwktOQJh1/cZzdRkNHVOXdObZ20Nrz+7quroSiVREdFwQ0XG95zfMjStwVXxf344TTH6p9fgKeywYMoD/Lup5l+Itadk2xoxGb2BnRg4A4xLsu9e3h4ERIUT6+VCkrOPXI6dcorTVGn4KOUKBAJPZTEZZJSNiIqzOF9bUcqbYduGnM+3U6A18secwSSGBThkyADMGJPLK2m2cLCwlp7KG+CDbOcXKY2cAmDnAOYVPgQBuGDOUT3cepFhZh9lMh+NnOrR9IBIImB7ej+nh53Nc6ExGBi17FYD5UQPbdBNz0znsuSEBzZPw/Dqlw3sT/ZwLhMuqsfiTJwc4/lFvirVIr7YO+BoZFsH+4kLWZJ5lUQujymAysTE789w1rcccONvOJqrVapann2F/cQHZyhqUGg0agx5Ni8y2Ta4JLfFqsTUtOWc8eUvPB9MKzv14mczWk7SO1JdZY1m5aCl40FV05vNrItHf/megOOejbOzj0rdPfnwfbz30GbcNeAy/YB+WPHYFgRcYDf6hfsSkRHLXkCcBy85JREIod750PZMWWQzA9x77ivVfbEWnsRi8f5n7MmKJiIHj+/PaxucAWPrsYmpKa3n1lnfR6wyMv3Ikf37rdn7+32qbdj3xyX289+iXPDDmWXwCvLj9xeuZc/MUAL584ReWv7UWrdqypf+P695ALBERkxLJBwdedemzO4Mzz+6quty4niptEVvKviFXdRKdSY2XOIBxgVcyPmhR8zX7q1ZxoGoVtfoK/CShTAxezEj/eQCcqdvNaeUOJEIFqXV7mBV6C1pTI7srlpHkPYZrov8CwAcZf2ag7ySmhZwXgthe/gNnanfzQNK7zddMDFpMjuoEaXX7EAnE9PMexeXh9yMTnd+1+k/qTWiMKsDMDbF/o7/3hQsxZraX/8ih6rXoTBqSvEcTILWeJFbritle/iN5qlOoDLV4SwIY6T+PycFLXFqOs/3TVj8DaIwq/pN6I48mf8628u9Jrd2DGTPjAq9iRuhSpz7vvszHOw4wJDKM8eeMFq3BkmemWqUmzMeLWU5OoltDKBDwxNzJPP7zWl7fuAtfhZwrhw5A2GKWnVFexeoTaSwdN4wQ784pWsolYoZFh3M0v5j/btjJuzddhb+HRdm2pLaeJ35Zi8mO2lVn2mk0mTCZzJTWNXC8oITBkaFtKr2F+XixdNwwvt57lEd+XMU7N17VrGqmNRh4feMujhWUEOLtxU1jrUVdfjp4AplEzKwBiXjLz8+tNHoDX+w+DED/0KBOCQG4zBdKKhThL/OgRntxS2D2BoQCgcMdC7nYMslsbRfBns+pPVT6cwFfEsfbl027C416PUazuTl25O7ho/jtbCobczJZ+Ot3TIyMOacAls3Z6iqGh4azJLn1oE1n2wmwKTeLRzasRaXX4SeXMzI0gvGR3vicM0o+OHLA7n2O1LiEbbxVHa2v/pxPqY+065WHOvP5XXj+YqX/6ATe2/uKw/MGnYFHpz3P+CtG8sIvjyOVS9Br9Wz/dT//vuN9ls3/GIlMwp/euI0/vXFbq3V5+Ch46osHbI7PXjrF5tigCf15f/8/7ZZz+wvXWuWcsUdT3pqW3PLcNVY5btp6dmfLcebZnanLTfdTb6jmi+ynCVXEc23MM/hIAinX5OEhPr9bfbB6DdvKv+Py8PuJUCRRpE5nbfFHmMxGRgdcDsDZ+kMsiPwTwbJoNpd9w1C/GSyNe5Evc55hkuYawuTOJ+1cW/IRE4IWclfif6nTV7Ci4HV2iH9iTth5AZanUr5Hb9Lw6pnr7JZxvGYLuyp+5YqIB4jyGEB2w1E2lX2Fr+R8oLRUqMBbHMDVUU/gJQmgQHWG34vfIUweTz/vUS4tx5n+caafm/i14N8M8Z3OxKCrURlqEQq6V4r79+Op5FbV0KDRUa/RNrt5/XjwBEfyi/GWy/CSSZmYGMvwFnlhNqdmcaaknAatlgaNrlkyeM2JNPKqlHjJpXjLZIyMiWBConW86bDocEK8Pbnjy1+J8vclwFNBTmUN9RotUrGIV6++zG7CzI4wf3Ayxcp6Xt+4i6eXreefa7cRE+CLSquntK6eRp1lfnXNyLaFJ5zhsdmTuPOrZRzJL2bm/z4lLtAfg8lEdkU1wd6e3DFpVPOk3xXt9JRJuXXCSL7cc5gbPvnR6lygpwdxQf7cMXEUs1KsjcMn5kyhsMaSBHT+21+QEBSAQiohu6KaRp2eAE8F7910FT4K6zjLYwUl/HbsDAIBBHp6Eurjhc5goKCmFo3egFwi5rkrbN3224NLAztCFd5uY6YbMJnNaI0GZCI7gXAGy+D1bGUC6yxeEsuEu1HvOOCroWnCLJZYTYQDFR78tuQmliz/kRNlpZyuKEckEBLr68tjYydy34gxDpVJ2ku1Ws0jG9ag0uu5bcgInps0zarsarXaoXHR3fV5SCRojQYanXRZ6wyd+fzcWMg+mU/OqQLe3P4P5C2kb8deNpwv/v4TddUNBIbbd+Fz46a3c7h6PQgEXB/zV6RCywTkwp2HHeU/MSnoGob4TQcgUBZJja6MHeU/NU+yxUIJQ/1mUqevZHPZV4wKmEeYPAFfSRBKXXm7jJkIRSLTQyy7DMGyaAb7TaOwMdXmOoHA8Uryweq1DPadwnD/2QAEyaLIajhKta6k+RovsT+zw25v/jtAGs7+qlWUaLKajRBXleNM/zjTz03EeQ5lTOAVzW1qD5MSYqlubKSmUY2yUWPlSeAsX+89yuniMpvjJwpLOVF4Pla0KS9JEyuOnm6W/m1Jelkl6S3kfK8fM9TGmBkXH83DMyfy7b6j/HrkFGmlFcglEmalJPLnGRPaVPRqL3dNHs2kfrF8s/coB3ILSS+rRCYWE+bjzYDwYOYM7EeEr2viW8fERfHtndfx4Y4DHM0vJrOiiiBPD5aMGszDMydypqTcrjHT0XZuS8/mQE4BMrGY2EC/5jgdo9lMdUMjh/OKOJxXxP9dPt3KfU0qFvHOjQv4/Xgqvx4+RXppBTqjkQhfH2YMSOCuSaMJ9LKN+7t5/HBEQiHHC0soqa0ntaQciUhEuK83ExJjuH3iSGIC/DrVh641ZuRepGE7wN24nvzaWpLsyOlmn3MtivHx63QdyecCu9OrHCdJPXvunD1p3y9PHKWgrpb3L1vQaqB/Z9lVmIdKr8dbKuP5KTNsdlUqXBzX0Zn6Ev0DOFRSxKmKMqbGxLm0XRfS2c/PjSXWQ6aQ8tt7fzDvtqkIhELy04r48u8/kzQy3m3IuOnTlKqziVQkNRsyF9JoqEVlUBKhsParj1Aksd3wA/UGy++NQuQNgFhomRR5iiw7OyKBBKO5fQs3F9alEHmhMbZvkbRKV8QQv2lWx4JlMVZGiM6kYV/lb5ytP4BSX4HZbEJjUpFkGu3yctrqH2f62Vt83uU3yqPj+a0+X3q11d9qvZ5qlZoatZqaRjVPrFhHrbp1lcVf73c+YW5L3r3pqnbfExPgR+qLjzX/fdvEkdw2caTT9+966r5219nEgLBgXlk8t8P3t4dh0eF8sHSh3XNTkuKs+uBC2tPO3Zl5PPj9SgZFhLL58bvsGh/rT5/lsZ/W8PmuQzaxOEKBgEXDB9pIN7fGoIhQXl40p+0LO4FLtR5DFW1bqauOpnLdO9/bHP9w837e2bjHlc1xKW21r7qhkfH/eJ/VR9O6pT2bcm1XNzQGA1vzLYFwE6I6Hwg3Ky4BsVDI8fJSspX28zEsS7cEfM2J72d1XG3Q88mxQyQHBHWpIQPn3amCPDzsuoetyzzba+qbFWdZofzxzMkOrYi1h858fm4s+AR48cKvj7Nv9WHuGPwESxP+zH/v/oi4wdG8vPKpnm6em0uYrw8cZcbbnzHj7c944KeVHSzF3BwTaA+9WXfuKvuxcRKBZbfywjJa2zVpic6ktjkmFSqcurdtrNskElh7K6wsfINTtTuYG343j/b/jL+kfEeoLK5Lymmrf5zt5ybEAte5KSskEiL9fBgcHsqUxDi7KR3cdJymeBeBAAS9wPvhp0MnMJvh7slj7BoyQHPsUWldg914nd6IS42Z+1Mm8u30W7g2fnj77501jofmTHRlc1xKW+17ff0u7po6mitHdFxarj28d3g/ewrP5/jRGg08u20D1Wo14V7ezHXB5DTcy5tbhwzHZDbzwLpV5ChrrOp7cddWjpQWE+rpxS1DrAO+TGYzJrOZ4oZ6jpaVNKubdQVNAe75tUqOlp1fMTOZzXx/+gTvHt7fa+pbOmgYoZ5e5NfVcs/a3yios85YXK/T8tvZVIrq6zrdzs58fm7OM3LWEN7c8Q9+q/iMNfVf83X6mzz8zp34BV/aSQvd9Cwb0zIprq2juLaOsvqO7T4Hy2MpVmdiMNl3RfWVBOEp9qVYbb1AU6Q+i48kCLnI0+m6ZCIPNMYGq2Plmrz2N9oJAqQRlGlyrI5Vaq1z4mU0HGZ0wOXEeAxELJRiNOup0VvL6buqnLZwZT+76V1kV1gWEgMcLH52N1UNll1ORSvxRU0xUIGevaPNzuBSEzza059oz0vT7eLlJd2zFQkQ6unFiNBwblr5C9E+vgQoFGTX1FCv0yIVifjfrMtctrryzISpFNTVsjEni5nffU6ifwAeEglZNdWo9HoCFAo+uXwRvjJrNwVPiZQ7h43k02OHWfyr9U5coMKDRP8A7h42irkJnTe6RoZFMDk6ll0FeVy7/EdGhUUgFYk4W11FmaqBh0aPZ312BhnVrsmN1Jn6fGQyPr1iEXetXsHOgjymfvMpcX7++MhkVDQ2Uq5qwGAysWLJTVaKdRuyMzldWU69Tku9TsfhEkvg5MqzaeTWKvGSWAInR59rWxMd/fzcuHHTe1HrDRwrLGn7wjYYHTCfQ9Vr+aXgX0wOvg5PsS9KXRk6k5oBPhMAAVOCr2Nr2Xf4SULPBaafZV/lSi4Lv6dddUV7pHC8ZjNJ3mPwkQSRXrefgsZUfCUhHWq7yWy0+tf6uS5jbfFHxHoMIspjAHmNp8hWHcdLfH5+4i8JI7vhKCm+E9EZ1Wwt/86mLFeV0zau62c3PUOtWoNMLLYSISioqeW1P3YCMK2/bTqNnmBAeDBH8ov5cu8RRsZG2uS1OVNSztPL1gNw+ZCOuzN2N12+n1hRr+Jvv27gaG4xEQE+TBtgHQh4qrCMZ39eT6mynitHpPD84lnN57anZvPib1vY9MzdzZJtJcp6Lnvtc7Y8ew+BXh6odXpeW7ODramWnBrzh/bn8flTkIotAdkbTmaw4WQGE5JieH/TPpSNam6fOqp5l6VGpeb55Rs5nFOE3mgiNsiPl5fMJTk8uM32AVSr1Lz6+1b2ZRUgEQlZNGoQf5o9vlnmbthf3+LV6y7jrT92U6NSMyQ6jH9eN49Qn47L+TXodLx32QK+PHGEn86cJLWyAoVYwtyEfjw2ZiIpQa4LhJOKRHw0fyEr0s/w45mTpFZZAr4ivX2YHZfIfSPGEORhu1W5OTebfUWFyERi4v388Dqn3mU0mahSN3KguJADxYU8P2UGdwx13v/VEZ9dsYiPjx7i94w0jpWVIhWJSAkK5oUpM5mfmER5o8plxkxn6xsSHMqGG2/n61PH2JyTRZaymoK6WvzkcgYFhzA9Jt4qzw3AL2mn2XguR01L0qoqSKuqaP77pkFDrYyZjn5+bty46b0cyi9EZ+xYfqGW+EqCuSP+32wp+5rvc1/AYNbhLQlkYtD5uIqxgQsQCsRsK//+nGRwCLPCbm0OineWqSHX02CoYVnBaxjNevr7jOPyiPvZXbG8XeVsLfuWvVW/Ne8m/Zz/T4QCEcGyGO7r9xYAw/3nUKMrY2PpF+jNWpJ9xnNZ+L3sqviluZyFUY+wpvh93k6/B0+xLxODFuMttv7edVU5zuCqfnbTM6w+kcar67YR4euDr4ecRq2evGolRpOJcF9vHpndOzyP7ps6li1p2ezNymfaax8zMCIEX4Ucjd5AbmUNRUqLV8jY+CgemdU72uwMArO5ax3iHvr6d+QSMS8tmUt1QyN3fboMb7mMnx+yDiD716ptaA1GK2PBaDIz89VP+N9NVzA6PhKAz7Yf5EhuMe/dZgmU+vuyjTRodLx87VwMRiN//vp3xiRENRsrG05m8OJvm7l69GAenD0ek9mMUqUmwt+y6v3G+l0U19Tx6nWXAXAsv4RBkSE22VTttQ/grk+XER/sz5OXT0Wl1fHYd6sZlxjNn2ZPAGDo/73J8NgI3lx6JR4yKY9+u4pwPx+bcpwht1bJ9G8/QywUkvmA42CwnmZnQS63/r6MISGhfH7F1XYny2syz/KnP1YR7uXN3tvu7YFWuukrdGXSTDdu+iL/3riDz/edVzcaFB7K8rs7FpTtxk1Lpr75CWX11u6AvSVpZm9mb1Y+b2/ZQ16VkgatDoEAovx8mTEggXumjMFX0Xu8H2oa1Xy55wg7zuaQX61Eozcgk4gJ8fZkYHgolw1OYk5KUqfyvnQ3XbozYzSZ2J6WzS8PLUUuERPh78PVowex8ZTtCrM9REIBC0YMYO2xtGZjZs2xdB6cNR4Ag9HEb4fPsOLRm/GQSgAJ144dwkdbDljFtxhMJh6ZNwmR0PLJeLQwVCL8fVh/4ixbzmQxY2BCcz3OUKKsZ19mPm/dsgC5xLK9eN+McTz78/pmYwbgrqmjCTgXaDVrUD9+P2IrM9keutj+7DTfnTqBGbh/5FiHq/5z4y0BZiUN9ZjM5j7jl+nGjRs3Pc3unK6JNXHjxk3HmJAYYyMn3Vvx91Dw2OxJPDZ7Uk83xWV0qTFTo1JjNJkJbuFSFezTvkC2xaMHceuHP/N/V80gv0pJeV0D01IsvocV9SqMJhPXv/uD1T2eF/gAhvp4NRsyF3L9uKH4KGR8tfMwL63cwm2TR3LH1NEOr29JWW09njKplc9hqK8XVQ2N6I3G5twj4X7nYx8kIiEGF7gH9GYq1ecCzMSOc91knQtGD1T0nQAzN27cuOlpqlSNnC1zLLfuxo0bN5caXWrM+HsqEAkFVNarCPC0yC1Wq2ylGFsjMSSQqABf9mTmcSK/lCuGD2g2EoK9PREJhax45GaiA/063M75Q5OZPzSZsyWVPPTN7wR6ebB4dNuZXcP9fFBpLRlwveWWmJDS2noCvTyskigKnDCMLiYGBgVzqKSIz44fZkx4JF5Sa+PyVEUZj29aB8BVSd2j/ubGjRs3FwN7cvIdCPi6cePGzaVJlxozIqGQqQMS+Hz7If5xzWxqGzX8fvgM0nYqbS0ePYiNJzM4VVjWHNsCIBYJWTx6EK+v38ULi2fjo5BTVFNLVUMjw2LCWynxPPsy84kPCSDUx4twP2/8PRVOywiH+noxJTmON9fv5i9XTKVRq+PjrQdYMnZIu57vYuNPo8axMSeLXQV5jPvyQwYFh+Inl6PWG8hRVlN4TnZ4fGQ0T46/eLY53bhx4xryqpVsTM/kYF4h2ZU1VKka0ej1eMqk+CrkhHp7MTI6grGxUUxMiEXUBbu7jTo9+/MKOFNSzpnScnKrldSqNdRrtBjNZjylErxkMoI8PegfGsSA0GAmJ8QS28lM1m21aXO6bY4xN+2jTqNhU3oWu7PzSC+vpKxOhUqnQywU4i2TEuHrQ0JQACOiw5kQF+OSz7Q3jqfejEqnY0t6NvtWjF1bAACjp0lEQVTyCkgvq6BIWUeDVtfcV6E+XvQLCmRMbBRzkhMJ8e64qFJfxD2erOlyNbPnF8/iuV82MPWlj4gM8OXGicNZduBU8/kXlm/iYHYh5eeS8+zPymdAeAivL72i+Zorhg3goy0H8PdUMCDCWqnr2QXTeX/TXq595ztqVGpCfLy4f9Y4p42ZY3klPPPTehq0OjykEuYOSWLxqPO7Mm2179/Xz+fVVduY869PkYhFXDk8hQdmjetEj/V9Qj29WHP9LXx67DBb87I5XVGG2mBALhYT6unFlUnJXJGYzGWJSa2ka3Pjxs3FRHZlNfM/+Mrq2MtXzuHaEYOb/86tquHfm3aw9Wy23d2HOo2WOo2WgppaDuUX8fHug8T4+3HvpDEsGTG4098nar2BtafT2ZCWwZ7s/FYVw5RqI0q1hkJlLceKzsskj4yO4O4Jo5mVnNipthTX1pFWVkFaWeW5fyvIr1ba7ZfTJWUkv/RGu+s4+JcH8ZG3nYDR3mcH8Nqiy7hqSEq7620ir1rJ3Pe+cEm5Fz7/fZPG8vhM68UyjcHAu9v38d2hYzTq9DZlGE0mtAYDlapGThSX8tsJS1LhIRGh/HLXTe0eX71pPPUVyuob+GDnAX47cRq13n5i6abvgYzyKtadOcvL67cyOzmRh6dNJCkksFP1v79zP29t69oE7s6+dxfiHk+O6XI1Mzdu3LjpDG41s4sDexPiG0cN5YXLLcqOv59M5bnVm9Aa7E9g2mLOgH78Z+FlVgIvzlJSV883B47yy9HT1Gk0Har/QuYP7M+rV81FIWlfe/5v1QY2pGZSr9W6pB2tcTEbMwsGD+C/i88rcOVW1XD/TyvJqaq58NY2mZwQy2dLr277wnP0pvHUXnpSzeyXo6d4dcN2VDr7SVzbQiQU8sDksfxp6vgOx+L2RmOmL4+n7kLY0w1w48aNGzeXJqdKygBYduw0T/22vsOGDMDGtEwe+Gklpg6sz2VVVvPZ3sMumygArDtzlod/XY3RSbflJtLKKrvFkLnYKa6tb/7/s+WV3PTVzx0yZACmJbUv4WFvGk99AZPZzAtrt/Dc6o0dNmTAsrP27o59PPzravQXkdCSezy1TZe7mTmDslFDanE5aSUVpBaXU1ClpF6jpVatpV6txWQ2IxEJ8ZRJCfBUEOLrRWygPwMighkRE0FCSEBPP4INOoORg9mF7MrIJb2kgrxKyzNp9HrkEgnechmxQX4khwUzvl8M4/tFI2tnLFFPoTMY2ZeVz/6sAs6WVpJfqaROo0Wltfgce8gk+HsqiAn0Iy7In2Ex4YyMjSDIu31Kdp3BYDRxLL+EQzmFpBaXk1+lpKJehVqnR280IpdI8JJLifT3JS7Ij2ExEYzvF02Uv2+3tdFZzGY4U1zG3ox8TheVkVtZQ0W9ikatHqPZhI9Cjq9Cjp+HnP5hQYyKi2RUfCRhvt492ubj+cXsysjjdGEZOZU1KFVqGnV6JCIhXnIZUQG+9AsJZFxiNJP7x+LjQIe/KQFtT3ExjSVH9NQ7nV5WyfGiUv6+ZpON+5RIIGBgeAhhPt74eyhQ6/WU1tZzorjModGzL7eAD3bu509Tx7erHZMTYhkQGkxaWYXd8yKBgISgAKL8fPFRyJCLxdRptORVK0kvq8DowIDakZnLR7sP8uCUS9v1uCcoqbPEZlY0qLj3h9+oUjXaXCMSCPBVyPH3UKA3mqhubKRBazuZnpGUYHOsNdzjqX28sHYzPx056fB8jL8f/YID8feQYzaDUq0mrazCymBtyca0TP66eiP/WXiZ3fN9Dfd4apsemz1nllWx+Uwmm89kcaaojLYW04wmExq9gaqGRjLKqtjNeZ39KH9f5g9L5obxQ10+gXv0u9VsPJVhc/ydW65i5kBbn8PaRg1f7TrCT/uPo2y0b0WrtDpUWh2ltfXszyrg691H8FHIWTxqEHdPH9Os/NZVfL/3GK/8vtXm+G2TR/HUFVMd3lde18DnOw6x/NBpVHa+8OG8z3GNSk12ebXVueTwYOYM6sc1YwYT4tM1wXr5VUq+3XOUtcfTqWlFOa/pMyirbeBIbhHLD50GYFBkKNePH8qC4SlIxSKH93eEf/y2mZ/3n7A5/uI1c7hm9GCb41qDgZ/2n+CHvcfJr1I6LLe6oZHqBssP9dG8Yn46V8eI2AjumT6WaQPat6rYGfRGIz/sO873e49T4KDNTe9yZb2KY3nF/HrwJDKxmMuG9uee6WOID7ZenOiI25Ar6M1j6UL66jutMxq55etfrERXAjwUPDx9AvMHJuNnx8DVGgz8cvQUb23ba3el8pM9h7hl7HB85O1LUnf3hNE8+du65r+TQgKZmZTI9KR4BoaHIHew2KRUa/j+0HE+3HXArpH1xb7D3DJ2ON4y59xKnpo9hVq14xXYj3Yf5PS5Ha0mov19+cusKU6V35Keere6g7J6FQaTiceXr6Wk7vyk10cu58ZRQ5mcGMuIqHAr5VGwuPQcKShme2YOm9OzCPH2IroDCxO9ZTz1dr4+cNSuISMTi7lh1FBuHzeCCF8fO3dCRkUVH+7az5pT6TaLIStPpDI2JoolI2x/W1vjspQkEoNcs0D+vy27yKtWWh1TSCQ2Y84Z3OOpdbrVmGnQ6lhx6DQ/7T9OTkXHtnvtUVhTyyfbDvDFzkPcNGE4D8+ZiKKLv6RTi8ttjJk1x9L41+pt7ZafBqhTa/hq12GWHTzJo5dN5sbxw1zVVKcpdbDKYTbDt3uO8sb6XZ1yA0kvqSC9pIJpKQkuN2aUjRpeX7eT346c6dS26emiMv6+bCPvbdrLU5dP47Kh/V3YSvukFpfbHNt1NpeXfttCYU1th8s9mlfMg1/9RkpECP+98XLigvw708w2OZhdyHPLNlBY3f42aw0GVh45w5rjadw6aSQPz53Y/IXv38XG/YX05bF0IX3hnW5Z/4T4GN5ecmWr/uQysZibxwxnckIsS7/+hcoGldV5tV7Pz0dOcffE0e1qx+WD+vPxnoOMio7khlFDGBAa3PZNgJ9CzoNTxjGtXzy3fP2LjZtMnUbL+jMZVkIHrTE+LrrV88uPn7Y55iOXMy8lyanyLxWMJhPPr93MgbzC5mO3jh3BI9MnWuWGu5BwH2+uGJTMFYOSUesN5FV3bK7SW8ZTbya3qobXNu20OR7u480H1y8kJaz1PksKDuR/iy9nelICz6z8w0aJ9qX1W5mUGEu4j/OL3AlBASS4wJj5ZM9BG0NGAPx74TwUkvZPvd3jqXW6xX+jtLaef67aysxXP+Ffq7e51JBpicFo4utdR7juve87NKFqD2kl57f7TGYz/169nad+WtchQ6YlDVodL6/cwuPfr0Fn6F6fzzI7Ex+N3sCfvv6Nf63e1qlJTxMhPl6khId0upyWbE/LYcEbX7Hs0CmX+X+W1TbwxA9reOy71XbdDlxJWrH11vFHW/dz/5crOmXItCS1uJwb3vuB7Wk5LinPHp/tOMSdn/7a6ffOYDTx+Y5D3PLRz1TUWyap3WnM9PWxZFt333mnh0eG88H1C50OjI0L9OefC+bYPbflbHa76xcJhay67xZeuHym0xOFlgwKD+Hv82fYPddyQu2m+/j1qEU5VQC8cuUc/jpvequGzIUoJOIOjQVwjydneGXDNhtFLg+phM+XXt2mIdOSBYMH8NhM2zQPGoOBL/Yd6XQ728uurDxe37Lb5vgDU8Z1eNHBPZ5ap1uMmXqNju/2HHPoxuBqssurue3jX5onQ11BywnoP1Zs5uvdrn1h/jh5lge+/M0lkw1nKblg4lOv0XLXZ8tcOgmemhyHK1NCfLHzMH/+emWzm5Wr2XAqg5ve/5Hyuoa2L+4gZ0srm90s3920l7c37GnT7bK91Gu0/PnrlezPKnBtwcAbf+zi9XU7OxR47YiTBaXc/vEvlNU1EOjl4bJyW+NiGEsX0lfeaZFQyCsL5rR7xXJav3i7k55TJWVO5wtzJQuGpNh1iTneQhrVTfdz14TR7XY36g1czOPpVEkZOzJzbY4/NXtKh3ZG7hw/ivhAW++Dn4+cbNVt09XkVSt5bPkam9/DWcmJPDx9Yre1wx4X83jqFmMmKTSQKclx3VFVM6W19fzlh7UunxQ2Uayso16j5eOtB/j1oOPAtc6wLyuf537d0GXPcCGV9SqMJktlRpOJR79dzbG8YpfWMW1A+wIpW+PDLfv579odLp1E2yOrvIpbP/6lyya5Kq2Ogmola46l8cHmfV1SB1h2EJ/6aR1VLnyOH/Ye59NtB11WXktyK2t44MvfUEglHZbZdJaLZSxdSF95p68eNpB+wR3LDzEnuZ/NMa3BQE5l13gAtIZIIGBSQozNcXvB5266hyg/X5t8M32Fi3k8fX/ouM2xUG8vlgzvmNEpFAi4bqRtwnK1Xs/WjPbv1HYElU7Hgz//Tp3GWo2wX3Agry26rMfz6l3M46nbYmbumjqGnem5Ds/LxGIGRYWSEhFMSkQIcUH++Chk+CrkSEQiatUaqhoaOZ5fwp7MPPZk5LU5yT+YU8ja42lcMXyAax/mHJ9sO8iXOw/ZHBcILMG/k/vHMSoukkAvD/w9FSikEurUWvIqaziQXcjqY6mUKO37tDex9ng6w2MiWDpxeJc8Q0uMJjOVDSpCfbx4aeUW9mXlO7w2MSSQEbERBHl74Oshx0cuQ6XVo2xUk1VezdnSCht3QqlYxIR+ti9SR/jlwEne2di6FrxQIGBsQjRjEqLOt1UhRywSoWxUU6NSczy/hAPZBew6m9eqW1FBlZKHvvmdL++9tkPBe22x4vBpfthr++UOlvE0JCqM6SkJDI0OJ9DLg0AvDwRY4juKauo4kF3AhlMZbbp5VdareGnlFt5cemWn23yyoJRXV9sGnV+Ij0LOlcMHMDEphoTgQPw85OiMRqobGqlqaORwbhFbzmRxtrTS5t70kgru/2IFIqEQUxdJbV5sY6klfeWd7kyukkHhoXaP16g75/LbUZLtuIA0aHUYTaYeV+a7FLl17PA+3e8X43gymExsSM20OT5/YP9OfSdOSYjj3+ywOX4wv4hFQwd2uFxnMAN/+W09mRVVVsd95HI+uP4qPKXOuzd2JRfjeIJuNGbGJEQxOCqUU4XnVVgCPBVMG5DAjIGJTEqKRd6Ki4Gvh5yYQD9GxEZw+5RRZJVX8c/ft7X64wzw6faDXWbMfLbddkV6VFwkT185jUGR9n9gveUyIv19mJgUy0NzJvLrwZP8d+0Ou9mIm3h9/U6mJscRHejnqqY7pFRZz/H8En45YLvbFO7nzd3TxjB7UD+nJFnL6hrYdTaXDScz2JORx5iEKJcIM5wqLLOr3NSSxaMGcc/0scQG+dk97+chJy7Iv3k8FdbU8sHm/fx22Da4tolj+SW8s2EPj89vv2pQW3y89YDd49MGxPPMldOJcfDZB3h5kBASwJTkOB6dN4mVR1L51+ptrbp0bj6dSWF1LVEBHZcO1huN/N+vfzSv+ttDKBBwx9TRPDBznN3PPfjcGGp6F04UlPLib5ttBBGOungnoSUX41i6kN7+Tvsp5IyJjerw/UEO3BAvXB3tLvwcqKg16vV9XjGoL7KgE4Zyb+BiHE/HCkvs5lKa2i+uU+UmBAegkIhR663d8w92Q0zIO9v3sjk9y+qYSCDgrSVXEOPv1+X1O8vFOJ6gm9XM7pw6mid+WMOY+GiuHzeU2YP6IRZ1zBJMDAnk4zuv5pXftzRL0drjbGklqcXlpES4NujcHndNG8Pjl012+nqRUMD144YyOj6SOz9dRqWDGB+N3sCbG3bzvxuvcFVTHXIot4jPLzDSJCIRT8yfwg3jh7Zr1STUx4trRg/mmtGDKattoNoFW5l6o5Fnfl7nMCGWp0zKP6+dx+xBtq4nrRHl78srS+YyJj6S51dswmC0v7L+xc7DzB+W3OXjSSwS8uq1l3H5sGSn7xEJhVw9ehCDo0K5+7NlDt3JTGYz3+45yjNXTu9w+37cd8JGprclYpGQN2660q58uSOGRofx059u4j9rtvPtnqMdbpuzXCpjqbe/0wNCgzvlfuHoB1jdygJRV+JIhru73IXdnCcu0J8Aj+5VQ3Q1F+N4Olpof4Gqo2ILTYgEAgI9PSlUWnsoFNbUYoYuc/PamJbJ+ztsXcSfmjOVifGu8UZxFRfjeIJuiplpYvagJNY8fgdf3LOEy4b277Ah04RIKOCvV81kdHxkq9ftSO86Facmbp44ol2GTEsSQwL5+I7Fre5M/XHyrF03HFfz+rqdVvlxAjwVfHHPEm6ZNKJT27+hvl4umbR9tv2QQzU8sUjIh7cvavfksyWLRg3ibwtnOjxvMpt5ff2uDpfvDCKhkP/ecHm7DJmW9A8L4p/Xzms1KHvN8fQOts4Sj/Dx1v2tXvPi1XPaZcg0IRIKeObK6SweNaijzXOaS2EsQe9/p/uHBHW6DHuYbTJPuLnUGBjW9YuYbtpPepntXMZLJiXQs/NiL95yW3cuo9lMfRft1GZUVPHUyvU23zaLhw3k9nEju6RON7Z0686MSChw6KrRmTL/b8EMrn77W4fXnCgodWmdFxIfHMCTl3fOXSQ5PJiH507kP2ts/T3BYjV/t+cY/7h6dqfqaQ9yiZgv7rmWfqEdC8x1NfUaLV/uPOzw/DNXTmdkXOuGrTMsGTOELWey2Z5mP2hwT0Ye6SUVJId3bhXJEQ/MHMecwZ3LGTG5fxyzBvZj02lbv2SwJNrsqKvZuuPprUqQzx7Uj4UjO+6fLBDA84tncSy/hJwKx7s/neFSGUsX0tveaYBgr7bd23qSOo2WtLKK5ozjSrUaZaMGpVqNWm9AYzCgPfevRm/oVgVKN63j287Eqd2BezxBfo3S5liDVkfyS290WZ1Ktdpp2XdnqdNoePCn323CBIZFhvHiFd0zV3OPJwvdasx0FcnhwYyJj+Jgjn2/yKxW3GFcwYOzxrskkHfphBF8t+cYRTV1ds+vOZ7Gswumt7qD40qeWzizV016vt97zOHqSlJoIDeMc12i0ftnjnM4AQX4+cDJVlfdO0pUgC93Tmtfsj9H3DhhmENjBixxGx0xZn45eMrhOZFQwJMuiAORiEQ8Om8Sj3y7qtNl2eNSGEv26G3vNFjc+XobGRVVrD9zlvWpGTYBvW76Dr6K3hED4B5P1lQ0dF3aDEe0FpfcEYxmM48tW2tjmAV7efLutQuQdqG4i3s82dJ3pQsuYGJSrMNz5bVdl9fB31PB3E6uojchFgm5eeIIh+fVOj27zua6pK62mJgU2y2uPs5iNsPyg44Dqh+YNd6l+WuGRocxsBUXms2nM7vEx/TPsycgE7vGWB2bEN1qcPaFgfbOUFGv4ni+44D8GSmJLhOqmDkwkTBf5zM3O8ulMpYupLe90014ukAUxFVkVFRx34+/ceWHX/Pujn3uiUIfR9zD6kzu8WSfBm33x7O5+jv2v5t2sis7z+qYVCTiveuuIsTby7WVncM9nhxz0Rgzw2LCHZ7TGrpua236gIROx/605PJhya3m1GhthdeV3D55VLfU4yxH8ooorLEvO+wpk3YoPqMtJrRiIFfUq0gvrXB4viMopJJOxWhciFAgaHUS3TKOwll2pOe0+qOwYITrlIOEAgHzhvR3WXlNXApjyR697Z1uoqtzCDnLp3sPsfCjb9iW0b4YS5lYjJ9CToSvD/2CA+0mpXNz6eEeT47RG/u2q9Oqk2l8vs/WTfnFK2YzLDKsS+p0j6fWuSjczABCfFq3hLV6g8tWvFviqrwpTQR5ezIwMsRKwrolXSlT20R8sH+rO109wfZUx0bcpKTYLsnXMTS69S+lE/klDHBhrMOMlASXSFe3JC7In8O5RXbP1XUgK/LhHPtlgWVncXL/uHaX2RqTkmL5apfj2JaOcCmMpQvpje90b+LVDdv5cv8Rh+d95DImJcQyKDyEpOAgIny98fdQ4O+hsFn9/+XoKZ5bvbGrm3xRYO7rEkoOcI+n1hEKbBeAg708mTvAdYt5FxLg6RpVu9MlZXY/j9vGjWTxsK7JZeMeT21z0RgzbfnGtpYPozMMjnK9FT42IdqhMZNTUUOdWoOPousCGyf3j3Opm40r2JvpOJ/Q2IToLqkzMSSg1fPpLlaXm9QFk02vVgIe69XtV3c5nl/i8NzgqDCXx3MNi3W849pRLoWxdCG98Z3uLWxMy3Q4UUgKCeThaROZ1T+hTyeU662oekg+uytxj6e2UUjEqHTWudD8PRT8fX73xA52lCpVI3/6eRWaCzx9JsbH8PScqV1Sp3s8OcdFY8zIe8DvWiISER3Y8cSDjmhL7jS7vJrhsREur7eJ4TFdV3ZH0BoMrbrhxAX7d0m93m0on5Qo7Qs1dJT+XbAyb0+msolGffsmEnqjkYJqpcPzKRGub7+XTEqEnw/FLurrS2UsXUhve6d7CzqjkRfWbrZ7buHQFP65YG6Px11czLT3O6i34x5PzhHk5UnlBTmqahodK2T2BgwmEw//upqSunqr4zH+fry15ApEXbBa5B5PzuPuhU4Q6e/TJf7eCW2s4uZU2s+N4Spaiz/qCTJLq1rdWYsL6qIJaBu7feV1rlNkEQkFba7edwRBa+OznZuV+VXKVj+HfiFdo5IV4yJBAbg0xpI9ets73VvYkZlrM6kCGBoRxqtXzevQRKHxghVnN46p7YCra2/GPZ6cI9LPNm6julGNzkEC497Ay+u3cijf2s3aUyrl/euvwqeLJMDd48l5LpqdmZ4gyLvzCZ7sEeHXuoJTWReqswEEe/euvA/ZbeQamf3vT7upJda4MsN4qI93l8R0uZISZX2r5yP8uyawMLyN96E9XApjyR697Z3uLWxMsy9d/tC0CR1eaa3pgLBGb8fRokhnQ16yKi8uNSb3eHKO5JAgNqdnWR0zmkycLiljRFTv20X++chJfjh8wuqYAHht0WUkBXed1L17PDlPr5o9mcxmimvqyK2soaimjop6FVUNjai0Oho0OjR6vSX5z7nEP1q98XxCIH33q2P4ebgmoOxCfBRyxCIhBqPJ7vmqBltL3VUopBKXqrO5gq423jqKK8ecVyvuYL2FtsZdWyIcHcXfRYGbcGmMpQvpje90b8Fe8j65WMzEhI4Lu+RUd+3OeU/gKBbuwriH9pJxkUnLuseTczgyWA7nF/c6Y+ZoYTEvrt9qc/zh6ROZlex65cuWuMeT8/SoMWMymzmRX8LOs7kczi3idGGZyxMbdSWuVp5qiY9CTrWDyWNXbs379JIkYy2pqO/+BFvO4Eolnt6YOPBCattY0emqsdNWvEl7uBTG0oX0xne6t2AveV+wt2eH/dDNwIHcgk62qnXsuzZ3rSqYo8zp9lxgnMVkNrMvp2v7qrvpi+OpJxgXF4VCIkZ9wSLOihNnuHuia5JGu4Ky+gb+/Mtq9Be4v81LSeKBKeO6vH73eHKeHjFmKupVfL/3GCuPnOm1K6XO0JUZXhWtqEJpu3AVV9oLXZ1U2ovTx7MlfcGYaStXk4e0a57BlQppl8JYupDe+E73Zjojzb09I4fqLg5ktvdd0dDF49pTKkUiEtlM6k6X2FfddIZD+UU9kgm+u+nt46knkInFzE1JYuWJVKvjmRVV7M7OY1JCz8vIaw0G/vTz71ReMEaTQ4P498J59JQ4pHs82adbfQ9UWh3/WbODuf/5jI+3HujThkxX05pbyIU/KBc7XZXwtDchFXedYewqdIbWx11XuTK5Mu/LpTCW3DiPnx2J+4p6VYf2OUxmM+/u2Nv5RrWBr51g4yJlnY1crKsZEBpkc2x/bgH12vZLvAN8tPtAZ5vU6+iL46mnuGXMCLvHn1+7uVd46Dy/djMni62NdX8PBR9ctxCFpHvUc93jyXm6zZg5UVDKwje/5qtdh9ucFPUVTF3oGtJ6WpxLK2FEV/azG+dp61PoqlEpFLquZPdYctOS2AA/m2P1Wm2Hdhxe27TTZvLTFcQH2iruGUwmtp11nAzWFdiLZVDrDXy9/2i7y1p1Mo1dWXmuaFavoi+Op55iSEQoc+wkySyoqeWJFetctvBkMNmPPW6Nr/YfYcXxM1bHREIhb11zhV0ltq7CPZ6cp1v8D3am5/LIt6vaNThDfLzoFxpITKAfwd6eBHl74C2X4SWToZCKUUglKKQSPM79W6NSM/+/X3ThU9jSkZfE6bJb2X3pC6v4rqQ1dz4fhZzNz9zdja05T1fIcvdm2nKrdCRY0ZtwjyU3LZkQF8PqU+k2x9/ZvpcPb1jklIFuNJt5fcsuPt932PUNtMOYmCi7x9/Ytocp/eLw7CJ3z1nJiXx9wNZweX/nfoZHhTvtGrT6VDpP//6Hq5vXK+iL46kn+eu86ezLsd3d23I2i9u++ZVXr5pn13hvi5pGNWtOp7P8+BnuGDeSBUMGOH3v3px8/r1xh922jovrmqTKjnCPJ+fpcmMmtbicR79r25CRiETMHJjI7EH9GJsQRVA7pUTrOpDNvLN0pQJRa9usskvMmGktIWqDRotcInZPBrsBmaT1cacxGHB9ClnXuoa5x5KblsxMTkTxx1abQORtGTn8ddUG/nbZjFZdSnZl5/HOtr0cKyppPmYvtsSV9A8NIiEogOxKa5nx3Koaln71My9fOYfB4aGtlmEym6luVBPk6Xx6gfFx0SSHBpFeVml13GAyce8Pv3HvpDHcPm4kvnZcY4xmM8cLS/hw1wG2Z+Y0HxcJBJjM5i6WL+g++tJ4MmNx/a/XamnQWP6t12rtuiuW1tazKysPL7kUb5kML5nlX49OiiCF+3jzz6vm8vAvq2zGwNHCEq744CsuH5zM3AFJjI+LspvPRWswkF9dS3ZVNceLStibU0BaWUXzLnx7RlehspZHl63BeMEOflJIIEGeHvyRmtHuZ7RHlJ8Pg9p4R6FvjaeepkuNGYPRxF9+XNfmpP+G8cN4cNZ4Ar26Jm9LV1HfRQaU2WyZWDnClVK1fQH/ViSwTWYztY2aS65PegIfO5OUltSptYR2gTyzK3OwuMeSm5YEeChYOmY4n+45ZHNu2bHTbEzLYs6ARAaGheCnUKAzGlCqNWRWVLE3p4Di2jqre2RiMV/cfDVP/fYHhcraLmmzALh34hiesbO7kVpawTWffk9CUAApocH4yGWYzGbUegP1Gi1VqkYqVSrK61WEeHux9eG72lX34zMmc/+Pv9lMDw0mE+/v3M9Huw8yODyEaH9fvKQy6rVaqhvVnC4po87Ob9o/rpjNj4dPcKoTQgK9id46no4WFvPapl0Ww0WrpV6jo0GrdXqafzC/iIPfL7c5LhII8JRJ8ZLJ8JZL8ZLKeHrOVIZFhjndtrkD+vG3+TN5ad0Wm/YYzWZWnUxj1ck0BFiULf0UCmRiESqdHpVOR71G6zL34VWn0lDaUYvNKK/i4V9Xu6QOgCUjBvPKlXPavK63jqfeSJcaM78cOElOK0nqZGIxLy+Zy+XDkruyGV1GTRepQlQ1qFrNUh7QjtW0i4G2kiZWqxrdE9BuoK1xV9WgIinU9QnElCrXSZG7x5KbC3lo2gT25RTYnVDXaTQsO3aaZZxusxyZWMxbS65gVHQkkxNi+fHIiTbv6SgLh6awIS2DLQ7iZLIrq212blzB9KR47po42u7kCiyJD48XlXK8qLTNsm4aPYxrRwzmVHHZRWPMQO8cT1UqNYcLitq+sJ0YzWbqNFqLoXpublzd2H657qWjh+Etk/K31ZscClmY4XxdXURvDKnsjeOpN9KlAgDf7zvW6vmnrpjqMkOmJ9Qv2sqI3lGK2yjXlRnR+wJRAa07L6WXVLZ63o1rCPNtfdeluKZr3ocLpTE7g3ssubkQuVjMhzcsbNM1qzVCvL348uZrmJGUAMCkxK6VlhUKBPx38XwmxHc8eV5HeWLmZB6cMq5Tgh/3ThrD3+fPBGBQeIhrGtZL6IvjqTdw1ZAUfr3rJoZHhrusTIlI1OpufF/APZ6co8uMmbxKJdnljleGhsWEc8P4YS6rT6nqfu3sOrWmzUSCHSGrvPWsyPHBAS6vszeTEtH6j92x/OJuasmlTWyQP62Fk2S3MW47Sn6V0mVluceSG3sEe3ny4x3Xc9+kse0KoJeIRNw4ahir7ruFkdHn1b4mxEcj6mBiO2fxlEr5fOnV/GX2FAK7cbdeKBDwyPSJfLb06nZnax8UHso3t17LEzMnNxtDzsQO9DX64njqDSSFBPLjnTfw9pIr2z22mhAKBAyJCOXZudPY9di9TEmMc20jewD3eGqbLnMzO15Q0ur5RSMHurS+qoaOZyLuDGdLKxmTYF9dpqOkFpc7PCcUCIgPbr+6R1/Gz0NOVIAvhdX2fTyP5bc+1ty4BrlETISfD0U1dXbPpxZXuLxOsxlyK2pcVp57LPUcCUEBpP/tMZeXGxvg55JyJSIRj8+cxD2TRrP29FkO5BVwuqScmkY19RotIqEQT5mUcB9v+gUHMjomknkpSXZzQXjLZJz56yOdblNbCAUC7p4wmlvHjmBzehYH8go5UVRKeYOKeo0GndGEt0yKr0KOt0xGlL8vA0KDSAkN6fSOyKSEWCYlxHKyuIzd2Xkcyi8iv0ZJrVpDvVaHWCjETyEnNsCPEVERzExOsLvqPig8xCWfX1eMrc7Qm8bT7OTEXtc/jhAA81KSmJeSRKGylm0ZORwrKiG7spqS2noatDqMJhNyiUXN1t9DQXygP/GB/gwKD3UoFOAMD04Zx4NTxrn2gVxEbxpPvZEuM2baWk0d38+12+PHe2gScjSv2OXGzMHsQofn+oUG9ols8a5mcv84ftx33O65M0VlFFQpiQ70695GXYIMiwl3aMwcyy9GbzS6NMllTkW1y7Obu8eSm9bwlsm4fuQQrh85pKeb4jRSkYj5A/szf2D/bq97SEQoQyIuvt0VV9EXx1NvIcrPl5vHDOfmMcN7uim9Bvd4sk+X7TO1pfQV4mLVoz2ZPZOAy9X1FivrOFvq2G9/ZFykS+vrK8xISXB4zmyGn/ZfXMFsvZXWxp9Gb+BAlmNDvCPszcx3aXngHktu3Lhx48bNxUSXGTOtZe0WCgTIxK7bFEotLiezrGv89dvicE4RFfWuC1BedTS11fPTBzieiF3MTOgX26rs74rDp6nvQpUTNxamJse3en7VsdbHb3vZcOqsS8sD91hy48bNef6+exNxH7/GK/u29XRT3Lhx00G6zJjx83Dss2gym6nXuC5w/u0Ne1xWVnsxmc0OXVbai85g5Kd9jleFveUyxvfr3gy0vQWRUMC1Yx1vqyobNbzy+9ZubNGlSaS/T6tB9OtOpFNW2+CSurLKqzic63o5UfdYcuPGjRs3bi4euixmpq2cFGklFYxN6PzEfNPpTHak57R9YRfyze6jXD9uaKdd577ceZiyOscTwatGprg0HqGvcfOkEXyz56hDBblVR1OZmhzfZ/MW9RWuGTOYl1dusXvOYDTxv/U7+c/18ztdz9sb9nSZ7r97LLlx46anSC2r4Kovvm3XPZG+Pmx7oH1JTt246Qp64/jtsp2Z5PDgVs9vOJXR6TpOFZbx9E/rOl1OZ1FpdTz2/Ro0evvJnpzhdFEZ72/e5/C8UCDgxvHDO1z+xYC3XMb9M1tXGnn2l/WsPHKmy9pQp9aQW+k6da2+yFUjUvCWyxyeX3MsjbXH0ztVx4rDp9l0OrNTZbSGeyy5uRg4XFjMc+s3cfmnXzPqzfcZ8J+3GPPWByz68jv+uXk72VWuT5zpxo0bN72NLjNmBkeF4mNHEq6JZQdPkdMJydXNZ7K4+7NlnTIgXMmxvGIe/vZ31B1I3plRVsX9X/6G3mh0eM2CESmXnCSzPW6eOIIRsY715w1GE//3yx/8d+0Ol8U9GE0mdqbn8sQPa5j2z49Zf8L1cRx9CU+ZlDunjm71mr/++keHd0zXHEvj78s2duje9uAeS276Kmq9nod/W8MN3/7ET8dOklFZRZ1Gi9FkQqnWcLq0nC8OHmH+p1/z3227MPXG1OZu3Lhx4yK6zM1MKBAwbUC8w4B2ncHI/V+s4MM7FrUrCWRZbQMfbt3Pz71QcWj32TyufP0rnrlyGnMGJ7V5vclsZtnBU7y2dgeqVuRnPWVSHp470ZVN7bMIBQL+df1l3PDeD9S0kij1i52HWXboNHdMGcXlw5LbzPzeEoPRRHZFNfuy8tmfVcCh7EKXywP3dW6dPJJfD550KNOsMxj501cruWvaGO6bMRaFVNJmmSXKet74Yxdrj6d1mXtZS9xjyU1fxAw8/NsatmW1vVhgMpv5aN9BhAIBj0+b5NJ2mMxmthZkszY7ncOlxZSo6jFjJkjhycjQCO4ZMpphIdZ5Zeb9+gXp1ZX8b/rlXNN/kN1yNQYDo799jwadjl+vuonRYZEU1tcy+YePAci8+wnEdhL+Pb1jPT+lneSB4eN4euxUq3Nqg54Pjx3g96xUihrq8JXJmRoVxxOjJyN14Lrdkedz48ZNz9BlxgzAvdPHsuZYmsNVocKaWpa88x03jB/GwpEDSQoNspthvLJexaGcIramZrH+5FkMRpPNNUOjwwj38+GPk9230jksJtwmv01pbT2PfreaKH9fpqckMKFfDCG+XgR6euAhk9Cg0ZFXVcPB7EJWH02jsMZ+8r6WPHXFNMJ8vbvqMfocUf6+vHvLVdz56TK0Bsc7c3VqDW9t2M1bG3YT5e/LqPhIQny88PeU46OQYzCaaNTpUGn11Gu0FFTVklNRTUF1LUaT7Rhzcx65RMwrS+Zxx6e/ODQ8TGYzn2w7wE/7T3DF8GQm9oulX2ggvgo5RrMZpUpNtUrNqcJSdp3N5VBOkd3dyVsnj+Sb3Ue6xMBxjyU3fY11aWedMmRa8tG+gyweMpD4ANft7m/Oz+KeP1YAljw3Ud6+SIUicutqWJ2Vxvqcs3w1fwmTImOb77l54HD+tmsT36ced2jMbMjNoEGnI97Xn9FhnU9FoDEYuGn1zxwtL0YAJPkHIRYK+T0zjS352UyNinPZ8/UVKtSH2V36OBGeUxkb8lJPN+eS5HT1h5yt/ZZRwc8R43VZTzenz9OlxkxCSACLRg1k+aHTDq/R6A18ufMwX+48jJdMSnSgH95yGSazidpGDcpGTZvSxzGBfrx32yIO5xR2qzHzzJXT+Wz7Qbu+/YU1tXy75yjf7jnaqToWjRrEkjGDO1XGxcjw2Ag+uH0RD33ze6u7Wk0U1tQ6ZTi6cZ4xCVE8PGcSb23Y3ep1dWoNP+w9zg9726/6N3NgIk9fMY1tqdltJuLtKO6x5KYv8f2R9r9HJrOZn46d5JmZU9u+2ElmxSRyx+CRTI9OYHJUHKJzK5FKrYaHNq9iZ2Eubx7eYzXZvzppEP/av4PDZUWcramkv3+QTbnLMyzzhWv6u+Z3752jezlaXkywhyffXH4tAwIs8bzVGjWPbFnNykz73iMdeb6+Qrn6EHpTA8WqHT3dlEuWksZdGExqyhr3dbkxU6fLoVp7ijjvBV1aT0/SZTEzTfzfghkMinQuO3CDVkdqcTkHsgs4lFNERllVm4ZMfLA/n9+9hABPBWMTohHa29rpIqobGvnXdZcxJj6qS8qfNiCeFxbP6pKyLwbGJUbzxT1LiPDz6emmXLLcO2MsN44f1iVlj4yLbFZFa00O2hW4x5KbvoDOaORoUUnbF9rhQL5rE9oKBQKenziLadHxzRN9AD+ZvNnN63iFdVs9JVIW9ksB4IdUW6OsUq1iV1EeQoGAa5Ls79y0B4PJxHdnjgHw1/HTmw0ZgAC5gjdmXG7XZQ069nx9hRDFaCRCLyI8XWfcumkf4R6TEQs9iPCc3uV1ZdX9zKnq97u8np6ky40ZhVTC+7ctJCHE+bgYZxkRG8HX911PuJ/FBcvXQ96miporqVapUUglfHjHYmYNTHRp2QtGpPD2zVdd0lLMzjAoMpTlj9zsltDtQZ5bOJP7Z46z6yLaUaYmx/Ph7YuaY20GdMN77R5Lbno7hcpadK0IxbRGdnX3KedFe1viynRGo017bxk4HIDlGWfQGq1dO1dmpmIwmZgYEUO4V+ddq1OrK1BqNQgFAubG2caxBik8GRHiWATEEa09X18gWDGKRfHb3S5mPciggPtZHL+TyG4wZsoa93d5HT1Nl7qZNRHk7ckvf17Kyyu3sOKwY5czZ5GKRdw5dTQPzpqASGg9gxqXGE1qcXmn63CGmkZL0LBcIubtW67im91HeWfjHqdcVRzhLZfx5OVT3a5l7cBbLuO1Gy7nurFD+d/6nZwsKO2SekbERnDNmMFcNqR/l5Tfl3lozkSGx0Tw/IqNnUqaKZeIuW/GOO6ePsZql7Wrd2aacI8lN72ZOm3HVfVUOh1GkwmRg52IjlCtaWT52TPsLykgu7YapVaDxmBAYziv6mnGOtgtJTCEUaGRHC4rYk12Ole32IFZdtYyP1iS7Jrfv/w6JQBhnt54iO2LkMT4+HGw1P6uVUeez42b3oTKUEy9Pg+FuHt+Q3uKbjFmwDJJeXnJXBaOGsiXOw+zPS273QG9XjIp84clc8/0sUT623cHGZ8Yw5c7D7ugxW1Tp7ZOuHfLpBHMH9qfz3YcYsWh0+2Sc/XzkHP16MHcNW0Mfh6OJa3dOGZMQhQ/PngjR3KL+PXgKbacyeqUpK5cImZEbAQT+sUwc2A/tzR2G0xJjmPtE3fw3d5j/Lj3OMVK+0pn9pBLxCwYkeLw3U6J6L4dV3CPJTcXHwLAldunm/KyeGTLalR6HX4yOSNDIxjv5YOP1JKD6oNjjleDbx44nMNlRXyferzZmEmvruRMVTleUimXxbnGyFefMzocGTKtnevM8/UmDKZGVuRMcXh+ScIBBAJbDxAzJkobd1PQsIkqzXHUhjLMgFwUQKB8KP39biZAZu0KuD7/aur1eYwLfcVhHIjRrGNV7mz0JhUzIj8nSD6sw/U1YTLryW9YR279Khr0hWiNNUiFvijEIYQoxhDtNQd/WYqD/lGTXbecItVW6nRZGMyNSITeKMQhBMtH0s/3erwk1gneV+XOQSiQcUXsanSmOs5Uf0yxajtqYyUSoRd+sv4MC3wUX6n1buDGghtR6qzjuocEPsQAv9vttq1BX8C6/EVEe81jfOgrZNb+THbdChr0eYiECoLlIxkYcC9+Uuv3RalNJ135DbW6s9TpcwFQG8r5JWuUTR1XJ+xFJJDarb8v0W3GTBNj4qMYEx9FsbKO/VkFHMktIq24AmWjhjq1hkadHqlYhEIqIdjbk0h/X/qHBTEyLoLR8VHIJa03eUpyHKdffaxbnkWlsd2BCfL25OkrpvHI3Ensy8xnb2Y+6SUV5FcpqdNo0eoNyCRifBQyYgL9GBAezIR+MYzvF4NM3D0fx00ThnPThOHdUldPMDIukpFxkRiMJo4XlHAsv4S04nIKq2sprW1ApdWh0RsQCgR4yCR4SqV4yiSE+/kQF+xPXJA//UIDGRIVhlTsOje/5xfN4vlF3RsDdf/McW0mh3QlcomYu6aO5o4poziSW8yejDxOFZWSV6GkplGNRq9HIhLhKZMSHeBLUlgQ4xNjmNQ/ttVEnEHent32Xrekt46lC7nY3+km8hoLeO7kP7gj/mZmhky3OZ+ryuO/6W9xV8LtjPAb2v0NPEdmQzZvnn2X+xPvZrDvQJeV6yvv+EKXj1xuFfvRGao1jc0T/dsGjeS5CdORCEVW51ub7F+RkMxLe7dwqLSIjJoqkvwDWXEu8P/KhAHIO/Bb2Ki3zfGmOGeoaIyOlQovdHWDzj9fb0IokDIs8DH0JhUGcyMGkwqNsZpi1fZW7ytR7WR36ePNZXiKwxEKpDTo8ylo2EChajNTw98lRDG2+Z447wWcrH6XvPo1Do2ZYtU29CYVXpKYZkOmo/UBmM1GdpT8iQr1YQQI8ZbGIhcFoTaUUqM9Q432DCaz3q4xU6/PZVfJIzToLTtznuIIvETRqI0VKLXp1Goz6O+31O5zaIwVaIxVbC26C5W+CG9pPD7COBoMBZQ17kMSbOsm2d9vKXW6HLQmJWWNe2k0lLX2ETRTp8viYPkL5NavRiYKwEeaSIO+gCLVVkobdzM5/B1CFOdzv+lNDZjMOrwlcUhFflSoDyMSyAj3mGxTtqDro026hW43ZpqI8PNh8ahBLB7V+SC/nqK1JJdyiZjpKQlMT0noxha5aYlYJGRUXCSj4jov7+mmfQgFAkbHRzI6/uLoe/dY6luYzD0dx2DuEvejaD9fZGJxqzLijhgY6rrdzV2Feaj0OrylMp6fONNGeKeisbHV+6UiEdcmD+Gj4wf4Of0k/zd+Or9npQGwxI6KWUvXOI3BgJfUdiU575xLWUuaYltKGurQGAx2jaTiBtsd5M4+X29CKBDT3+9mq2MqQ3Gbxky45xSSfG8gzGMSoR7jmye9OlMd+8qepaxxH6erPyIk8rxxEet9Baeq36escR8aYxVyUaBNuXn1awCI876y0/UBlDTupkJ9GE9JJDMiPkEhPi84pTaUUajaSriHbZ4+g0ndbMgEyYcxKvhv+EjjrfqoSnMcD7H9XEIms4GdJQ/hJ0tmRuTnyEWWuHCjWUdZ4z48xGE298S2eOZ9Zc/S2LDBbtkXUqvLRG0oZ2r4e4R6jD9Xj5bDFa+QV7+GA+V/Z37MCkQCy4JgsGIUwQrLLkyl5hhbi+5CKvJlQth/nKqvL9JjxszFgDupsvM8fvAnNpacaf77g/G3MDmkXw+26NLib3s38fWZI9wzZAzPjZ3R083pNNUaNW8d3c22wpzmZHYBMgVDg8P5ePZiHK0/v35kF5+cPMi/Js9jYaLrVszd9A7iPGN5d+TrPd0M+nkl8t7IN1xerlgoZGRkOHvzCtp97/TE+LYvchLVOfetIIWHXQXRdTnpbZaxNGUYHx8/wKqsVObH96e4oc5hbhl/mQKhQIDJbCa9poJRodbXFNTXcqrSdpU7JTAYX5mcWq2GjXmZLEgcYHW+TqflcFlxlzxfX0eAkOFBf7E5LhX6MCTgIcoa91GtPWN1TiEOIcRjLGWN+8ivX2djRGmNNZSq9yJAaDWx72h9ABpjFQC+0iQrQ8bSnlCSfG+w+3w59b/RoC9EIQ5lSvi7iIUeVuc9xRF4erUhDmE2Mz7kn1ZueiKBtEtU4gYF3N9syFjqkTEq+DlKG/eiNpRRpNp6SeeruTj2l9y4nM8zd1Gp7Xgg94W8OHwhv898iIdT3FLTbjqHwWTixrU/8uWZIxQ21BLt7UtKQAhCoZAGvc6hIQOwpSCbRoOenUW53dVcN25cytKR7ZdCD/BQcMNw17ndJZ/LD5Nfp+Ro+XljwGQ2833qcd49uq/NMmJ8/JgaHU+pqoFPThwEHOeWkYvFzapjr+7fTrVG3XyuuKGOP29eZTc5t0Qo4qYUS3+9vHcr6dWVzedqNGoe2ryqOa7G1c93MeMpsXwWJrMOk9na3b4pl0lew1qb+/Ib/sBsNhKiGIOH2LmUHW3VFyQfigAhJaodpNV8gd7UejqPJopUWwFI8FlkY8g4S7zPIrvxRl1BmMckm2MigZTwc8cr1Ie6pR29FffOjBsbGgxa3k7dzNTQ/gTJvFxSppdEjpdETqynbZI0N27aw56SfNJqKvAQS1i98FYS/c67MhhMplbvnRmdQHZtNXNibWVa+xpGs4ldlbvZW3mAQnUxDYYG/CS+jPQfznXR1yAXnY9B+jT7K0o0pdwZfwtf535PZkM2MpGM8QFjuCFmCVKhtdvO2xkfIADuTbyTH/J/4UD1YTRGDaGyEB7p/yBh8vMTEYPZwO9Fa9lduZcqXTW+Eh/GBY5hSdQiq3K/yPmG/MYC7km4k2/zfuBsfSZSoYR+3oncFHOdVZkANboavsn7kZO1pxEgYJjfEGaFTLPbF59mf8X2ip3Nf9+feDeTgsbbXFetq+GRo7arv018OfZjRAJhu/sX4IXT/ySrIdvq2OLIq7g66iqbepztM3vMS05iVlIimzOyWr2uCYlIxJsLr8BD6jgIvr2MDI1gcmQsu4ryuPb3HxgVGolUJOJsdSVljQ08NHIC63POklFT1Wo5Nw8czvaCHNbnnG0zt8xTY6ewdM3PHCotYuL3HxLvG4DRZCJTWUWIhyf3DB3TbBS15OGRE9hTlMfxilIu+/ULkgOC0ZuM5NUp8ZcruG/YWD46fqBLnq+vozXWkFe/hgrNEep1eehMdRjNGoym8+JHF5qQkZ4zkQi9LTEnuix8pefTVuTXWwycOB/7yRs7Up+PNJEhgQ9xsvpdTla/S6ryMyI9ZxHnvYAQxShwsLxVr8sBwF/W8R16b2lch+9tL54O3N28JZakrQ36om5rS2/Ebcy4sWFfRTZGc+uTQjdueors2moARoVGWhkygMMEeE08PnIyj4+0DYLsi4gEQraUbSdIFsSVEZfhJfYktS6djWVbMGPmtjjrwNWCxkJeS3uTcYFjmBw0gYyGLDaWbUGpr+XhpAdsyq/WKXnj7Ht4ihRcG7UYo9nIqdozBEnP97kZM29nfMDp2lTmhs0iUhFOYWMxG8o2k6vK49mUJxG0mEwUqov4V9r/GOiTzK1xN1Glq2ZtyR/8L/1t/jX0RUTnVjn1Jj3/TP0vVbpqLg+fR7AskBPKU3yQ9andvrg59nquiJjH6dpUvsr9zmGf+Yi9+b8Ua2PGZDbyUfYXKERyK5ei9vbvUwMeRWVoRGPUUKmt4vWz79htQ3v7zB5vXHU5z67dwJrU1t2dIny8+d9V8xkd5fpYr88uu5qPjx/k96xUjpWXIBWJSAkM5oVJs5gf35/yxoY2J/szYxKJ8PKhuKGOSW3klhkXHs0vV93Iu0f2cbisiIyaSoIVntwwYCiPj57E6cpyu8aMQizhhwU38MGx/azKTCNLWY2vTM6ifgN5cswUcmtrbIwZVz1fX6ZYtYP95X/FYGpEKvQhUD4UD3EYEqFlgTNN+aXd+0QCKdFec8iuW05e/RqGBj4MQL0+j2rtaSRCTyI9Z7qsPoBkv1sJ95hCuvIrCho2kFe/mrz61fhKExka+ChhdmJm9CaL54lE2PF8Rk0xKl2NAKHDHSCR0CIKYjD3nTiursBtzPQiihpreDN1E4er8qjUNFgFkIbIfdg894nmv/UmI59k7GBVwXFKNXUEyjyZFzGYhwbMRC46vwL34olVpNeW8vKIxfz71DqOVOUjF4kZFhDNk4PmEet5fmLyxpmNbC5NpUBlmSwu3vqeVfuOLXi+edWyPW1oD0aziZUFx1hbeJKs+nKUejVBMi9mhA3g0ZTZeIj7voSgm87RqLe4GXhJ3GPhH4Ofs/p7ctBEKrVVHK45ajPZVhvVLIlaxNwwi6vnlOBJiAQiNpVtJU+VT6xnjNX1mQ1ZLIiYz3XR1zQfmx1qHW91uPooR2uO83DSA4wJOC/7GSD155u8Hzhac5yR/sObj2uMWqYFT+Hm2PN+7AqRnO/yfiKzIZtkb8uO2a7KvZRqyrg74XamBVuMz2nBU3gv82P2VdlOPOUiOeGiMJS62lb7SywUk+JjnRT1+/yfaTQ08vSAx2yMiPb0r4fIAw+RxV3FR+J4gtTePrOHQiLmzYWXc+vo4Sw/eYbDhcWU1TfQqNfjK5cxMDSEecn9WDx4YJepZMpEYh4aOYGHRk6we/7fUy/j31Nb9+EXCQRIzi1AOJNbZkRIBJ9ddrXdc9Oi48m91/6um4dYwhOjJ/PEaNuFjDBPL7v3ueL5+ipaY02zYdHP93qGBT6GUCCxOt+acRHnvYDsuuXkN6xjSOCfESAk79yuTJTXHBsjoLP1AfhI4xkT8gLDg54kv2E9mbU/U6vLYmfJw4wLfYkYr/lW14uECoxGHQZT7zcCzJgwmnV2JZQNJovLpVjQMVe5iwW3MdNL0JoM3Lf3G8RCIS8NX4Sf1INVhcf5Lnsfj6TM5ob48woeZsw8fugn9lVkc1P8OBK9g8mqr+C77H2k1hbz6YTbrVYYM+vLuXvPV4wNiuf/hlxOqbqWL7P28Kd93/HbjD8hPic5eVnkYCaHJLGx5DQ/5BzgpeGLiPQ4nw+jZZntbYOziARCfsk9RISHH3cmTcZXouBgVS4/5OzHbDbz16FXdKR7LwnUBj0fnNjP71mpFKnq8JXKmRoZx5OjpiATtu7Xu7Moly/OHOZoeTF1Oi1Bcg8mRMRy/9CxDPC3r4KkNxlZkXmGXzNOkVdXQ5VGjb9cQZiHFxMjYrkyPpkhQdaKLiazma0F2azJSeNweXFz8H6QwpNRIRHcPXgMw4Ott9OLVfU8sWMtpap6yhobUJ0zZtblniX2M2t1ll+vvIkxoVFWxy5b8SWp1daJdJ8ePZUHh9m6IbXEYDLx89mTLMs8RXpNJVqjgSgvX+bGJvHA0HH4yezL5HakX1xJjEc0Z+rSMJlNCAXWO1WjA0Za/T0paDybyrZyui7VxpgBmB82t9W6DlQfQiaUMcp/hNXxJjniM3VpNhPzGSHWwbEJnpbA9EptZbMxc6YuFQECJgRaKxeNCxht15jpKIdrjrKuZAMP9LuHSIVzmeBb619n6EifOWJkZAQjI9ufwb63cKy8hLw6pUtzy7jpPGXq/RhMjUiEXgwPetJGvldjrG71/kD5ULwlsdTr86hQHyZEMYbCho0AxHnbul12tr6WSIReJPosIdHnGk5WvUua8ktOVX9gY8z4SOKoNB5HqU0jzMO+wdqbUOkL8ZHaquPW6/MA8JJc2kqbbmOml3BGWUyeqoo3x9zApHMqXwP9wvmj6BSptSV4ic+vZGwuSWNbaTqvj7meOeHn/T1D5N7869Q6tpelMyPsvGpLo0HH1TEjeXrw+ZfZUyLjP6fWc6KmkJGBFp/LFF/LJDKtrgSAwf6R9PO2nzW2vW1oDz9Mvdfq76uih1PSqGRLaarbmHGAxmjgxnU/cbS8GAGQ5B+EWCjk9+w0thRkMzXKsZLRqwe38+GJ/QiwZMpO9vehoF7JiszTrM5O4+3pV3J5vPVqtsFk4uZ1P7OvtACRQEC8bwAhHl4Uq+o5UVnKicpS9EajzaR9c0EWd29cDljkWaO8fJGJROTU1rAqO411uWf5et61TIqItbrPVyrDVyoj2T+InNoa0moqCPPwag4KbiJAprB5vnuGjCFTWUW1ppEdhTkUq+rb7E+VXsedG5ezryQfAdDPLxC5WEJ2bTUfntjPiszTfHvZdfT3t44B62i/dJQcVS6by7aR1ZBDrb4WrUmH3mQJaL7Qt1yAAD+Jr9WxQKlFTrRaV2NTtlwkx7uVHQaAMk05WpOW2w7ca/d8g8E2GDdYZt1nEqHlZ0hvOi83XKWrxkfibRM/4i91XbLRck0FH2d9zuzQGUwMtJ+LqT396ywd6bOLlc9PWRJcL+k/uEO5Zdx0DU2r/XJRoN08JIUNm9osoynnTEHDBmSiAOr1eTa5ZVxZny0CEnyvIU35JY36Eixv7PkF1nDPqVRqjpNdv4Ikv5u6zWWsoxQ37rAxZoxmLaWNuwEIbpFnpiVNz6U31XNhH1xMuL89egkNekt2cZno/EciQNC8a9KSjcWnUYikzLrAWJgQbAm0O1CZY2NILIm1HuiD/SxWfJFayUisJ47O0JE2dIb+PmHsr8zp8Groxc47R/dwtLyYYIUn31x2HSkBlt2Uao2aR7atYmWWraQlwPLM03x4Yj/R3r68O+Oq5l0Ro9nMRyf28+9DO3hs+xqGBYcT6eXTfN+2wmz2lRYQ7e3LL1fcRLjn+Ulviaqe9blnmR5tu4o0KzqROwaNYnpUAlMi45qT+Cm1Gh7a+js7inJ548huK2MmwtObD2ctav7745MHeOXANkaERFgdd8Q1/c4HFf956+8UZ6e1ec/zezexrySflIBgPpi1iHgfyyRaYzTw74Pb+fz0Ye7auJz1i2/Hs4W7W0f7pSMcV57kjbPvEOsRw5UR84lQhOMp9mBV8Vq2le+0ud6MGcEFu6Wmc1NyezEaYkHbPw9mzHhLvLk97ma754Nktnkm2gpwP49tmy5sf0fRm/S8nfkBYfJQlsZeb/ea9vavs3Skzy5GVmamsiozFYVYwn3DxrZ9g5tuoylov0FfQJXmJIHyIYDF3SmnbgVpys/bLKMp50yxakezctmFuWVcUV923TKEAhmRntOs4l+MZg1nld9aypclceH3SaLPNWTW/ohKX8TukscYFfxXPFvsbuhNDZQ07iRIPtxhrpnuJK3mcwJkgwhRjAEs+WwOV7yM1liDQhxKpKf9lAvekliEAjEGk5rsuhUk+Nh30+zruI2ZXsKowFgCZJ58kL4NP6kHflIPVhccp1Rdy18GzbO6Nl9VjdqoY9iqf9gtq1antjkW6eFn9bf03GqorpXMyK3RkTY4y2llMT/lHuRkTSFV2gYajfrmdrpT+9hiMJn4Nu0YAM+Nm9FsyAAEyBW8Me0Kxv34gY3Sl8ls5vUjuwB4bcp8K/cukUDAg8PGs7UwmwOlhXybdoynR593D6pQW1aPUwJCrCbsAOGe3twxaBT2EAoEvDDeVp7bTybn6THT2FGUy/HKknY8vevJq1OyLPM0QoHAypABkIvEPD9+FscrSzlcVsS3ace4b8j5iVhH+6UjrC/diEgg5tmUJ5GLzru8aY1ah/dU62qad2MAqrQW942O7niEyEPIbyxgpN8wxELX/ZwESAPIasjBYDJYlVutdd7dpDW+zvueKm0VLw3+u0OjrSP96wxd1Wd9gTvWL6Na3Ui1Rk1BvSW+6e8TZ9q8K256lkD5UEIV4yhT72dr8V0EyYcjREydPhu1oYIU/7spUm2hTpftsIyWOWey6pbZzS3jivqqNCfIrV/NQQTIRQEoxCGYzDoa9EUYzRpEAjkj7OSvkQi9mRT2BrtKHqVMvZ+1+QvxkkQjFXqjMVahNlZgNhuZGfmlS4yZItU2lNo09KYG9CYVVZrjAOTXr6dBX4BE6IlE6EWgfBihCuudYoU4mADZELYX34+nJBKZ0I96fR56UwNCgZSxIf9wuLMkFnqQ6HMtGbU/cLjiFdKVXyMV+aI3NqA3NbAg7o9OP1tv4NL6Ju3FeIilfDLhNu7c8wU37/wUiVBEnFcgr4xYzNwIa7lKE2b8pZ48N9T+F0OEh6/NsY4G5DuiI21whl3lGfx5//ek+IZzV9JkEryC8ZEq+DRjJ8vyDnemyRctqdXlKLUahAIBc+1IDgcpPBkRHMHBskKr42nVFRTU1+IjlTE+3DZeAmBEcAQHSgs5XGYt+zgqJBKhQMCm/EzeO76P2waO7HRAfrSXZczojEZ0RiNSUffo91/IloIsTGYzI0MirAyZllzTbxCHy4pYl3vWypjpin5xhNFsRCFSWE20GwwNnKpLdXjPwerDXBY2p/nvPVWWfBmDfFM61IaxAaPZX3WQDWVbuDzcNr7GjLlNZS57DPQZwP6qg+yt2s+U4PP5FQ5Wd/47YFflHraX7+KJ5Idb3QXpSP86Q1f1WV9AJBCQU1uD2mBgUFAIDwwbx5WJrtvBd+M6JoW/yVnl1+Q3/EG15iRCgRQ/WX+GB/2FKM9ZaIyVrRozAPHeV1HWuA+1oZxQxbhWc8t0tL5+vjcgEIip0pyk0VCCUpuOUCDGQxxOiGIM/f1uxksSbbdOf1kK82J+IbP2Z0pUO6jX59JoKEYq9MFfOoAwj4l4S9vvuWKP3PpVFKu22Ryv1WVQq8to/jvB5xobY0ZvUjEh7N9kKH8gp34lSl0GYoGcSM/pDAy4Dz9p6/Fmw4IeRyEOJbd+FQ36AhoNZchF/s07YBcDbmOmF7Gu6CQBUk/WznoEH4mt738T0R4BpNeWMj2sf/MOiytx5oe0q9rwddZexEIRn068Dc8WcUJqg66Vuy5t8s+tcIZ5euMhtm+0xvr42Rgz6TUVgCULdtwFgfQXUq2xVnzp7x/EM2Om8Z9DO/jPoR28e2wv8+P6c23/IYwPj2l1BFVpGlmeeZr9JQVk19Wg1KrRGAxoWiSvM/fgHlzWOennZAfCBy3PpVdXWB3vTL+0lyG+g0itS+ebvB8Y5jukWebYT+JLvd42LkgqlPJ78VoqtVXEekST2ZDNlvLtjAkYRayH/R/7thgTMJKxAaP4Mf8XChsLSfZJwmQ2U6Yp53DNUZ5NeZKADuz6TA6awNqSP/gy9zsqtJUEyYI4U5dGtirX5lqj2YhSX0ujoZEitSXBYZmmjPzGAhQiBb4Sn2bXtiJ1MV/kfMtQv8FIhVJS66yljRO84pAJLd877e1fZ+mqPusLfDrv4nRxuRgRCaSk+N9Niv/dds+PDv4bo4P/1moZ0V7ziPaa1+o1na3PX5bSZjtaQyr0YaD/3Qx0UK89FsRtbHc9k8L+1+57mjCatQgQ0t9vKf39lrZ9wwUIEJLsdwvJfrd0uA29Hbcx04vYX5lNuMLXSv7YHnMjBvFH8Sl+yDnAbYm2+umdXdnzl1ok/io09Q4FALqqDQazEW+xzMqQUeoa2VvR+grQpUzjOSPAkSHj6Fy9zuIu4ymRWrmm2SPSy3an7b4hY5kVnciHJ/azKjuNZZmnWZZ5mmT/IP5v7Aym2xEd2JSfycPbVqPS6/CTyRkZEsmEsGh8zimDvX+85zNrN5xTS2utPz0llnONBj1Gs7k59gc61i8d4fLweagMjeyp2n8uH0og88PnEqWI4KUz/7a5XoCAZwY8zrd5P7K1fAcyoZTZoTO4MebaDrdBgIA/J93PxtItbK/Yxb7qg4gFYgKlAYz0H46X2LND5UqFUp5NeZJv835kXekGBAgZ7jeEvw18hieOP2N1bVpdOv9Ke93q2IqiVawoWgXAjTHXcnm4ZUKVXn8WnUnHceVJjitP2tT76tB/EKWw+M23t3+dpav6zI0bpzE3LRYJwEVxaG66ELPbwb4t3MZML2JJ7GieP7aS8Wv/CVjiC4Ll3syLGMyjKbORnBMDmBORwtyIgfzv9AYy6soYGRiLyWymQFXN5tJUPptwO6EKn9aqapWRgbHIRBL+fWodtyVORCYUU6tXc2P8+a3P9rRBZzJQqWmgwaAlt6ESgOz6ckLk3niJZQTKvZCd292ZGNyPg5W5vHpyLVNC+1OqVvJl1h6C5F7U6C4dlZ/20DTp1hgcxz9p7MRGeZxzfwr39GbZle1f7QGLytd/p17O8+NnsTI7la/OHCG9ppLb//iFN6dfyaLE80p3VZrGZkPmtoEj+du4Gc1juul8bzBmvM/1i6qV3cAmg0chllgZMk20p186ikgg4oaYJdwQs8Tm3DfjbJNL6s16YjyibZJG2sNeEk1HCBAwN2xWc/4aR9wRfwt3xNuuDMZ7xtltb6A0gEeSHrQ5/slo6/xXg3wH2r3fHjNDpjMzZLpT17a3f1vSNPVwJFbibJ+5cdMV1OlzAJCJ/O2qh7lx09dwGzO9hOX5R3jt9B/c138a/bxDEAqE6E0Gsuor+CxzF15iGQ8kTwcsP4SvjbqOHwL2syL/KOuLTiERighT+DIjdAC+Uscuas4QrvDlzTHX83bqZv55ci1CgYBE72ArY6Y9bdhckspTh3+1quO10+eDzl4esYiF0ZacC7cnTqROr2ZN4Ul+ybPkm7ktYSKJPiHctuuzTj3XxUq0t2XXpERVh8ZoQC6yfa2LG+psjjXJCufW1dBo0Le6E9EW3lIZNw8YztIBw/n3we18cGI//z2802rSvqsoD5Veh7dUxgvjZ9nkIapU947kZU39kl5T6fCapnMXSjNfiDP94ubio6DR4tIZImt9fLhx05XoTHWIBFJEgvNxXyp9ESeq3gIg3MM2iagbN30RtzHTCzCYjLx6ci03xo/lzwNm2pzfV5nF4ao8q2NCgYClCeNZmtB64r+/D13A34cusDk+yC+Ck1fZVyIDmBySxOQQ22DyjrRhfuQQ5kc6F2gmFop4fOBcHh9oGxjbWnsvZVICgvGVyanVatiQl8FVCdbB3HU6LYfLi23uGxwYSpSXL4UNtfyUfsIlSlsC4OaU4XxwYj9FDXVWqvaN53Y6ghWedhOqrs1JtznWE8yO6ccL+zZzvKKE7NpqEnwDbK5ZlnEKgDkx/Zwqs7V+cdP3WVW8FoVIgafYk2pdNetKNhIg9WeY39CebpqbS5j8+nUcq/wvHpJwpEJfDKZGGgwFmM1GPMRhDA6w3fl046Yv4t5f7AXoTEa0RoNVnEgT9XoN+apqAmRuP2o39pEIRdyUbElE9vL+rVY7CjVaNQ9t/R11i+D6JoQCAc+MmQbAvw5uZ3nmaUwX+Oam11Tyn0M7KGtssDr+Xdoxfs04RZ3OWqZWbdDz8cmDAAwICLaasDcFzefV1XC0hXFlMpv5Lu0Y7x7f284n7xrCPb25NWUEJrOZ+zf/Rk7d+YSSWqOBf+zbzJHyYkI9vLg1xTqLe0f6xU3fp0RdyrLClXyU9Sl/lG5igE9/nk15Ek+xR083zc0ljLc0jgD5YAwmFbW6DFSGYrzE0ST73cqc6B9QiFuPlXTjpq/g3pnpBXiIpUwKSeTLzN1IhWL6+4SiMxnJU1WyLO8IGoOem9vY/XBzafPIiInsKcnneEUJ85Z/TrJ/MHqziby6GvxlCu4bMpaPTh6wuW9BwgCKVXX86+B2Htu+hn/s20ysjz8Neh2lqnpU52JDrutvvbN2pLyYXzNOIcAi/Rzm6Y3OaCC/vha1QY9CLOEf42db3TMyJILJEbHsKs5jyZrvGR0SiUQk4mxNJWWNDTw0fALrc8+SoaxyWb/8kZfB6aoy6nVaGvS6Zonp37NTya1T4i2V4i2VMTo0isktEnU+O2Y6BfW1bMzPZMYvn5DoF4iHWEJWbTUqvY5AuQefzrkaX5ncqr6O9Et3cHfCbdydcFu313upcG/inT3dBDdubAhVjCM0clzbF7rplXhJork20Z2Swhncxkwv4bVR1/Jxxg5+zTtEmaYes9lMsNybkQExvD76OpJ8HOuzu3GjEEv48fIbeP/4PlZlp5FVW42vTM7ixIE8OXoqubXVdo0ZsKhvTYmI44szh9lbkk9qdTkykZgwT28GBYRwWVx/oi5QM7t94EhEAiFHK4opaqjjdFUZEqGISC8fJkXEcvfg0cTZydHy+dxr+PjkQVZmneFoRQlSkYiBASH8Y8Js5sf1p7xR5VJj5teMU2zIy7A5nlpdQWoLWeWlA4ZbGTNSkYiPZy9meeZpfkw/QWp1OTqTkSgvX2bFJHL/kLEEKWx3SzvaL27cuHHjxo2bjiEwm92ab27cuHHjxo0bN91BalkFV33xbbvuifT1YdsDd3VRi9y4cZ7eOH7dMTNu3Lhx48aNGzfdhDu1i5u+TG8cvxe9m5nWYCCtvJKMyipK6uopqa+nuLae8oYGGvV6tAaDJfu43oDJbEYiEiEWCpGLxfjIZXjLZPgr5IR6exHm7U24jzdxAX4kBAQQ4NE5CeS+REldPceLS8lTKilQ1lKgrKWsvgG1Xk+jXo9ab8BgMuEhkeAhleAhkRDk6UGsvx+x/n7EB/gzIjKcEC+vnn6UHsFoNrMzO5c9ufkcLiyirEFFTaMaiUiEn0JOoIcHwyLCGBMdyaS4WHzktmIQnSG1rIKdObnsyyugQFlLVaOaRr0eD4kEH7mMWH8/+gUGMD42hgmx0XjJpC6t382lR3lDA8eLy8iprianuobcaiXVajWNOh0qneV7QygQIBOLkIvFeEmlzd+zkb4+pIQEMzAsmGg/P7dgghuXYzSbOVVSxqnSMrKra8ipqqaorh6VTodKp0Ot0yMVi/CUSvGUSvFTyEkMDCAxMIB+QYGMjors8Pe0SHjxryPrjUbyapT8f3vnHd7Ekf7xr7rkKvfebYwLNmB6750AoUMg5VLuQsoll2vJ5Vou7e5+yV2SSy8ESAi9h15Dx7jh3nvvTV36/WFscLCxdrSSVmY+z8OTWNqZfXd2tPu+M28paGhEQUMjyltaUdfegbqODjR2KqC4rX+ptDrweDyIBYKef05SCVztZHCxk8HD3h5BLnIEu8gR7OqCIBd5n9kwHzTo/O3NoHMza1Eqcb6gGFdKSpFeXYu8+gbo9HqznMtZKkWMtyeGeXthmI8XRgX4wc1ucGSvaVOpcDI3HxeLupTvytY2VvoNdpFjbFAApoaGYHp4CIQc/FHsTE3Ha0dP3veYaC9PHHh84EKTeoMBO1Ju4fNriShvbjHq/DKRCMuHReOJMQkIkDsP3OA+nCsowmdXbyCxrMLoNlKhEAujI/HU2FEIc7s3LbE5eP/CZXx8+RqjNr8Yk4A/zJhiJolM41h2Hp7ff5hRmwnBgfh2zXKzyMNkfC88+yR8nBwZn8MA4FpJGc4WFOFiUTFy69iJfXKRyTA5NKjnmeEoYdfQtwSfXb2Bf5+7aLXzezk64OKmp6x2fq6g1GrxY1YuTucV4EpJGdpUqoEb9YOAx0O8rw+mhgXjoeih8GfwrK5oacW0T5jVTeO6m1lDZyeulpQhuaIKKZVVyKypg0anY/08DhIx4n18MMLPB1NCgzHcz+eBWeyg87d/BsXOTGOnAvvTM3E6vxA3yyqgs5B91qJU4nJxKS4Xl/Z8Fu7uhnGB/pgaFoLxQQGQCG1niPUGA07lFeBARhbO5RdBbYYHUXFTM4qbmrEj5RbkMikWRkViZVwsYrw9WT+XOSloaITOYOiz+ns3FS2teOXQMSSWG29IAIBCo8G2pFTsTsvA76ZPxiMJwxk/rFuUSrx+7DSOZucybNn1wNyTloH96Vl4dNQI/GbqRIgFAsb9UGyTnLp6RsZMm0qFvbcy8V1SKooamwZuwJAmhQIHM7JxMCMbMpEIi6IjsX5EvM09MyjWo7S5Gd/eSMb+jCy0KskVwLvRGQxIqqhEUkUl/vvTFUwNC8EjI+MxJTR4wLaDYefbACC1sgpn84twvrAImdW1sITm1a5S41JxCS4Vl+CjS1fhYW+PWUPCsHZ4HKK8BmeqaTp/B8Z2NO0+SK6owrakFBzNzjPLCgAJ+fUNyK9vwLakVMhEQkwKCcKi6KGYHhYKmYibw63V63EgPQufXrmO4qZmi523WaHEd0mp+C4pFVNDg/HC5PGI8/G22PlNQaXVoqSxCaH97Fxk1tTi0R/2oFmhJD6HUqvF30+exdXSMvx3yUKjd7Hy6xvw2I69qGlrH/jg+6DT6/H19ZtILKvAp8sfgocDrXX0IJBbV49pYSEDHqfT67HlZgo+uHgF7Sq1BSTrMvR3paZjV2o65kSG45WpkxDiSrPDUfqmWaHER5eu4rukVGjN5KEBdC0Ens0vxNn8QowK8MPrs6Yh2qt/Y9tRIgGfx7unrpctkFlTi8NZOfgxKxcVLa3WFgd1HR3YnpyG7clpGOXvh19OGIOpRijktgCdv8bDTe16AJIqKvHumZ+QVHFvVXMuodBocTK3ACdzCyCXSXFx01Oc26k5mVuAf5w6y5obGSnnC4txvrAYM8JD8Zc5M+BL4OZiaXLq6vs0ZjKqa7Hxh92sraCcyMnHSwd/xH+WLLzvThAAZNfW4dEf9qCxU8HKuQEgraoaG3/Yg+/Xr4SL7MGJE3tQyamrH/CYG2UV+PPx08ivZy+NNlNO5OTjdF4hnp84Dr+cMGbA3wblweJQZjb+euIMa89hY0ksq8Cyzd9j9fBh+OOMqX0uYvJ5PDhKJGhRki92WZIOtRoHM7KxPSUNWTV1AzewEonlFXhy5z5MCgnCn2ZNs5ibtDmg85cZ3AtYuA+lzc14fv9hrN66g/OGzM+ZGBzEKUOmuq0dv9pzEM/uPWh1Q+ZuzuQXYv6X32LLzRROWf190ZfS16xQ4ld7D7L+ADqWnTegz311Wzvrhkw3+fUNeG7fYc7fE4rp5A5gzHx9/SY2fL/LqoZMNzq9Hv/56TLWbduJuo4Oa4tD4QCdag1+f+Q4Xj541OKKYDd6gwHbk9OwYsv3/bpe2kICoZKmZvzl+BmM//Bz/Pn4aU4bMndzsagES7/5DjtT060tCmPo/CXDZoyZ75NTsfDLrTiWfW8BPFtgVXystUXo4XReAeZ/+S1O5RVYW5Q+6VRr8MbJs9iwfTcaOjutLU6/9KX0/ebQUVSZyTj8+vrNfuNvNDodnt932CyGTDfXS8vx+dUbZuufwg0KGpr6TJqi1unwm0NH8faZCxaLSzSWpIpKrN66AyUWdJOlcI+6jg6s3vYD9t7KtLYoAIDcugYs3fwdzuQX3vMdl3e5M2tq8fz+w5jz+WZ8n5wKhUZjbZEYo9Rq8drRk3j92GmLxPKwAZ2/5HDemGno7MRTu/bjL8fPQKnVWlscIvzlzhgfHGhtMWAA8OHFq/jVnoMW83E3heul5Xh48/fIrKm1tih9klPbe2X6YEY2LhQWm+18eoMBr/54sk9F8r0Ll5FSWWW2c3fz8eXrdAV8kKPR6VD4s9U4ncGAXx84goMZ2VaSamDKmluwdttOTvjxUyxPWXMLVm/dgezagd0kLUmnWoNNew/heE7vhVg3e24pg3dzrbQcx7LzBsVO/A8pafjjjyc4fy10/poGp42ZvPoGLP3mO5wrKLK2KCaxMi7G6qkDtXo9Xth/GB9cvGIzqxQAUNnahtVbd3ByF6msublnxUqh0eCf534y+zmLGptwJDOn12d59Q345kaS2c8NdF3nJ5evW+RcFOtx966jAcCrP57AyVzu/QZ/Tl1HB57atd+klKUU26OqtQ1rtu1EmZHp7y2NVq/Hiwd+xJGsO89uLpdxWB0/DM5SqbXFYI09aRn44OIVa4vRL3T+mg5njZnE8gqs3bYT1SZmZLI2Ah4PK+JirCqDVq/Hi/uP2KyLnlKrxfP7DnNOmTKgy5AAgG9uJJmcPcxYPrlyvZdB+rcTZ8xWS6kv9t7KRKfa9twOKMZzd42Yjy5e5YzbgzHk1TfgtaOnrC1GLzwd7BHi6gK5TEoL/rFMh1qNp3fvR207t3UFnV6P3x4+juSKrh10N3tuKYN3YycWYd2IOGuLwSofX7rGyYVxOn/ZgTsR6XdxvrAYm/YegspG3cruZmpYiFWr3utuGzIncvPN0r9MJIK9WASZSAQDAIVag06NGgoNu/euZ2dp6SLMHhLGat+mkFNbj6GeHth6M+W+xwl4PLja2UEmEqFFqTQpC0h+fQMSyyowOsAPFwqLca203Kh2jhIJnGVS6PV61LR3EBtAHWo1DmflcCoOjMIu3cktkiuq8L9LV03uj8/jwUEihkwkgkwohEavh0KjQbNCaRb3j6PZuTiaHYH5Q4ew3jcJy2KjsSw2GkCXu2irUoUmhQKNnQo0KRRo6v6vQoHGTmXPZ80KBZoUSrQqlTa1o24p9AYDXth/xCyuOSKBAI6SrurpbL3bNDodNu09hH2PrYO7PbdT3W8cNQJf30gymx4mEwlhJxJDKhJCxOdDpdNBodGgRWGeuW4A8PqxUzjx9GOQiURmOANz6PxlD84ZM7eqa/D8vsNm+wEJ+HwEu8jh4+QIHydHeNjbQyoSQioUQiwQQK3TQaXVokmhRENHJypaWlHc1IT6DrJA9NXDh7F8Bcx48/R51gyZALkzxgb6Y3SAPyI83BAkl8NJ2nc17iaFAqVNLcitq8eNsgpcLS0zOTC+a6vzCLauXYEEf1+T+mKLnLp67E/P6nN+CPh8LImJwtLYKAz39emV4rC4qRm7UtPxbWIy0Vw/kpWD0QF++PTK/V2+hvv6YM3wYZgYEgRvxztGtUqrxeXiUnx29QZuljPPDHgiJ48aM4OYnLp6dKjV+M2ho4yD/QV8PhL8fTHK3w8j/HwQ5CKHv7MTRH0UXtXq9ahqbUNWTR2SK6twJr8QhQ2NrFzD30+exTQO1vfi83iQy6SQy6RG18jRGQxdhk2nAunVtfjt4WNmltI2+OraTdbiFENcXTDtdrHrCHc3+Do79bmL1qRQoKy5FTm1dUgsr8Dl4lJGHiR1HR14ctd+BMidWJHbXLjb22FZbBR+SLlF3IeAx8MQT3fEenshzM0V4e5u8Hd2gqeDPRwlfesOGp0ONW3tyKmrR3p1LS4WlSCtqpqVRY/qtnZ8cvk6Xp460eS+2IDOX/bg1FO+rLkFT+3cz2rmDJFAgLGB/pgWFoI4H29Ee3kQpUhuUSqRWVOHjOpaJJZXILGsYsDVdU8HB0w1ovicudiTljHgjsFASIRCLIuNxvK4aAz39TG6nYtMBheZDPG+3lh5W+lNLKvA3vRMHEjPgpqwyKlGp8Nz+w5h76PrGFUpNxdbEpP7/DzSwx3/Xbqw3zz3wS5y/HbaJCyNjcKTO/cxTo99PCcPi6IjcaOs7+xmjhIJ3pg3EwujIvv8XiIUYnp4KKaFh+L/zl3EZwyzlF0pKYNCo+HMCheFXcqbWzD+w88ZPYvD3FyxbmQ8FkVFGp22U8jnI0DujAC5M+ZEhuP30ycjs6YWm28k40BGlkkKTH1HJ7bdTMFT40YR98EVBDwe3Ozs4GZnBz3dogHQ5Qr5n58um9zPnMhwPD5qJEYF+Bl1fPe7Lc7HCyvjY2FAV7KaXanpOJyZbZTxn11bh+xa7qc5/sXYUdiZmm7075DP4yHW2xOTQoIxITgQcT5ejN8RIoEA/nJn+MudMTMiDC9OHo/qtnbsTkvH5hvJJtc22ZyYjCfHjup3IdZS0PnLLpwxZpRaLZ7efYC1VLxRXh7YmDAC8yIj4CARm9yfs1SK8UEBGB8UgCfHJsAAILO6FucLi3C+oBjJFZX3bI2uiIuxWiG3W9U1+PPx08Tt+TweVsUPw/OTxrLmJjcqwA+jAvzw/MRx+OjSVexKTSfaTq7v6MSzew9h+yOrILVy7Z6+5I/39caWNStgJx74IR7h7obNa5bj4W+/Z5Rhrr6jE+u27ezzOzc7O3y3fqVRBcN4AF6ZNgk17e3Yn55l9PnVOh2SK6owgQNZ+ijmwVhDxtfJEb+ZOgmLoiNZiQeJ9vLEPxfNxeOjR+IPP54wKZvhF9cSsWHUcKs/JyjsojcY8NvDx4gXxQAg1M0Vb8ydiTGB/ibJwgMwNtAfYwP9sWniWLx79iec5mDCGhKCXeSYFRF2X+8OIZ+PCcGBmD90CGZFhEEuYz9xgLejA56bOA6PjRqJ9y9cwtabKcSuaAqNBjtT0/Hk2ARWZWQCnb/sw5kEAP86d5GVImyx3l7YunYFDj7+CFbExbBiyPQFD0CMtyeenTAWOzasxsXnnsLrs6f3uD/x0JXFzBpodDr8/vBx4h+Kn7MTtq5dgTfmzTRLvI+PkyPenD8b365dAV/C3ZX06hq8d/4Sy5KZjpudHT5dvsQoQ6abEFcX/GH6FMbn6uthLuTz8fnKJYwrH/9p1rR+t/37w9YK11LYZ3lcDI78YiMeihnKemB7lJcHdm1c0xNrQkKTQnFPSlGK7bP3VqZJRu7cyAjse3SdyYrgzwlxdcGnyx/CuwvncM69kZSnx43u8/Nh3l7429wZuPrCM/hq1TKsiIsxiyFzNw4SMV6fPR1frFoGezG5brc9OY1FqZhD5y/7cMKYuVxciq39uOsYi71YjDfnz8aeR9diXFAAS5IZj6eDAzYmDMcPj6zG6V8+jrcXzIG/3NnicgDAp1du9GTZYkqcjzf2P7ae9R9JX4wPCsD+x9cjzsebqP23ickWqa3ChFdnToU7QZaPlfGxjA2Qvtg0cSzReDpLpYyz7qVWVjM+D2VwwOfx8Prs6XhnwRyzLRgBgFggwLuL5pqUEXJ3WgaLElGsjVKrNck9Z83wYfho2SJGC05MeXhYDL5ds2JQpDeO9/XucWGyE4uwfmQ8jvxiI/Y+tg7rRsRb5Rqnhgbj2zXLiRXu0ubmXhkbLQmdv+bB6saMWqfDq0dPmpS9YqinB/Y/vh6r4mM5kfYyUC7HcivtyhQ2NOKTAYLC+2NMoD+2rVth9tWVu3GRybBt3QoiA1RvMOCPP540aauWTcLcXLEouu8YlYHg83jYkDDcpPN7OjjgF2PI4wMWxwxldDypwUyxbXgA/r14HjaaOF+ZnO+NebOIk35cKykjTuBC4R5bEpOJ0+AvjIrE3+bOZFmivhnh54Nv1jw8KFwcX5w0Hq/OnIqLm57CX+fMwBAPN2uLhHhfb/xr0Tzi9qfzreNKReevebC6MbP1ZopJFZsnBAdi54Y1CHaRsyeUDfPehcvQECj3Ia4u+PjhxVYJ6JaJRPj44cUId2f+gMyvbzA5yQFbrB4+zCRjemFUJAR88p/k+pFxJm0Nx3p7wUVmfFXfqtY2KAdB+nQKM347bTIWRzMzfE1FyOfjnYVziZK3GNC1+0+xfXR6PbYQPu9DXF3w1vzZFl3wHObthXcWzrHY+czFuKAAPD56JGNXZHMzNzICS2KiiNpeN7KkAZvQ+Ws+rGrMtKvUA6aWvR+TQoLw+YolNufbZy6ya+txgsA/XCoU4rMVS6y6pegokdy+l8yNqc+v3uBEEUdTa1rIZVKM8DM+Y9zd8Hk8rIwzLVUyD12rXcaiNxhQ2sTNisUU8zArIsxq2cGCXeTYkBBP1PZScQnL0lCswfHcfKJVbT6Ph/97aL5ZXXP6Y2FUJBZwpN7RYOSVaZOIFjnSq2vMIM39ofPXfFjVmPnq+k00K8jS7IW5ueKjZYuIJvFg5cOLV4jc9V6aMsHoegfmJEDujN9Nn8y4XWOnApsTk8wgkfGEurn2quNCyljCWKXhvj7wcDC9iNVQTw9Gx9dwvGoxhT1cZDL8Y/4sq8rwxJiEPuvVDER31WqKbUO6C78iLgbDvL3YFYYBf5o9jaaxNxPejg5E7t3NCqVJXkEk0PlrPqxmzGj1euKMEvZiMT5Z/pBJ2SwGG2XNLThJUBxziIcbHhs90gwSkbF+ZDzRj/br60lWdXkabWSO94GIJXxgTQ0LZuX8oW7MjNpaQt9fiu3xwuTxcLNjntyCTTzs7TE1NJhxu5KmZpMqX1OsT3lzCxL7qat1P8QCAX49ZYIZJDIeD3t7rLFyAe3BDKlXQmmz5TwL6Pw1L1YzZk7m5hPXlOHKTgKX2J2WQbQr8+LkCZxImtAND8BLBNV5W5RK/JiVy75ARhLtxWxHoz+GergTtUvwZ8eY8nFkliqb7sw8GPjLnTnzMlsQxdzlQW8wIK++3gzSUCzFcYLFOgBYEhsFD3vTd61N5RdjEkyKiaT0zwg/H6LERVUMi1WbAp2/5sVqkv2QcouoXbSXJx6xUBYdW0FvMGBfeibjdpEe7pgzJNwMEpnG5JAgRrEb3exMJZtTbMDUPas/fJydGD8w+Dwe4nzY2YL2Yugq16ZSsXJeCrd5fPRICDnyIiNNvU/ju2wb0npBj44awbIkZHg5OmASLTJsFvg8HsYEMHfRrm6zoDFD569ZscrbqbqtHVcIs8u8PHUiBBzaSeACV0vKiFYYVnNkpbUv1g6PY9zmZnklK4VXSQhiKZuegMdjHHvj7+zMmj8r09WtdpWalfNSuItMJMSyWLKMQebAw94eAQQ1vOguou1S39GJFIK4p6Ge7ogk3O02B0zT31OMJ9rLk3EbSy3G0flrfqxizJwrKCJyiYr28iTylx7snM4vZNxGIhQSpzS0BAuiIonSQB6zQrVvO7GI1VgCpn2Fu5tebLMbJ4YZ7dqoMTPomT0knHMpWSMI0rjXtneYQRKKJbhRVk6kMyyIIqv7ZS5mhofRxVgzQbKgqLRQHB2dv+bHKsbM+YIionaPcyhQnUv8VFjMuM34oAA4SbmloNyNTCQkMlzPEc4tU2AaZzIQTHdHSFap+0PA4zHKEEjrzAx+ZkWEWVuEewgkUFyaOhXsC0KxCInllUTtZoSHsiyJaThIxIixYlaqwQxJNlFLvb/o/DU/FjdmNDodLpcwdzGTiYScjO+wNhUtrShqbGLcbnp4iBmkYZfpBD/kW1U1aFJYVmlhIyXy3TDN0ufrxK4xxaRuk06vZ/XcFG4h5PMxhYO74R72zHdCqeFtuyQRKIMuMhmGcMhFp5sJHI47sGUcCRZnNTrLvL/o/DU/FjdmUquqiQoczgwPs0rBIK5ziTD2aHJIMLuCmAESJUpvMOBikWUL5LkTKFb3g2kRWB+WjRkmdTws9TKgWIcYb09OpsCXy2SM26ioMWOTqLRaZNXWMW43JtAfXHSIGcZSshZKb6QENQcNRM5fzKDz1zJY3JjJrK4lakeySv8gkEEwnm52dqy6JpkLuUyKYAJ3kpTKavaFuQ+uLNfeYJrNzIVAsbvv+Rn4xOoM1JgZzAz39bG2CH0iETIvnKnW6cwgCcXcFDU2E+0Ax3ozDwi3BEM9ubfaPhjgSrbFn0Pnr2Ww+N3PqGFuoQLAuCCyyuiDnaxa5sZMHEHaY2tBIiupwUyKo4TdlWsBj9nPkmSV+r7nZ/BS0BvMv7JFsR4kKdItgUTAfBWWzlXbpLCxkagdW+ny2SZALqdeJg8QdP5aBsvvzNQwVzRDXF3g6cA8uGuwYwCQU8e8EFwMQQpDaxFLEGyWWVtrUcXF2pmenDmcyIFi24S6spcpj0IhobBhcCmDPACBNuAZQWEHOn8tg0WNGZ1eT1QHxJaUb0tS3txCFH/EVk0US0DiZtap1qCkqZl1WfrDwcoxBVxcJaEMDmzpWUEZnBQ3NjNuIxIIGBcAtiQ+Tk7WFoFiIej8tQwWNWZq2zugJfAdjPBgXlPgQaCSoFAmYFsKCqms5S2t7ApyH6QMA/bZhq2CmRTK3bjZ2cGBZRdKCoUptQTFTn0cHTkZPN0N2xkoKdyFzl/LYFEtrLqNrAJzOEGBtAeBGsLx9Jdzz6ruD3/C7cxqQkOPBBL/fbbgARAzyD5GoRgL21n6KBQS6js6GbfxdeaesnU3niyn87c1FBot6jraUdfeiRalEh1qNTrUarSr1OhQa6DUaqHWaqG8659Ko4VKp4NSc/vv2//u/p6L0PlrGSyqhZEq334c3NLiAtVtzBV2HgBXlgPGzYlYIICDRIx2hpXmqwjGhhRr7swwzXxGoRiLq53tPCcog5eGTubKoBvLGSbZxlnKrDCyLaLSapFdW4/cunoUNTWhqKEJxU3NqGptQ4ea2fvclqHz1zJY1pgh2G4DAA8Hbt9Ya1HT3sG4jaNUYnMKsItMxtiYId0FJEEksN542tq9pNgObKf8plCYojMY0KxQMm7nxPGkKFxUBk2lVanC5eJSXCkpQ2pVFXJq64nCCgYTdP5aDosaMySV2XngvpVqLdpVKsZtbFFBcZHJUNbcwqhNq5L52JDCZ5hKmd1zc9mzlmLL0MQSFGvTqVYTZabkorJ1N1xXVo2lrqMDhzKycSI3HykVVdDR9Oe9oPPXcljUmCGpwGyLOwmWQqVlXgSOaXV5LkAisyWrfVODgjIYEdFYLIqVIS10as9xQ1xCUK2eKxgAnMsvxLakVFwqKqEGzH2g89dyWFQiJUGAFg1u7h8lgcIu4tveeJLMAZKxIUVAjRnKIIQ+eynWRk2wYAdw3xDnarX6+6E3GHAoMxufX72B3DrmJTYeROj8tRyW3ZkhsFK5aAFyBZLdB67/SPqCRGYSw5kYastQBiFcfGFRHixIV7ZFHJ+71oyzJCGtqhp/PX4Gt6prrC2KTUHnr+XgvJsZ12+qNSEJrhPwbU/zJlGqNHqyhwiFQqFQuIGGUBkUclDZuhtbWSjQ6vX459mfsPlGEqgzGXPo/LUcFjVmeARL2Hr6C+oXCcGOhS1mFyFZ3bBm7RcKhUKhmA5pvCzX9QYSXcjSVLa24YX9h5FaWW1tUYyCz+MRBdubEzp/LYdFNT6JkLnyrdJxsxASF5AQBMZrdLZnzJDITDLXKBS2sMVFAwqFa5DGbWkJV8QpXRQ3NWPj9t2oskDxaTuxCJ729nB3sIeHvT2cpBI4SsRwEEtgLxZBJrrzz04shFQogp1IBJlYBJlQePtzES4Xl+IXO/eZXV4m0PlrOSxqzEgJ4l9IA6geBIjG0waNQxKXMRprRbEmpL7SFArlDmLCRSmuL9oZOOy0VdzUjHXbdqKug3kdu/vhIBEjzscbQz09EOXpgWBXOQLl8kFdnJfOX8thUY1PTKBgdmo0ZpBkcEBizHSobW88mRbMBACpDaagpgweSH2lKRTKHUhXtrnu0WHJbJtM6FCr8cvdB1gzZGK8PTE3MgITgwMR4+31wGX+pPPXclhU47MTMc+drdJq0a5Sw0EiNoNEtg1JAczGTuaFS61NM0GxVbl08K72ULgP3ZmhUEyHRGcAgBYLFk0mQcHRRdrfHzmBgoZGk/pwkIixfFgMHkkYjmAXOTuC2Sh0/loOixoz7vZ2RO3qOjqoMdMH3k6OjNsoNBqotFqbcsNqIjBmvB0dzCAJhWIcLUqltUWgUGwekUAAB4mY8e58i4Lbvz+FJUsHGMmpvAIcz8kjbs/n8bB+ZDxemDQechm3K9hbCjp/LYdFNVpSBbO2vQMhri4sS2P7kI5nfUcn/JydWJbGPCg0GqIfjhc1ZihWpInjLyMKxVZwt7NjrAw2c3wxgWvKqlqnwz9OnSNu7+nggP8sWYDRAX7sCTVIoPPXMlg0WbS3I/OdBAAoNHHbc7BCasyUNbewLIn5KGkik5UaMxRrwsWHPYVii7jb2zNuY4ksXKZQ39lpbRF6cTgzGxUtrURtA+Vy7Nywmhoy/UDnr2WwrDHjRKZg5tU3sCzJ4CDIRU6U7bvUhoyZ0qZmonb+NrLzRBmcVLaSKQYUCqU37g7M3dNJFXNLUd/BLWXw28QUonbOUim+WbOME54eXE26QuevZbCoMeMik8FZytyXMqeu3gzS2D6OEgn85c6M2xU1NplBGvNQ1MRcVplIhKAHPPCQYl1safeTQuEygXI54zZtKhVaORxEXd3GnZX3vPoGZNbUErV9Y95MovtjDrgYxwHQ+WspLGrMAEC0lwfjNmmV1Zy1uq1NtJcn4zbp1TVmkMQ8kMga6eEO/gOWApLCHdQ6HWrb2a3RQKE8qIS5kcXLctmjo5hDC4rnC4qI2o0J9Mf8oUNYloacdjXzEg6WgM5fy2AFY4a58q3UapFaWW0GaWyfGG/m43mrqgZ6A/eKHvXFrSrmxkwUgcFMsS4ktidXFzjy6hps5vdFoXCdUDdXonZZtXUsS8IeJYTu0+bgYlEpUbsnxySwLIlpcDXOhM5fy2ATxgwA/FRUwrIkg4MRvj6M23So1cit467V301deweR72icj7cZpKGYE5LiYlyt5XLLhnY+KRSuE0aoDJK6TpmbkqZmTrlE5dQxV5qdpVJMDQsxgzTkcDXOhM5fy2BxY2akH3PlGwB+zMphWZLBwagAP9iLmdfguVBItrVsSc4Rbn9PDA5kWRKKuSGpe8TV9McZ1JihUFjDUSIhKs1wvbTcDNKYTloVd7xMWpRKomDuCcGBnHPl5qryT+evZbC4MeMvdya6scVNzUgjcDka7Aj5fCLl/SyhoWBJSIyZcHc3+BAUE6VYFymBMVPfwc24lMvFZdYWgUIZVCT4+zJuU9LUjEoOuh6lcMhlvrKFbHy45srdrlKjgMMlPOj8NT8WN2YAYBrh9uR3SaksSzI4INnuTS6vRE1buxmkYYd2lRo/FRUzbjclNJh1WSjmx8VOxrhNKWENInNS1NiE0uZma4tBoQwqRvmT1TAhDW43Jxc55DLfQRg0H0iQRdWcXCkp43ScIp2/5semjJmDGVmcDfKyJrOHhEHEMOZAZzBgz60MM0lkOocys4n8MmdFhJlBGoq58XRgXlisrqMDzRxzNTuVW2BtESiUQcfoQDJl8FBmNsuSmEZ5cwunioCTZgBzkEhYlsQ0jmbnWluE+0Lnr/mxijEzNtAfHgRVUbV6PT6+fN0MEtk2LjIZZhMo8TtT06HT680gken8kHKLcZsgFzmtQmyjeDmQFdRNrqhkWRLT2JWWbm0RKJRBR6BcjnB3N8btEssqOOWqczQ7z9oisIKQz514mRalEqfzub2IROev+bGKMSPg87E8Loao7c7UW5wNQLImq4cPY9ymoqUVe29lmkEa0zidV0AUzLeCcE5RrI+PkyPj3UWgy72AK9woq7CpgrQUii0xZ0g44zYGAFtvJrMvDCFcW+wgSbwCcCv5yvfJaehUa6wtxoDQ+WterGLMAMDq+FiQ2PZ6gwGvHT3F2bSs1mJ8cCBR1fv/Xb7GqbHUGwz4z09XGLcT8Pl4eFi0GSSiWAIhn09UXOx4Th644in94UXm85ZCoRjH3EjmyiDQtcvfprJ+NfVLxSWcW+ywF4uI2nHFvbdFqcTX129aWwyjoPPXvFjNmPGXOxMHa2fX1uEvx0+zK5CNwwPw7ISxjNtVtLTivwTGg7n4NjEZ2QTFopbERMGT0FWJwg2GejLPkFPZ2oYrxWRF39jkcnEpp3aJKJTBRrSXJ5GrTrtKjY8vXzODRMzg0nu2G1L3Xq4UTfz3uYucMawGgs5f82I1YwYAXpg8gbjt7rQMfHnNNixyS7EkNooo7fVX1xKRyoF0e8VNzXj/wiXG7QR8Pp6byNyQo3CLEYQ1qD67eoNlSZjRqdbgT8dOWVUGCuVBYENCPFG7zTeSrZq690hWDpIrqqx2/v7wdHQgKljMhQWkU3kF2EEQW2tN6Pw1H1Y1ZuJ8vDA3MoK4/btnL1CD5i4EPB5enDyecTudwYBn9x6yaqrmVqUKz+w+QJTB7OFh0QjgWKpICnMmhQQRtbtcXIoz+YUsS2M8fz1xBmXN3EsTTaEMNpbFRsORIJOWVq/HSwd/hEpr+crljZ0K/O3EWYuf1xh4AEIJ3Htz6+pR2249fSG/vgG/O3ycMy7GxkLnr/mwqjEDAL+ZOhECPrkY7569gDdOnoWGQ3Ef1mRBVCTGBvozblfb3o6ndu+3ypatQqPBs3sPEqX8sxeL8cIk5gYchXsEyuUIlMuJ2v7l+Gk0dirYFcgI3jt/CfvSuZdEg0IZjMhEIqJkNwCQVVOHPx8/w7JE90el1eLZvQfRpLD8s8lYhvsy3xE3APjqehL7whhBUWMTNm7fw4k4EqbQ+Ws+rG7MhLi64Jlxo03qY8vNFKzZthP59Q0sScUOLUoldqTcwhsnLWfV8gC8tWA2ZCLmWUqyauqwZtsOi9byaVEqsXH7HlwrLSdq/7vpk+DtSGNlBgsLo4YQtatua8emfYeIdvZI0BsMePfsT/jkCk0VT6FYkmfGjSZa3QaAvbcy8Mapc+wK1A9KrRYv7D+Cm+XcSh//c0YRljP4LinV4nX/EssqsGbbDtR1dFj0vGxC5695sLoxAwDPTxqHaC9Pk/pIq6rGoq+34c3T560aEFbf0Yldqel4evcBjP/wc/zp2CkkWdjXMFAux68J45EKGhqxdPN3OJVn/rztN8oqsOSb75BSSTY+owL8sHYEmQ/qg0JGVS0i33gf2TW9kypk19Qh8o33kVFVYyXJ+oY0ZTvQ9aJ7ctc+tCjN+/uvbW/H07v248triWY9D4VCuRe5TIpnxpMvgG5JTMZLB38068JHVWsb1n+3y6rur8YyLSwEQgLvGJVWi+f2HYJCY/60yHqDAV9fv4kN23dbZQeeTej8NQ+cMGaEfD7+vXgeUSDa3ej0emy+kYTJ//sCfzp2Clk1zLNiMUWh0eJycSn+fe4iln/7PSZ+9DlePXoSZ/MLrer69tjokZgWFkLUtrFTgV/tOYiXDvxolqwlde0d+PPx03jk+12oaGkl6sNJKsE7C+YQpfd+kIjx8cRwPx/8cLN3oOTe1ExEeLghxsfLSpL1TZCLHBOCA4nbXy8tx0Nfb8NlMwSoKjRafHMjCXO/+BbnC4tZ759CoRjHY6NGwM/Zibj94cwcPPzt97hRVsGiVIBGp8OWmymY/+UWm6mH5yyVEscrplXV4Nm9h9CuUrMsVe9zrN66A2+fuQAtR4t8M4XOX/Yhq5hkBiLc3fDuwrl4+eCPJgd1KbVa7Ei5hR0ptxAgd8asiDCMCwrAMB8veNjbE/fbolQir74BeXUNyKqtQ0plFXJr66EzcC8Mjc/j4b2H5mP5t9uJc4MfzsrB0Zw8LIqKxPK4GIwLCjDJeEirqsaetEzsvZUBpQmBbHweD+8/tICors6DyPrR8fjrj2fwu1mTYScWQafX43B6Np4Yn2Bt0frk+UnjTDJGKlvb8OgPezA9PBRPjknAGIIYsrvJq2/A4cwcfJ+cajNpQCmUwYxEKMQ/F87Fhu27oSd8/+bXN2Dddzsxe0gYHhs10qTnRG17Ow5l5mDzjSRUWzGRDikbR43AuYIiorYXi0qw8KsteHvBHJMWon7O9dJyfHMjiZGXiFQoNEm3sBR0/rIPZ4wZAFgUHYmK1lb8+9xF1vosa27BNzeS8M2NrmA1TwcHBLo4w9fJEd6OjrAXiyAVCiERCqE3GKDR6aDW6dCiVKFZoUBjpwKVrW2obG1Fq9K2As4cJRJ8tmIJln+7nThYTqfX40BGFg5kZMHTwQHjgwIwJtAfkR7uCHKRQy6T9tmuXaVGSVMz8hsacL20HFdKyljL+PTK1EnENYoeROZHD8E7Jy/gcHo2Vo0chvP5RWjuVGDJsChri9Yno/z9MDkkCD8VlZjUz9n8QpzNL4SfsxNmRoQhwd8XMV6e8HVyhKifXeCGzk5UtLQht64eqZVVuFZazngxQCQQYOeG1fj48jWczDW/uyZlcKMzGNCuUqFdpUabSoUsgjpcaq0OSRWVcBBL4CgRw0Eihr1YDD7Pdve2xwT64/HRI/GViUUTT+YW4GRuAYJd5JgaFoLxQQGI8HCDn7MzBH2Mj1KrRVVrGwoaGpFSUYUbZRVIrqhktAj7xxlT0NipsHpa+W4mhwRhqKcHUY034M4C0ih/P6waHov5Q4dAKmSmXur0eiRXVuF8QTGOZeeimKFXyK/Gj8FIf188tWs/o3bWgs5fduGUMQN0BUfVtLVj680Us/Rf295u1ZSClibE1QVfrlqKJ3bsQ4fatK3g2vb2HsOmG5lICHuxGDKRCDzwoNBq0KnWmHyu/tiYMBxPjRtllr4HKyKBACtHxOKHpFtYNXIY9qdlYWJYEDwcyHcpzc1f5szA4q+3suIXXNHSii2JydiSmAygK0mGXCaDnVgEEZ8PtU4HpVaLdpUaahZcQ1+ZOhGx3l6I9PCgxswDjlavR5tK1fVPqb79/13/bVer0d79nUqNNqWq1/fd/2UjJqFJocDqrTt6fcYDYCcWw1EihqNEAofu/4rFcJTe/q/kjvHj0M93EoZKK5u8PHUibpSVI42F2L/ipmYUJybj29vPCSGfD0eJBPYSMQQ8HhQaLZRajcmLmnOGhOOJMQk4nJljssxs8trMqdiwfbdJfSSWVyCxvAKv/ngSQzzcMczHC2Furj1zxU4shk6vh0qrRatSheq2dlS2tiK3rh45dQ3EqYcXDB2Cl6ZORIdKDT6PR7zbYWno/GUPzhkzAPDn2dPhIBbTTEEsMdLPF1+vXsaKQfNzFBqtxTJIbUwYjtdnT7fIuQYbaxPi8cWlG7hZVoGzuYV4d8lca4t0X4Jc5Hhl6iSzZG4xoEu5M0e6yckhQXh8TJf7XqSHO+v9U7jPoz/sQV5dA9pUKk67vBgAdKjV6FCrTXIt6VaaHCRibFmzHP4WrPklFgjw6YolWLnlB+L4y/7Q6vWsPycC5XK8s3AOAGAIx54P44ICsCQmqtdiJSlavR6ZNbXIrKllQbL7MyE4EP9ePA88AA4SMSI93S0SL80GdP6yBycSAPTFy1Mn4vXZ02mAN0t0GzTO0r7dwrjO46NHUkPGBLydHDAjMgxvHj8PqUiImZFh1hZpQDaOGoHF0UOtLYbRxHp74YOli3qeWZGe3HrYUyxDeXMr6jo6OG3IsEm30lTW3MLKziZTPOzt8cXKpcTpbi2Fl6MDNq95uEfOUDeXft1drcXf5s5AiCvzIprWYlxQAD5d/lCvcRwdYFqMpKWh85cdOGvMAF0r8V+uWgZ3eztrizIoGOnni32PrcMQDzdri2I0YoEAb82fjVdnTrW2KDbPI6OHI6OqBguiI63qGsKEdxbOMTmA3xKEu7vh69XL4CAR93wW6CJn7DdOoVCYE+Huhm3rVsDNjpu6gru9HbauXYGAu3athHw+QjlmONiLxfhk+UP9xsJyiamhwfhi5VLIRKJen4/2J6ubY03o/DUdThszADAlNBiHf7GBOM0wpTcBcmfs2rAWcyMjrC3KgHg5OuD79auwMj7W2qIMCuzEXQ/9pfHRVpbEeMQCAb5cuRRTOZzwIc7HG1vWLoeLTNbrcwGPh3B321k4oFBsmWgvT/ywYbVJKW/NQZCLHN+tW9nnjgcXd2/D3FyxZc0KTntxrB4+DJ+tWNLnYtHoQNszZgA6f02F88YMALjZ2eGLlUvx7sK58KLV3k3GTizCR8sW4f8Wz79HAeMCPABrhg/Dj7/YiHhfb2uLM2g4nJ6DcA83jPD3sbYojJCJRPhsxRKsGR5nbVHuYWV8LLY/sqrflO9c8yumUAYzwS5y7H10HWcWP6eEBmPvo+sQ6uba5/dcjauL8vLAro1rOOdyJhYI8Pe5M/GPebMg6KfQp5udHefkNhY6f8mxCWOmm4eHRePk04/j15Mn9Kwy2wIRHF2dfShmKI499SiWxkZxJkXnUE93bH9kNd6YNwtOUm77kNoCCo0GZU0tOJmdjx030/CrSWOtLRIRAj4fb8ybiU+WPwRXO+sb4K52Mry7cC7emj/7vsV+I23IpZNCGQy42snwxcqleH32dKu5ecpEQrwybRK+WLn0vu8xLi92hLi6YPfGtVgUFWltUQAAMd6e2PfYeqwdMfCi1ugA29ydAej8JcXmHLplIiE2TRyLRxLisSctA98lpaG0udnaYt2Dq50MC6MisW5EHKddTVztZPjXonl4ZtxofHjxKo7l5FklreEwby/8csIYzB4STpM+sEhmdS2e/H4fpEIhnp44GotiufFiImVWRBhGB/jh86uJ2JKYbPEgawGfj/Uj4/HryeONCtjk0jY8hfIgsTFhOOYMCcf7Fy5jf3qmxd5rsyLC8KdZ04xyF+LSynZfOEkleH/JAiyOGYo3T523iq7lZmeH5yaNw9oRcX3WTemLUQF+2JmabmbJzAudv8ywOWOmG2epFE+MScDjYxJwobAYRzJzcK6gyCzpVo3FX+6MScFBmDc0HOOCAo3+4XGBcHc3/HfpQhQ2NGJnajoOZmSjrqPDrOe0F4sxe0gYlsVGs1o5mHKHhAA/JP/+OWuLwSrOUil+O20SHhs1AttT0rArNd3sVYtdZDKsjI/FuhFxjHyaubRyRaE8aHg7OuDdhXPwizEJ+ObGTRzJymWlbs/PEfD5mB8ZgcfHjEScj/Gu0T5OjnCSSjhfkHtGeCimhgZjf3oWvr5xE7l1DWY/Z4y3J5YPi8GKuFjIRMxU1TE2ltGsP+j8NR6bNWa64aErq8XU0GDoDAYklVfibEEhUiqqkFlTZ7bijUI+H+Hurojz8Ua8rw9GB/jZrJ/m3YS6ueIPM6bgt9Mn42JRCU7nFeBaaTkKGxpZ6T/IRY5RAX6YEhqMGeGhNNsThRgPB3u8MGk8Nk0ch6slpTibX4QLhcUoamxipX9PBwdMCgnElNBgzB4Sfl93sn5ltLeHq50MjZ3WW2ShUB50hni44e0Fc/DazGk4nJWN03mFuF5Wjk41uWIo4POR4O+L6WEhWBw9lDied4i7OxLLK4jlsBQCPh/L42KwPC4GaVXVOJiRzerzViwQYJiPF8YGBmBRdKRJ7vl+zk7wcXJEVWsbK7JZGzp/B4ZnMNhIqVQC9AYDihqbkFVTh7KWFlS1tqGqtQ3Vbe1oU6mg0mqh1Gqh1Gih0+shFAgg5PMhFghgLxbBSSqBk1QKNzs7eDs6wMvRAQFyZ4S7uSLIRd5vANpgpK6jA8nlVShsbERJUzOKm5pR396BDo0GCo0GCrUGAj4fMpEIMpEQdmIxvB0dECh3RoDcGcGuLhjh59NvoDSFwhYNnZ3IrKlDVk0tipuaUdPWjpq2djR2KqDUaqHSaqHV6yERCmAnEsNOLIKjRIJAF2eEuroixNUF0V6eNpXCnNI/24rPYb5vAtzEjtYWhcIhtHo9UiqrkFldi8LGJhQ1NqGqtQ3tajU61RooNRqIBALYi8WwF4shl0kR5uaKcHdXDPFwR4K/L+drg1iCytY23KqqRmZNHYoam7qet+3taFepodRqodHpIOTzIRUJIRV26QcuMhn8nJ3g5+wEf2cnRHq6Y5i3F6fqlnAdOn97M6iNGS7z6q3XMdp1FJb5LRnwWLVejT/e+hOeDn0SkY5DLCCd5TlYeRiX66/gnbg3rS2KRWB6T9kanwdtnCkPNh1aJeaf+xs2j3sRoQ40MyKFQqEMRh6crYVBgJBHXbIGG/SeUijmI7ExHzqD3tpiUCjEZJXVYuYfP8OF9EKb6JdCsQZUk7IBxHwx/i/+n9YWg8Ii9J5SzMHbmbtR2lGH30U9jPdzDiC9uRQyoRgzveLxbMQCSAW9U9q/lroNPB7wp5hV+Cj3CM7W3kKnVgV/O3e8Fb8BAXZ3Ehi0aDrxZcEJXKjNQIumA95SFyz2G4O1QZPB53WtizWo2rDsp7fwcMB4/DryoXvke+b6x2hUt2HnpN+BdztvoUavw5aiMzhWlYRaZQtcJQ6Y4RWHp8Lm3iMvACQ3FeK74vPIaClFp1YFZ5EdIp388PLQpfCRdcUtfpJ3FOdr01Gh6ApU3nDl/V59XJj1NgS8O2t5xlzbnWM78FXBSVyuz0a9qg0OQikC7Nyx0HcUFvmNJr4XTMaB2X0zTl4m4/CvrL3Ia6vCazGr8N+cg0htLoaEL0KsPBDPD1nU6/w6gx5HK2/iZHUKitpr0KLphKvEEZM9ovGriPmQCcRE4/ugodObx4nGXP0awzcnb2Dx2Gi4O1H3c4ppUGOGQqFQBhEF7dV4OflrzPKKwzyfkUhvKcWesstoULXhzfhH7jm+TtmKP6RsgYNIimfC50Gr1+FGYx68pfKeYxQ6NZ698QlqVS1YHTgJPjJXZLSU4pO8oyhor8KfY9cAANwkjpjkEY3jVcnYFLEAIv6dV0ylohHpLSV4MmxOjyFjgAGvpW3FzcZ8rAiYiGAHTxS112BX6SXktFbgg4Sne9XAOlaVhDczdsJH6oo1QZPhJZWjStGE5KYCuEvuZJmb4RWHce6ROFuThj1lV/BqzEr4yu4Ufru7T2OvrZtXU7eipKMOa4OmwEPqjAZVK5IaC1CnaiW+F0zHwdj7xkRepuNQ2F6NF29+gZGuoXh56BLUKpvxfckF/Db5G2yb8DKEvK74BwGPj/3lV+Ejc8X6kGlwEsmQ3FiIPWWXYYABvxm6lHh8HwSiAjxx+u1nbKZfY+lQqvHRocuYHBNKjRmKyVBjxkxUKauxu3wvslqzodKpIBc7Y7bXLMzzntNzjEavwacFXyC5OQVCnhDDnGPxaPAjkAnuFAV8Nul5dGoVMMCAl4a8gOHy+F7n+UPaa1jouwC3mtOR3JwCqUCKGZ7TsNTvoR6FoUZZg30VB5HTloNWTRtcxHJM85iKRb4LevV1suY0TtecQZ2qHjKBFIF2gdgQvA4+0jsV409Un8LJmtNoUDfAXeKOBT7zMM1jSs/3r956HfN95iGrNQs3m5L7vC4DDNhfcRBnas9BqVNiuDwOXlKvXrIYK7Mx43w/mW80JuJqwzVIBFIkNt7EyoCHodApcaTqR8Q7x+PZ8Gd6ruvnMU77Kg7gRmMi3hr2htHXbsw9ZWt8jOmHMvjo0CrxdPgcrAiYCABY4DsKAh4fe8uuILetEkMcfXsdn95Sgg3B0/DLiPk9nz0cML7XMd8Xn0dxRy3+N+qXGO7SVZ16oe8o+Mhc8WneUczzGYkxbl2xX0v8x+J8bTrO12ZglveduX28Kgl8Hg8LfRN6PrtQm4FLdVl4M/4RTPMc1vO5h8QZ/8k5iEv1WZjsEQ0A6NSq8H72AfjbueObsS9AeteK/uOY2UveSKeuonm5bZUAgCgn/35jZphcm1qvRWpTMR4NnYH1wVN7+lgbNKXPvo29F0zGoRtj7hsTeZmMA9Bl/Cz2G4MXIxf3fGYnlOKDnEPIaC5FvMudKuZfjn2+17nm+ySgWtmEC7UZvYwZpuNLsV2uZpdCp6cuoBR2oMaMGWhWN+PNzLcRYBeAF8I3wUUsR7miAo7C3tl0Ttacxnzvufhz9GtoVDfis4IvcKDyENYErOo55uORH0KlV+HpxGf7Pd93JduxJmAllvkvQX5bPjYXb4W7xB2T3bteoFKBFK5iF/wy7GnIRXLktufh66LNCLQPQJxz14szuy0HP5TuxHMRz8Jf5osWTSsyW7PgIrqTbvpUzRnsrdiPjcHrEWIfgsL2Qmwp+Q46gw4zPaf3HLe1+DvM857T73VdrL+Mw5U/4tHgDYhwDEN6SwZ2lu2Bm/jOyqkxMhszzsbInNKchidCHoWfzBe7yvZiovt4vBL5Mt7KehelnfMRaGd8DZyBrt2Ye8rW+BjTD2VwMsUjttffc31GYG/ZFSQ25t9jzADAmgGUxQu1GQi29+xRcrtZ5j8On+YdxZmaWz2K7hi3CPjIXHGo4vrPjJlkjHKNgOddOwdna25BKhBjikdMr35Hu0UAAJIaC3qU+MTGfLRrlbddtHq7JpkCk2sT84UItHfHoYrriHD0wRSPmHvc0H6OMfeCyTjczUD3jYm8TMahmyX+Y3r9HeXUVd+jStmEePTu5+eEO/jgZmMB9AZ9j0wk43szrxzfnErEraIqdKjUkNvLEBXoiT+unAFftzu7dS0dSvzvyGWcTS1Ac7sCPq6OeHjiMGyckQA+/86u1z9+OI3cijr87ZE5+Nfuc0guqIRELER8iA9+8/BUBHrIe53f2H6Zyvu3705i35U7hR/ffHQeFo6O6tVXTnkd1v/re2x9ZS1e+fIwVFot/rFhLhRqLf7+/Uk4yCR457EFiAnyYtRvNxqdDl8dv47D17NQ3dQGN0c7zBkZiU2LJkAqvqM+Mhmz/x64iDOp+SirawYArHhrS+/x+eDFXplimY4v5cGEGjNm4GzdeQA8vBjxPKSCrtR3fa2Ih9gH42H/pQAAP5kvxrmNQ35bwT3H8QfI0xDjFIVpnl2rWD5Sb+S05eJ0zZkeY8ZZ5IxVASt6jveSeuJE9SkUd5T0KL4qnQo8Hg9ykTM8JB7wkHgg3CGs13kOVh7CQp/5mOA2vudctao6HKg41MuYCbYPuu91na45i3FuYzDFY9LtfnxwqyUDtcranmOMkdmYcTZGZhFfhInuE9CobsTOst2Y7jkVgXaBcBW7ok7VwMiYGejau7nfPWVrfIzphzL44IEHd0nvhROv2wZEnbLlnuPthBLIxfd386hQNGCES+g9nzsIpXAS2fXEpnSf/yG/0fg8/wSqFI3wkbkis6UMZZ31eCpsTq/25Z31UOrUmHzqj32et1XT2UsGAAi297yvrExhcm0A8Fb8BvwjfSdeS90GN4kjFviOwsqAiXCT3Jv62dh7wWQcujHmvjGRl+k4AIC3tPfCiPi2W6FGr+31eXZrOfaVX0VmSxkaVG1Q6tRQ3z7m5xEbTMb38PUs/Hnrcfi5OWPDzJHwdnFCZUMrEvPK4CG/MzadKg0ee38HapvbsX76CPi5OSOtqAr/PfAT8irq8eaj83r1m19Zj2c+3IPREQH4w6rpqG5qw5bTN/Hcx/uw90+PQijgE/VrrLwA8MryqXh01ihczynFWzvP3HPt3Wh1evxr9zk8PnsUtp1Nwps7zsBRJsFziydi88lE/HvveXzz0irG/RoMwCtfHsa1nFKsnToCod6uKKhqwPbzKcgqq8HnL6zo5fpo7JjNGTkEE6ODcTI5FzsupOJvj8yBn5tzTz93G69Mx5fy4EKNGTNQ0lGCUIeQHgW7P0Lte69c2Qvt0Km796U1EL6y3iutAXYBSGxK6vlbqVPhWPVxpDSnol7VAD30UOgUGK6P6zkmTj4MU9wn4Y3MNxFiH4IpHpMwwW08RPyuwNM2bRtaNK0I+ZnMofYh2K85iGZ1M+RiuVHXVa2sxni3sb2O8Zf59VKyjZF5oHE2RmYAcBB2vURE/K7V3u6dHRFPCI2eWVEqNu4pW+NjTD+UwYcBBvB+Fl/RnYG/r3VMEc+42g79hQkb+vhmod9ofFVwCocrE/FU2BycqE6Go0iGKZ69dx70MEAutscrQ5f12be37M7OcPdZBlqpJ4HJtQXbe+HLsc8jqbEAByuu44eSC9hVegl/H7YOEz2i7mlvzL1gMg7dGHvfmMnbN32NA4A+EzT8nKv1OfhdymYMcfTFI8HTEGzvCUeRDFuKzuJQxXVieTuUaryz6ywCPeXY/vv1kInvyPL0/N7PvS2nE1FU3Yivfr0KCeFdLohLxsXAz80ZHxy8iEVjojA+Kqjn+E6VBsvGx+K3K6b1fOYgFeNfe84jrbgKI8P8GPfLRF4AsJeKYS8Vo761Y8Axnj1yCFZMioNOb8DbO8/g3ScWYO7ISNS1dGDL6USifs+k5uP8rUL8+8lFmDU8oudzT7kD/rn7HC7cKsS0uDsLnsaOWVRA12JETnnXeygm0Bvhvn3X9GJ63ygPLtSYMQMGoCde5X5IBjB2jEVn0N0jwd3n/6LwS1QoqvBEyKMItg+CmC/Gn9P/1qsFDzxsDH4Ei3wX4Kf6S9hXcRBHqo7itag/wlnkBHWPUt/3S018l9uHMdf18/ER/OzFbIzMA42zsTLzfrZLYqyypNKp7vmMrXvKxvgY0w9lcFKnbOnlzlWtbAYAeEid+24wAP527qjsY2W+XatAm0YBP1lvZcRN3JUI4GjlTTwROgtnqtMwx3t4r4QAAOAnc0N+WxUmeUTd893P8b2t0Jd21mGY3DgFxhgnFKbX1s1I1zCMdA1DtXIeXrz5Bd7POXCPcQAYdy+YjAMpA8lLOg4D8UPpTxDyBPgg4WnYCe88H5U6tUnyXs8tQ7tChZeWTu5lGPTFmdR8hHi79ijE3ayaHIcPDl7EyeTce5Ti5ZOG9fo7Jqgr5qqyobVHMWfSLxN5mdLtxuUl76riHu7TlU3O1UGGTpUGeoPhngQSA3EqJRcysQgz4sJ7fT5+aNf13Mgt62XMAMaNGRNI7hvlwYTWmTED/jI/FHUUQ62//8OaLSqVVb3+Luks6+VuldaSjple0zHEMQJivhhagxa1qro++3IVu2KJ72K8G/cmNHoNLtdfuf25C5xETijsKOp1fGFHEVzFrrAT2Bktr5fUE6WKst7XoKjs9bcxMg80zmzKLBPI7tlhKVOUG92eCWyNjzH9UAYnZ2vTe/19oioZADDKNbyvwwdkplccSjrqkNzUuybFvrKrAIBpnrH3tFnqPxY1ymbsKPkJDeo2LPS9N63uDK846Ax67C673Od5794RGOUaDplAjJ0lF3tclAZCLuradW1QtfV7DJNr62uHwlvqgmHyYNT3cw5j7gWTcWACE3lJ7rExaPU6OAilvQyZFk0nbjTmmSRvd8xFiPfAMYDl9S3wd7/XkHeQSeBsJ0VZ/b3ul76uvY8XC7sWgtTaO4uHTPplIi9TZJIu46g7hqTbWOLd/pukNnppXTMUag1GvvAfDH/u/Z5/y/7xLQCgpVN5TxtjxowJJPeN8mBCd2bMwAyv6ThdexYf5X+Cxb4L4SR0Qp2qHiq9EgkuIxn3173z0l/xt8yWLJyqOYMY52jkt+XjWsN1PBa8oed7D4k70lsyMNolAQq9EnvL99+zm5PYeBOdOgWC7QMhE8hQ1FGCdm0HvKRdW8I88PCQ70LsKd8Pd4nb7WD6IhyrPoH1gWsZXc8Mz2nYUvwdIh2HINwhDDltuchozYJcdOehZYzMA40zmzJHOIbjYt0lxDvHw03igqSmFOS358NNTLZaeb97ytr4GNEPZfAh4YuwpegMqhVNiHD0QUZLKfaXX8M0z2GI6CP43xhWBU3CmZo0/C5lM1YHToLv7bS9B8qv96RB/jmj3MLhJ3PDtuLzCHf06ckwdjfTvGIx3WsY/pf7IwraqzFcHgI9DCjvrMeF2gx8kPA0PG/vYDgIZXgxcjHezdyLx69+gPm+I+EhcUa9qhWJjfn4zdCl8Lfr/XuMdwmBhC/Cf3IOYW3QZIgFIrRpOrE8YALRtWW1lOGdzD2Y4BEFf5kbhHwBclorcLwqGXO8hxPfCybjwAQm8pLcY2MY6zYEyU2FeD/7IMZ7RKJG0YztJRfgJnZEs7q3qxMTebvVc4GROw796fP9qfl3B7iz0S9TeZlgjjB4gwFwcZDh1dUz+/ze19Xpns+MHTOmcvT5Oetnotgy1JgxA25iV/wp6g/YVb4X/5fzH2j0GriI5VjgwyxYbU/5PhyrPtGz8/BB3kcQ8ATwk/nijdi/9hw313s2ctpysaNsFyR8MRb6zMckj4k93z8V+gQ2F2/Fb1J/DyeRExb4zIVc3PvFKOALcbLyFGpVddAZdHAXu2Ol/3KMdBnRc8xsr1kQ8ATYV37wdppjN6z0X94TYG4sUzwmo05Vjx2lO6HSq5HgMgKPBK3D4cojjGQ2ZpzZknmJ72K0qFvxScFn0Bo0GCEfjo1Bj+BI1VFG/RhzT9kaH2P6oQw+eDwe/jvyKfwn5yAOlF+DVCDG8oDxeDZiIXGfEr4IH456Bl8WnMDBiutoUXfCWybH0+FzsD54Wt9ygIeH/Mfgk7yjeDy0b4WIBx7+Pmw99sgv43DlDZyuToWIL4SXVI7JHtFwEvXePV3sNwZeUjm+L76ALUVnodZr4CyyR6xzEBxFsnv695LK8Vb8BnxecBzv5xwADzyEOHj1MmaYXJuXzAWB9h44VpmERnUbRHwhfGQueDp8LtYE3vtMMfZeMB0HY2EiL8k9Noa1wVPQqlXgZFUKDlRchbfUBWuCpiDUwQu/uvEJsbx+tzN/Fdc2IT70/kZ6gIccFX2s4rcpVGjtVCKgj9V/Y2DSLxN5uYC/uzNyyuswdVhozw4Lqxhh1JnrvlEGIQaKTfP71FcNByoOWVsMCoXCAd7K2GWYdPIP1hajh82Fpw1TT/3R0KzusLYoFodr92Kw0dqpNIx/+UPDyre2GJRqzX2P/fL4NUP8pvcMN3LL+vz8p4yins/e2H7KEL/pvXv6yCipNsRves+w59Iton6ZyHs3N3LLDPGb3jMcvp55z3fZZbWG+E3vGZLyyw0Gg8Fw/laBIX7Te4aK+haDwWAw7Pwp1RC/6T2DVqdj1K/BYDCcSMo1xG96z/DtqcQ+v9fr7/w/kzHr5sj1LEP8pvcMV7KK++zfYGA2vpQHG7ozQ6FQKBTWUejU2FN6GXN9RsKZcGeBQukPR5kEryyfhje2n8Tad7/H4rFR8JQ7oK6lA9dySvHqqhkIuB0Y/8j0kTiZlIcXPzuA9dNHwN/NGWnF1dhzKQ2zRwzBpOhgIhmY9MtEXq1Oj/rWDrQpVCio6krKUFrbjNyKOthLxXBztCdy6WLS76zhEZg9IgLv77+AvMp6jAz3g0FvQGldM86mFeDzF1b0JBwgYWS4HyQiIf65+zw2zkyARCRAS4cSa6YO7znGXPeNMvigxgyFQqFQWKFTq8L52nToYcDB8utQ6TX9uphRKKby8IRY+Lg4YvOpRHx5/DrUGh3kDjLEh/jAyU7ac5xEJMSXL67Ax0euYO/l9NvFF52wadFEPD57FPH5mfZrrLw388vxzId7erX97OhVfHa0KxnDS8um4NGZCYzlZdIvjwe8+8RC/HA+BfuvZOBEUi6EAj58XB0xbVgonO+SlwRvF0f831OL8b9Dl/DOrjPg83gI9XbrZcyY675RBh88g4EgzQWFM/wh7TVMcB+Ph3wXWVsUCoViZd7O3I0fK2/ip1lvW+X8daoWPH71A3RqVQhz9MGLkYsQ6/xgpk619r2gUCiUBwVqzFAoFAqFQqFQKBSbhNaZoVAoFAqFQqFQKDYJNWYoFAqFQqFQKBSKTUKNGQqFQqFQKBQKhWKTUGOGQqFQKBQKhUKh2CTUmKFQKBQKhUKhUCg2CTVmKBQKhUKhUCgUik1CjRkKhUKhUCgUCoVik1BjhkKhUCgUCoVCodgk1JihUCgUCoVCoVAoNgk1ZigUCoVCoVAoFIpNQo0ZCoVCoVAoFAqFYpP8P9h7ZS3qtilqAAAAAElFTkSuQmCC",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -620,7 +648,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -649,7 +677,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -670,7 +698,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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Jhs+Ps2fbGSrLPb9ntBojWo2RpoZOCnK7nOx//WMT8xen8cAvLyUmTpgHTI31Hbz1ynZ2b83FanWfJWDQmzHozbQ2ayktaujeLpNJmT47iUtWT2fxigxU6r6jcAOhrVXHx+/t45uvTqDTmtweYzfbsJgNaDoN1Fa3wWHYsO4YAFExway4NIsf/ORit+f2R3ubjg/+s5tNXx7HYra57LfZ7DQ3aWhu0pB9rJy1b+8hc0o89/70YqbNGnxhaUNdB6VF9ZQWNVBa1EBJUQN11a1u09VvuvQZr2yv2/YI/gFqr84R71MRkfHDiDgzE3xjUUjllGorOdVR0O0YOHDwefUWKvQ1goyT5p9EvG8M1fo6vq7dwdWxK7v37W46TF6n6xOeBWEz+cgnkkMt2exrPtatkgZQpC3n67rtqKRKLo9ZJsgcheRwczkAi6NS3e5fGpXGqwW7ONBYCm70DfzlKuaGJw1oLJvdjlQiRXLequVchMJgG7jYg0wiJUzlR6NRg81hRyZxVtnIDIohVOX6VCvGp6sWSmMxuuzzBpPdSnZbNVKJhCvipgzJFvR/PaNJekBStyMDcGnU4m5nxu6wc0P8pfjKulID5RI5C8NmdUdnqg0NI+LM6G1GPqj4qvv17JAp/DbzPuRumtxKkJAZmEJmYMqA7fvLfXl8ys/d1tKl+ifyg+Qbea7wHQBOtudhdVjdjg2wJv7yPsfylfnwq/Tvc//RR9FYdThwcKq9kOWR89weX2NowGzveu9M9It368hAl6MzKSCZSb1k6L2hKL+W2fNT+NNvPnJyZHrjsDt4+ZlNTEyLImt6AtUVLS6OzPlsXn+ShKRwbr7L9UHQ+ZhMVp758xfs3ZGPbZA9D2w2O/t3FXDsUCm/+dO1LL3YvXDLQNm5JZdn//LloGsybDY7xw+XcvxwKXb7tVyyemiR2Q3rjvH6i9/2+Tvvj4a6dupqBlfjeXBPIc88/iWdHQavzss7Xc1vfvQu1948jwd+eSky2cA/AytKm/jlD9/y6LiNNOJ9OnY5XdPAza+uHfDxb37/RhakuI+0e6K8uY3teSWcqKylsKGFNp0eg8WCr1JJsK8PaVFhXDQxgdXTMwjx9fFo53BZNfe8+Un36xduv5pLJrtfq7nDaLGy9Kl/ozV1fRasmTOFx69zfSgNcP3LH1BQ3+TR1qzEWD6475YBjz0eGbHIzOqYFXxR8y2Pn3mJrMA0/OQ+lOtqaDS1sDJyIdsb9wsy1o9T7uCx3Bd4p/xT9jUfJVIdRq2hkXJdNSsjF7C98YDT8TKJjIcn3c+fc1/gn4Vv8lXtVmLUkbRZOjjTWYwECb9Mu4dI1cCKg0eSRmPXoiTaTQpZ1/auxVu90f3iJfa8iExfZAXHcqi5jKMtFcwP71lQ7W/qchCneJBc3ttYzOaaXAo6G2g2atHbzBhtFix21yd+53AXGQK6nYShVjG1mnRY7TbCVf4uYgL9MZjrGU3ORSvPEaUOw0em7k6Fygp0Tg2MVPf0AGo3dwz/BIEdjQe7U6h8ZGp+kX63R2diMFwdu9KjKAh0PdB4UfI+NocNi91KraGRCb6DlxBXy5TMCsliV9NhoG/xkN5pcs3mdix2i5MMvVAU5tVRVdFCRannLzzocmje/Nc2/vn6PTz/t68HtKj+3zt7ufrGOf2msahUcpoaNYNeIPbGZLTw1B8/JyTUj6kzBxcN2LbpFE8/9rkgQjX+AWqWrhq8cpDd7uCfT3zFlq+zhz4Z4IprZ3l9zoZ1x3jx6Y047IP7hTgc8MVHh6muaOHPz9yKQjmwGlWTyTJmHBkQ79MLlU2nCnhn33FOVde73a8xmtAYTVS1trM9r4QXtu7nd1cu54bZ7n+fc5PiSQgNoqq163v0yxNnvHJmtueVdDsywAWlTDYYRkwA4M7E6whWBLGtcR95nSUopHJS/RP5Sepd+Ml9BXNmJgVM5IkpD/G/qvXkdZZQqa9lov8E/pT1c0KVQS7ODECibyzPTP9/fFa9iaNtpynTVeMv9+Wi0BlcH38ZE/0SBJnbsOHhQ86d2lhvetd99MdPMpZzdF8Fvz7yCXdOnE+UTyCn2mr4rOI4E/xCuTHR+cvT7nDw8NFP2VybS6DChyVRqayMnkSQ0gdfuZK/nfrGY4RluPXQ7We/Fc6PMvV3zmCvZzTpLZl+Dn+5LwabEalE6uS8QE9KKIDJPnRp9YHQu6B+ScQcAuTC5povDJ/Z536FVE6oMogmUysAGqt+yGNG9Pq9G2ye74sJvrEEKvzptGhpN3fyRN6rPDDxVmJ9XFUIh8KRA8U0NXQ91LjmprmsvHwqvr5K9mzP44M3dzstYE+frGT9Z0fJOd4lhzt1ZiI33bmAuIRQqipa+PfzW5ye/Gs1Rg7sKWTlZf1HOW++awGP/abKaVtwiB+z5iWTmhFDcmokQUG++Pqp0OtM1Na0cexgCds2ncJsdn4qbbXYePHvG3n9wx953RCuqaGTF/++wWWBqPZRsOySLGbMTiY2IQR/fzVSmRRtp4GWZg1lxY0U5tVx8miZk6O36sppqFSD/zp98e8b+nRkklIimTE7ifCoQIKCfZFIJGg7DdRUtVJS1EDhmZru1KPo2GBmzvNOnvbA7gK3vw+JVMKci1JYtCyDhKQwQkL9MRjMtDZrOHGkjN3b8lwifUcPlvDUH9fxh6duGtDYcrmsz/qS9na9i4MVHOLn1d9cKvXuBhHv07HJhNAgnlpzOTqTGb3Z4vJ/Q6eW4xWDy/TZXVju1pHxVynxUynRmcxOzoXOZObRz7fgq1Rw+dR0l/MkErhmxmT+tf3AWftltOuNBPsOLN3xy5Nnun9OCg9h5gTPD9h+dekiKlvaadMbaNcbadMbOFxaTatu6N9l4wWv7mqZRMpnC19x2pYVlO6y7ZaE1dySsNppmwQJV8eudEr96s35NmYGT3bZ1pvr4y7j+rjL3O5L8Z/A7zN/MqBxzhGqDOK+ibdyn8cRxx4x/UReGgxnIzdq95Ebb5gdlsjTs2/koaOf8FrhbhwOB+Fqf9YkzuKnGSvwlztLxX5bd4bNtbkk+IWydsm9LmljT+ZsGvKcBkuYyg+ZREqrSYfRZkEt6/9J+Fi+nr5w5xici3D5y31d6sqkvfro2vtQGRSSol6Nb6ecFykaKgqpgjgf1/qn8+mtOGa1D10GdqDKiTKJlHuSrufFovcByGkv4KfHH2dWyGRWRS1iTmiWIFGq/NNdX/A/+MnF3Pq9nlqjpJRIJBIJ772+0+n4l//RdT/PW5TGn5+5pTttKCEpnLiEUO6//TWnBeaJI6UDcmYWLJlE/IQwWlu0rLpyGisuncLkqfFIPCw2UzNiWHrxZO64dymPPfIxxfnOtXkVpU0c2F3AwmXe1TRuWHfMJeo0eWo8f/rHLX0urBcu65IWt9ns5GZXsX3zKXZvPcPq692nBw6E7d+cYuPnx122S6QSVl0+lTvvW9Zv3YVBb+bEkTJ2bDlNRlacV4vm9jYd//zrepcFc2JyBA//8RomZbmTP49h/uJ0fvCTi1n75h4+fHev0/2wZ3seG784zpXX9R8hmpgWxUffPORx/+2rn6O5yVm8542PfkRQsK+HM4aOeJ+OTQJ91Fwzw3PNoLdpaL35weI5fHXyDCG+vlyalcbyjGSmxEUT6teTSlbV2s7ag9m8d+B49/vl6W92s2pyKnI3qZXXzZzMKzsO4HCA1WZn46kCbp/ff4pfi1bP/uKenojXzew7TXFpumv68Y/e/4JdBa514t9Vxq+LLsKCyBTWVZ5gV30hN0xwffq8q6FLWGF+xODy7HvTatLxt1ObWBE9iWfn3uRUnO+Ogo6u4sNVMRkuC/9KXSta6+ilFahlCiYHx3CqrYZva/O4OmFav+eM5evpi/ML1HsjF1D2fChoeskwD7TXy0AJUvi7baA7FBw4KNJUkNORT4WulkZTK1qrDr3NiMVuwWy3euUQrYi8CJVUyRulH9Nu0eDAwbG2XI615eIv92NZxFwuj1lCvE/0kOYdFRPMTXcucNl+w23z+ejdvU75+A67A4lUws8eudKl/iFxYgRZ0xI4fbLny7akwH1qxvlIpBIee+YWIqOCUPsMPJ0uMjqIJ1+4nQdue422Vp3TviMHir1eJB7YU+D0WiaT8uhTNw1YgUomkzJtViLTZiW6/R0NlObGTl54aoPLdrWPgj/87SbmLhxYWoqPr5KFyyZ5/XsAeOFvG+hoc36CG58YxjP//l6/DoNSKeeeH60gLDKAl/6+0Wnfa89tZsacZGLjx54SaH+I9+mFR1pUGG99fw2zEmNRyNx/NyaEBvN/Vy4jwEfFy9u6Ii71HRpyquuZlegaOYkLCWRecgKHSruifF+eODMgZ2ZDTj42e9fDRKlEwrX9ODMiIN7Z45hLYzJJ8g9jW10+m2pOO+071VbD+yUHUcsU3JbsvvjYG463VtJs0hLnG9z9JuuLc1Gj8xW+NBYjf87+2t0pI8o9KV0Fy0/nbuZ0u2tYukzb7JQ2NtavxxPSPsQIhF7kDwajzezUZ0ot805xqD9UUmHlSA+2nOQnxx/n/3L+wX8r1rO3+RiFmjJqDY20mzvRWQ1Y7JZ+UzzPZ2H4LF6d/WfuSbrBqT5Pa9WxoW4nPz/+BE/nv0GjqWXQc1+4bJLbxYyvn4rMqa6ptNNnJREV477WKPM8Cef62vYBz2NCUrhXC8RzBIf4cZMboYHTJyrdHN035883OS2K8Aj3tXr9MZQF4ucfHXZ58i6RSvjLP28bsCMzFCrLm9m307lvklQq4Y9P3eRV5OPqG+ew6krnh0JGg4WP39snyDxHA/E+vfCYPzHBoyPTm+8tnOUUicmra/R4bO9al1PV9ZQ19y/O8eWJvO6fF6ZOICpQ7CnWH2JkZhwjl8p4bu7N3Lv/PR4++invFB8g0T+UJqOWYy0VSCQS/j7rBhfp5cEwPzyZzKAYPig9xAelh7q3+8qVxPuGsCZxFrdPnNe9QL44JoMX87ezq6GQ7+19m8ygGFpMWg40lZLoH8bssESOtVR4Gs4rdtYX0GzSobUYKdd1LfZqDe28VribALkKf4WKzKAYJ7nly+OyyGmr5t2SA9y66z9MDYkj3i8ErcVIpa6Vcm0Lny1/kIyg6BG/nu8SJnvfBeQqmQIJku7Fv7mf40eTz6o3O6muBcj9mBkymWS/eCJVofjJffGRqVBKlXxdt4NtDa71eX2hlqm4Nu5irolbSXZ7PtsaDnCoNafbOTrQcpLs9nx+l/mgk0LdQEnP9JxzPTEtkpNHnVMSps70rAIUHev8tF2rMXb3uRhOll48mddf+NZpW5MHdba+MBnPqwcTorraSwx6Mxs/P+ay/fpb5jF9dtKIzOHLjw+7bLv0qhkkpXhfs/WDH69k19ZcJznnbZty+P6PVw5rSthY5Lt0n4q44qdSEhXoT01b19+0Xe9Z/e/SrDT+sn47urP1Nl+dzOMXqzyrPxY3tjg5R2Lh/8AQnZlxTnpgFJ8tf5DXC3ezs76Q/M56AhVqVsVk8sP0xUwOGrq0rsFm5pncLZRpm5kTlkisb/BZp8WBzmrmRGsVT57ahNZq4oH0pUBXT5Z3F93D83nbONlaTU5bDZE+AdyQOJMfTVrGW0X7BVv8P569gYbz6oYaDJ28lLe9+/U9qQv5TdalTsc8MuUyFkWm8L+yo2S3VXOmow5fmZIonwDuTllArG/PU+mRvJ7vElqrrs/9EiT4yX27j2sytbkosI0FynU1/Ldifffr1THLuTvpOqdam974yQa/eJMgYUZwJjOCM9FYdWyu38Pn1VvR2wzobUaezn+D1+b8uVtSe6DEJnhO9wmPdK2rS0n3XGsUFOJ6fcYRcGYio4MIDPJxkg7W60zYbHavnjwHh/rR2tyT3lha1EBDXTtRMcFCTrdP9u7Md1HxUihl3P6DpSMyvs1mZ+vGHJftV1zXt2CGJ8IjA5m7IJX9u3pSo0wmK1s35nDj7SPbgHe0+S7dpyLuUfaK4JisntVM1Qo5l09J57NjXdkz60/m8fOLF3qsa/vqZE9UJkCtYmXmwNsQXMiMOWfmjj1vkNNWLYitJ2Zex7UJg/tgHi2sdhtvFu9lY80pqnVtyKVS0gKiuCvlIi6LdV9gG6kO4NFpq3l02mq3+88n2T+c3GsfG/Ccnsn9lk8rjvPCvFvcNo1sNmlZsflZ1lfldDszABMDInhx3q1ubf4kYzk/yVjutG1xZGqf8/ph2mJ+mLbYZfv2y349sAtxw6LIVBZFDiydw9vr6c3x1kq+t/dNj/t/NGk5P560YkDzGC3kvepvLAOoCWkytWK09R9pSfFP6FY0O9NZzIKwGYOe43Cxp/lod/Roon8C905c02eank4ARTToiv6sib+cReGzeST7H2itOjRWHYdaslkR6d0CMSzcc3qKj49rOp47B+ccCoVrKoZ5kD0wvCUw2NelD4rRYMHPX+XhDFeypk9gz7YetSC73cHj//cJf/nnbYSGj0xKR+5J17SjRcszCAzyzkkdLGVFDS4pbmERAWRkDb4h8ZKVk52cGYCTR8svOGcGvjv36YVIWXMbh0orya9rpra9gzadkU6jEaPF2v3PYht4O4brZ2V1OzO17Z0cKa9mXrLr+8zucLC+lzOzeloGKvmYW6aPScQkyjHGQ0c/5uX87ZRqmjDbreitZrLbqnj46CesLTvUv4FhYH9jCXKpjJXRGW73hyr9UMsUdI5BaWIR4fCX9zyNbzV39OvQHG/LHZDdaUE9RbG7Gg9jtI09MYVGY0+tSmZASr/1Rmc0rg16h0KMOoIlEXO6X9cbva+dCQj0vEhWKF2/MENCPS+W5G6cGYtlZHotKd3M1eFl+s3lV89w2VaUX8e9N/+LtW/tGZG+J7nZVS7b5i0UVs2vL86ccn1oOGmyd0poLudnuaYynsmpuiCzo74r9+mFxNYzxdzwrw9Y/fw7PP7Vdj4+ksPeogpyaxuoau2gSaNDYzR55chAV9PKxLDg7tdf9ZJd7s3h0ioaOnsicdfPEgv/B4rozIwhjrVUsL0+3+P+l/K3Y7SNTO+P3gQo1FjtNk62un752h0OXivchd5qZk7Y2EsPEhGOWHVktzqa1WHlUKvnvhhmu4UvarYOyO6qqIXd6Voaq45XStZ6XUA/3PROJ+uwaPo4EnY0HqLO4LkgdLAYbD1PeQPk3qWxSSSgdhN96Quvi5/H0Yp17sJU5i1ydRx0WhPvvLaD2696jpf+vpHS4oZhGd9osFBZ7trANC1z6GnBA6XoPPlggMSJ4UOyGRsf6tIsU9NpoLa6dUh2L1RG+z69ULDZHTz6+RZ+vnY9+XU970u1Qs60+GiunpHJ3Qtn8dOLF/Cby5fy2LUXE+jjnVhN79qXLaeLMFpcHwb2TjFLiQxjavzQFCwvJMT41Rhif1Nxn/u1FiOn2mqYG540MhM6y71pi3joyKfcu/89FkWmkOAXAkhoNmk53lJJvaGDWN9gHsq6ZETnJTKyKKRyZgRncqT1FABvln5CrDqSif7OSliNphZeKnqfemOzOzMuBCr8uSnh8u6alD1NR+mwaLhjwjWkByS5HN9u7uRURyEV+lruTLxmaBc1QFL9J7C98SAAR9tOUamvY4Kv88LTgYOtDft5o/TjAdv9tPob6o3NLA6fTVZgKgo3NTgOHOxoPMSepqPd22aEeO614A6FQu71E3e5fGSku00mK+XFDZQUNVBZ1kR7q46OdgOdHXqMRgtmkxWzyYLJZMVstmIVKAL0yGPX8duffeDSEwS6ivPXf3aU9Z8dJS0jhsuvncmqK6bh4yuMOl5Hu97F95NKJUxIHJoz4Q3tba6pkEOtxZBKJUREBVFb5ey8tLVoiUsI9XDW+OBCvE8vFF7fdZh1x3oyCRLDgvnVpYtZNinZY5rXqzsO0em57t+Fa2dO5sWt+7E7HGhNZrbllbB6Wk9WgtFiZUtuUffr60U5Zq8QnZkxxLkml30eY+wYgZk4c1lsFqGL/Hiv5CCn2mvY3VCERCIhSOHDxIBw7pw4n5uSZrs0zhT57nFzwhUcbzuDzWGj3aLh4ey/MzkwhVifKGwOG7XGRoo05dgcdlL9JxCiDOp2fvrixvjLqNDVsre5S90pp72AnPZ/EKQIIFodjlqmwmAz0Whqod3c9T5J8osbMWdmacQ8PqzcgMaqw2gz83D2UywIm0m8TzQyiZRGUwsn2vJoNLXgI1OzZsLlfFjZv2S3wWZiW8MBtjUcQCFVMME3hhh1BH5yH+wOBx0WDUXaCtrMPe/7y6IXe91zxlOzv76QyYcvcG+12tm97Qy7t+Zy5ECxkwLWSBEY5MNzb3yft1/ZxhcfHcZudx9ZKsqvoyi/jv+8tJWVl0/l+lvnMyFpaE6HVuO6CvL1Uw3q7yTkHNzVTnmLr5uFtMabVd8Y4kK/Ty8EDGYL/9lzpPt1QmgwH//odgLUfa9nLDbvmkpHBfqzIGUC+4q7hIK+OnnGyZnZeqYYvbkr80YmlXDNTO8eWF3ojDln5s8zrqVO30GbWUe7WU+bWd/9f/fPJh0dFuOIdSgfS0hHqTfI3PCkEY8IiYw9Uv0T+UXa3bxU/EG3ZHBuZzG5nc5RxTT/JH6beT9bG/YPyJmRIOHXk75Psl88n1R/010302HReEzrGsk+OX5yH36beT9/y/s3Wqsei93K7qYjLseFKYN5OONeEn1j+V/lhn7T5Xqnr1nsFkq0lZRo3fejkEqkrI5Zxj1JN3g9/6HUQQjNnm1nePNf26it7r/fwnCjUsl58FeXccW1s3jntR3s35XvMVvOoDezYd0xNn5xnKUrM7n7/uUkDHKxqNW41hd6UxguBO7mIMQTfR9f1+twN9ZYR7xPLwyOltdgMPek7/9w6Zx+HRmb3U6Hwft7+rpZWd3OzP7iSlp1BkL9umoZvzld2H3ckrRkwv0H1hhVpIsx58ykBkSSGtC/xr0DBx+UHuTp09+MwKxGhmgf9w3qehPvN75D9SLjnyURc0gPSGZT/S5y2gtoMLZgspsJUviT4BvDkog5LI+Yj0wiJd534BEECRJuiL+US6MXsaPxMDkd+VToatFYtZjtVlRSJaHKIBJ8Y5gSlMai8NnDeJWuTA5M5cWZj/J13U6Ot+VSb2zCarfjr/AlVh3JnNApXB69BJ+zjT8T/WIp17k2ZO3NLQlXMjkwlWNtpynWVtJobOm+XplEip/MhzifKCYHpbIsYh5xPp7lksc6DruDf7+whXUf9i1k4h+gJiYuhKBgXwKDffH1VeLjq0Tt0/Xv4/f20dEujFrcORInRvCnp2+moqyJdWsPsn3zadceH72uY9fWM+zbVcBt9yzm9h8s8bohodWNlKtUOrIlrFI3USBvC9Td4c6GZCx50/0g3qcXFr0L7gEyY/pff+ZU1w+oefj5rJqcQoBahcZowma3883pQm6fPx292cK+op7WDteJhf9eM+acmYEiQYJKOm6n75aFESn8u3CXx/0xPkFkBXtufCciAnBlzDKujFnmcf+rs//scd+c0Cl8vuhf/Y4RpQ4bUIRgYdjMAdnrjb/cj6tjV3B17OCkqqcHZ3g95suz/jig40KUQdyVeC13JV7b77HPzfh/A7I5NSidqUHpAzp2PPPGS1vdLhAlUgkLlkxi8YoMZsxN7rfD+YZ1RwVfJJ4jMTmCX/3+au7/xaVs25TDpi9PUFJY7/ZYq8XG+2/sIv90DX946iavBBP8A1yV5XTakY1euJuDwTB0gZnz5Z4BAgK9K5YeTcT79MJCcZ6DN5CIywcHTg5qLJVczpXTJvHR4a7+TpvPOjM780sxWbsEAYJ91azImDgo+xcyops+hpgVlui2jwuAQirjT9OvQSYR/2QiIiLji9zsKj778KDL9sTkCP793wd47B83s+rKaf0uEEcKP38V19w0l1c/uJ+X3/0hl1w5za0cNcCRA8U89+R6t/s8ERDgurjX60ZWZtedVLcQczDoXW24c5zGIuJ9euGRFO7cTPhAifs033N8cvQUm04V9HlMX/RWNTtWXkO73sjWvJ407dXTMlDIRkZ85buEuDIeY/xj9k38NGMlEwMiUErl+MtVLItK54PFPxxwc0cRERGRscSn/z2A47zC5YioQJ77z/dJSuk/raM3VuvI1kqmZ8bym8eu4/0vfs6V189yW6S/Y/Npso+VD9hmYLCrtLbVaqe+tn0IM/WOMDdNF+tqhlYfYrPZaWxwFbIJDh0f+f/ifXrhMSUumsiAnvfCu/uO8/nxXOznpUtWtbbzh8+/5U9fdLUc8FUOLsI1LT6alMgwoKu1xe7CMvYWlnfvv2F2loczRfriu5Wn9R1ALpXxQPoyHkj3nCYkIiIiMl4wGiwc2e8qO/+DH1+Mv5sIRX8MV+pOf4RFBPDL313Fqium8ceH/udS1P7Vp0eZPjtpQLb8A9SERwbS3Oi88C/KqyU6NligGfdNxpQ41n921GlbZalr7xtvqKlqdZEk9g9QExs/9ms9xfv0wkQmlfCrSxfxu882A13F/b9ft4VnvtnDhLBgFDIp9R1aqtt6FCXvXjgLf5WSV3a4RvEGwnUzJ/Ps5j0AvLXnKFpTV2rmpOjwAdXsnKNVp2dnfhkakwmt0YzWaOr++VR1T++h4sZWfrF2Pf5qFf4qJf5qJf4qFf5qJbMmxHY7V+MZ0ZkRERERERk26mraMJudG8RJpBIWLpvk4QzPtLfpPBY8jxRTZkzgoT9cw58fce4nlHO83Cs7WdMT2PVtrtO240fKWHLxyBT/Zk1LcNlWcKYWh90xaIno/NOugheZU+LHlJqeJ8T79MLl2pmTadLoeGHrPmxnI3NtegNtemdJcZlUys8uXsD9y+axp1c0xVuumZHJ89/uxWZ3UNjQ04+tdwraQChubOXRz7f0e1ynwci3Z9z3MfzVpYu/E86MmGYmIiIiIjJstLa4SmsHB/sOSgY4+1hF/weNAAuXZRAU4pwq1tGm96pRYtZ0V2di5xbP6lRCE5sQSkRUoNO29jYdp7P7rhnoiz3b81y2TZ05YdD2wH2PJCFU185HvE8vbH64dC7rfnIXt86bzsSIUHyUChQyGeH+fkyNj+bB5fP5+hff4/5l8wCYnhA9aCc9IsCPxWlJTtvkMilXTRd7ywwWMTIjIiIiIjJsuJPlHaxE7Jb1J4c4G2GQSCAgwIeOtp5UIolU4lVEY+nKybz+wrdOC0ud1sTnHx3m1u8tEnS+nlh9w2zeeXWH07aNXxxn6sxEr2011ndw7FCJ0zaZTMolq6cPaY5+/mqazqvD0WlNBIcIW4cj3qciaVFh/PGalQM6NtBHTe5ffjXosV6967pBn3uOecnxnHli8HP4LiFGZkREREREho0gN8Xu7W06TCarm6M9k3O8giMH3KdKjDRGg4XG+g6nbSEhfl4tfkPD/VlxiWtayftv7KSsuHHIcxwIq6+fjVLp/Exz+zenKM6v89rWW69sd3niv3hlJmFDVP5yd/+UepAhFnoc8T4d34gu24XDhXFHi4iIiIiMCvGJ4SiUzlKjVqudw3sLPZzhSkNdB3/9f58KMp/qypYhF2d/+clhl/qKyW5qUPpjzZ0LXZpXWsw2HvnJexQNwqHwlqBgX66/db7TNocD/vK7T2lt0Xo4y5X1nx1l+zennLbJZFJuuXvoEaaUSa6Nd7d8nT1ku+cj3qfjH5PF+Vp9Vd6nCIqMT0RnRkRERERk2FCp5Eyd4Zq29MZLW2lv0/V7/rFDJfz0njdoa+3/2IFwYHcht61+jid+9yn7duZ71VvFZrPz2dqDLqlZACsu9V5SNTk1ku894NoctqNNz69++DZvvPgtnR0GN2e60tTQyeb1J/n9L9fy4dt7BzyH7z2wnIlpUU7b6mraeOj+dzh9su/6GYvZxjuv7eDlf2xy2XfHvUtJdeOIeMvMOUku2w7tK+LLj48M2XZvxPt0/HO6tsHpdVSgq/y4yHcTsWZGRERERGRYueG2+Rw/XOq0rb62nR/d+Tp33ruUBUsnEXq274nD0VV/kXOigi3rTzr1xVCpFUyfncThfUVDmo/VYmP3tjPs3nYGmUxK5tR40jJiSE6NJCYuBP8ANT6+KmxWG3qdibqadvJOV7NvZ75L2g7A1JmJLF45OBWyW+9ZzKkTFRw96FxvYjZb+eSDA6z78BAZU+KYOmMCwaH+BAb5YLPZMejNNDV2UlPZSklhPQ117d3nZmTFDXh8uULG7/5yAz//wZsY9Obu7TVVrTz0wDvMnDeRxSsySUwOJyTUH5PJQmuzlpNHy9j5ba5LPQt0Pf2//QdLvP9luGHuwjRi40OorXbugfOvZzZx5EAxq66YxoSJ4fj6qrBabOh0Jjo79LS16Ghu7ESvM/HDn60a0FjifTp+adUZeGfvse7XSeEhojNzASE6MyLDRofZwMHmEo61VFKmbaJS14rGYkRvNSORSFDLFIQofYlUB5AaEMmU4DgWRqYSqR4b3ZVLNU3sayomu7WaMm0TTUYNOqsZBw785CpClL4k+4czOTiWhRGpZAXHIvUgbyKXjI0gaLNJy7GWck60VlGhbaZK10aHxYDeasbmsOMjVxKoUJPgG0qyfzizwiYwLzyZMJX4pSAyeOYtSmP+4nQOnZey09Kk4YWnNvDCUxtQ+yhQKOTotEbsdle1KrlCxh/+tgb/QJ8hLxJ7Y7PZOX2yst8ohCeiYoJ45LFrB61sJJHAH566iT89/BEnj5a5nV9udhW52VWDG2AAJE6M4C//vI0//PpDJ4fG4YDjh0o5fqi0j7OdSc2I4YnnbnNJnxssUqmE+35+iYvEMMDhfUX93gvhEQEDdmbE+3RscryihoL6ZqbGR5NyVmnsHEaLld2FZTy7eS8NnT2pkXcvnDkaUxWcMy2N3PLVR8yIjOH91WtGezpjFtGZGWbeLz3A06e/EcTWoshUXrvoLkFsDYTc9lpu3f1vt/s2XvwLEvzcN0I73FzGf0sPsrOhELvDQxdkB2jtNrQWI1W6Vo61VPARXWkDs0IncGvyPC6LneLRORgu7A4HX1dns7bsELnttR6PazfraTfrKdM2s70+n5fztxPnG8ItSXO5NXkuPjLnXF1f+ejl7lrsNr6uzuarqmyOtVTgwLOsqdZiRGsxUqtv51BzKf8rP4xUImFuWDI3JM7i8tgspGPEMRMZX/y/J27gkZ+8T0Guay8S6CpWNhrcyxL7B6h59G9rmDVvIna7g4BAHzSdA0u/Gk7SM2P509M3u0gce4uPr5K/vXQH77y6g0//ewCbbWS7xwNMm5XI8//5AX/57SdUV7YMysayS7J46NFrUPsMrju6JxYtz+CeB1fwzmuuaVNCI96nY4+8uib++nXP314hkxGgViGTSmjVGbDZnd8vS9OTuWnOtJGe5rAhAfyVYv1PX4jOjMigyO+sd3FmavXtPHlqA7saBl4w6Y7jrZUcb63kzaK9/HnGtWQFxw7J3kDJaavm8ez1FHQOTimnRt/GP89s4YPSg/wm6zIuj5vSvS9I4SPUNAeM3eHg04qj/LtwN41G11QQb+wcai7lUHMprxTs4BeZq7gk5ruZqiAyfPj4Knnu9Xv4z7+2sf7TI1jMA+t1sXDZJH780OVERgcBXU/qZ82f6NJwcqBcfMVUdBojG784PqBaCHfEJoRy0x0LuPK6WYLJ3MpkUu796cWsWj2NtW/tYc+2M1it3jk1UqmEOQtSmbcwdVBzSE6N5NX/PsDH7+1j3YcH0WkHVqeRkh7NPQ8uZ/7i9EGNOxBu/8ESklIieOXZzW5TqIRCvE/HPhabjVadqziCRAK3zJ3OI1csRfYdud7JYZHkfP9noz2NMY/EMRzdp0aIj8uP8Jecrz3uf2LmdVybMLqhxu9qZOaB9GX8NKNHj31fYzGPHPuUTouwT6HkUhm/m3IFNyfNFdTu+bxXcoDn8r7FaheumdiaxNn8buqVKKVyrHYbM79+3OOxP5q0nB9Pci0EHiwV2hZ+f+JzstuGJzXl4phM/jT9akKUwvZ6ELkwaG3RsnVjDtnHyqkobaKzQ4/ZZEWlVhAS6kdcQhhZ0xNYevFk4hOHpzu1w+6gpKiBnOMVlJc0Ul/bTmN9OzqdCZPRgtlkRS6X4eunIiDIhwlJ4aROimbW/IlkTokfljn1RtNp4ODeIk6fqKCspJHG+g60nUYsVhtKhQyVWkFwiB/RcSEkJHb9vqbOTHQrMTwYjAYL+3bmc+xQCcUF9TTWd2AwmFHIZQQG+xKXEMrkafEsWDKJjCkDr9EZKna7gwO7Czh2sIT83BpamjRotUYA/P3V+Af6EBLqR3JqJCnp0aRnxroIHAwU8T4dG5Q2tfJ1dj65tQ1UtrSjMZrRmkw4HBCgVpEUHsKcpDiumzmZpPCQ0Z6uyCggOjPDzHfVmVkePYmX5t0OwNa6PB46+rHnlDIB+O2UK7hj4kXDYvufZ7bwdvG+YbG9ODKV5+fdhkoqZ+Gmv6GxGN0eJ6Qzs7exiN8c+xSth7GEItYnmJfm30564OAWCiIiIiIiIiIiQ0VMMxMZFAUdXalYx1sr+b9jnw6rIwPwdO43pAREclHEREHt/rtw17A5MgB7G4t5+OjHvDD3NsJU/h6dGaHYVHOK3x5fN+x/D4BaQzt3732T1y66ixmh393eBSIiIiIi300O11XzXu5JjtXX0GzQo5bLifLzZ250HD+aMZ8JgUFOx1drOnj5+EF2V1fQpNcRpFJxUewEfjbrIiaFhncfZ7XbSX3jn/x50cUEqlT8Zf8OVDI5f1y4gkuSUvm/XZv5pqyQlOAwnllxOekhPee2Gg3MevdfTuPOiY7j02tv6/NatGYzr2UfZlNpIVWaDtQyOTOiYnhw+jwWxk1wOnZXVRnf2/gZzyy/nHkxCTx9eA/7ayrpNBuJ9gvg8uQ0fjVnEX4K5/q3+zZ/wbflfTeFLb7v18ilPbW1LQY9nxScZntlKQWtzegsZvwVSiaHR3J31kwuT07r095AEJ2ZYWZ13DTSA6NoM+lpO1s03vO/rtdrAyab+6LCsUidoYMafRu/O/YZZrvnDsmBCh+mh8aT5BdOmMoPlUyB1mKk3WKguLOBk61VmPo4/xx2h4M/nvyCL1f+1KW4frDsqM/nX/kDKyiVSqRMC4kjMyiGKHUgKpkCk81Cs0lLubaFk21VHiMhO+sLePbMZnxkwhbFns+O+nx+N0BHRoKE9MAoMoJiiPMNxu+sQIHOaqZG305hZz0FnfXY+wnc6qwmfnTwff6z8J4Rq20aKewOBycb6thfVcWpxnoqOtpp0GnRWSzYHQ7UcjkBShWx/gFMCApicngkM2NimBkdi2yUJYOsdjuHaqo5WlfD6cYGKjs7aNRp0Vss2BwO/BQKfBVKAlUqkoKCmRgSSmpIKAviE4gNGJ9FwiIiIiLe8PzR/Tx/bD8AWeGRzImJQ2MykdvSyKcFuTwyz1le/ERDHXdv/BSN2cT0yBjmRMdSr9OyqbSALeVFvHLJNaxKTHE6Z1tlCUVtLcyMimVnZSkP7djEbZOncaS+mjnR8eyqKuNnW79m8033dJ8ToFTy/MrVtBoNFLe3sPZM/01iG/U6bl3/EaXtrSQFBXNxYgotBj37ayrZU1XOX5dcwu2Tp7uct72ylCcP7kIqkXBRbDx6i4Uj9dX8J+coZ1oaWXvVzU7HX5GcTmqwq/hTh9nE2jPZ+CkULsJN7+We4IVjBwhUqsgIiyDS14/yjnb211Syv6aSZ1dcwY3pQ+t/JDozw0yoyo/5qoFFE7RWEws2PjnMMxKOm3f922ONzMUxmdyWPI+5Ycl9KpKZ7VY21Zzm34W7qNK19jlenaGDtaWHuDdt6P0L2sw6Hsv+qk9lLwC1TME9qYu4LWkeoSrP9SF2h539TSW8U7yPQ82u8qrvlRwY8pz7olTTxO+Or8PWjyMTpvLneykLuSZher9yy21mPV9XZ/NuyX4aDJ4FBLRWEz8//CEfL3vgOyHhXK/V8P6pbD45c5omvefCW53ZjM5spl6r4Xh9LV8U5AEQpFJzWUoqt2ZNY2Z0zEhNG4DcpkbeP3WSjUWFaMyei7c7TSY6TSbqtRoKW5qd9k0MCeXi5IncnjWNpGAx/1xEROS7x9aKEp4/tp8glZo3LruOeTE99UV2h4PCthZC1D3CPUarlR9/+xVas4lXLrmGKyf2iF2cbKzjjq8/5hfbNrD1lu8T49fTXmJPVTlbbv4+aSFhPL5/O2+dOs6XRXlsv/VeApUq7vz6E/bWdEV5Iny71hgKqYzr0jKBLmnmgTgz/7drM6Xtrfxk5nwemru4e911qqmBm776kD/u28bi+CSXSNPG0kIuSUrl5VVXoZJ1uQTVmg6u+PQ99tdUcqKhjplRPd9jN6S7iv84gHs3rQPgH8uvcFnzfW/KTDLDIrk4cSIKqax7++vZR3jy4C5ezz4iOjPfJYb7yb3QuHNkYn2D+dvMG5gV5tpJ2R1KqZxrE2ZwRdwU/nDySzZW5/R5/PulB7kndRGyIcoDP5v7La2mvhViUgMieXHebR4lqHsjlUhZHJnG4sg0ttTm8qfsr4a9ZuUcVruNh45+jM7at/LQTUlz+E3WZQOObIUofblr4gJuTprLS3nbeK/kgEfnr9HYyW+OfcKbC+9BwtCjEvVaDQveft3r827KnMLTqy4b1Jhas5nnD+3n/VMnMdsGLwTRYTLy8ZnTfHzmNPPi4nlo/iLmxQ1vIW5BSzNP79/D9vKB9wPxRGlbK6Vtrfzn+FEWJSTyi/kLmBMzcgXeg+HKD98jr7lJEFuLEibwwXU3CWJrrPO9Lz9jd2W5ILbSQ8PYfMc9gtjqC73FwkVv/btPZ91bvrrlTqZGirV/ffHykUM8e3CvYPayIiL5+taRqwE+n9ezu1pB/L+Lljk5MgBSiYSMXiljAF+X5FOn07B64iQnRwZgRmQMP5w2hxeOHeDd0yf47fyl3fviAoJIC+kSh5gfk8Bbp46zNCGJQKUKgMywCPbWVFCv03Y7M95S1NbCjspSkoNC+HUvRwZgakQUN02awvu5J/mk4BQPzV3sdK5cKuWppZd2OzIA8QFBXJ0yibV5OeQ01Ts5M+544dh+tleWcv/0uS6/G4BQta/bVLIfTJ3N04f3UNLe94PsgSA2jBARjMygGP639P4BOzK9UUrl/H3WjVwZ37c2fItJy77GvvM1+6NY08j66pN9HpMWGMV7i+8dkCNzPpfGZvHWwnsIHCE55jeL91KsafS4X4KE/zf1Sv447epBpeippHIezrqMv826oU8n8khzOZ+UH/XavpAMdkG7p7KcS/77Nm+ePDYkR+Z8DtdUc8u6j3h46zd0moRbfJ3DYrPx9P49rP7f+4I4Mr1xAHurKrjp0//xqy0badQNTh5WRERIfBUKbsgUVhr+w9y+H6KJwOcFZwS1d1PmlP4PGiZMNivHG2qRSiRclZIxoHMO1HYpgy5LSHK7f8WErgycvdUVTtsjezkogaouBybWvyeV1/dsTYrJ1n+6vSf21XSNeVFsgtsU54zQCABON7uuE7LCIgnzcVVAPDfH/h4a7Kwq48VjB1gQO4H/6+XEDQS5VEqYjy9Wux2rfWh1vmJkRkQQYnyCePWiO4cs1fuHqas53lJBvcFzH4HdDYUsjRp8P4O3ivb2WQviJ1fx4rzbCFCoBz1GZlAMf5+9hh8dfH/QNgZCs0nLG0V7+jzmwUnLuC15/pDHWh0/DY3VyF9zNng85rm8rVwWO4Ug5cj31QEoam3B5nB4VbPyr6OH+OfBff3WBw2Fz/JyOVxTzatXXkNWRKQgNms0nfxo41ecamwQxF5ffFGQx57KCv51xdXMH+Yok4hIf9w1dQbvZp8QzN6XBXk8unh598JSxJmT9XWUtg396fk5lDIZ107KFMyet7QY9FjtdiJ8/VwK3D3RoNMCEOPvvqbwXGpZrVbjtF0t71lmn8ta6B0FObdtKN8+dWfH/DAvhw/zPDvmHSbXbJFIP/ep4ef69PQ1rypNB7/YtoEoX39eXnVVn9+7u6rK2FBaSF5LI016HTqLBaPVikWgdhiiMyMiCH+Zeb0g9RL+CjV3TVzAP3I9y1kfdlOTMlDazHo21/bdxOzHk1YQ7zv0WoHFkamsjp/Ghn5S54bC28V7+xSOmBGawIPpywUb79akeRxoLGF7fb7b/VqLkXdL9vPzzIsFG9MbTDYrZW1tpIb2H1FzAH/YsZX/nu4/H1kIqjo7uPmz//H66utYlDCh/xP64HRTA9//ah3NetfGccNFi0HPHV98wmNLV3LnVNdCUhGRkSIlJJSL4hI4WCNMHy29xcKXBXncNuW70zVeSNblCxuVuWRiKsHqwT8sHCrnHlwNLiHa/fLe06J/JKRgzl1PVnhkdxTGHYlBwS7bequOeYPJZuXBLV+it1h498ob3UZ3zs3tZ1u/ZkNpAUEqNcsTkrkkKZVglRo/hZLH9m0XJGVUdGZEhszFMZnMD08WzN51E2bwQt5WjyppFbpWTHYrKqn3t+83Naf7VF+LUAdwW/I8r+164sH0ZWysPtWv0MBg0FvNfFJ+rM9j/t/U1X0KMAyG3069kj2NRR6fqKwtO8QP05bgKxdGdc5b8luaBuTMPLZr24g5MufQWyz8YP063rt2zaAjHCfq67jry0/Rmc0Cz65/bHY7f9i5FblUwq1Z4sJPZPS4a9oMwZwZgLWnc0Rnxg0Wm42viwoEtXnz5NFLMQMI8/FFJpHQYtBjsFrwkfcfnTmn8lh3XuTlHPW6ru2x/gFu9w8nMWfHnBEZw1+XXDIiY/5+z1Zymxt5csklzIj0XFOzqayQDaUFJAYG8/n1txOqdnZ6/rRvmyDzEWtmRIbMDwVQF+tNoMKHjKBoj/vtDnu/ymee2FaX1+f+NYmzndQ2hkqSfzjzwpMEs9ebLbW5GGyeF7RLotLIDBJeTSvGJ4hrEmZ43K+zmthUc0rwcQdK/gDqZl49dpj3ck4O/2TcYLbZuH/DFxS3en8P5zc3cc9Xn42KI9Ob3+/YysbiwlGdg8iFzWUTU4n0G1pac29ONzWMSMrmeGN7eSltRveqpYMhxj+AxQne19UKiY9cwZSIaGwOB9+UFQ3onCVxXXPeXum+NnF7Rdf28/u5jASLzs5tf03lkGtPBsIHZ07yacFpbpo0xa3cc2/yWrq+jy9LTnNxZMo72tEK9F0mOjMiQyItMIopwcIrHfVns9Ho/ulIXxhsZo62lPd5zJVxU7222x+Xxg5NctATG/txGG6cMHtYxoUup68vvqo6OWxj90d/IgC7Ksp55oBwqjyDodNk4sebvsJgHXhvqWa9nnu//mJYhAS8xe5w8Mi2zVR0tI/2VEQuUGRSKbdMFvbzeu1pUQjgfIROMbsxM0vwbIHBcN+0OQD8Zf9OspvqXfaXtrfS2Sv96YqJ6SQHhbC5rIivS5zTrLMb63jz1DF85AruzpoxrPN2x6TQcC5JSqWso43H9m3HaHXOPrHYbXxbXux0PYPlZGMdf963g6zwSJ5Ysqrf488JCRS3tTht15hN/H7PliHP5xximpnIkLg4ZniK+OL6qVlpN3tfK3CqrabPPiwJfqEk+Yd73D9Y5kcMrM+QN5hsFo63VHjcr5YpWBw19K66npgSHEeMTxB1HoQaTrZV02kxjJiiW2/6cmZaDHoe+nbTsBb7D5Si1hb+tnc3jy/vv77I5nDw403rqdV47vcz0ujMZn6xeQOfrrlt0HnXIiJD4fYp03nl6CFsAr2fvyrM49HFy/BTjk6K7Fij3WhkR8Xga1TPRwKsyRyeh3veclXKJE421vGfnKNct+4DpkfGMCEwCI3ZTHlHG2UdbWxcczeTw7oEW+RSKa9eei13fP0xP936NW9kHyUpKIRGvY7DdVVIJBKeX7ma+ICgfkbun60VJTQb9GjMJsrOyhbXaDp56fhBApRKApQqssKjnOSj/7H8cu7e8CkfnDnJN2WFTA6PJEChol6nobCtBY3ZxN7b7+uWhB4MVrudH235CovdxsTgUJ4/ut/tcXdnzexOfbs8OZVnj+xle2UpN3/1P6aER9Jk0LOvuoKkoBDmxcRzuK560HM6h+jMiAwJIWtlehPYj5JYX0Xvnshu6zu/ek5Yktc2B0KiXxghSl/aBuGAeeJEaxWmPmp/5oQlDaqmyBsWRabxaYV7KWa7w87BptJhi0r1RZ1WQ6fJ1C2D2ZtHd2ylxTByRfP98cGpk1yXkcms6Ng+j3vp8AGO1A79A19oshvq+e+pbL43feZoT0XkAiTa35+Lk1PYUjo0uf5z6C0WvizM53axdgaArwrzsQgoVT8vLt5tEfpo8eiC5SyNT+L9Myc50VDL6eYG/BRKov38uXfabOLOUy7LCA1n44138/KJg2yrKCW3pZEglZrLk9P50cx5TAkXplfRo3u+pf6seto56nQanj3Sk1Fw37Q5/H7B8u7XwSo1n157G//Ny+ar4jyO1ddisduI8PVjTnQclyWnEeVBuWygmGw26s7WBq0vdi8CBHBpUlq3MxOq9uWjq2/h6cN7ON5Qy8nGOqL9/Lk5Yyo/n72A108eEZ0ZkdFFKpGQFdz3Imyw+PfjzAwmL7RE03f60XDUl5wjLTBqSCps55PbXtPn/mkhwy+fOy0kzqMzA5DTVj0qzgx01Zac36hye3kp35QMLD96pHAAj+/ewRc33+HxmNNNDbx85ODITcpLXjxygDWZWeLTbJFR4a5pMwRzZgA+PJ0jOjNnWZfft/Knt9wscFqgECxNSGKph94x7ojy8+cvi1fxl8V9HyeXSil/4GGnbRfFJrhs++WchfxyzkKnbQfvfHDA8+mNUibj+1Nm8f0ps/o9dllCsstcevOjGfP50Qznlg5+CkWf53giNSSM1y+7zu0+d9c/GMTcAJFBE60OGlQTxoHQX07tYNTByrXNfe5PDRCm/4c7JviFCWqvsLPvQtW+BBSEIqMf5y+/wzUPeaTIb3F2XK12O4/v3jFKs+mb7IZ6j4sxm8PBb7dtESyNZjhoNRh4/cToNksVuXBZlJBIUvDQpfTPIQoBdFHW3kZ2g3Cf4f5KJVekDl/qs8iFjejMiAyaeD/hvkBGglq950acAHG+wcM2drSP+0Zbg6Vc19Ln/gS//qWJh0p/Y5Rq+1cVGy7ymp0d17Wns8d0sforRw+53f7fU9nkNrl2bR5rfHDqpKDpKCIiA0UC3DFF2L5HIy3ZPhYROipzVVrGgCSQRUQGg+jMiAyaUJVwspjDjd1hp8PSd61EpHr49OHDBWgo2ptGQ9+F4NE+Qy9C7A9/uYqAPtIBW0zaPgUXhpPekRmzzcYrRw+PyjwGSnZDPcfqap22acwmnj/svsByrNFqMLBpjKXwiVw43DQ5y6nT+lBZX5g/6vLno4kD+Dy/7zYG3jLavWW+S6wru5b3iy7CahdOMnu8IzozIoMmWOG+4+tYpM2s71PByk+uQi5gf5nzCRBQ1cvucNBq1nncL5fK8JcPXrHEG4KVnu8Bu8NB0yAktIWgsKW5++/9aV4uDecVU45Fzn8a/Prxo7QZxs+X1VrxabbIKBGkUnNV2iTB7OktFr4oFHYxP544VFNFjYDKiamhocyMHr6a1AuJTnMFOquYBnk+ogCAyKBRyoZv8S80hn7Uz/wVw7v495MLV1tktFn6dMwCRsiRAfp1mnTW0Xm6qbdYqOxoJzE4hDdPHhvweXEBgVwUn8DUiCii/f0JVKmRSKDNaCSvqZG9VRWcqK8bljlvLilCv3wVvgoFHSYj72Qf99qGQiZjXmw80yKjSA8LJ0ilJkCpxGC10KDTcaqxga1lJcMi8Xy4pppmvZ5w3/HzkEPku8NdU2fwaZ5wqVEfns4RPH1tvLAuT9jeMjdlilEZoajTj+0sg9FCdGZEBo1cMn6cGbPNs4wxgGKYr0XIqI/J3rdjphjGCNP5KPuRfx6MhLZQ5LU0U9XZQWlba7/HXpycwv0z5zA3Lh5P0hNXpKTx64sWUdDSzF/37mJPZbmg89VbLGwrK+Hq9AzeyznpVWfk2IBAfjR7HlenTyJI5Tn1b01mFo8tW8mWkiL+tm+3oHVEDmBbeYngjQxFRAbCtKhopkZGCVa8n9vUSE5DPdOihl9MZSxhtFrZVFIomD2ZVMoNGWOjt8x3gVrRmXGLmGYmckFg7ad2QzbMTf8UEuHs9ydLLRNwrP7or1mixTF6ReE/++Zrvr/+8z6Pifb3Z+31N/Ofq65jXh+OTG8mhYXz3rU38uiS5cgE7mT9bVkJFpuN93JODOh4mUTCry9axPa7vs+dU6f36cicQwJclpLGhlvv4tKJqUOcsTNbS0sEtSci4g13Tp0hqL21uTmC2hsPbC4t8upBSn+sSEwWo7UCYbUbaDB4H7G/EBAjMyIXBP0t8B3DLX0r4KK3v8hLf46bkFjsfTsr/UVuhhNbP07fjOgY/nPVdYT5DO6L9t4ZswlSqXlk6zeDEAp3z87yMh7duZVmff+NPUPUPrxy5dVcFJcwqLH8lEr+dcXV3L/hC3aUC9MDaV9VJTa7fdgfDoiIuOOa9Aye3LuLDpNREHvrC/P5w+LlF1QPJaFTzMZD4b/NYaa0cyNVuj20m4ox2lqRSlT4yaOI9p1DWtA1BCtTvLLZYS6npHMDjYaTdFqqsNh1SACF1B9/RSwhqjSifeYQ77cIudR9TW2LKZ86/WHaTIW0mYroNFfhoOd77cOSFR7Hzwq5i1nhP+l3njprPcUd66nVH0JrqcFs16CUBhKojCfOdxFpQdeikgV7PL+44ysOND4JQKgqndUT3ut3zHN8VXELHeYKABZF/ZGJgVcO+NzzEZ0ZkQsCZT8OQH+L8qEipLOkkvX9tjXb+06pE5L+fm+qUXRm+iIjPIJ3rrlhQJGMvliTmUVJWyuvHRMm9K8xm/j4zOl+jwtQqnjvuhuZEjG0jtNyqZTnLr2Sy9e+R7126GINBquFM81NTI0UphO2iIg3qOVy1mRmeVUn1xfnhAAulNqZJr2OfVUVgtkL9/VlZdJEwewNB/X6o+xveAKd1bmnjs1hod2spd1cQkH7J2QE38LsiJ8h6SehyYGd480vkdf2kZPj0W3X1obR1kazMZeiji+QS324Ielztw5DQfsnlHRuGNL19TXTnNa3ON36DjaHczq40daK0dBKoyGH023vMyfi56QGXuPWSlLgpRxrfgmzXUOrqZAW4xnC1JP7Hb3FeKbbkVFI/ZgQsHJIVzM2VxoiIgKjlvWtb6+3DW+hen8CBN6glilQSGUeHQmNxYQDB5IBJU0NjQ5L32pbwy2sMBgClCr+c9V1Q3ZkzvHQRYvYWVFGfvPI9NWRSiS8euU1Q3ZkzhGkUvO7RUv5xWZhvjRP1NeKzozIqHHH1Om8dfKYYNHStReQEMAX+XmCNui9PmPymI7SVul2s7vu99jPLuYVUl8ifWbgK4/AajfSbMxFY6nGgZ289g8x2JpZEv2XPm2ebH6NM20fdr/2V8QSqkpHJQvC7rCitdTSairCYu9S2IxQT/EY+UgKuJQQVU+jUZvdxImWV7tfzwr/CVKJ+7VNmKpvh2J/wxNOjpKPPJxI9TSUsgBMtg4aDScx2tqx2LUcaHgSvbWZaaE/cLEjl6iZGHgF+e0fA1DY+QULBuDMlGg2df+cHHApcsnQvo9FZ0bkgiCkDwlhAI3FOKwOgF5AVS8JEiJUAdQa2t3utzvsaCxGAgWUg/ZEh9mzMyOVSATvryMEjy1bSVyAcE1M5VIpjy5exp1ffCqYzb54YNZcFiVMENTm1ekZvHzkIEWtfTdjHQjH6+q4e9pMAWYlIuI9ycEhLExIFCzCcOYCEgJYV3DhqJhpLXXsq/9ztyOTHnQDs8J/gkLq3D+vVPMNBxuexOYwU675liifWaQHXe/WpsWuJ6/9IwAkSFkc/ThJAatcjnNgp9mYS7lmK7G+8z3OMdZ3vtN+s13j5MxMClrjMUWtLwo6Put2ZKQSOXMjHiIt6FqnqJPDYSOv/WOON7+EAzvZLa8Tqkon3m+xi730oBu7nZlyzbfMCf8lCmlfbRuslGu+7X6dEni119dwPmPXZRYRERC5VNZng0e7w0GLyXPvlqHSaha2z0m0T9+L8Vp9h6DjuaPDbEBnNXncH67yRzqCYgQDYVpUNDdk9P/UyFsWJSQyNzZecLvnMyEoiF/NXyi4XQlw25RpgtjKaazv/yARkWHkzqnCRlLWnv7uCwHkNzcJGl2eER1DWmiYYPaE5kTLq1jsXd/5if4XMz/yERdHBmBiwOXMDP9x9+uc1je7HaDz6TSXY3N0fSeGqie5dWSgy9GJUE9lbsSviPMT/vO8L6x2AyebX+t+PT/iEdKDrndJn5NIZEwOuY3ZET/v3na48RkcbkR9gpSJRPvM7rZfpvmmzznU6g9gsrUDEKxMIXwAkZz+GFsrDRGRYSTGJ6jP/bX69mEbu9korDMzMSCyz/2Vuv7liIdKlb7vMZL9w4d9Dt7y8EWLhs3296bNGDbb5/jNgiUohqm/09VpGYLEJSs7O7DYRk/FTkTkkompRPsLFxVeX5QvqMLXWOSzfOF69ADcPIajMgZbCxXabd2vezsr7kgLuq47AmKwNlOnP+L2OImkJ9lJb2nE5hh790ypZhNme1d9ZJAyidSgvqMiGcE34yfvikrqrPVUaHe4PS49+Ibun4s6vujTZknnxu6f+xt/oIjOjMgFQ1I/i+sSTeOwjS20c5EZ1HfKQ37H8DR27E1ee99jTOpnjiNNemgYSyYkDZv9y1LSCFQNX41QSkgoqwXscn4+4b6+TBGg1sVmt1MuYP8aERFvkUkk3JYlTKQRzgoBFOQJZm+sYXM4+LIgXzB7PnIFV6dnCGZPaOr1R7sjDMGqFAIUcX0eL5eoCe1Vu9JgcC+dH6JMQX22/sVga2F77UN0miuFmbRA9G66mei/Evp5hCVBSmJAj2parf6A2+MS/JbhI+uKxHUJAbh/v5jtGmp0ewGQShRMDLjcm+l7RHRmRC4YJgZE9Lk/r2P40mOEdpSmh/Ytx5vdViXoeO7Iaa/uc39WUOywz8Ebbswc3sZtcqmUVcneyXd6w51Tpw+7pMOCeGFqcUoG0KhURGQ4uTVrmqDF52tPZwtma6yxp7KcJr1wadaXp6bhP4blrJuNPbVBIcqB9drykfU8DNVZ3TdmlUhkzAr/Wffrev0Rvqq4le21v6ZSu9NjetpI0mLscVpDVOkDOidU1eOYNhvdq21KJXJSg3oUzwo73fd4K9ds7VZPS/Bb0qfsszeIAgAiFwzTQ/quaTjaUj4s4xptFoo1wipdTQqMJkIdQJPRvZzuidZK9FYzvvLh+0LZ31jscZ8ECRdFDN/CfjBcnjKwD+6hsCo5hXX5whbRAihlshHpoj1DoCLnsvY2QeyIiAyWSD8/Lp2YyqZiYbrZ5zU3kd1Qz/TvoBCA0J9ZY723jNHWI3RSptlMmWazV+ebbZ0e96UErkYuVXO48VmMtlYc2KnR7adGtx+VLJDkgMtJD7qBIGXSYKc/JIy2ngdNvvKBpYKfi7h0ne/5sz096HpOt76LA7tHIYBSpxQz93LPg0GMzIhcMEwPSUDaR/PK4s5G6g3CF84fbSnHPgyNLJdEpnncZ7Hb2FEvXNrA+RxvraTRgyMFkBEUTajKtZhytJgYEsqEoL5rpoTgoriEYYmeLEqYMKwpbOeYGinMQk2InjUiIkNFeCGA7150Rms2822p5wdT3jIhKIj5g2zkO1KYbUOrYbXTd01gov/FXJ/0GbPDf46/IqZ7u8nWSX77x3xVcRu76n6H1jL86eC9cWB3quORSQb2ndJbMc1s9xzB85VHdquddQkBODuJWksNTcZT3cfG+M4b8Nz7naNglkRExjgBCjXTQuI52eo+BcuBg001p/l+qrBF4tvqhsepuCZhBusqj3vc/2nFMVbHC5c33pvPKvpuSnfVMI07WBaM0JdriI8PqaFhgkgc9+aS5IGlQgyVuMBA1HI5RuvQGq826IZPGVBEZKAsjJ9ASkioYGmPXxcV8IclK8Z0CpW3bCguGPL7vTdrMqeMQIezodF7cR6mziRc7V3UO0iROKAxJofczuSQ26jVH6ak82uqtLvOOhMOKrU7qNMfZkXsP4jymeXtJQwKCVLkEjVWhxGgW3mtP6z2nhYMSjeKb71JD76BKt1uAIo6PneSsS7p7OktkxK4ut8GpN4gOjMiFxQrozM9OjMA/ys/zPdSFggmKWywmfmmtv+O7oNhdlgiSf7hlGub3e4/2lLO8dZKZoUK25OkRt/GhmrPUqVyqYyr4sdWk7k5sX0XeApJVkSk4M7MiqRkQe15QkJXn468IUq0ipEZkbHCnVOn8+fd7hWYvEVvsfB5wRnumjpDEHtjASFTzKQSCWuGuTZRCNSykO6fw1WTmRfx8DCOJunuF2OydVDY8Tm5bR9gsWux2HXsqvsd1yd9hkI6Mj3Z1PJQtJZaAPRW92uH89Hbeo5Ty0L7PDbWdz4Bijg0lhpaTYW0mgoIVXUJ1/RINktIDbzK+8n3gZhmJnJBsTp+ap+OSq2+nU/7iTp4w4dlh9FajILZO58fprk2sOrN305twCZwitvfTm3s0+a1CTPGVIoZwLQR7Eg/OaJv2WxviQsIJNo/QFCbfREfOPR0PDEyIzJWuDEzCx+5+y7pg+HD71DPmRpNJ0dq+hZy8YZFCYnEjOBn1WDpHYlpNQlTUzUQVLIgpobew+oJ76CSdfWKM9k6qNTuGrE59L72FtPAskZajQXdP4f12xNGQnpQj0xzcefXADQbc9FYuu61aJ9Z+PejIOctojMjckERqQ5kZXTf8rYv5G0TpHamRt/GvwuH90Pq6vjpJPp7bkyW31HPP89sEWy8D8sOsavB84e/XCrjvrQlgo0nBGq5nKTgkP4PFIiUkL6fXHnLnJiRiyoBRPsN/Qlhs4DKSCIiQyFAqeKaScLJBOc1N3GyfmRrHYaLz/PP4BDQ3lgv/D9HjO+87hSnrkV2zYiOH6CIJyng0u7X5yIl/SGVODvllj7qVzzRu0lnpXY79HMHOLBT2au3zEDqXFICr0Im6UrFrNBsxYHdqa+PkIX/5xCdGZELjnv7WWx3Wgz84sj/0PbR3b4/Go2d3HfgPfTW4W2aJZVI+cO0vsO175Uc4D9Fe4Y81obqHP5+uu/OvvekLCTOd+Qch4GQFhrWp/CD0EwIDBbU3qyYmP4PEhAhmg1a7XZB8/BFRIaC0GlhH+Z+N6IzQqaYBavVXDpxZGr7hoqvPIKkgEuArsX6wcansDtG9vPKYutxRM5FafpDLlE71fu0mb0XbkjyX4XPWRWzTnMlhR3uJZTPkd/+MTprV9sKH1kYSf4X9zuGShZE4tnjjLY2mgw5VGm71iBKaQAT/Jd7Pe/+EJ0ZkQuOKcFxXBrbd6j0THst39/3FrX6dq/t57RV84N971AlcKNMT8wPn8iNibP7POaFvK38v+PrBpXyZrZb+eeZLfzu+Lo+08sS/cJ4cNJyr+0PNxODhY2U9EdCUKCgBbCTwvrujyQ0oT4+/R80AL7rHdNFxg9ZEZHMiBbuocD6wgI05sE/7BoLnKivE1RC/Zr0TJQymWD2hpuZ4T/ubnBZrz/Cluof0Whw76RaHUbq9Ec40vQc+xue8GjzVOs7HGj4K7X6Q06qYb1xYKekcwNl2p6MiRjf+QOed6S6R1znRPMrGG3tAz4XuqI7cyN+3f36cNOzFLR/igPn73YHdvLbP+JY04vd22ZH/NwlOuSJ9OCeVLMSzUY0lq5a5aSASwasouYN41YAwOawY7T17UkbbVbsDrtgxdzDTX9P8a12Oya7FZV03P7ZxgyPZF3B/qbSPhf3+R31XLvjZe5JXcStSXMJU3l+Ym132Mlpq+HD8sNsqj6F47zQrVIqx+qwD4tEM8Dvpl7JmfZa8jo8pz+sr85mT2MRd068iOsnzCRS3ffToA6zgY01ObxdvI+6ftLu1DIFz829ZUzem0nBwSM6nkomJ1ClpsMkTK1UeqjnNMLhIEgtjDOjMZsI9/Xt/0CRCxqb3c63OUXszasgp6KOVq0erdGMv1pJWIAvUxKiWTBpApfNSEcxhMXyXVNnCJYeZrBa+Dw/j7unzRDE3miwLj9XUHvjJcXsHH7yKJbFPMX22oex2LU0GU+xufp+VLJgAhUJyKVqrHYjBlsLOkt992I/zs+z2qnFrqO4cz3FneuRSZQEKycSoIxHKQ3AgR2DtZUWUx6GXoX36UHXe9VzJiP4Zmr1h4Cuep8vy28i0mcGvvJwrA4TZlsnemsTk4LXkBp4tVsbif4rmRJ6D6db38HhsHG46RlOtb5NpM90lLJAzLZOGgwnnXrSZAbfSnLAZQOeZ4R6KqGqdFpNhZT1UjEbjhQzGCPOzKHmUjQWEzqrEY3FhNZiRGM1obOa0FiMaC1GtGd/7tpmwmDr/6nfEzlf80TO16hlCgIUavzkKgIUqq7/5Wr8FD3/+8vP/lOo8JermRwcS4hycF/EZdpmKnWt3fM+dz1uX1tMXduspn4XuoeaS5nz9V+QS2UEyM9eh9N1qbuvr+ta1N3/x/kGkxogbGHyeCbKJ5BHp67mt8c/6/M4o83CawU7eb1wN1OD45gcHEO0TxBKqZxOi4F2s556QyfHWirotBg82nlmzs38p2g3OW3CFVv2RiWV8+K827h775t9Oh7tZj0v52/nX/k7SAmIYHJwLHG+wfjLVUgkEvRWM3WGDgo66jnTUTcg50sqkfLkrBtICxy5IntvEKKg3VvCfX0FcWbCfHwJEShSMlCCVWpB7IiRGZH+2Jlbyt/W7aC2zbUJYYfeSIfeSGlDK18dPcOzX+3h4WuWsnr24OpfVqel88SenbQZPX9Oe8OHuTnj1pmx2Gx8XVTQ/4EDJDM8giyBhU9GgkifGVyZ8Cb7Gv7S3dneZGunqY9oh6/cc6RcLu2JONgcZlpM+R6L7CVIyQi+mdkRP/dqznF+i5gWei85rW8CYLZrqNa5ppH3V08zM+xBfOURnGj+Fxa7HoOthQrtdpfj5FIfpofez+SQ27yaJ0B60A0cbHwKm8MCQIgqjTCVcPVrvRl1Z8bmsPPD/e8O6xhGmwWjzUITA5cLfXbOLf2mInnizaI9fFl1clDnDgSr3UabWU+bWT/gcy6Jmcw/594ybHMaj6yOn0ZBZz1vF+/r91i7w052WxXZbZ5lnT3xw7QlrIiexN7GomFzZgCifYJ4c+E93LPvbRqNnjsUQ1dPnWJNI8WaxiGNKZVIeHLm9VwSM7j3ykgQFzCwfGQhCfP1FaS3RfIIChecQ6geGqIzI9IX/95yiJe/2T/g45s1On77303kVjXwyHXLvB5PJZOzZnIWbxw/6vW57shvbuJEfR0zBUxfGym2lZfSbhROZXO8RWV6E6hM5IqE/1CnP0KldgeNhmwMtibMNi0yqQq1LJQg5QQi1dOJ91tCsCrFo61poT8k0mcmNbp9tBjz0FrqMNk7sNlNSCUyFNIAgpSJRPrMYGLA5QQq++9X447pYfcR4zufoo51NBpPYbA24cCBUuqHjzyCEGUqEeqp/dqZFHQjif4rKOr4kmrdPjSWaix2LUppAAGKeOL8FpIadA0+ssFlByQHXMax5pe6HStPkSIhGHVnRkRkNPll5iVorSY+KRfmC+58bk6ayy8yVwEwaQQiFwl+oaxdch8/O7y2z5QzIfCXq/j77DUsjUof1nGGihAF7d7irxDGIYgNGHmZU5VcmK8Fi73vLtkiFy7rDp12cmRiQwJZNS2NyfGRhAf64aNUYDBbaOrUklfdyNac4u7ozfu7jxMd4s/dy/quE3THHVOm85/jRwVT8PrwdM64dGaELPxXyGRcOylTMHujRYzvXGJ85w7ZTrTPbKJ9vL83vSXSZxqRPkNvTq2WhTI19PtMDf2+ALPyjEyiIDng8mGzLzozIhc0UomEP067mih1IK8U7MDuEOZrToKEH01azoOTep4gZgSNzJdelE8g7y2+l2dyN/Nx+VGX+h0hmBYSz19nXk+Sf7jgtoUmSgCpYW8RKroROwpRJR+BnBmrfXjqw0TGN206A//4sqtDuFQq4eFrlnLH4plIpe5lM66anclDVy/lv3tP8MxXu7HbHby86QBXzsogPMC7flaJQcEsmZDE7sryoV4GAF8XFfCHpcsJUApf0DxctBkN7CgvFczeJckphAhUZ+cOi9VGh87YXUcV6KdGKR8/QgMXMmWaLd1RmQT/ZQNWbRsMojMjIgI8kL6M2WGJPJ69njLtwLriemKCXyiPTruKBRHO4ej0wCikEolgDlNfqGUKHp12FZfHTeHZ3C2cbhdGRz9SHcB96Uu5OXHuiModDxZfhQJfhXAN8waKn0DOzGikyKlFZ0ZkGPns4Cm0xi4lsIeuXsJdS2f1e45UKuGupbOQIOHvX+zEYLbw2cHTPHDJwFWgznHXtBmCOTPjUQhgfWG+oO/Nmyf3n87kLYU1Tazbd4pjRdWU1LXQ+ytTIoGkqFBmpcZx7UVZTE0ef5GxCwMHBR2fdr9KC7p+WEcTnRkRkbPMCUvi8xU/4YvKE6wtO0RhZ4NX5yf6hXHHxIu4MXEWSjeqXmqZggl+YZQP0VnyhjlhSXy49H72NBTxScURdjcU9Smv7A4JEmaGJnBNwgyuTpju9trGKkLJDHuLQirMk8OIUVADkwuk/mgTnRkRN+w+UwZAiL8PdyyZ6dW5ty+ewX+2HaZFo2dvXvmgnJkVSROJDQikVtN3XeFAWXs6e1w5M58JmGIW7R/AkgmDq/twR4tGz1/WbmVXTonHYxwOKKtvpay+lc/2nmJOWjyP3XUpcWEjL/Qi4pnSzk20mYoACFWlD3vq3aivSmQSKaeu+fNoT0NQnph5PU/MHF4vdCTICo4dtb/NyuiMURlbJpFyY+JsbkycTWFnA/ubijnVVk2pppkmkwbdWflsX5mSUJUfE/3DmRwcy5LINDKDY5D002Fk/cqfjcRluLAkKo0lUWl0mA0caSnnWEs5JZomKnWtdFgMGKxmpBIJPjIlgQo18X4hJPuHMyMkgTnhyUSqR752QwhCfUZHGlguFcYhGA1nzFO6j7dYRGdGxA2Vze0AzEqOQ+bl+0QqlTB7Yhxbsou67XiLTCLhtqxpPHtw76DOP5+CluZxIwRQ2tZKTkO9YPbWZE4WLEKfV9XIz175gpZO77raHy2q5ta//Zd/3n81c9MTBJmLyNCo0x/hUNM/ul/PDP/xsI856s6MiMhYJT0wivRRlhvObv0fB5teZXbYPcwJH3qBXpDSh1UxmayKGf8FmwMhSCCZYW+RCeQQhKhH3hmTCRSZGYl0SpHxR4e+S0UrxG9wjnqgb9d7utMweDWuW7Om8sLh/YKlW609nT0unBkhC/8B1mQKo2JW29LJz/71OS2aHoVWtVLOrNR40mLDCQnwQa3oEoVo1egprm3meHENJktXr0GtwcSvX1/Puw/dwsSYke3LdaHTZDzF6dZ3UcmCcWCnw1xOi7HnPksJvIpY34uGfR6iMyMiIvKdJVA1OoW5QjkEoxKZGQe1UCLjl0AfNa1a/aCdkc6zzlCAevDv7XBfXy5PSROs18rXRQX8cemKMS0E4AA+L8gTzN68uHgSg4IFsfXEh1u7HRkfpYIHVy9gzZJp+Ko81zvqjGY+3ZvDvzccxGC2oDWY+Mvarbz9kNiCYiQx2Tqo1rmPcsb5LWJ+5P+NyDyE+cYVERERGYMIpSo2WgSNkjMmIjJcxJ+tbThRVut19M7ucHC8tBaAhPDgIc3jrqkzhnR+b4xWK58LHPUQmoPVVYLVCQHcLFBU5mhRNQfyKgBQKeS89vMbuXvV7D4dGQA/tZLvrZrDaz+/EbWy67n8ydLablsiI4NaFkKwciIKqR8SpCilAUT7zGZh1B9YEfsPZJKREeARnRkREZHvLAHj2JlRymRe1xSIiIx1Fk7qKhhv6tTx2cFTXp370b4cmjVdNRVLJycPaR7z4uJJDxUuJem/p3MEszUcrMvPFcyWn1LJlWnC9Bf79nhh98/fu2QO07xUJ5uWHMM9l/T0h9meXSzIvEQGRrg6i6sT13JryjbuTNvPLSnfckn8v0gJXI1kBF0M8ZtSRETkO4uvQM0rRwMf+chLSouIDDc3zJ/S3SfkyXU7+OzgafoL0Dgc8NH+bP7+xU4A/FRK1lw0dEngOwSMzhS2NHO8vlYwe0JisFrYVFIkmL2r0iYJ9vl0rKi6++drLpo8KBu9zztRLEwbApHxxQVbM2Oz25n6hxf4/dUrCFSreGrDLpQKGb9bvZyVGSn84fNv+Ta3iIkRoTy55jJSI3ue4LTq9Hx+7Aw7C0opamhBZzLjr1KSERPB7RfN4JKsVKex9haWc/+7n/PXGy9lTlI8z2/Zx6HSSjqNJqIC/blkcho/XbUAX6Xrh4PWZObN3Uf5NreI6rYOVHI50xOiuXfpXOZPdFXuKG1q5arn3+VXly7mvmVz+fjIKT48lE1FcxtKuZy0qDD+eM3FpEUN/nouBCq0+/mm5nesjPk9EeoMDjW9Tq3+BHashKlSmBF6G0n+S9yeq7HUc7zlfar1R9BbW1HJ/In1mcmssLsJVbl/mthiKuZw03+oN+Rgx0aEKp1ZYXcjk7hfjBtsbRR0fEOldj+t5jIsdj0KqR/hqlSygq8nOWBp97F2h403CleyKPIXqGT+7G98GZlEycLIn5Hkv4hd9U9Tpt1NsHICK6J/R8h5cxzM9XRaaslp/Yhq/TF01iakyPCVhxHlk0Va4CXE+Q5/h2QQrgHkaOAzCv1xRESGm5iQAO5bNY9/fXMAq83OYx9/y3u7jnHJ9DQy4yKJCPRDpZBjslhp7NBxprqBLdlFVDS1ddv45VWLCQsYujjGjRmT+fv+3egtliHbAlh7OodZ0bGC2BKSzSXF6MxmwezdPFmYFDOA5rPqZb4qxaDllWNCA/FTK9EZzd32RC4sxu83vUDsyi+luLGV6RNi2FNYxu8+3czNc6dyvKKGWUlx7C0s56H/beDLn9/dfc7ag9m8sv0gAWoV6dHhRAT4UdnSzqHSKg6VVvG3NZdx7UzXJwy7Csp4ZtMepFIJc5LjMZgtHCuv4Z19x8ira+Tte9c4Hd+k0XHPfz6hrLmNCWHBLJ80kVadnoOlVewrruBP11zMzfOmub2uJo2Opzbs4n+Hs5mVGEdKZiiVLe2crKwl/LwvgcFez4VAuXYv+xpfRCUNIM5vFmabjlr9CTbXPMqy6N+QEXSV0/ENhjNsrH4Ys11HpDqTaJ8p6CzNlGp2Uq7dwyWxj5Pov9DpnEbjGdZX/Qqr3UiEOoMgZRwd5ho2VP+GRP8FbueV2/Y5x1reRSn1J0w1EV95GB2WGmr0x6nRH2dFzP8jPfAyp3MqdQdoM5UT5ZNFpfYgO+qfZHLQNdQbThHtM5Uq3WG21v2Zm5LeGdL1tJkr+LziQax2I5E+mUSo0zHZNLSZKyjo2IRKFjhizoxQDSBHg9Fo9ikiMhI8cMlFVLd08uWRrtSn0oZW/r3l0IDOvW/VPG5dNF2QefgplVw3KZO1AqWIbSgq4I9LVoya8IgnhFQxSwkJFdRh05u6HElf9dCi6L6qLmdGZxTOaRMZP4zfb3qB2FdcwVc/v5uUyDD+tmEn7+8/wdfZ+Wz81T0EqFXc+9ZnHCippFmjIzzAD4DbL5rBpOgIlmcko5D1NMd7e88x/vHNbt7ac9Tt4n/L6SJWZqbw7K1Xojq7yKpp6+SGlz/gUGkV2VV1TE/oyRf9w+ffUtbcxv3L5/HzVQu7VYZyaxq4642PeeLrHSxITSQh1PVpxjenCwlQKdnwy3uIC+npIt7YqSXE11khabDXcyFQqtnF9NBbmR/xQHf+Z43+OBuqHmJf40sk+S9BLev6/VsdJr6t/SNmu55LYv/MxIDl3XYajWf4uurXbKv7C7ckv4efPKJ73676f2C1G7ko4kGmh97Wvb2gYxM7659yO68pITcQpkol0X8B0l4FdueknLNbP3RxZqp0R7g5+R1ClEnsb3yJU22fUqT5lluTP0Ap9efrql9Toz+G3tqKrzx00NeT174ei13P4qhfkRV8ndMcWkzFqGXBA/rdC8F4dmaUMmEab4qIjDUkEnjitkuZMiGKFzfuQ2Mw9XtORKAfv71+BZdOTxN0LndNnSGYM3NOCOB7071rBjqcNOp07K8Srij+JgGjMgDBfj40dWjp0BmxOxyDUlO0Oxx06AwABA1S8ltkfHPB18zEBgeScjaFbG5yPACL0hK7ZR8zYroWaQ2d2u5zQv18uCQr1WnhD3D3opnIpFJKe4XDeyOTSnn8+lXdjgxAXEggV0ztKqQ7XdPTcb6ksYXdBWUkhgXzs4sXOr3Bs+KiuH5WFlabnc+Puy/qa9bo+NN1q5wcGYDIQH+XYwd7PRcCSqk/88Lvcypki/OdRXLAUqx2I6Wand3bSzq3o7M2MTFgmdPCHyBSPZlpITdjses53fZZ9/YmYwGtplICFDFMC3WWlJwUdAUR6klu56WWBZMcsNTJkQGYGnITUomMdnOlyzkBiihClEkAxPjOACDBdy5Kadc9EabuSifUWZsGfT0ADrp6N7hTMQlTpeInD3d7TcOBQjp+HQKZKJEs8h3n1kXT2frH+3h0zUounppKTEhA9/ejWiknLjSIK2ZO4snbL2fzH+4V3JEByAiPYE5MnGD21uaOLSGALwrOYBOo55NMKuWGDGEfbMaFda1RLFYbp8rqBmXjVFkdZqsNgITwwaWqiYxvxu9jS4GIOBttgR7d+pigHgfA52wdi+nsG6UvZFIpYf6+NHZqsdntLkpEmbERhPq55vnGBHd1V9cae55OHSypAmDexAS3DfjSo7sWhGdqG93OxV+lZN5Z52yw9Hc9FwLh6jSkEte3SZzvLEo1O2k05jGZawGoNZwEIMFvvltbE/wv4ljLu1Trj3HuiEZjl+5/rO8Mt8of0T5TaTIOvBeCVCLDRxaCztqM3WFDKulZzPvKe+qkVGcdGH9FT1NQhaSrGZ3NYR709QCkBqwit+1z9jQ8R5OxgMnB1xKmShnwNQjJeI5uiP1eRC4EfFUKblk4nVsW9qSO2e0OpAI1nh0Id0ydztE6YQrHC1uaOVZXy+yYsVE7I2SK2fLEZCJ8/fo/0AsWZCZy8qzc9tvfHuX5B67x2sZbm490/7woK0moqYmMIy54Z6Z3lERydvGgkvcsgHo+Tp2fbOwtLOeb04UU1DfTrNGhN1swWqxYbJ6dnsgA16gIgPRsg73eD0/qOjQAfHLkFJ8c8Sxf6anx2PkRmf4YzPVcCJxLITsfH3koAAZre/c2naUrouEvj3R7jt/Z7VpLjwNqsLYCzo6G0ziyEI9zq9IdplSzgxZTCXprCxa7AavDjN3hvphVLumdx911ZzsLDDgvHgZzPQBRPpO5Iv4p9jW+yJn2LznT/iXhqjSyQq4jPfAyl2jScCIfxw74hfjwQEQEGFFHBmB1ajp/2bODVoNBEHsf5uaMCWfmTFMjBS3NgtkTsvD/HJfPyeD1TYew2e3syinh5a/28eOrFw7oYY7d4eDFL/ay+3QpAEqFnKvmX5gp8Rc6F7wzI/Hy6afd4eCh/21k8+lCAn3ULE1PYmVmCkE+anyVCv62YScao/v8X28WVo6znk1mbCSToj2n5SSEBrsfa4BPpIdyPRcC51KmXHd0/X3c3z/eh/QluL8PJRLXv6MDO1tr/0ypZicqWQAJfvNJ8l+EShaIQuLDvsYXMdvdKboMdoHg/fUk+M3nluT3qdAeoKBjA5W6g+yq/wfZrR9xRfzfCVSMzBf9eHYIxDQzEZGRQSGTcfPkqbx27LAg9saKEICQUZkwH19WJk0UzN45JkQGc/2iKXy6pys9783NhzmQV8HtK2ayOCuZID+1yzntWgN7TpexducJ8qt6HqbdffFsokMCBJ+jyNhnXDgzDgfk1TdyrKKGwsZmypvbaNTqaNMZMFltWGw2FDIZKrkMP5WSCH8/IgP8SAgNZlJUOOlR4UyKChdkYfNtbhGbTxeSEBrMhw/eSuh5xWZPfr1jyGMARAV1RXGmxUfzp2svFsSmO0bqesYrBqv7eiGdtetpl0+vYvaAsylb2rM1J67ndH3o+it6Ih0+8q7Ii97a4vYco63dZVuZZjelmp0EKmK5PvFVl4L6fY0vurXlLYO5nt5IkJLkv4gk/0XorE3sb3yZUs1Odtc/w1UJ/xRkjv0xniMznhxcERER4bljynReP34EuwD1JUarlXX5udwzfZYAMxscNoeDrwrzBbN3Q8bkYfs8feiGZeRVNpBb0VU3fKaygUff/QaAiCB/Qvx9UCnlmMxWWrV6mjtcH9YtzkrmR6vdq3+KfPcZ085Mo0bL+wdPsj4nj/peBfjuMFmtmKxWOo2m7hSt3viplMxKiOUPq1cwwUM0YyDk13UtYldlpbgs/Ctb2tGahJEFXJDS1SX5YEklVpsduWx4PkRG6nrGK82mIqx2I3Kp89OhWsMJACLUGd3b4vzmkN+xkUrdATKCrnSxVaE92HWcb88X3Lnz6wzZdEVAnBewDQZXgYcWU1eH4+SApS6OTIe5xkNUxnsGcz2e8JNHcHHMH6nUHaTeMHIFsmLdiYjIyLLrTOmIjbVssnCRgvjAQJYnJrO9XJj5f3g6Z1Sdmd0V5TTpheu5smYYUszOoVbKefnH1/PbtzdyKN9ZvKapQ0tTR9/rv9XzMnn0tlUjnp4oMnYYk86MxWbj37sP8/reI90KFUNFZzKzv7TSbQG+N5wr1i9tbHXarjGaeOzLbUOy3Zu0qDBWZqawPa+EJzfs5JErlqJW9Py5LDYbewrLmZsc3y1cMBhG6nrGK1a7kf1NL7M48lfdxfQ1+mOUa/Yil6qdVL4m+i/jqDKBMs0eSjTbSQlY2b2v0ZjHqbZPkEvVZAVf3709Up1JiDKJNnM5OW2fMC3k5u59RZ1bqDe41kv5y7siJm0mZ7lNs13HnoZnBbnuwV4PdEWOonyyXOqAmowFWO1GAhQxjBRidENEZGT56X++HLGxTv3zV4Lau2PqdMGcmcLWFo7W1QiqlOYN6/LdK50OhulR0aSHuq/rFIpgfx9e+ekNfLI7h/e2HaW2pbPfc9Liwrnv8vlcMit9WOcmMvYZc85Mp9HET9Z+yZEKYZRFejNrQiz+qqE1Zlo1OZUXv93ProIy7n7jYzJjI2nR6jlQXElieDCzk+I4Vi7M3P9646Xc9/Y6/ncom29zi8iMicBPpaKxU0txYwsao4lvH753SM7MSF7PeCTGdwbFnVup1h0mXJWOxWGgRnccB3YWRf7MSSBAKpFzaezjfF31a7bW/pls9UcEKePRW1uo02cjkUhZGfMoAYpopzGWRf+Gr6t+zYHGf1HSuZ0ARQwd5ipaTCVMCrqCgo5NTscnByzhSPObVOoO8FXlzwlXp2GwtlGtP0qQMp4Yn2nUCRD9GOz1HGt5l1ZTKSGqJAIU0SgkPmisDTQazgAS5oX/cMhzExERERGa5YnJxAcGUt3Z/0J6IHx4OmdUnBmt2czWshLB7N08eapgtvpCKpFwy7Lp3LRkGseKqzleXENRTTMdOgN6kwV/HyXBfj5kJEQyNz2BKUnR/RsVuSAYU86MxWbjx2u/5OgwODIAS9OShmwj1M+H9+67iee27OVkZR051fVEBfpzw5wsfrziIt7ac1SwxX+Qj5oP7r+Fj4/ksCG7gBOVdVhsNsL9/ZiZGMuqyalEBg5NJnEkr2c8EqCIZknkLznc/AY1+hPYHRYi1BnMDLuDJP/FLseHqiZyY9J/ONHyPhW6A7RoilFJA0gOWMrM0DsIV7s+QYrymcI1E17iSPObNBhO02ouI0KVzuqEZ/CTR7g4M2pZMFdPeIHDTW/QYDxNo/EMfvIIMoKuZHbYPZxs/VAQZ2aw1zMj7HYKO76h1VR6tt+NA7UsiET/RUwLWdPd40ZEROS7x6TYCI/7JBJQymUE+qoxmC0cK3H+bgn0URPsp0atlGOzOejQG2nR6pyUPi+emsr0pBgmRoUKPnepRMLtU6bz9P49gtjbUFTIH5euIEjlWsQ+nGwoKsBotQpiSy2Xc3W6+35nw4VUKmFuegJz0xNGdFyR8YvE4RCom5IAPL9tP6/tPjRs9r/88V1Mihq5hn0i45cK7X6+qfkdKQErWRX7p9GezgVHvVbDgrdfH7Kdd665kWWJSUOfkJf8ff+eISsjzYmJ45M1two0o4Gjt1jIem3oIhLPXXol103KFGBG/XPlh++R1+xeqMJbFiVM4IPrbhLE1ljne19+xu7KckFspYeGsfmOewZ0bGVzO/e99hm1rZ2kx4Zzz/I5LJyUSFiAaxq4zmTmcHEV7+86zpHialJjwnjlh9cTM0yqVa0GAwve/jdmgdoS/GnpihGvnbn5s484UlstiK3rJmXy3KWuNZMiY4/algfR6L/CV7WQhMhPR3s6I8qYiczUdWh4c9/RAR0bqFaRFRtFelQ4AWoVASoldocDk9VKh8FEs1ZHXYeG4qYW2vVdfViiAv1FR0ZERERERGQUMVtt/OKtr6ht7WTVtFSeuXt1n0qjfiolK7JSWJGVwuOfbOOTAzn84q2v+O8vb0UxDE1xQ318uDI1nS8K8gSxt3aEhQCqOzs5KpAjAyOXYibinlbNqzS1/4WwwIcID3rI43EWayUa/QakEh+iQp8ZwRmODcaMM/PugeP9NmhMiQjlp8sXcOnk1AHLLDdpdJysrsNq89AvROSC40h5NadqGrpfSyTw/YWzR3FGIiIiIhcGnx08TXF9C2qlnD/ddIlXLRMevmYpm04UkFfTyLpDp7ll4fRhmeMdU6cL5swUjbAQwOcFZwbRGcw9CYFBXBQ/vKle/91xHICr5k1221NmMOiMZlo69fipFYQE+F4QqpbNHf8AbESFPIVSnjTa0xlxxoQzY3c4WJ/Ttx763KR4Xrv9Wvy8LOCPCPDjkszUoUxP5DvGyzsPcqisqvu1TCoRnRkREZELDiF6qnjLNycLAJg9MY5gLxevvioFsyfGsetMKRuPFwybMzMnJo7M8AjBUhfXjqAQgJCNMtdkZg27HuQzn+4CICUmjIsyEodka39eBa99vZ/TFfXddVZ+aiXLp6XwwJUXkRARPMTZjk1Mlnw69euICPo9gX4XRors+YyJjnK5tY206PQe9/sqFTx9w+VeOzIiIudjtFg5UVU72tMQERERGXUsdmHqQryh7GwbgOjgwdW8RJwVvSk7r52A0Nw5dYZgtjYWFdJhMgpmzxPH62spb3ff6NlbpBIJazKzBLE1EKqa2od0/md7T/HTf63jVHm9k2CEzmhmw+E8bn7yfXadGrkeSCOJSpHBpIQaQgN/MtpTGTXGRGTmeGXfalmrp04iJmh4iv1ELiyOVtQMqHdRov9CHpi0awRmJCIiIjI6WEYh/Vpn7GrErDdZBnf+2UbOWsPwNnS+blImf9u3C6156OOYbFbW5Z/h+8NcO7MuT7iozML4CcQGBApmrz+qmjo4VVbHJ3tzyCmto01rwE+tJCMhgmsvymLZtBSP51Y3d/D0pzvpK9BoNFv57Vsb+OCR20mJGd6eOSIjz5hwZooaW/rcf9lksSGSiDDsL63o/yARERGRC4DRiMyEBfhS16bhWEkNdrvDq67tdrujW845NMBnuKYIgK9CwQ0Zk3kv56Qg9j48nTOszozFZmNDcYFg9m6ePEUwWwPhywO5fLD9mJND0qk3UtfayY7sEi6bPYknvnc5cplrQtG6facwW7qkqP19VDyyZjmz0uIwW2wcyKvg1Q0H0BpMGM1WXvxiLy/86NqRuqwBY7Lk0tTxdwymw+CwolJOJSzwl0gk7lMxbfZWimuc/0Y+qrlMiPTctNZma6ZD/zFaw7eYLfnY7TqkUn9UyikE+99DgM/4Va0bE2lmNe19N6jKjPGsWy8i4g37SypHewoiIiIiYwKh5Ie9YUZSLACNnVpe2rTfq3Nf2XKAxk4tANMTYwSf2/ncIWCqWVFrC0drh69n29byUtqNwqSyBanUXJaSJoitgdKpN/YZWdl8rIBnPtvpdt+Rwp4a2AeuvIirL5pMXFgQydGh3L5iJq//Yg1KeZfy3e7TpdS1CtMUVSiM5uNUNlyDzrAVpXwi/j6X4nCYqG66Hb1xp9tzpJIAYsJeJjL4cYL97xrQOG3ad2hqfwKTJQ+lIgN/3ytRyBPQG/dS2/xDOnWfCHhVI8uYiMw0aXUe9wWqVYT5uWrPi4h4S6vOQEGDMAWdIiIiIuMdi33k08yun5/FphNdEYT/bDtMZXM7D1wyn/RYz60TShta+fe3B9l4vCfycP384Y8cpIeGMS8unsM1wkgd//d0NnNih0cIYF1ermC2rp2UgXIYZK8HQkJEMMumTiQ8yA+dwcyhgkpyyuoA+Hh3Njcvmc7E89LEKhvbu39212gzMyGSGxdP48OdJwDYlVPKrctnDNs1eEt962+wOwxEBD9KaMCPu7d36D6ivvVXbs+RSBQE+t4AdEV12rXv9ztOSMD3USkn46++BIlE0b39nPxzq+bVcSsgMCacGb3Zc+6sWPQvIhQHSiv7fPIjIiIiciHROQJF6eezID2Rq+dksv5ol/TxluxCtmQXEh0cQGpMGGH+fqgVckxWK21aA8X1LdS0djjZuGxGOoszkkZkvndNnSGYM7OpuIg/LTUSrBZGgvgcbQYDOyvKBLO3JnNkU8y6x108jd/dstIp9fDHVy/kw50nePqTrpqYLw7k8usbljqdpzWaun+OCvZ3a/uq+ZndzkxOeR23MkP4CxgERnM2JkseCvkEQgMedNoX5HcL7dq3MZpzBBlLJg1zm0oWEnAfze1/w2wpFmSc0WBMODN99ZfxVSo87hMR8YZ9JWK9jIiIiMg5hEpL8pbHb7kUm93BxuM9LRnq2zXUt2v6PffS6Wn87Y7Lh3N6Tlyekka4ry/Nes+KqwOlSwgglx/MELYVwFeF+VgFirJlhEcwNTJKEFveEBHkz//dvMJtDdVty2ey5VghJ0trOVHimqpnt/c8pVR7WDNmJESiUsgxWayU1w+vEp43GM1dDpavagHuKj98VPMEc2Y8IUGOTBaG1daAAyuSseEaeMWYqJnpS+tecgE0OxIZGQ6UivUyIiIiIgBas1mwBbC3yGVS/n7nFbz4g2uYOiF6QOdkxkfy7PdW8+z3rkIxgilQcqmUW7OmCmbvw1zhF6af5QuXYjbShf/nWJCZ6La4/xyLspKA/iWcPelJSCUS4sKDAGhs1w5misOC1dYMgFzm3oGUST2nXw4GnXEH9a2/pqLhckpqZ1FUk0FhdSJWW0P/J49hxp/7JSIyCMqa26jr6P+pn4iIiMiFQJvRMNpTYMWUFFZMSaGqpZ3s8jqK61vo0BsxmC34KBQE+qqYGBXG9MQYkiJDRm2et2VN49Wjh7EJkKdc3NrK0doawWpnStpaOdUozEJUIZNx3aRMQWwNFIkEHA6ICPLr87iws/2FhiLJfa5J62BlwYcX916YRCLUMt1ObcuP0OjXI5MG4adeib/PZcikwUgkfjS2/xG7fWwJI3iD6MyIXBDsF1PMRERERLoZrRQzdySEBZMQFjza0/BIbEAgK5ImsrWsRBB7H+bmCObMrMsXrrfMquQUQtTDK3l9Pr4qJTqjGdNZaWVPmMxd+2XnhV6sXvRKUsq7lrz9jTWSyGVdYgaeIiM2W9+tSwaKRr8BjX49CnkSiVHrkUmdRRQa2/8gyDijxag5M3aHgxatnkaNdlQad40mGqOJ3UXlnKiqpaixhaq2DrQmMzqTGblUip9KQZCPmoSQIBLDQsiKiWR2YhwJIUGjPfVxSU17J9/mjd/CNncYzBZO1zZwqqaBkuYWKlvaadTqaNMZMFqtWG125DIpKrmcIB81ob4+xIUEkhQWQlZsFDPjYwjzF1UCRUQuVGo04/cp7Ghw17QZgjkzm4qLeGzZSgKUqiHZcQBfFOQJMicYnRSz8EA/dEYzZyr7ji7lVzcCIJVK6NAZCTobZWnucFbDtfcRPDNbu5wYlWLsPMdXK2cAYDAdpOsv6uysGczHBBnHZOlyegN8rnBxZMzWcuz28Z25Mix/UZ3JTINGS0OnlkaNjoZOLQ0aLY2dWhrPbm/S6rENIF+3uLGFjD89N6T5PLvmSlZPnTQkG+e45Y0Pya6ud9n+/YWz+b/Llro5o4dTNQ38e/chdhaVeXyaYLPbMVmttOoMlDW3QVF5976YoAAuzkjhsslpzE2K93rup2sbWPPvtR7337d4Lg9dsthruwNha34JP/3wK4/7H7vqYm6dO21IY5isVoobW8irbyK/vomC+ibyG5rR9FI6cYfN7hjyPXaOO+ZN5w+rVwpi63zKmtvYcqaI3UXlnKyu6/f9Y7baMFttaIwmqts6yKnpuW8lEpgaG83qqZO4YWYWAeqhfamKiIiML6o6Ovo/SKSbJROSSAwKpqKjfci2DFYLXxbkc+fU6UOyc6C6klqBnNJof3+WTEgSxJY3TE6MoqKxjRMlNZwoqWFmimvEqr5Nw7fHCwEwmq389q2NPHPfVfiplWw6mu90bJtWT0xooNux6tu6FuwBvmPn+06tnIlSkY7ZUkib5g1CAu7v3tep/6yriaYAyGVdv1eTtchpu93eSUPbI4KMMZoI6sxsPlPE7z7f3KfU8neVvuox2vVG/rR+K5vPFHk8ZqBjfHDoJMcra1n34B1DsjXesdntHCitIr++ibz6RgrqmylracXW12OZcUin0cRX2Xl8dvw0efXC9chxOCCnpp6cmnpe2L6f+5fM5QcL53Q3FhMREfluU9nZPtpTGFdIgDumTOfJfbsEsfdR7qkhOzOfC5hidkNGFrJREFy6eEYam47k43DAz175gp9ds5iVM1IID/RHb+rqM/Pcut3ddS5KuYyD+RWs/uObxIUFdUdsznGipNatM1PX2kltS5fjlxQ1evVX7ogOeYaqpptpbH+MTv2XKOQJmK2lmMxnCPK7hQ7dRy7naA3fYrM3YbN3YrGWAmCxVtPS+TxSaSBSiT9q5VRUiq4aqADfK2jufBqdYSuVjTegVk7BamtCb9yDUp6Mj2o+BtOhEb1uIRHUmdGbzBekIwNQ3+nemTlRVcvPP/qaJo3nxqDesiw9WTBb45U2vYEfvr9utKcxbFS2tvP2/uN8fjIX4zDn9+rNFp7ftp/NuUW8dOvVxIvpjCIi33kqx0hkxma3821OEXvzKsipqKNVq0drNOOvVhIW4MuUhGgWTJrAZTPSR1TFzB03TZ7Cswf3YbIN/TP5dFMDZ5oamRwROajzTTYr35QM7QFpb27KzBLMljcsnzaRtLhwimqa0RnNPPXxdp76eLvbY6OC/fnHD6/ihy98SofOSIeup+4rJjSQutZO3tx8mGVTJ+Kndu5R+PqmnoX6tOTY4bmYQeKjmsOEyC9o7ngag/kIZks+KuU0EiL+h1wW7daZaWj7P6w25ywhq62O5o6nu1+HBjz4/9k77zCpqrOB/6bXne29wu6yhd6bICKgWECxYO8llsQYNUYTky+JMTEmMVETe+8NlSaCIEjvHRbYXbb3Pr1/fyxt3TKzu3e23t/z+Mjee+45771zZu55z9uIDPk90FxjJinyS6ob/4rNsRubYw9yWSzBuusID/4VdU0vi8qMCFQ2tU71tym3kAc/WSr4YnSWqMwMeH77zRp2FghTqM1fjlZUc9Nbn/HBHdeKCo3IoKW30hX3NEK4S3WX9Yfz+euSHyirb+0q1Wix0WixkV9Zx9JdR/jn0o08umAml47P7AVJmwlRq7k0fZhgQfefHz3MH7qozKw9mY/J0fXMXucyMS6BlJDesVbIpFL+evsl3POfL6gztl/LR6NU8KdbLmLkkFhevG8hT76zitqm5k3ihIgQ/vvAldz7whfkl9dyw7MfcsOscaTFhWN1OFmx4yirdh0709e88cMCfl+dRa0cRULkB22ey0gsa3UsNW5Pp8dQKtKJj3irzXMRwY8QEfxIp/vsK4jKjEBUGU24Pd4zmTZ2FZZy30ffdFgQtCuE6TSMjPcvL79I/+WOaeN7XJkBqGgy8eAny/jkrutQ96EgSRGRjpBLhSuZ5hD4N7svYnTYKeplZebV1dt5adUWv9vXGM385sNvOVxcya+vOD+AknXMzSPHCKbMfHP8KL897/wuzd9v+nng/7mkxobz7qPX8Y8vN/DjwTx+mgF7fHoCj151PpmJzYrfpIwkVvzpDg4VVCCRSBg1JBa5TMotc8bz98/XU1TV0K51Z+64YaTHCVu7RaT3EVcrAuH2eKkxmYk26Cmqa+DBT5b6VGQUMhkhWjWhWg16lRKT3UGDxUaVsf2CTjPThyAVC4kOeGYNG0pqZBh51b4rFcukUoZGhDIsOoJQrYYQjZogtQqr00mj1U5xXQN7isuoM/tXVyKnopo3Nu3kwQumdvc2RER6BJVMuFeZfRAoMwerKunN6MIl2w+1UGTiQg3MGZVOdkIUEQYdGqUCq8NJdZOJoyVVfH8g94z15v0f9xATqueW88f3iuxjYmIZERnNoeru13apt1pZV5DPvKFpnbrO6LCzvvBkt8cH0CmVXJLW+5aKhIhg/n3vAuqMFg6cLKfeZMWgVZEaG9FmjItKIWd8estESItnjmHzkQI2Hy5oc4z0uAh+d/2FgRBfpJcRVJm5dGQmszKGdvq6y156j1pz2+bFoRFhfHjntd2SS69S+m4kABVNJsJ0Gn7+yTIaLK1z+MukEmakDWF6ahJThyaRFhXeRi9gsjs4XlnDrsKSUymcz2auOj9ddDEDCNfp2Pr4z/xuf/9HS9lb3NpUC82fy6bH7hVELrVcmK+URNKcIe9336xpdU4qkTA6IZbZmUOZMiSJYdHhqPwYd19xOW9u3sX3Obmtdr5+yhubd3HLlLEYNOqu3oKISI+hEjBxhVkg152+jFBFFrtCvdnKc9/8CDSn2X10wUxuPG8s0nZKt182PotHLp/Jh5v28o+lP+LxeHnp261cMi6TiKCOCy0GiptGjuY361YL0teXRw93WplZlXdCMAviZWkZaBUKQfoSgrAgLbNGpXbpWqlUwn9+tpD31+5hyeaDFFc3IJFAXFgwl0zK5I55k1ArxT38gYign6pSLkMp70LBpQ4MDVKphFBtzxZx6ioVTUZWHznBscqaFselEgnzRwzj5xdMJSXct1+qXqVkXFIc45LiuGfGJOotVpbuP8rSAzmcl5YcKPH7FRIJnZoXclnHZvy+OMcWjs7iP+u2nEkeMTohhmvGj2R2Riphus7LOyYxlhevu5zvc/L4zZJVmOztL9psThdf7j3M7dN6Z/dTRKQzCGmZqbG277c/UDhQ2bq8QE/x5baDmE6ly3/k8hncPHOcz2ukUgk3zxyHBAnPfr0eq8PJl9sOce/cyYEWt00WZGTyzOYNNNk7TvvvD+sK8qm3WTtVrHLFiWO+G/nJNb3sYiY0MqmU2+ZO4La5E3C63EgkEp/vf5H+j/gJC8iH2/fx9paWBY4MahVv3LKIf159iV+KTFuEajXcOnUcX957g1gPZBChkMm4d8Ykrps4iq/vu4lP776eq8eN6JIicy5zMlN59aYrkPnw0x5ohUZFBi4qAbNcmR0OrK6Bm5XT4/WytaS418b/8Uize1SoXsONM8Z26tobzhtDeFBzsd9NRwuEFs1vNHIFizKFyf7l8nhYmXvc7/YNNhubi4sEGXtoaBjjY/tWZi8hUchloiIzSBA/ZQHZUVCC5xz/nfgQA5/cfR3Thib1olQi/ZmbJo/h/y67kMyYSEH7HZ8Uz4OzpnTYZn9JOdZBmmpdpH8RpBJ2k6fS1H7cYn9nX2U59Tb/4ucCQVFNAwDjhsT73FD5KVKphPFD41v001t0t0bMuSw9nuO70Sm+yz8hWMa93krHLCIiNKIyEyCUchkvXb+AoRFhvS2KiEib3DJlbIeWPrfHK2ihThGRQBGlEzZ24kRdraD99SV+KBAmcLyrNJ6KJw3tooXZoG2O42uyto5L7UlSQ8OYmpAoSF87S0uoMLVfePtcVp7w34rTETKJRDDrkohIbyNGQgWIx+fNJEvg3XQRESHRqZRcOjKDT3YeaLdNUV0D45IGrhuCyMAgSqcXtL/jdbXM7WRQdn/hh4L8Xh3foFFTZ7J0WRlpOqUM9QWX65tHjhHEZc8LLDt+jLvHTeiwndFhZ0uJMC5m5ycPEXwToCus2CFciunTXDopS/A+Rfo2ojITANIiw7lh0pjeFkNExCcTkuI7VGbaKgYrItLXiBZYmTlSXSVof32FnJpqDvfyvSWEB1NnsrD3ZBker7dTpQY8Xi978puzUiZGhARIQv+ZNzSNaJ2eSnP3fyeX5/pWZtaezBfMxay3a8uc5nfvrhK8T1GZGXyIbmYB4JYpYxFLwYj0B3wVYO0o45mISF9BaGVmR1nPF6ztCT4+fLC3RWBaRnNGzuomM19u65w8n24+QM2p7I4zs3u/TIFMKmXx8JGC9HWgsoJyH65m3+WdEGSsMI2GC4d0Lf2xiEhfRFRmBMagVrFgtLgrINI/8OW3bnO5ekgSEZGukxQcLGh/NRbLgIubsbtdglaN7yqLJo9Aeaou0DNLfuDLbYd81r3yeuHTLft59uv1QLOL7NVThFEiusv1w0d1OpFBe6zqQFmxu11sKCwQZJxFmdnIBZK5LyCVSEiJDuWC0ancedGk3hZHpBcQ3cwEZlxSPGqF+FhF+gdBKhVSiaRFFr5z8Qjk0iAiEkhC1RrB3H1Os64gn/Swtgsb90c+P3KYRnvvBs0DxIYGcfecSfx31VZcbg//99ka3tuwm7mj08mKjyLSoEOlkGN3uqhqNHOkpJLV+09QWF1/po9fXnbemRTNvU2MXs+cIamCWE2+zT3B7aPbrruzubhIsJTh12T1DRczgFV/udvvtjaHE6PFTmFVPXvzSvl+7wkazTYUchkPXTGjy8U2Rfo/4qpbYMYlxfa2CCIifiORNBcUdbiEqSYtItJbZEZECKrMfH3sKPeOmyhYf72JzeXipZ3beluMM9w7dwoltU18s/MwAPmVdby6ertf1949ZxLXTRcuLbIQ3DxytCDKzO7y0nYLaK47KUzihlHRMQwLjxCkLyGIDum8i+iIlBgunZTFQ1fM4C8fr+W73cf41WtLeea2S7h4QkYApOxdtq/P4f/uf4/Hnr2WYSMSeOtfqziwIx+X083QzFiuuXMmUy/MbnVdcX4191z2PLc/fBHX3n0+3362g+Ufb6eksAalUk5KejQP/H4hKenRLa6zmOx8/uaPbF5ziIqSepQqOZmjE7nmzpmMntw3FcaBY2fsI4xOEJUZERERkZ4mM1zY7JE5NdXk1AyM1OTvHdgrqKLXXSQSePr6efz2qtkEafzLShZp0PHPWy/jF5dMD7B0nWdaYjJDQrpWFPtcPF5vu65kawXKQtdXAv+FIEij4pnb5jM2NR6vF575ZC01jebeFitgbF17hIevf5mC4xWMmZJK1pgkjh0s4U8//4BVX+xs97q6aiOv/m0FLz+zHEOolqmzs4hNCuPIviLCIvSt2j60+L988uoPuF0eJs/KZEhGLPu35fPEHW+x8rMdgb7NLiFaZgQmNjiot0UQERERGXQMj4wSvM9X9+zk+XmXCN5vT1JpNvG/XX1zAXLd9NEsmJDNst1H2HqsiCMlldQZrdhdLtRKOeF6HaOSY5iRNYSLxw5DIZP1tshtIgFuHDmapzeu73Zf6wtOckVGy7jbnJpqv+vQdIRaLmfBsMxu99OXkEol3DV/Mg+8tASj1c7SbYe5Y4DGzWxafYirbp/BnY9cjETanGVq//Y8nrzrbV796wqmXZiNIbR1uu0fVx1EF6Ti9RUPEx1/VumurWpq1f7fTy2h5GQN190zi1t+MffMOCcOl/Loza/x8tPLGDc1jZjEvlVDUVRmBCZYo+5tEUQGGVaHk5O19RTVNVBlNFNtNNNos2G2OzDbHdicLmwuFw6X+8y/7af/73LhcotxMSL9n6kJSUhortkhFMtOHONXU6aTaBA2wUBP4QUe+/67PhEr0x5alYLF00azeNpZ1zGPx4tU2r9Sgl6TNYJ/bN3U7aQpPxYVtEpZvaGooJvSNXNxajpByt6vzyM0E9LikUmluD0e1h/IG7DKjC5IzW0PzzujYACMnpzK9DnD2fjdQTZ+d4hLr5vc6rr6GiO/+cfiFooMQHiUocXfRXlV7PzxGPHJ4dz88zktxkkfHs+8K8ez/ONtrP5qN7f8Yq7Ad9c9RGVGQCQS0KsG3g+FSN+iosnEjydOsrOghP0lFRTVNfS2SCIivU6EVktGRKSgrmFuj4e/bNrAK5csEKzPnuS9/XvZKNBCuCfpb4oMgEGlYsGwTD47cqhb/dTbrBytqW5hafxRoCxm1wwgF7NzUSrkhOjU1BotlNU29bY4ASMtOw65vLV1cvTkoWz87iDHD5a0qcxo9SpGTRrqs/992/IAGDlpKFJZ6yiUlGHNsTW5R8o6K3rAEZUZAVErFMj64Y+wSN/H5nTxzf4jLNl7mP0lFb0tjohIn2RGUrLgcS7f5Z1g7cm8fleX48eiAp7etL63xRhU3DRyTLeVGYBtpcVnlBmry8mu8tJu95lgMDA1Ianb/fRVTltkG8x91wrZXQwhrV3IAEJPxb001LUdF/dTi0x7VJc3ALDq852s+rz9GBxTk9Wv/noSUZkREenDON1u3t26lzc376Le0vd+QERE+hLnJw3h9T27BO/38bWrWX7dTcTo+0dM5N6Kcu5buVSwavEi/jEyKppR0TEcqOzehtO2kmLuHDMegJ1lpTjc3c82eXXWCAbqVmuj2Ua9yQI0uy0OVNorlXC6soKknWrtbVlz2u6nuaPUrDiGZLRfUDu2j8XLgKjMiIj0WY5WVPOrz1dwsqbed2MRERGmJCQSpdNRZRY2o1Gt1cI9K77hs6uuQy3v26/NrSXF3LdyKRanMDVJRDrHTSNH8+tuKjN7Ks668WwrKe6uSEiAq7OGd7ufvsrXW88WXo0J7R8bDl2hobbt37XaqmbXuuCwti03/hIR3RwbmDkqkQf/sLBbffU0fftXWURkkLLmaC6PfvEt9i4Ek8qkEqKC9EQF6QjVaglSK9GplGgUCrRKBRqFAo1SgfZUcdcnvl4ttPgiIr2CTCLhyoxsXt3TvotEVzlYVckdy5bwxmVXolX0zd3fDw/t5w8b1uHuwxaZ55dvAmDW8KGMHRLX6eu/2n4Yk93O6OQ4RiW3v3vcW1yenskzmzbQYOu6u1Od1UqFyUiMPohtpd1XZqYlJhMfZPDdsB+ycmcO/1225czfY1Lje1GawJJ3tAy7zYlK3fL358CO5rTdw0YmdKv/MVPTANi3LReXy+23RacvICozIj2CUyzK6Dfrj5/kl5+t8HtBkh4VzvTUZEYnxJIVG0lCSDDyNoL32qLJZgdRmREZQFybPSIgygw0Wz1u+eYLXrlkIRHavlGBHqDeauXPm9bzVc6R3hbFJ2+ta/5sIgzaLikzH2/ex9GSKi6fkMWo5IuFFq/bqOVyrs4azht7d3ern0PVVYSoNRysquy2TH25tsy5ioi/uD0e6owW9uSWUlzd0OLcoul99167i83q4NW/reCBpxYgO/WO37s1l63rjqLWKJkxr3v3npIezdTZ2Wxdd4RXnlnOPb++BOU5ipPL6WbnxmOMmjgUXVDfytwrKjMiPYJTAJ/fwUBpQxOPffmtT0VGKZdxzfiR3DBxNKmRfc9/VUSktxgaGsaEuHh2lXU/aLotdpeXccnH7/Hviy5hWi8HVHuBJUcP85dNG6i3DY6YuuhgPUdLqjheVtPborTLjSNG8+be3d1KE55fX4dBqep23JNBpeKi1LRu9RFI3li1XbC+rp05msxE4etN9RVGThzC+uX72L3pOGnZ8dgsdvZtz8fj9nDvE5e2WWOmszz8l6uoubuRFZ9sZ8uawwzNikWrU1Nb1UhhbhVmo4131jwmKjMigxOjzd7bIvQLnvl2vc9nlRYVzv+uX0BSWEjPCCUi0s94cMIUblv6ZcD6r7aYuemrz1mYkcXj02YSo9f7vkhAXB4P3xw7yqt7dnKirrZHx+5tDKdquVU1tZ25qS+QEhLK9MRkNhUXdrmP4qZGQWomLRyWhUo2sJd6Eglcd/5YHrlqZm+LElCi40N54KkFvPP8avZvz8PpdJM+PJ7F95zP1NnZgowRFKzhnx/cy8rPdrB+xX6O7C3C5XQTGqEne2wy0+Zkt6pP0xcY2DNcpM/QYB246RKF4nhlDWtz8jpsMyYxljduXoRepRRmUK+QJQZFRPoG5yenMD42jt3lgauH4AW+PnaUVXknuCIjm9tHj2VYeETAxgM4Ul3FytzjfJlzRJCK8P0R1alYP5PV0cuSdMxNI0d3S5lZX3gShbT7MQt9vbaMRtn5+DOpVIJerSQ6NIgxqXFcMXUEQ2IGvoeCw+4iOS2aP/z3Zr/aJw6N5Nsjz3R6HIVSzsKbprHwpmmdvra3EJUZkR6hvHFwvng7wxd7Oq5PoFUq+MdV84VTZBCVTJGBy6+mTOfGrz4P+Dg2l4tPDh/gk8MHGBEZzZyhqcxOGUpWRCRyqX+xa+1R0tTEvspy9pSXsa4gn8LGBmGEBibGJfDGZVdw8zdfdDuVcE9S09Sc0UnaThravsKcoWnE6IO6rHSWNHW/+GNGeAQjo6K73U8g2fL8g70tgsgAQFRmBhG+fvo9AdylL65vDFjfA4UfTxR0eP7mKWNJCA0WdMx6i6jMiAxMpiUkceGQVNae7NjaKSSHqis5VF3Jv7dvQSWTkxUZSUZYBLFBQcQFBRGq1qCWy1HL5CABu8uF1eXC5nJhtNspMzVR0tREmclIXl0dtVZLQOTUKhQ8N+ciDCoVwyOj+o0yU2+ysiu/BIDI4O7HBwQSmUTCDSNG8a9tm3tNhr4c+C8iIiSiMjOIkPnYJTTZA2e2z6kQtir3QMPicFJQ23E9mctGZgo+bo1J2HocIiJ9iWcumMu8slIa7T2vtNvdLvZVlLOvorzHx/bF72dcQHJwCABZEZEBG8dib7/WjdPl6fD8uZjtDo6X1fCfFZswWptjCsekdD4TWk+zOHskL+zY2ivFSxUyGVdmCBNHISLS1xGVmUGEWtHxx22yByZIv6C2nkbRnalDfFmuDGoV6VHhgo+7uygwGZ9ERPoCUTodf5h5Ab9a821vi9JnuCprOIuHjzzzd1Z44JSZyU+81O6555dv5PnlG7vc97XTRnX52p4iSqdj3tA0VuYe7/Gx56QMJVSj6fFxRUR6g+459Ir0K4I1HafSKwmQK9hGH+5TPYGiA6uUx+sNqIudP/jKYBYZFBiXiq15RQHpV0Skr3BlZjaXpWf0thh9gtHRMTw9a06LY5kRkT5dkLtKTEhgqrH/bN6ULtWo6Q1uHjWmV8a9Jnuk70Yi/YLJszL59sgzPPHP63pblD6LaJkZRIRoNCjlMhztFLA8WlGNy+3xu+Civ6w4dEzQ/rpCkFrV7jmvt9nFztBBm0DjK5hVpxQu6P80J2vqyakU3f9EBj7/mHsxpcYm9vZBl6+eIjk4hLcuX4Ra3vK1r1cqSTAEU9wk/GbWmt/fRUFVPVuPF7L1WBE784ox2brmzqxRKhg7JI4bZ4xlZvYQgSUNHFPiE0kLCyO3rq7HxozW6ZmZnNJj4wmJx+slr7yWqnoTRqvd7+LR53LppKwASCbSlxGVmUGERALJYSGcqGq7LoHD5WZvcRkTUxIEG/NIeRX7int/ARGs7dgqVdFo7FVlJsSHfI024d30Xlq/VczMLDIoUMnkvHHZlVz5+YcUNQ6+ZCRxQQbeW3g1Ye24HWVGRAZEmQFIiQolJSqU688bg9XhZMoT/8Xj9fLQpdNZPG20X30oZDLUyv67XLlpxBj+78d1PTbeosxsZH0829tPqTdZeWPVdpZtO3ImLqqriMrM4EN0MxtkZMZ07B/96e6Dgo73/Pe9l8nlXEJ8+A7vLQ5cPQp/8CVfeaMRu8sl2HgHSyv59lDP+3GLiPQWYRoN7y28mgRD3yv4Fkjigwx8suhakoLbz4QYyCQA56JRKkiODAWa68UEaVR+/defFRmARVnZaBWdr6fSVfpbFrP88lqu++sHfPTD3m4rMiKDE1GZGWRMHpLY4fnvDp8gtx3LTWf5ZOcBNuYWCNJXd8mO7fhlvexATg9J0jYhWnWHliGHy83OAmGC9SubTDzw8dJejxMSEelpkoND+PLqG8jsocV7bzMiMpol19xAoqHjlO49pcwAZMQNjmd/LkFKFQuG9Yy1YEJcPCkhoT0ylhA4XW5+9doyqhpMvS2KSD+mf293iHSamekpSCWSdheyTrebR7/8lk/uus5n9rOO+GLPIf60oufM6r6YmNyx69yuwlI25xUyPTW5hyRqiVQiYfKQRNYczW23zRubdnJeWvfkq2gy8bMPv6bKKL44RAYnUTodn121mHtXfMPWkuLeFidgzE9N5x9z5/tlEehJZSYzPpJV+3o/jrKnuXnkaD45fCDg4/Q3q8zKnTkUVp0tSxAVouf6WWMZnxZPuEGHTOAYXhH/+Pux/7C/obmQt0wi49lR/0esOqaXpWofcZYMMqKC9ExLTeqwTU5FNbe+8wV1Zmun+zfZHfxzzSaeWrqmT+38h+u1pEaGddjmsS+/Fcwq1RV8KVLbThbz9pbdXe5/Y24BV778gVjzR2TQE6RU8f4V1/DIlPOQ+6i/1d9QymT838zZ/O+SBX67NiUFh/SYG9TUjCQWTswmNVr4VPN9mezIKMbGxAZ0DK1CwaVp/Stz3/oDZ4vapsaG8/lvb+a2uRMYOSSWuHAD0SH6Tv8n0j3yzQVnFBmAqxIW9GlFBkRlZlBy5/QJPtvsLynn0pfe5c3NuzD7UUyzsLaBtzbvZt5/3uL1TTtbBZZrlT3nL9we10/sONi0zmzl2tc/5t2te7A6/Cvmdhq3x0t5o5EmHymWO+KSEcM6zLoG8PfVP/LXVRs6Jd/OghLufv8r7n7/K+otrRVUX2OKiAxEZBIJD06czJJrbmBoaMcbHf2F8bFxLL/uZm4dPbZT10mAzADWmzmX7IRonr7+IqZl9I4VvDe5eeSYgPZ/WXpGj8bmCEFOcdWZfz9y1fkYfCTDEQk8S0qWnfl3RlA6C+Lm96I0/iG6mQ1Cpg5NYkZais94lnqLledWb+Rf329mZHw0w+OiCdVqCFIpMdkd1Fus1Fus7Csup7Shqd1+lHIZH925mAc+Xtphu0Bz9bgRvLxhO7VmS7ttLA4nf121gf+s28K4pDgyYyIJ0WhQK+Q43W5sThdNNjtGm51as4Vak4Vqk5kqowm3x8t/Fl/GRdnpXZLPoFFz29RxvPjD1nbbeL3w7tY9LNl7mEtHZjAhKZ60qHAMahUKmYxGm40Gi42S+kZ2FZayo6CEorqGdvu7Y/p4UiPC+e03q7sks4hIf2dkVDSrrr+F9w/u46Vd26m3dt4i3dtEanU8PHka140Y1eWaMZkREeyp6N1EKAOdS9Mz+POm9QGbY9dk9S8XM2jOYgbN64RJGR3H9Iqc5Rd7H6fWUcebE15CLRNuQ/JIUw57G5rdIUOVITyQdheSgFWiEg5RmRmk/GnBHK54+QMarb5T/ro9HvYVl3c5xfJvLjqfzJhIsmIie1WZUSvkPDL3PJ782vfC3eJwsim3kE25hT0g2VlumzqOZQdyKKit77Cd0Wbnk50H+GRn132wLxuVyWNzZ1LaMPhS1YqInItCJuOOMeNZnD2SV/fs5J39ezE6+n5WpTCNhttHj+eOMeO6vSOfFRElkFQi7aGUybgmawSv7dkpeN9DQkKZEBcveL+B5nSNtWCdBtkAc/kMFOW2CmodwtctcnvdvFPwMQAGRRC/zXqEcGX/sFqLM2eQEhscxEvXL+hWkL8/PDBrCjdManbv8pUWuidYNHY4N07yr7ZBb6BTKXntpit81p3pLleNG86zV16MRAIJocHEhQyudLUiIm2hUyr51ZTpbL/zXp698CJGR/dNP/GM8Aj+PGsOm2+7hwcnThbEtagnkwAMZm4cMTog+9zX9LPA/9NEBOsAMHfDRXuwcbDxSED63VSzjVJrGXq5jiczH+nzcTLnIlpmBjETk+N54+ZFPPjJUhoswhZllEml/Oaimdw85azvdmZs39j5e3L+LMwOJ1/vC8wPQndJCgvhtZuu5OefLKOySdisYzKphAdmTeX+8ye3OD55SCJf7T0s6FgiIv0VjVzBtdkjuDZ7BEdrqlmZe5wNhSc5VFVJb6U1SQoOZu6QNBZmZDEyKlrw/jPDI5BAr93fYCEpOJiZySlsKCwQrE+ZRMKizGzB+utJshKjKK5uwGJ3UlLTQEJESG+L1OcJlDJzfuR0zo+cHpC+A42ozAxyJiTHs/T+m/m/ZetYdyzP9wV+kB0bxR8um83ohJaZW7L6gGUGmhWtv115EVOGJPLHFes6HezfE4yKj+Hr+27iN0u+Y8OJk4L0mRoZxh8vn8OE5NauCJNTEvqMMpPbtJacxhX8Yf4JnB4LSqmeKHUWI0IXkaib1Nvi+cXj02bw+LQZvS1Gl9AqFJz8+SO9LUafISsikqyISB6ZMp1aq4UNhQXsLCvlSE0Vx2pqsLuFK2Z7LpFaHeNj45gUn8D0hCSGhUcEZJzT6JRK8sXPvUe4eeQYQZWZ85OHEK3rn1m8LpqQweo9zQWcv9pymJ8v6J+L6Z7C7rFztEkseP1TRGVGhKggPf+7YQG7i0p5b+te1h7Lw+X2dLqf0Qmx3Dx5DJeMzDjjB3su8SEGDGpVtzJ+CckVY7KZNWwon+46wEc793fLCiKVSEiNDCPGINwLJVSr4dWbrmhOybx5Nz/mnmyVJc4fRifEsHjCKBaOzkYmbdvBwVcx1Z5iQ8XfyWlc0eKYzd1AkXkrReatTIq4m7HhN/WSdCKDnXCNlkWZ2Wd2wd1eL3n1dRyvraHcZKTCZKLCZKTSbKLeZsPmcmFzObG73dhdLtweD3KZDIVUikauIEStJkStJlKrIz7IQKIhmNSwMLIiIgnXaHv5bkUChVQirId/f3UxA5g1KpXx6QnsPlHCB2t3MzkjqVcSATg9TjbWbGVP/X6KLCU0uZpQSBSEKcMYEZzJBVEzSNB0Liap1FrOxpot5DSdoMJWidVtQyIBjUxDlCqCJG0iww2ZjAkZ1W4Q/0lzIQcbj1BoKabIUky5tRLvOfbTO3c92O74l8ddzHWJV/XIvR9qPMpfc/4FwEPp9zEpbBxur4dNNVvZWruTUmsZTU4jSqmSSFU4w4MzmRc9m0iVMJs0Eq+3DxUDEekTmOwOtuYXsa+4nJyKasobjdSYLVgdTtweD2qFHJ1KSVywgSERoYxJiOW8tGQSQjuuMt2XcXs8HCqrYl9xGftKyimsbaDJZqfJZsdstyOVSFHJZehUSiL0OiL1OhLDghkaEUpaZDjZsVHoVMqAyljeaGRHQQm7i0rJKa+m3mKl8ZR8cqkMlUJOiEZNfIiB5PAQRsfHMDElod98LidNG1ld+rsO20iQclXK64Sr0npIKhGR/s/bW3bzn3VbmJAcz+s3LaKNvaaA8PnuQzy1dE2r46MTYvj07ut7Rog+yP0rl/Jt3glB+grVaNhxx8/6db2kygYTD7y0hLzyWhRyGbfOmcB1548m3KDrkfEPN+XwWv471NjbrzMnQcLFMXO4Ielqn8qox+vh4+Iv+Lb8+xaKR3uoZSr+PeZvBMlbb4a+kvc2G2u2+L6JNvBHmRHq3s9VZq5JuILzI6fz/In/kWdq37NEIVVwz9BbmRY+ud02/iJaZkRaoVcpmZuVxtyswbNglEmljE6IYXRCDLf2tjDtEBscxMLRWSwcndXbogSEnIblPtt48XCs8VumRf28ByQSERkYrDp8ApvTxabcQow2GwZNz9TyiA81MHlIIg0WK/UWG7VmC25P563+A4k6q5U1J4Vx6Qa4MiO7zyoy/13mexEulUrQqZQsnDqcV1duw2xz8Maq7by1egcZCVGkxoYTolOj7kStugcun+Z32931+3jhxKu4vM3uomqZmsygdEKVITg8DnJNJ6m0VeHFy7cVa2hwNvBg2j0d9vl5ydesLD+rxEeqIkjRJaGX63B53NQ4aig0F2NxN6elTtMPbVORAZgeMYkU3VlLlcPj4NPir878fX3SVcglbS/lh+pSevzeobno5u76feSbC5AgIUWXRLwmDrlERrmtguPGPLx4cXqcvJL3NjHqaJ+y+kJUZgYxeTnl/Pq2N8gcmchfXr+tt8URGeRU2Y4K2g7A46nBZvkMh+17XK4cvB4zEqkeuWI4Gt1tqNSXtGjvsH1PY92tBIW+gEIxBnPTMzgcW8DrRK7IRqO/H5X64jbH8nqNWEz/w25dicddBBI1CsU4tPr7Uaha+oE77D/QWHsTQSHPo1BNxtz0N5z2zXi8jciksSg189EFPYpE0nJnsrP3cxq3qxCr+VUc9o143BUgkSGVRqNQjkeluRKlqn/G94j4x8XD0zlWWc2MtJQeU2QApg1NYtrQpDN/3/X+kh5Pd9/XWJJzBJeACt21fdjF7I1V27t8rcfj5WhRJUeLKjt9rb/KTLW9lpfz3jqzmL8w6nyuT7oKjUzTot2mmm28cfI9nB4nW2t3kmXI4MKo89vs0+a2sarie6DZnfCB1LuYEj6xVTuP10Oe+STbancyMnh4uzKODB7e4rzFbWmhzMyJuqBLdWYCce+n2V2/D4B4TSwPpN1Nsral22C+uYDnjr1Ak9OI2+vmq9LlPDKsfXc5f+ib6rxIjyEBNLrAukeJCEdFvbFPJizoLl482Nz+1SCyujquwdOirfkdzE1/weU6ilyeiUozH5ksEad9M011d2OzfNHmdQ7rd9TXXI7LdRSl8jwUyvE4HftoqrsTm+WjVu097irqqy/FYnwBcKFUzUUuz8bh2ERD7WJs5g/aHsf+PQ3Vl+G0b0WhmoJSOROPpw6r6TUa624X5H7crhPUV8/Dan4fqTQUpXoeCsV4vF4rNsunOOw/+P08Rfont08bz77f/ZwXr7u8t0UZ9Hx+5KBgfY2MiiYjwIkhBjKfFS/Beso6MjlsAncMuanVYh7gvIgpXJe46MzfX5UuP6ME/JQyWwUOT/M7OkWb1KYiA82KTro+lZuTr2NMyMju3kqnCcS9n4tOruXJrEdaKTLQbDG6OXnxmb8PNh72q8+OEC0zg5jUzFi+2PZUb4sh4idOt5sr/vwOf73tEi4Yldrb4vQakk4Ez2p0tyNXZKNSzQXJWTcFi+kVzE1/xmp6GbX26lbX2W0r0Op/hs7wW07v+Tjtm2movR5T4x9Qqi9GKj1bTMzY+AhuVx5a/S/QGR47c43LeYCGmisxNv0WhXoGMllyy3GsK1CpLyIo9GUkkubdNbe7mPrquTjtm3E69qBQjuvW/VjNH+L1mtAHP4NG19KJ0uU8jFQqLoZERHqCfRXlHK9rPzahs1yb3fOL4M6g6YRrWE/T4Gxke92uM38vPmfB3hazo2byWfHX2D126h0NHGo82qYSIpPIzvy7zlGP0+NEIe1bzyFQ934u82PmEqJoP153Yuh4ZJK3cXvdOD0uKmyVnU6wcC6iMiMi0k/Yl1eGzRGYNLC9jQQpGlkIVrdvq4tO7v/iWyoNb9P1Squ/C3PTX3G5ctuWR2pAF/QE5xqvFarpqDTzsVuXY7cuR6O7BQC36zgO2zpk8iHoDI+2uEauGIVauxir+V1slk/RBf36JyPJ0Yf8/YwiAyCTJaJSL8Rm+QCXc38LZaZr99Ps0iKRtLbAyhXtuzeIiIgIy6dHDgnWl0omZ8GwTMH6CwRbnu+e61AgOdKUg9vb/NuYqI0nWt1x6QilVEmyLpHjxubf2Bzj8TYX9AmaeAyKIJqcRhqcjTx37EVuH3IjsWrha0N1lUDd+7lMChvf4XmFVE6oMuRM4gGTy+yv+G0iKjMiIv2ELUcHtq95lCaLQpPvgNE47VifbXwjRyoLx+OuBFz89KdQrhgBbQRVKpTTsVuX43LuA5qVGYd906lz0wBZq2tk8uaEDS5na/cSuWJEm5YRmax5h8rrMXb7flSaK7Ca38bY+AQu5wHU2luQKwZmEonuUm+x8s7WPaw/lk9xfSOWDlw6/7xgLteMbzte4Ydj+SzZe5h9JeXUW6zolEqGRUdw2cgMrho7ArmsbeviFS9/QE5FNW/dehXThiax/EAOn+85xPHKGox2O2FaLWMSY7lt6jjGJcW1K9vG3ALufv+rVsejDXo2PHK3j6fQjMPlZm1OHuuO5XGwtJKKJiMuj4cglYrUyDBmZ6Ry/cRRPbb73tVnehqLw8mnuw6wNieP3OpajDYHCpmUCL2O9Khwpg5NYv7wYUQGBSaDltXlZPmJHMH6uzg1HYOq87ESIs2cm2UrUZPg1zXnWhpq7XVttpFJpNyQdDWv5L0NwOGmozy2/ylGh4zggqgZjAkZ2W7Afk8RqHs/jUKqIE4T47NPxTneBS6P2y852mNQKjOHdhew7ONtHN5TREOdCZVaQXhkEMPHpXDt3TOJTQhr0b6ytJ6PX1vPns251NUYCTJoGDVpCNffewEp6We1bbfbw6WjnuL+316OPkjNK8+uQKlU8LMnLmXKBZn8+/dfsXnNYRKHRPLIM1eTnBYFwK5Nx/ndve9y3tzh/O7fN7SS99M3NvD286u59edzuP5nF7S45pG/XMWICSm88+/V7Nuej7nJRni0gelzsrn5wTlotC13Y5vqLVx73l9aHBs+Npl/fuA7Q0VnnltDnZk1X+1m+4ZjFJyoxGq2o9WrSM2M5fIbpjB9Tusd4eKT1dx92b+5/eF5LL7rfFZ+vpPlH2+npLAGpVJOSno0Dz61oMUz7+w4XX1u7WG2OXh7zS7W7jtBaW0jKoWckSkx3DZ3IpOGtfQV3XykgAf+9xV/umke49ISeHHpZnYcL8JotRMVoufC0encd+lUtKqzX/BNRwr4eP1ejpVWU9PYvHPx8GtLW8mx+4WHkJ2T0eZkZR1X/vldfrHgPO6YN5EvNx/k0x/3U1hVj0ohJy02nCcXX0haXHiX70dosoIv96nMKKRasoIXdKpfh/2HUwrIETyeKrxeM16vDbztL1TPdSFrcVzWvIPl8dScOeZxlwFgs3yIzfJhu316PY2tjslk7ezWnXGla53Ws7P3o1COIzj8XUyNv8dqfg+r+T3kihFodLei1lzTwl1tMHOypp5b3vmcamPz9yzaoCdCr6O0oRG3p/lzUMhkpEaGkRQWQnpUeKs+bE4Xj335LWuOtrSQNVpt7CwoYWdBCZ/vPsSrN15BuL79OjJ5VbUsO5DTqpBtldHE6iMn+P5oLk8vnMuisW1b1sJ1WqYOTTqVRcxKrdmK0+3/YsHj9XLZf9+jqK6h1bl6i5VdhaXsKizliz2H+PDOawnVtva1FwohnmlJfSO3vfslJfUtv4Nuj4eS+kZK6hv54Vg+J2vq+cNlswNyHytPHMfkcAjWX3+uLdMXaHCejdHcUrudLbWdS1bQkSVhRsQ0lFIl7xZ8TKOzCS9e9jUcZF/DQfRyHdMjpnBh1PnEa2Lb7SOQBPLeAQzyICT0UP73Uww6ZeaD/67lg/+tAyA1K47h45OxGG3kHi1nzTd7uP3heS3a5+wv5rf3voPZaCNjZALZY5OorWpi4+rDbFl7lN8+fz1TZrU09W5fn0NRXhVZo5LYuek4/3jiCy65ZiKHdxcyfFwKuzYd56+PfsIrX/+i2/ezY8MxXv/Ht8ikUkZNGILN6uDQ7gKWvLuZ/Jxy/vbWnS3aa/Uqfv3stTTVmynKr2blZzv8Gqezz23ZR9v48OV16IPUpAyLISwyiLKiWvZtz2ff9nwefeZq5ixse4e9rtrIq8+uYPknOxg+LpmpqVmUF9ZyZF8RYRFBgozT2efWFjWNZu564XMKKutJjAxh5oih1Jss7DhezNacQn67+EKuPm9Uq+s2Hj7Jv77eiEwiYUJ6Ala7kz15pby/bjfHSqp47RdnYx4UMinD4iMZFh/Jj4fyySuv5cIxaSRFhrboU9JO4YiaJjPPfbmBzzfuZ2xqPENjwiiqbmDfyTIiDC1f/F29H6FI1k8jO2QBRxpaK2sACqmGeXF/QitvW9FojYem+vuwW5cjkQajVM1GJb8IiTQEiUSHqemp9i0f3vayDZ1WLiTnHGluK1eM6NDiIZOltHG0Mz/BXb8fpWo2YVGzcNi+x2r5GIdtHcaGx7CYXiU47D1k8uQ2rxtMPPblt1QbzSSEBvPidZeTFdOsuFYZTfzq85XsKixFo5Dz0Z2L0bZjjXh8ySrWHM1FLpNy8+SxXJSdTnyIgUqjiXU5eby+aReHyip54JOlfHjH4naL2L7843bqzFbOS0vmzukTSIsMp8lmZ3NeIf9ZtwWz3cGfVqxjdkYqIdrW2cmyY6N4+9az9SV+980avtjjv4uTVCLhwsxUvjtygvnDhzE9NYkhEWHIpBIK6xp5c9Mu1h/PJ7+mjpfWb+OpSy7wu+/OIsQz/fOKHyipbyRYo+bRuTOYmBJPkFpFndlKcX0DG08UsjYnj2snBC4GRUgXs/ggA9MSk3w3FGmX08HvXcXd7juimclhExgdPJJ1VRtYXbmO6nPcqb6rWMvqinVMDBvLDUnXEqlqvTESSAJ970ppzyeVGlTKzLb1OXzwv3XoDRr+8OJNjJyQcuac1+OlMLcKQ8jZBZ7D5uTphz/GYrLz2+evZ8a8szshOQeKeeLOt3j215/x+rKHiIg+a4LbsyWXV7/5BUmpUbzytxV8/f4Wflixn9dXPIw+SM0Td73F3q151NcYCf3J4ryzbFx9iKmzs3jiH9ehVDV/nJWl9dx/1Uvs255Pzv5iMkef3VGXK2TMvmw00Jya2R9lprPPDWDBDVMYmhnD5PMzkSvOut588fZG3vjHKr54e2O7ysyPqw6hC1LxxvJfEh1/dtFeW9WEIVSYcTr73Nri/z5aQ0FlPXddNIn7L5uG9JRCcaSoktuf/4y/ff4DUzKTSYhoGQS3Zu8JZo1K5dnbL0GlaB67rLaJa//2ATuOF3PgZDmjhjTv2EzOSGJyRvNLq7LBSF55LZdNyvY7AcDqPcfRa5R8/dRtxIUbzhyvbjQRom+5m9rV+xGSGdGPEKsdQ07DcmrsuTg9ZjSyMJJ0kxkTfiMGRfuuNT/Fbl2J3bocmTyZkIhlSKUtXximxvaTX5xreWlx3N2cJvRc1zCZrPmzUijHog/+m9/ydZbu3E8zUpTqeSjV8/C4yzE1/QG7dQWmxl8THP5pwOTuDxytqOZQWfNn+9i8GWcUGYCoID3PXDGPef95myabnVWHj7dpEVl/PJ/vjjQXQnxm4TwWnFMPKjJIx4i4aBJCg3ny69XsKy5n+cGcdmtG1ZmtzM1K44XFl58pcBkZpCM1MgyDWsVvvvoOm9PF2pw8rhoXmLinh2ZP47F5M878DpwmKkjPuMQ4rn39Yw6XVbIuJy9gyoxQz3R7QTEA98yY2MI1MFynJT0qnNkZqfz+0tkBKyZa0FDPzrISwfq7Omt4D+97DzxU5yy4h+pSSNUP6dT1/rhRqWUqLomdx/zYuRxqPMKG6s3sqt+H0+PEi5cddXs42HiUR4Y9QJYho9P30FV64t57mkGlzHzx1kYA7n704hYLcgCJVELKsJYuHxtWHaSmspEZF41oocgAZI5KZNGt5/Hhy+v45sNt3Pmri86ci4oLISm12YVs1IQhfP3+FsZNT0cf1LyDNjQjlr1b86ipbOq2MiOTSXnoj1eeWZADRMeHcv7FI1n5+U6OHy71uSj3RWefG0BwmK5NV7Irb5nO28+vpji/ut3x6muMPPGPxS0UGYDwKEOrtl0dp7vPLb+ilk2HT5IUGcL9l05r8cLPTopm4dThfPbjfr7ZdpgHLmuZ814mlfL76+ecUWQA4sINXDRuGF9uPsiRosozykx3qWky87fbL2mhyABEBrcs0NWd+xGatKALSQu6sNv9uFzNLjoq9fxWC3+3qwCvt/14FJfzEF6vFYmkpcLntDe7wckVY84cU5yq0eKwbwKvq81YGyHozv38FKksFkPo/6ixZeF0+GedHcgcqzj7OzEusbXCnBQWQrhOS63ZQkFt20kqPtqxH4CsmMgWi+5zuWJMNv9Ys5E6s5UVHSgz0KxUtbW4vnRkBk9+vRqP10tutXCZsX6KWtH+PJZJJcwaNoTDZZVUNpnweL2tlB4hEOqZBmvU2JwmjpRXtTtWoBQZgM8EtMpIgKuzRBez7mJQnH0npupTuC2ltYu/UEiQnKkXY3KZ+L5yAyvKv8PitmJ1W/n3iVd4fswzaNtIjRwIevLee4pBU2fGYXeRs78YiVTCzPn+ucoc2NEcJDXhvGFtnp84s/n43q0tfXnDIs8qKDpDswITFXt2N1utadaKHQJkpkrNiiMkrHXAYmRsCABmo61b/XfluXWETCYlJFyP2+3B7W7bVKnVqxg1sXM7BZ0dp7vPbfux5p2+CcMSkbbh1pAe17xzf7S49cszMzGSsKDWvt2xYc3zxmSzdzh2Z9CplUxI9x3g15376aucDqJ3uU60OO71GDE1Pt7htV6vBVPj/9EcTN+Mw74Ru+07JBItKs2lZ47L5Zmo1Bfhdp1sdvXy/mTueJ3Ybd/h9fhXR0fo+7HbVuJxt/7cnI4DeL0WpNK+t8vW03i8Z2OTVPLWSRwAlKeOm9tICuD2eNhZWArAhJT2v29SiYTksOZNmqMV7W/oJIeHkBQW0uY5hUxGhL75t8tsFy4Go7NEnpLB4/V2Kh7HX4R8pgtGNSs4Kw4e4473lrA5rxBv63C0gOD2evky57Dvhn4yLTGJBEPrjT2RzpGqO7vGKLQU99i4ermeK+Iv5ekRv0Mvb/4OmVwmdtfv7TEZeuveA8mgscw01JlwudyERgT5HdxdU9UcLBgZ07Zbzenj1RUtgwpV5+z2n45lUCrPPXbqHwL8mIZHtW3ZkcpODdLNX+yuPLfT7Np0nI3fHSL/WAV1NUZsFgd2mxOXs+MXX3RcaIfnhRinu8+tor55F3zJ5oMs2dx+EbQmS2ul6KdWkTNjnwr6FvIlGx/u30uvO/fTV1Gq5yOVPofDtpaGmquQK0bg8VTjtG9EJh+CQjkZp6PtwEeFcip261c47euRK0bi9Zpx2DcDbvTBf2yVICAo5F+4a2/Aan4Pu/Vb5IrhSKR6PO4KXK5jeD1GwqK3IaPri5Cu3o/F+DwuZw5yxTCksgQkEh0edylOxx5Ags7w03TRg48hEWd/c3Iqa5j0k8VzvcVKZZMJgKHhrX+fqozmM8Vs39+2l/e3+V6YNFrb/y4lhYZ0eO3pzF2eAK/ISxua+O7wCfaXlFNU10CD1YbF4cTucmF3BTZNvJDP9IFZUyhvMrL8QA5b8grZkldIbHAQl4/K4upxw9tVHIVgQ+FJqszdSzt7LmLgvzCMDM5GKpHi8XrINZ2k0lbtM0WxkESro5gaPok1lc1Fi6tsbbs2/5SfZkKzeWyoZZ3Latfb9x4IBo0y4z2VjaYrpmRve1pHe+8Rge3VHlf7wVYyH+kou0tXnpvX4+WZRz9h43eH0Bs0TJwxjKmzswgK1qDWKnnlrys6tHycG/sSqHG6+9y8pxYRmQlRpMe3X/ckMSKk1TG5tOcMonKZn8+yG/fTV5FKwwmJ+AJz099wOnbjcu5BKo1Frb0ObdDDWEwvt6vMyOQJ6EP+grnpbzgcm8HrQKEchUb/c1Tqi1q1l0hDCIn4GpvlfezWr3E6dgEOpNIoFMqJqNTzkXXTAtLV+9HqH8Rm+RyX60hzHRpvc7Y2lXoeGv1dKJRTuyXXQGBMQhxDIkI5WVPP31Zt4OUbFhJtaN50sDic/N+ytXi8XrRKBRcPb22p74qFxO1p/3e9t4sNuj0enlu9kfe37zsjp0ImIzY4iKQwLWqFglqThfyajlO0dgchn6laIecfV83npkljeHPzLtYdy6e80chrG3fwxqadzMlK47F5M0gMFT4e8NPD7W8OdZZglZqLU9MF628wE6oMYWr4RDbXbMfj9fDmyfd5PPOhFkUvA43VfXZ9opP7lxJcKVWikqqwe5o9OIosJYQEd27e9oV7F5pBo8yEhOuRyqQ01Jmx25yo1L5fFlGnXI5qKtp2D6mu7Nhy4y+nrTft7bLV15q61X936Mpz27TmMBu/O0RsYhj//uhnBP/EnevlZ5YLIltPjdMW0SHNC52RKTH89rrux3f0NgPtfk4jk6djCHuzzXO6oEfQBT3S5jmv145cnkFw2Nt+jyWRKNHo7kSj850JT6m6gMi40nbPa/UPotW3LjjXlftRaRai0iz0KdNgRiKBf159Cbe8/TlHyqu46IW3SY8KRyWXc7yqliarDaVcxrOLLm4z/e+52c0evnA6108a7XtMQe9AWP69dgvvbN0DwNysNO46byIj4qJbZAp7d+se/rpqQ8BkCMQzHZMYy4vXXU6tycLSA0f5fPch8mvqWH3kBFvzi/jwjmsZFu1/UV5f1FotrCvIF6y/RZnZqGSDZtkWcBYnLuJg4xGanEYONx3lz0ee44akqxkWlNaqrcPj4Lgxj70N+7G6bdwz9LY2+/y6dAVV9hqmhk8gM2gYCmnrNZMXLxurt7L1nJTII4Oz/ZZ7WFAaBxubXRc/LV5CijYJg6Jz8deBuPfeZNB8K1RqBenZcRw7WMLmNYeZffkYn9eMm5rGd0t2s2PDMS5a1Lqa6Y4NxwAYM9m/zFLtodU1mwhrylvXoQA4uKugW/13h648t/xj5QBMnzO8lYJRVlSLxSRMTEhPjdMWkzOaU9luP1aEy+3xWbBNCE4H5Nqdwrt39Mb9iIj0JZrTGV/N9W9+gsPlJqei2e0j2qBnblYqt08dT1obtWWgObOWSi7H7nJRZTRhUPffYoYOl5sPd+wDYFJKAi9ed3mb7azO9us0CUEgn2m4Xsvt08Zz29TxrDx0jN9+sxqjzc7TK3/gvduvEWycTw8fxNWBBa6z3DDCt0In4j/hyjB+mX4f/zj2Iha3lROmPP545FmC5Hpi1NGoZEocHgf1jkZq7LVnvHTGhrQfP2zz2NhQvYkN1ZtQSBUkaOKIVkehk2nx4KHR2US+qYAG59n1XmdrzlwUM/uMMlNgLuKR/b8j05BOqCIEh8eB2W2hzlHPvOgLOD/yvB67995kUK1Yrrqt+UN99e8rOX6odZrEkpM1mM5xS5o+bzjxKRFsWXuEDd+2NBUfO1jCV+9vQaVWcPn1k7slV0p6NAqlnBNHyti3Le/Mca/Xy6evb+Dk8Ypu9d9dOvvcTgfRF+W3DDo2G2288MdvBJOrp8Zpi7S4cGaNSqWouoG/f7G+lYLhdLtZfyAPo1U4hSoxMgSATYdPdtywC/TG/YiI9CVqTGZ+/slS5FIp795+DQd//wsO/v4XfP/LO/jLwnntKjLQ7II1Ibk5QcO6Y/kdupD1daqMJiynYlXOS0tpt92BksqAytETz1Qiac4Od9vU5s3K/SUVgsUsujwe3j+4T5jOgMnxCaSF+VtjS8RfMoLS+dOIJ0nTDz1zzOgyccKUx6HGoxw35lFtr2kRbhCqDGm3v3NrrDg9Tk6aC9lWu5O1VRv4oWoje+r3n1FkpBIpF8fM6XQ2sbEho1gUf3aTweK2sKd+P2urNrCxZit76vdTYC5q4cbWE/femwwaywzAzItHknOgmCXvbuah614hY2QCMQmhmE12yopqKS2o4b9fPog+s1lDlstlPPX8Dfzmzjf566Of8OU7m4hPDqeu2sjB3QVIJRJ+/ew1rVIIdxaNTsUVN0/j8zd/5Ml73mHUxCHo9GpOHq+gorSeixaN57slu4V4BGxbn0NDjQmzyUZpQfPOY2VZAx+/8gPaIDVavYr0rPgW6ZY7+9ymX5jNey+sYceGYzx26+ukZsVRX2ti79Zc4pMjGDE+hUO7C7p9Lz01Tnv88aZ53PfSEj7buJ+1+06QkRCJTq2iqtFEXnktJqudlX+8kyCNMDuKl0/K5s3VO1m+4yj5FXWkRIdic7gwWe0tCm12lZ6+HxGRvsQH2/dT0WRi0djhTDy1iO4Mt00bx+a8QsobjTy3eiO/ufj8dts6XG68eFHJ+94rWKc6uxirbGo73ffOwlLWHxfOfao9hHimNqcLuVTaobXZaGte9CnlMsFCXpefOEaFSTgX8RtFq0zAiFXH8MfhT3Co8Sg76/eQ03SCBmcDFrcVhURBsMJArCaajKB0xoWMJlHb/u/DovjLyQxKZ2/DQU6aC6iy1WBymXF6ncgkUrQyLbHqGDIN6ZwXMYVYdddiKa9KWMDI4GzWVm3guDGPemcDXq8XrVxDiCKEJG0CaXrfXkNC3ntv0vd+SQPMPb++hPHT01n+yXZy9heTe6QMtVZJRLSBRbdMJzoupEX7lGHR/PfLB/n4tfXsWH+M/Jxy9AY10+dks/iu80nL9r+IX0fc8ct5hEbo+e7LXRzaXYBCKSdjRDwP/3kRQQaNYMrMi3/6htrKljFANZWNvPvi92f+vuq287j7sfkt2nTmuQWH6fj7u3fzzr9Xc3RfETkHSoiIMnDRognceN8FfPHWRkGUjJ4ap93xtWre+dVivth0gFW7j7H/ZDlOl5twg44xQ+OYPTqNyBD/gvr8ISJYx1u/vIYXl23maFEVx0urCdaqyUqMEqT/nr4fEZG+RIO1uSr2gZIKTlTVMiQ8tFPuljPSUrh63Ai+2HOId7bu4XB5FVeNHc7QyDAUMhlNVhsFtfXsLipj/fGTfHjHtaR3YO3pLUK1GjJjIsmpqOaLPYcZlxTPhZmpqBVyKppMLDtwlP+u30aIVk2duXuVxH0hxDM9VlnNfR99w9ysdKYOTSQ9KoJQrQaH201lk5FVh0/w8c4DAMxvI7lDV/ACL+9qO7lIV4jW6ZmfJoxsIu0zIjiLEcHt137yl2xDJtmGTAEk6phhQWltxrh0he7e+4jgLD6c/HqnrvnH6D93ebyfIvF6eyrbuoiIiIiISN9kf0k5N731eZs1U2RSCSFaDWMSYrlt6jgmtlP3xO3x8Ox3P/L+9r0+3ZWWP3BLK9e1K17+gJyKauZlp/PC4svavXb2829S1tDE1eNG8PTCuT+5jwr+s3YzJrsDo92Oye6g3mLF5fYgkUCIRoNepWz+T61iypBEHpg1pUUfuwpLueO9L3G4zj4LuUyK61TNrtEJMfztyouZ/+I7zWM+9fNWFpH1x0/yzpbdLeRosNhwezzNz1OjQXdaDpWSi4cP44Y2gvy7+0z3l5Sz+PVPOr4QGJcUxys3XiFIbM7K3OM88O2ybvdzmsenzeBn4ycJ1p+IyEBj0FlmREREREREfkq9xUpmTAQHS1vHgrg9XmpNFtbm5LHuWB5/u/LiNivNy6RSnpw/i0Vjh/PJrgPsLCihvNGI3eVCr1KRHBbC2KQ4LspO7zAGpztUm8xsyS9q85zX23yf9ZazFhVdG2mgJyTH88U9N/Dqxh1sP1lCvcWKVqFgSGwo80dkcNOkMchlUuJCDJQ1tJ3ts7S+kW0n2y7I5/Z4qTVbqDVbzhwbEtF2PEh3n2l2bBR/X3Qx64+fJKeimiqjCavTiUwqJUyrISs2iktGZHDpyAykAviYub1e/rN9S7f7OY1WoRAD/0VEfNBnLDMer5NK2xGqbceos+fT5CzH4qrF5m7E7bHj9jqRSGTIJUpUMgNaeTjBygTClUOJ0Y4iUp2BZBDlM6ixn6DCcoA6ez51jgIsrlqcHgsOT/PLQSHVoJBq0MrCMCjjCVbEE6ZKJVYzCo28ezE+QmJ0llNtO0a9o5AGRyEmZxVWdx02dxMujx2P14VEIkMmkSOTqNDIglHLgtEpoghWJBCqSiZKnUWQwv9MIH0du9tIjf041bZjNDpKMbuqMDmrsHuan4nL6wA8yCVq5FI1CqkauUSDXhFFkCIWgyKWIEUsYaqhGBTCuEGKCMdgn/NePDQ4iqi25lDvKKDRUYLJVY3N3Yjd3YTb68TjdSGTKJCf+h1r/k9LkCKaYEUiwcoEQpSJBCsTUUq77/r4+JJVfLP/KMnhIdx93kTSo8LRKptjR7xeL1ani6K6Bl7esJ38mjpCtGo2P3Yvsh6sGSXSP/jo0AF++8Mawfq7bfQ4/jDzAsH6ExEZiPSqMuPxOikwbeFE03eUWHbj8vSN6uLx2vFclvgvQfraV/ch26tfa/f8NSlvE6Ya2u75czE6KzhU/yUnTRswOrueSSZYGU+8djxD9OcTpx2LtAcLJZldNRSbt1Ns3kG5dT9WV70g/Wrl4STppjI0aCYJuon9TrGtsh2l0LSZAtNm6uzCBdZqZKFEa4YTrRlOnHYMUeosAl3hwumx8taJiwPW/+3pK1BK9QHrX2jEOQ8er4si81byjT9SbN6Gzd32bn7nkRCuSiVeO4447VhitaM7rdx8n5PHgx8vRSWX891DtxNjaH9ubc0v4vZ3vwRg5c9vZWg71gSRwUmT3c7s99+i1mrx3dgP5FIp62+5k/gggyD9iYgMVHrFzczjdXKkYSn76j7C7KrpDRH6DCZXlU9lxuyqYWfNG5xoWo3H29qfu7M0OkppdJRypGEpKpmBK5NeJljZtg+4EFjd9eQ1/UCecR0V1kOA8PqzxVVLTuNychqXE6SIYWToNQwPWYhU0ruVtDvC6bFyomk1hxq+ot4ufLplaH72BaZNFJg2AaCTRzAkaCZD9DOJ1Y7u0wvg/ow455txeMwcqv+SQ/VLsLqFUeJa4qXWnkutPZcD9Z8hQUqMZiTDgi8mNWgWCmnrApc/ZXdhc/HS1MiwDhUZgGCN+sy/ZRLxuyPSkmc2bxBMkQG4JnuEqMiIiPhBjyszldZDbKj4O/WOwp4euk9idlZ3eD7XuJZNlc9jd7edIrP7eDEoA+OKVGbZy5GGbzhp2oTHG9gCa+didFawpepFDjcs4fyYx4nV9C1/Y4/XzdHGpeyqeQebu6FHxza7ajhUv4RD9UtYlPwakeqMHh1/oCPO+dN4yWn8lu3VLwtohfFnVA/l1v2UW/ezueo/DNHPYEToIqLU7VfXPh0mUdFk9Fkw9tNdzfXGDBo18SHiIlPkLFtKivjs8EHfDf1ELpXywITu1bAbjHi9MOPZV8/EY2154meEajW9LJVIoOlRZeZQ/Zdsrf6vINaFgYLJ1bYy48XDlqoXOVS/JKDjJ+omCbw77yXXuI79dZ9QYzsuYL+dp9FRyrKiXzIl8meMClvcq7Kcptp2jB/K/9Lryny4Kk1UZARDnPPn4vCY+KH8GQpMm3tl/NO4PDZONK0hRjOqQ2XmgmFDeWvzburMVu7/+BsemDWFjOhI1Irm12OtycL+0nI+2XmAH08UAHDHtHGdStssMrCpt1l5ZM23gtpfrxWtMl3iWGV1i8QSIoODHlNmdta8xZ7ad3tquH6D2VXV6pjH6+KH8mfINa4N+PjJumkC9yhhX+1H1NpzBe63a3jxsLX6f3hwMSbsxl6VZV/dR+yseROP19WrcgBkBl/a2yIMIMQ5fxqrq57lJQ9TFyC3yc6ikGpIN8ztsM3ElATunTmJV3/cwY8nCs4oLCq5HJfHjdtzdokqk0q4fdp47pkhpskVacbt9fLL71YKWiBTLZfz84lTfDcUacWW3LYz+YkMbHpEmTlY/0WXFBmlVIdGHoZKGoRCqsbhMWN3GzG5qgPmwiGXqNArhClC6A/mVpYZL2vL/0y+cX3Ax5YgJVEn/Et5TNj1rC0XrhiSEGyvfp1Q5RCS9UIrb77xeN38WPkcxxq/7fGx20ImUTIseF5vizGgEOd8syVkRcmjfUaRAUg3zEUh9e1i8vCF05k1bAif7z7EvuJyypuM2J0ulHIZUUEaksNCmJCSwIJRmSSFhQRecJF+w583/sCPRQWC9nnX2AnE6IME7XOwsCVPDGEYjARcmam0HmFb9f/8bh+mGkJW8AJitaMJUw1p0wXK7XVQZcuhxLyTIw3fYHM3dkompVR3Jl2xQRmPQRFPsCIOgzIBnTycQGd7Opefxsxsr361RxQZgBjNCFQy4c3YQ4MuYEfN6xidFV26Xi5Vo5WFoZYFI5Oq8HhdONwm7B4jFlcdXQum9rK+4lmuH/qRIKlc/cXjdbG67CkKTcLVHeguQ4NmBTQbmFyq4qL4v2BzN576rwmbu+EnfzficJvw4gmYHD2JOOdhU9W/u2ydkkvV6OVRyKVq5BIVEqQ4PCbsHhMOtwmHx9ylfrNCFvjddmxiHGMTxVTmIv7zz22beXf/XkH7jNTquE8skNklHC73mYQeIoOLgCozp3ek/YmRUctCOD/mUVL05+FLmZBJlMRqRhGrGcXY8Js4WPc5O2ve9LkwUsuCuSrlDfTynrO8+OLcmJljjd+yr+5jn9cEKxOIVg8nXJ1GkDwGrTwcuVSFBBkOjwmHx0STo5w6Rz519jyqbcfbdG1K0k8V9F5OI5XIGBV6LZurXvDZVi0LJlY7mmh1NhHqDEKVyWjl7ReTc3jMVFmPUmbdy7HGlacWev5hczewp/Y9pkTe5/c13WVD5XNdVmSkEtmZ2JYQZTJ6eRQaeShyiQqZRIHDYz214DPS6Cim3l5AnaOABnthh9+FrAC7mEmQnvoed4wXD3Z30xnlpsyyl501bwZUtkAx2Od8hfVgpyyPIcokUvQziNeOJVydhkbWce0ru7vpVE2tk9TZ8ym3HKDeUdDhNVHqLCJU6X7LJCLiLx6vl2c2beDNfbsF7/uRqdPRKvpORsL+xJ6iUmzO3nfjFul5AqrMHG/61q+aGWGqocxPeLZLSoZcomJs+E1Ea0awqvQJnJ72A79s7kYO1n3O1KgHOj1OoGgudGnG6mpgU9W/222nkYWSFXI56Ya5hCiTfHd8zkas02OhxLKbYtM28k0/Yj+VXShZFxhlBppjMnbXvtNmJqNQZQpDg2aRrJ9GpHoYnbGEKaU6EnQTSNBNYEL4bRxvWsPWqpf83rk92rCM8eG3+pWytbvsqX2P442rOn1drGY0mSGXkayb0iXLmcNjpsyyh1LLHorNO2l0nK3CHaxMJFY7ptN9BgIJUtSyENSyEKDZ4tqfGcxzfk/te361C1bGMz3qoVPurf4/A5XMQKx2TIu5a3bVUGLeSYl5J8WWHa0yPnbGKtMWDpuT9Z9uZuuy3eTtL6Sxugm71YEuWEtQmJ6kzHiyJqex4P6L0AX7/2y/e2c9r//mQ9xON9f95goWP9Y9OUV6llqrhce+X8UPBcK7U46PjePa7JGC9ztY2CzGywxaAqjMeNlf96nPVkqpnovjn+m2tSROO4ZZMY+zpuwPHbY7WP8Fw4IvJlyV2q3xhMTorODHiufaLBoql6oZG3YDo8KuQy5Rdal/hVTLEP0MhuhnMN37SwpNmykybyNUNaS7oreLXKomO+TKM7FSalkIwwzzyAi+hDCBxpVKFGQGX0K8dhyry57yK5OUw2Mmz7iOzODLBJGhPapsR9lV83anronVjmFq5P3dzjKmlOpI0c8gRT8DgFp7LrlNa0/dtxj4HygG65y3uGopNu/02S5eO56L4v/iVwyLP+jkEWQEzycjeD4er5Mi8zZONK2h0LQVmURBWtDsLvdddLSUPyx6jpLj5a3ONdUaaao1UnqinL3rDnLNI5d3qu83nviIxupmhfft333CVb+8FLmi5woXi3QNj9fLkpwj/HXzBuqsVsH7l0ulPDN7Xg86uQtHk9XGmqN5bM8v4nhlDWUNRiwOJ3KplBCtmuTwEMYlxTM3O43suMB4xlgcTjblFgSkb6GoNVtYdeg4W3KLOFFZQ63Zgt3lQq1QEKHXkhIRyuiEWCYPTWRMYixSSddnQ0FNPVvzizhaXs2ximqqjGaMNjs2pwutUoFOpSQqSEdGTCTZcVHMzUojXB/4Td5AIfF6vcJXcwMqrYf5uuh+n+0uiHmCYcHCVQtfW/5ncpu+77BNZvAlnB/zuGBjdsS+ug/ZXv1ah20MijianGWtjoeqhjA37o+EKpMDJV5AsbkbWF36FJkhl5MWdEFAi/lZXfUsKbwHUxvZ4X5Ksn4aF8f/NWCyuL1Ovii4gwaHf7tEMomSaVE/J7ubO8n+4PG6kEp6pVauT0otu1le/Cuf7W5PXxHQmJ/uMBjn/LHGb1lf8bcO22jlYVyb8h4qWeCDmh0eM/X2k0RrRnTpepvZzj1jHqM8v7LFca1BgzZIg8VoxWq04fV6mXr5BP709WOd6v/auHuor2yO81SqFSxtfBeZXFRm+ip2t4ulx3N4Y+9ujtcGrsj3gxMn88gU3+65fYlas4X//bCNL3YfwuHyr+TG6MRYHpl3HhNTul6ou6yhiZyKao5V1JBTUU1OeTXF9Q0IsZrd8dv7CVJ3buN48asfc6DkbLzkC9dfztzstDN/O91u/vvDNt7dssdvN7hRCTF8eu/1nZKjosnEZzsPsPrwCfKq/XdHBpBJpczKGMLj888nMTS4U9f2BQK2qjlp+tFnG508gjTDHEHHHRN2vU9l5kTT90yJvC8gwe9doS1FJkYzkvkJz/ZosLrQqGUhLEh6sUfG0shDmRP3B74u8u1CWGbZixePwPV1znK44Su/FRmVLIhLEp4jSp0VEFl+Sl9VZAYKg3HO19h9W4eygi/vEUUGmi2TXVVkAFa/t6GFIjN94UTu+tuNJAyLPXPMYXOSf6AQtbbz1vK7/noDrz3+IXi93PnXG0RFpotUW8wcqqpiaGgoCYZgZN3Yxf4ptVYLO8pKWZOfy9qTeTTZ7YL13RbDwiP4+cTAuX0Hgh9y8nnyq+9osLT2KOmI/cXl3PrW59w0ZSyPXzwTmdT/36TcqlpueP1TjLbAfh7dpazhrKtxrdnCve99zeGyyg6uaM2I+Gi/29qcLp5c8h2rj+Ti9nQtqY7b42Ht0Tw25xby10UXcfGIYV3qp7cI2MqmzLLPZ5uM4EsFX1w1B0xnUm3LabeN2+ug1LKHoUGzBB1bKEJVQ/q9ItMbRGtGkKCbQIl5V4ftnB4rjY4S/2KPOonDY2Zv7ft+tZVL1VyW8C8i1P3rR0Ok79AX5rw/GdxiNKMEHzdQbF169llGxIfx248fQqFqaWFTqhVkTkr76aV+Me/WWcy7dVZ3RBQB8urruGNZc1FphUxGQpCBGL2eaJ2eKJ2eULWaIJWKIKUKvVKJUiZDLpUil0qRSiQ43R4cbheNdju1FgsVZhN59XUcr62hsLGhx+5DJZPzwkWXopT1H6X2050H+NOydXi6aArxeuH9rXs5WV3Hf29ciNJPhd7mdPV5RQagrLE5fq/RauOWNz8nv5NWEoBZGUP9bqtWyKloMnVZkTkXm9PFr79YRYRex4SU+G7311MERJnxeF3U2vN8tosN0AsuVjOqQ2UGmrPv9EVlRi5Vc1HcX0RFpouMDL3G58IOoN5eEJCF3dGGZW0GgLfFrJjHRUVGpNv09pzvKOnKaTTyEMHHDRT5B89aVSdePKaVIiPS93C63ZxsqOdkQ31vi9Jpnpg+k4zwiN4Ww2/W5eTxx2VrW7l0SSUSzktP5sKsNIZGhBGu12JxOKg2mtmaX8zqQ8epaGpZWHRTbiGPffEt/7nOv3g+uUzaYVxHvdnaSsEK12k7VW1DIoCFr6yhCbfHy0MfL2+hyCjlMsYkxjI+OZ5wvZYgtQqLw0lxXQNHyqrYXViG0+1Go1QweUhip8a887wJPPjR0hbHwnVapqYmkR0XxbDoCEK1GvRqJSabg6K6BjbnFrJsfw52V0vXN6fbzR+XrWXpg7cgoMEzoAREmTE6K/0oaikhShMY15ooTTb4+E2rsh0NyNjdZWLEnQQr+4823NeI04xBKpH5TAfuT5xBVzjauNyvdqlBF5DajQBlEZHT9Pacl0mUPtt0thZYb2KsO7vgikpsP2W2iEh3uSg1nVtHj+1tMfym1mzhqa/XtFJkUqPCeebKeYxKiGnzulkZQ/nV3Om8sn4Hr/24o4XCsfrwCT7fdZBrJvjO4pYZE8mmx+9t9/ys516n8icK07Jf3EKoVpikI/5S3mDkjY072X6yOZOoUi7jlqnjuPO8CYRo1e1eZ3U4WXM0l5K6Rr+tVae5IHMoKRGh1BjNLBiTxaWjMjtMIpAdF8XFI4Zx/wVTePCjpRwpa/l+yK2qZV1OHhdm9Z1kWR0REGXG7MdLUynVBsz6oJP73uWwuGoDMnZ30MujGB5yZW+L0a+RS9VEqIb5VFY7U6vDX8ot+1qkQW4PmUTJ1KgHBR9fZHDSm3MeOJNauyNKLXuI144PyPhC47Sf3YiTK8UYM5HAMCw8gn/Nnd/bYnSK/1u6ljpzy0xuQyJCef/Oa3wqDCq5nIfmTCPKoONPy9a1OPfXbzcweWgiSWEhQovcK+RUVJNT0VxDMEyn4aUbFjA2yXdBXo1SwYLRXdvkl0okvHTDAuKCg9Ao/bcmxwYH8dotV7LwpfepNbW0sm88UdBvlJmAREA7PCafbVSywGUjUvmR6einNQn6AiNCr0IWwOxHgwW9wnfgnMvbuaBFfzhp2uhXu4zg+X4p3CIi/tJbcx4gSBHrs82xxpV98jf3p5jq/avdIyLSHULVGt647Ip+VRwzr7qO74/ktjgmk0r4z3WXd8rycf2k0SwY03LBbnU4eWOjb1fZ/oLb48Ht8SCTSv1WZIQgNTKsU4rMacJ1Wu48b0Kr47sKS4UQq0cIyLaTy4/id/IAFnCT+1HHwOGxAF465UwZQCRIGRZ8UW+LMSBQ+5Glzu0RPoiwyLzdr3YjQhcJPrbI4Ka35jxAnHY0e3wYui2uOn6oeIZ5cX8KaLpqf/G4Pbz55MfUlNZRU1ZHTWkdtaV12K0t311vPvkxbz75cZt9RCdH8kH+Sx2Oc++4X5O/v7Dd88OnZ/DvH//U+Rs4h/z9hfzw6RYObz1G6fFyzI0WXE43Gr2a0JgQEtJjyZqSzvg5oxg2wf+g4pLj5WxZupMjW45z8lARDdVN2Mx2NHo1wRFBpAxPZMzsEcy+/jyCI3omU91AQCNX8NplC0k09K/0tx9u29fq2BVjh5Me3XlXzIfnnseqQ8dbpHNetv8oD8+d3uMuYYHkjvPG95gi010uHjGMv69qmYW4srHvb0CdJiDKjD8+1P4EjXYVfyxDMomcvqLIAERrhqORhfa2GAMCpdT3i9WLsOWVjM5Kv1zMwlVphCpTBB1bRKQ35vxpYjQjUUi1Pn/TC01bWF7yKLNjnvTLkhRIXE43n/1jqe+GfRhzo4V//+x11n+2pc3zpgYzpgYzxTmlbF22i7d++zEJw2J5adsz6ILb30xc/9kWvnx+BTk7cts8b260YG60UJZXyZalu3jnqU+57/lbufj2CwS5r4GMQibj1UsXMCG2f8XFuj0elu5v7cZ6zfiupUCPMeiZkZ7C2qNnE0XZnC6+2XuE26b3D3dUXyhkMm6Z2n/ioWKDgwjRqluk2jbZHWcsTH2dgCgzKj9erIF0OfCn775WdK+/+JP3B6SSnv/iVfuZUCJFPz3AkogMRnpjzp9GJlGSFXwZB+o/89m23LKPTwtuYWTo1YwOXdxrtb6kMikT5o1u89yu1fvP/DthWCwxKW1XLA+N9r2zfudfrqc0t4KmGiNNtUYaa4zs33CEhqruJURw2p08NvfPnNid3+K4SqMkKEyPy+nGVG/C5WyZFCIkKrhDRQZgx8q9bSoy5xYNtTSdjZuwGK38865X0OjVnH9N/6qV0pMoZDJeuvgyZiSl9LYoneZYRQ1me0urZVSQnlEJvl1M22Pe8PQWygzA9pMlA0aZmTwkgQh9/8pKG6rVtKobZHE4O11EtDcIiDLjTzyA02PB6q4PiDWiwY8dcn/8vHsSMUVv/6bGfsKvdnHa/rNTIyLiLyPDruFww9e4/XAxdnls7K39gEP1X5IRfAkjQq7q8QyOcoWMv377ZJvn5soWn/n3RbfN4rrHr+jyOJPmt/6+/+7yZ9m+ck+X+wRY/tr3LRSZK39xCQvum9eisKfb5abkeDkHfjzCjm/3seu7fVx2j+8i1dc+uoDvP9hIcKSBGYsmM+WycWRMSCU48qziWZZXydL/fceS/6zEeyoz1auPvc/0KyYhV/Sfeik9hUGl4tVLFzIlvnPpdvsK+4rLWx0bmRDdrbS9o+JbZz7bW1SG10u/SQfcEf3FvexcVPL+m/AkIJIHK+NRSnU4PB0HU5Zb9gek1kuF9YDPNqGqZMHH7Q5hqiG9LYJIN6iz5/tuhIRIdWbAZRER6Wn08iimRP6MzVUv+H2N02PlUP2XHKpfQqJuItkhC0jSTUMqERfDvti+/KwyNOvaadz//K2t2sjkMpKzE0jOTuDyn83DWGdCo28/LexpUkYk8vfvn2LEtIx2s7nFpUbzs3/egj5Ey7v/9zkA1cW1HNuRy/DpGV28q4FJfJCBtxYsYlhY/03z3Vb1+rSo7t1PYlgISrmsRdxMo9VGUV0DyeEh3eq7L9Dd5yPSOQKkhkmI0mRTYt7ZYasi8zbBlRmP10mJxXdWjFhN2y4GvYVOHtnbIvQJzK5qjM4KLK5aLK5abO4mnB4LDo8Fl8eKy2vH7XXg8thP/duOy3PqmNeO2+PwKwGF0BidrXeufkqQIhqFH8kpRAYX/XXO/5QRoYsoseyi0NR2DEf7eCk276DYvAONPJR0wzwyDPPFDZ4OaKw9W5g3PM4/74agMP9dq8fMGu5Xu0W/vJQP/7LkjDvbib0nRWXmHBYMy+TPs+ZgUPV9N52O+Gk6ZoD4kO65iMqkEmIMQRTVNbQ4XmMyDwhlxqDxvXEQaGxOF8crazhWUU1udR11Jgv1FisNFhtWpxO704XN5cLudGF3uXG6O65V1pcJmE1pqP58n8rMiabvmRhxl6Bpao83rcbq6rhipgQpibpJgo3ZXZRS/aBMyVzvKKDCeogq61Fq7MdpcBTh8gQmfWygMbtqfLYJVib0gCQifZmBNOdbI2Fu3B9ZXfp7isxbu9SD1VXPgbpPOVD3KeGqNIYZ5pFumIdGLiZHOZeoxAhy9xYAsHHJdhb/eqFfMTxCow3SEB4fRmVBc02Nptr+k/0okIRpNPxh5mwWDBsYlvgma+vfKK3Sd6InX+hUrftobGOs/khb99YTuNweVh0+zqpDx9l4oqCF5WsgEzhlJmgWm6v+g9vrbLeNx+tkW/XLXBj7lCBj2t1N7K5912e7BN0EtPK+YwJUSHtfg+8ZvJRb9pNrXEuRaVvAKpL3NC6v3a+kE1pZWA9II9K3GJhzvj1kEiUXJzzD7pp32Vv3Ph5v11+ktfZctlbnsr3mVRJ1k8kMvpRk/TQkgSmP1q+YfcN5bFna7IFQVVTDA5Oe4IbfLmLuzTNRaXp2EaVUnd2Ic9jaf98PBjRyBXeMGcfPxk9CL8Biv6/QZGud1l3bhXomP0Wnat1HkzUwKeR7mt4I+/nu8An+tXpTK2vXYCBgyoxKFkRm8KUcbvi6w3a5Td8TrkpjTNj13RrP43XxffkfMTlb+3b+lDFhN3ZrLKHxJ5V1f8blsXG0cTkH67/wyx2rv+Fw+04FDqCRi8rMYGGgz/mOkCBlQsTtpOins7HyX1T5memvPTxeN4WmLRSatqCXR5EVcjnZIVf4VVtnoHL+NVPZ+OV2NnzebAGrLqnlP/e9zhu/+ZDZ15/HhTfOYPi07ieVKT5Wxr4fDpG/v5CKgmoaa42Y6s3YrQ7sFjt2qwOXw9Xtcfo7oWoNV2cN586x44nW9a1MqUIgbSMiX4hU7942umhrLJGO8Xi9PLvqR97b0nFikSC1iqSwEEK1akJ1GnRKJVqVAo1CgVap5I2NO6m3tHYp7A8ENHXBuPBbOda0yqcbxfbqV2hyljI96hddWtibXFWsKf0DVbYjPtsm6aYQpx3T6TFEuoKXnMaVbK9+DZu7obeFCRj+ZHACkEsGiwVuMDM45rw/RKiHcWXyyxxvWsOumrcEUepMrip21rzJ3roPyTDMZ0z4DejlbadOHuj89qOHSB8/lA+f/hKrqfkda260sOyV1Sx7ZTWJGXFcfMcFXHLXhehDOpcidvPXO3j/z1+St68gAJIPDGRSKRNj47kqaziXD8tAJeu/maB8YdC0jvmxOLpvhTM7Wr872xpLpGP+8d3GNhUZqUTCBZlDmZedzuShiUQbOla0P915QFRm2kIrD2NixJ1srfqvz7ZHG5ZRbNrO8NAryQy+BLUsxOc1jY4SDjUs4VjjSpwe3x+AUqpnRswj/ogu0k3MrhrWlv2Rcj8yy/V3XF7/zOJy6cC2wA12BtOc9x8JwwzzSAuazfGmVeyr+5hGR0m3e3V5bBxu+IqjjcvJCr6MCRG3+fXOGEhIpBIWP7aAi2+/gK9f/Jblr33fon5N8bEyXn/8Qz58egmLfnkp1z2+0KcLmsft4fl7X2PV2z+0OK7SqhgyMpH4tFiCI4IICtWh1qlR69W8+eRHmOo7zlwaCEZFxfDapQvJqa3haHUVR2trKGpswNPWdr9AJAUHMzY6jguGDGFW8hCCVYNjgyq4jWB2k737SUcs9tYKUV8InO9P7Ckq4902FJnUqHCev/ZS0qP7TkhFIAn4VsKo0GsoMe+i2LzdZ1uTq4rt1a+yvfo1QpSJRKmz0MojUMn0KKQanB4LdrcRo7OCCushzK5qv+WQIGVu3P8N2l28nqTKdoRvS54QcGdagkoWhEqqRynTo5RqkUs0KKRq5FI1CqkGuUR96m8N+cYfqLT6ttIJhdfr8bOl6Os/UBlsc76zSCVyMoMvIyP4EgqMmzhY/wXl1v2+L/SBx+vkcMNXnGhazYSIOxgRumjQxdQERwRx6x+v5cbfXcW25bv57u0f2PndftynAn8tRisf/PkLNn21nWdWPEFkQvuLm4/++lULRSY+PZY7/nIdUy4dj1LddozEh09/2SvKjFahYO7QNOYOTTtzzOl2U2YyUtzUSElTIyVNTdRYLdRbrdTbbNTbLBjtDhxuNw5Pc/Yml8eDVCJBLZejlsvRyBWEaTTE6YOIDTIQFxRERngEI6OiB43y8lOiglrv6JfUda/wq9vjobyxdaxpuK7joq4iLXl78+5WCnxMcBAf3XVtpxVDMZtZh0iYE/d7lhf/imrbMT+v8dLgKKLBUSSQBFJmx/6WBN1EQfoTaZ9K6xFWljzqs8ZQW0glMiLVGUSoMghXpxGsiMegiEMrD0PaiWxvtfa8Hl3Y+ZuJztMH0ueKCM9gnPNdRYKUIUEzGRI0kzr7SQ43fEVu0/ddenbn4vCY2VL1InnGH5gT+3v0imiBJO4/yBUyzrtyEuddOYn6ykZWvP49X73w7ZkMYwWHivnTNf/ihS1PI2kjLsFmtvPp378583dcajQvbfuLTxe102mZ+wIKmYzk4BCSg0N6W5QBxaiEGD7e0XLzIbe6tlt9FtQ2tFo8n47pEPEPq8PJxuMFrY4/PHd6lyxc/dXFDHpEmWl277os8V+sLPk1ldbDPTHkOWPrmB37O5L103p03MGI2VXDd2VPdmphIpUoGKKfQZphNvHaCf2yDotM6p+Pb1+oBSIiLIN1zgtBmGoIM6J/xdSoBzhp3EBO40rKLPugG4HFldZDfFl4FxfFP0OMZqRgsvY3QqODuel3V3HFgxfz9OJ/s/v7ZtfHnB257PvhMGNnj2h1zYGNR7GZz7rMLv71Qp+KjNvlxljnXwIUkf7LuOTW1ewPlVTi8Xq7HLB/oKR1DN2YxFjE+H//Ka5vxO5qmYBDKpEwJyutnSvap9Zswebsv8k8eixiTSnVsyDxBXbWvMn+uk/w4q9rTteJ1Y5hVszjGBStv4giwrO+4m8+a/ycRiqRkR2ykLFhN6Pt51m+/A3st7m7Z5YX6XsM1jkvJHKJivRT9WSMzkpONH1HTuPKLicMsLmbWFHyKAsS/0OkemDU+egq+hAdv/vkl1wdc/cZt7Oc7SfaVGZqS+ta/J06OsVn/zk78s70KzJwSQoLISY4iIpz3MJqzRb2FJYxISW+S32uPpzb6lhX+zpNWxbHQMZQ9TbVxtabaKE6TZfSZu842f1Yxt6kR52LpRI5kyPvZVHyq6TopwdsnFBlChfGPsWCxP+IikwPUWDa5LNI6ml08ggWJL7E9KiHBsSiTiXTI5X43hewuup8thHpPwzmOR8oghTRjAu/hRuGfsxlif9iiH5Gl2JgXB4ba8p+j83dFAAp+xf6UB1hsSFn/va2s7iTK1v+hpkafFsbv37x227JJtJ/WDyxtaXz810Hu9RXeaORzbmFLY7JpFKuGJvdpf5OE6RuneDCZBu4HhFtWcXk0q4t67/a07NeU0LTK5GSEephjA67Hp08QrA+lVId6Ya5XJLwHNcOeYc0wxzB+hbxzb66D/1qp5WHsyDpRaI13fvR6pAe3omRIPWrCGvTIKs3MtAZzHM+8EiI145nXvzT3DD0E0aFLe60O57RWcnGyn8GSL7ew9xo4ei2E363z9mRS3Xx2fiGhIy2N/gS0mNb/L3n+44XqivfWMv6z7b4LYdI/2bxxFGo5C0V3mUHjnKkrPOFgJ9fs6lVvMy84eltJhroDKHa1r8RORX+J4rqb7R1v11xF9tZUMLGEwUCSdU79HhidC8edlS/wb66j2jPN1ojCyVIEYPZVY3dbcTtdeLFi0wiRyZRoZGHoJVHEKyIJ0w1lGhNNpHqzEGXxaavUGfP9zP4WMKc2N8H3Frmb6pkIdHJI30WbG10FOPFI87TAYA453sOvSKaqZH3MzbsJvbXfczB+i/8ru2Ub1xPjf0EEar0wArZgzRWN/GL6b8jMTOeaZePZ+yFIxk6KpnQ6OAW7SoLqtn41XY+fHrJmWPBkQYmzx/bZr8ZE1MJjwultqzZbfLLf68gKSueebecj0R6dge4LK+ST/72Nd++tQ4AjV59ps6NyMAlVKvh5qljeWPjWWu01wu//GQ5H92zmAi9f7WMPt6xn2X7c1ock0ml3D1jQrdlzIqNauUu9dXew1w0fOB8/88lJSIUpVyG4xxXT5fbw4bjJ/2+57KGJh7+dEWgROwxelSZcXntrC59qsM0zcMMFzE9+hcopQOviu5ApdDk3+7c0KDzie2BgqX+1BwSmlBlMpXWQx22cXud1NsLCFMN7SGpRAKFOOd7HrXMwOTIe8kKuZz1Fc9Sbtnn13V7az9gbtwfAyvcT2ioamTbij2YGy1YmqyYGy1n/n1sV96ZdoVHSvjj1f9EF6xFa9CiM2jQGjTogrUMn5ZBcnZCu2MU55TyaU4pnz63FGiuBaMP0SKRSDDWmbBbWyp8coWMX799Pypt2wlLpDIpdz5zA3+/rbkunNvl5h93vszrj39AXFoMcqWc6uJaKk6e3Ylf9NAlaA1aPvjzF11+ViL9h19cOJVNJwpaWDuK6xu56Y3P+MuV8xif3H7Mi8Pl5pUN23l1w45W5+6fNZms2O6XzZgyNLFVzZUNx07y4fZ93Dh5TLf772uoFXLGJ8ezNa9l5t9/fLeRCSnxPtNcb84t5NdffEuduf+/P3pMmfF43awqeYJSy+42z0uQMj36IYaHXNFTIokIhL9FAkeELgqwJM2YXJ03e3eXCPUwaPS9u1Fm2ScqMwMAcc73HgZFHJcnPs8P5c9wommNz/ZF5m14vM5OpbruLoVHS/nnXa/4bGeqN7Ppq9aLO4A7n7m+TWVGrVMRFKZvlUXMbrFjt7RtoUsYFssvX7mH0ed37Oo49+aZ1JXX89bvPsHjbk7S01hjpLGmZT0QmVzGrX+8lut/cwU7Vu3rsE+RgYNCJuO5a+az+NWPsTjOFrwsrG3g5jc/Y+rQZOYOTyMtMpxwvRa700WV0cz2k0WsPHi8RQKB04xNiuPe8ycLIt+M9CEkhYVQVNfQ4vjTy3/gx+MFLByTRWpkODqVAqfbg8nuoMFipcZkpqLRhNnh4NF5MwSRpae4bdq4VspMSX0ji/77IfdfMJnZmalEBjVbzbxeKG9sYmdBCUv2HG5hxVIr5EwaksiPx0/2qPxC0WPKzLbql9tVZACmRf1cVGT6KQ2OAp9tlFJ9j6RK9XjdGB1lAR/np0SohvnVrti8vccWuCKBQ5zzvYsEKRfEPonJWeWz+KbLY6PCepi4HrCQ9QRhsaF8XPQy21fuYf8Phzl5uJjKgmpM9WbsVgcSqQRtkIbo5AhSR6cwdcEEJs0fi1wh86v/xb9eyORLxrH05dXs33CYqqIaXE43hjA9UUkRjJ87irk3zyT+VIxN9uR0JBJJu4kFRAYWaVHhvHLzFdz3wTeY7Wetf14vbMkrZEteYQdXtyQ7LopXblqITCpMPmaZVMJjF83g5x8va3Xux+MnfS7Uow36fqfMzBw2hFkZQ1l/LL/F8Sqjif9bupb/W7oWjVKBUibDZLfj9rT+nipkMv5z3WUYNGpRmemIalsOh+q/bPd8km6KuMDrx5icvgPswlWpPRIrUufI75X4gUj1MJRSnc96IyWWXdjcTahlhh6STCQQiHO+95EgZWbMo3x68hZ81aaps+f7rcyscX/abdlGn58tSD/todIomXnVFGZeNSUg/aeMSOQX/73Tr7b6UB2rXZ8ERA6RvsnElAQ+unsxD32ynIIa/1LT/5T5IzP4yxVz0XQhjXBHzMlO4xcXTuOFtYMnt9NoKAABAABJREFUOcU/rpnPHe98yYGSijbPWx1OrDjbPGfQqPn34kuZmpqE2+MlWKOm0dr/YuB6JBJ5T+37HdaVGRd+a0+IIRIAXB6bXzWDdArhMtd1RLGp/XisQCKVyInXjffZzuN1ccwPdzSRvos45/sOIcokv7LEWd1dW3CJiIi0zbDoCL66/yYenD2VILV/haMBMmMjefmmhfzr2ksEV2ROc9+sybx0wwJig4MC0n9fQ6dS8sFd13LrtHEo5f5ZYAEuzErl6wduYmpqEtBs2ZqWlhwoMQNKwC0zTo+lw2BZlSyIaE1WoMUQCRBub9va/k+RSVrnfw8EecYfemSctkjWTeOk8Uef7Q7Uf86I0Kt67JmICIs45/sW4ao0Kq0d10gQC9aKiAiPWiHngQumcMf08aw5msvm3EKOlldR3mDE4nCikMkI1apJCg9hbFIcszNTGZUQ0yOyXZiVyqyMofyQk8fm3EL2l1RQZTRhtDVbsYPUKoI1asJ1WoZFR5AVG8nw+OgujfXpvdcLKXqXUMhk/Gb++dw1YwLf7D3KjoJiTlTW0mC14XC5UMnlROh1JJ/6LC4eMYwhEaGt+vnXtZfwr2sv6YU76B4BV2aqbDkd7mJqZWGAMP6SIj2PXOrfjozdbfLdqJuUWfZRa29dVbinGBo0i81VL+D0WDpsZ3HVsrf2QyZE3N5DkokIiTjn+xb+KI2yHgz+FxEZbGiUChaMzmLB6L61MS2TSpiTncac7LTeFqXHiNDruHPGBO4UINV1fyLgbmYWV03H5911frlsiPRNZBIlconvxZ3VXRdgSbxsr341wGN0jEKqId3PYq376j4c9IvQ/oo45/sWJlfH9Z0AMdW/iIiIyACm16v32d1G8prW9bYYIt1Ar/Btmq2xnfDbPacrHKpfQpXNnyKGgWVk6DV+BX27vU6+K/0dNndD4IUSERxxzvcNPF63TxczgBBlYg9IIyIiIiLSGwRcmdHKw3222VD5HLlNawMtikiACFMN8dnG7XVQZtnjs11XKLfuZ2v1ywHpu7OEKJMYFnyRX22NznKWFf9SDE7uh4hzvm9QYNqIxVXrs124emBWABcRERER6QFlJkKV7nOn2uWxsbb8T3xWcBu7at6m2LyDRkcpTo8Fj9cdaBFFukm0erhf7fbUvi/42OXW/Xxb8hs8AdwB7ywTIu5AIdX41bbOfpIlBff4tbssFA6PeVAVWQwE4pxvZlv1y2ys/GevuEyaXdVsqvy3z3Z6RTShyv6ZoUdERERExDcBTwCgkhlI0E2k2Ow7fWi9/SS77V0v2COVKJBJFKhlBrTyMAyKeEKVKURrRhCtyRazRwWIJP1Utlb/z2e7CutBDtUvEaym0JGGb9hc9WKfWNSdi14exdSoB/mx4jm/2ptcVXxT9CDZIQuYEHEHalmw4DI5PGYKTJvIN66n2LyTqZH3i7WduoE455txeiwcaVjKkYalRKjSSQ+eR2rQbHTywKalrrXnsqbsD35ZNYcZ/LOUioiIiIj0T3qkaOaEiNspMe8MeKC/x+vE43Xi9FgwOiuotJ71J5dL1STpppAZfCmJukkBlWOwEaJMIlKdQbXtmM+2W6peRCqRkR2ysMvj1dhPsK3qf5QGyIVHCLKCL6PQtLnDtOTn4sXD4YavOdb4LemGuaQb5hKjHdXloosOj5lK6yHKLPspt+6n2paDx+vqUl8irRHnfGtq7CeoqTrB1qr/EaXOJFk/nQTdeCJUGUgl/tc+6Aijs5JD9V9wuOErv+KR5BJVt567iIiIiEjfp0eUmSh1FpMi72J79Ws9MVybuDw28o3ryTeuJ1yVytSoB4nXjus1eQYao0KvZW35n3228+JhY+W/OGnayJiwG/z+DBweM0XmbeQ0rDi1oGu/4veI0EXkNKzo9aroF8Y+xTdFP++UC47La+do43KONi5HJTMQrc4mQp2BQRGLXhGFUqpHLlHiwYPTY8HpseL0WLC46mh0FtPoKKHRUYLRWdGnswR6vC4cHnPzf27TGeXLH4rM29HJI1BKdWf+U0h1gi2Y/UWc8+3hpcp2lCrbUXbWvIFCqiVak02EKoMIdTohykSCFQnIpWqf/TTP6xLKLfspteym3HKgU/N6dNj1AbcS9RZVtUb255RyoqCK4wXVVNQ0YTLbMFrsSJCg1SjQapSEBetIS4ogLTmK8cMTSY4P6xH5juRWsPdIMQePl1FcXk+T2YbRZEculxIRoiMmMpiZE1OZNXkYYcHaHpHJH6w2J1v25rNtXwF5RdVUVDdhtjnACxq1gsgwPYkxoWSmRjM6M4GRw+KQSoUtL1Fbb2bj7jz2HimmoLSOqlojFqsDr9eLRq0kOjyIlIRwxmTFM2NCGpFhPZOtr69+pn39u9ARfWG+DQQkXq+3/TekwOyv+4QdNa/1mTiYrJDLmR71i4C6n+2r+9CnEmdQxHH90I8DJkNP4MXDV4U/82un+lz08iiiNNmEq9JQy4JRSnVA86Le4qrF6Kyg1n6CWnuuX/MmO2QhM6J/xfLihzvcxc4MvpTzY37dKVm7gtlVw9Kin9PkLAv4WJ1hetRDgrqZFZm3YXXVt1JQmv8z4XC3/HcgFt1yqbqFgqOUtVR2fnosWT+tW999cc7Dxsp/cqRhaZeuVUp1aOShqKRByCQKJBIZbq8Dl8eOy2vF7Kzp1jyJUmexMOlFpAOoxkxpZQNrNufw485ccvJ9p6Rui+FpsVw5bzTzZw5HIvCayOuF1ZuO8vHyXRwvCExc3oQRSbzw1DV+t3/6f6tYuaFlTOIXL9xFXHRLd16H08X73+zk05W7MZn9n3chQRoeuvUCLprR/RorOfmVvPXFVrbszcfj8W9pJpVImDZuKHdcPZXMoV0r+tgRffEzhb77XehP820g0SOWmdOMDruOOO1Y1pQ9hdHZtcknJEcbllFvL2B+wrNnFhQiXUOClJkxj/F14X2dSkdrclVhMlaRb1zfbRmG6GdwXvQvAYjTjukTLjk6eQQLk/7LypLHBnRdmfUVf8Pq6t2sbC6PDZfHhgXf2a0Abkr9Ap08ssvjiXO+ezg8ZhwOc0D6DlJEMzf+TwNGkdl5sJDPVu5h696TeLq5/3g4t5zDueV8++MRfnffRURHGASRsb7Rwp//9y3b9hUI0l8gqaw1tlhcFpXV8cQ/l3KyxL/fjnNpMFox6H1ZGTvGanfy3w828NWa/XT24/V4vWzanceWPflcPX8sD9w4E4VcGCt1X/xM+8N34af0tfk2EOmxOjOllt38WPEc35Y+3icUmdNUWA/yXemTYjyBAESo0pkR/UivjJ1umMecuD+eiTGJ1Y7tFTnaQisPY0HSC6ToZ/S2KCICI875vkewMoHLE/+DXh7V26IIgtFs4zfPfcPmPfndXrydy+5DRTz4p89paLJ2u6/aBjN3/vbDPrXo7YjKmqYz/z5eUMXP/vBJlxaWAGqVgvEjul7HqLrOxM9+/wlLVndekTkXj9fLZyv38MAfP+vUTn979MXPtD98F9qiL823gUpALTNePOQ2fc/+uk+otecFcqhuUWbZx86aN5gc+bPeFqXfkxE8H6fHypaqF3ssZmN02PVMibwXOGsnjlZnIZeo+kgMQbNLzUXxT3Ok4Ru2Vv8Pl8fW2yKJCIQ45/sOyfppzI79LUppz8QQ9ARBOjWXzR7J5992bHWTSiUY9GoMeg0KuRSj2U5NvalDd6XSygZ++/xS/vuHxV2Wz+F08eu/f01FdVOb5yeOTOa88UNJTY7EoFfjdLqpqTdz8HgZqzcdparW6HMMiQQiw4KIjw5m0uiULst6mspTY1ZUN/HwM192axE7YUQSSkXXllK1DWYe+OOnlFQ0tNtGKpUQEqQhOEiD2+2hwWilydT+++PQ8TJ+8fTnvPqn61Eoumah6aufaV//LrRHX5lvA5mAPZFGRzHrK56lwnowUEMIyv66T0k3XORXMTyRjhkRugi9Ipr1FX/F7vb9o9ZV1LJgLoh9giTd1FbnpBIF0Zrhfc7tJjtkIcn66eyseYPjjd/1WpC+bIC43/QVBuucj9aMJLdpLQ5PYNzF/EUrD2dK5M9IN8zrVTkCxfWXjmfJ6n243Wd/L7QaJZNGJTN5VAoZQ6NJTYxotXg1Wx3sPVLMF6v2suNAYZt97z1SwrZ9BUwZk9Il2T5buYejeRWtjoeH6Hj64csYnZnQ5nUzJqRy97XTePvLrbyzpHXphrTkSO5ZPJ346BDio4MFXcBV1jThdLr59d+/pr7R0uLc8PRYJo9OYUxWAuEhOkINzYHsjUYrBaW1HDtZybZ9BRw7WYnXC9PHDe2SDE5X8/jtKTJTxw7hijmjGJudiF6raiX/lr0n+WjZLkorW1+fk1/Jf95bz6N3Xtgl2fryZ9qXvwvt0Rfm20AnIMrMSdNG1pb9CbfX4bOtXhFNjGYkkeoMghUJKGV6VFI9Uol/onm87uZ0zF4bdrcRq7seo7OcevtJKqyHsbkb/OrHi4c9te8yJ+7//Gov0jEp+ulcm/IeW6v/S17TOkEX7VKJguyQBYwPv7XDmix9NYZAJ49gVsxvGBN2A4fqv+R402qcHovvC7uJUqoj1TCbDMN8ojX+FX0U8Z/BOOeHGeaRop/OscZvOdb4bY/HhRkUcQwPvZLskIXIJSrfF/RTYiINXDg1g++35DB93FAWXjiKiaOSfcZG6DRKzhufynnjU1m27iB/f+P7FovA03ywdEeXFnAWq4MPl+1qdVytUvDi768lxUe2KIVcxj2Lz8PrhXe/arn4zS+qISRIw5CE8E7L5YvKWiOvfLKJ3KLqM8dGDIvjgRtntLtQDzFoSI4P4/xJ6dyz+DwqqptYseEw08d3bXH5yscb21QYQgwann74csZlt+9KFB1h4Mq5o7l89kj+9+GPfLJid6s2S1bvY9KoZGZOTOuUXH39M+2r34WO6AvzbaAjuDKT2/Q9P1Q84zMLT7x2HKPDridBN6HLtTR846XcepC9te9TbN7hs/VJ04/Y3E2oZYEJAhtsaOVhXBj7FOPCbuJQw1fkGdd1a9c6WJnIMMM8hgVf7Jc/fJx2HPBWl8cLNCHKJM6LfpjJkfdSaNpKgWkTxebtgu1yS5ASrk4jVjOaOO0YEnQTB/SCry8wGOe8UqpjZOjVjAy9mkZHCcXm7ZRadlNpOxKQpBAGRRxJ+ikM0c8kTjuGc13tBjL33TCDB26c2eU0vJfPHkmjycb/Pvyx1bmDx8qwO1yolJ1bEmzZm0+jsbXLzI2XT/C56D2Xu66ZxsoNh6muM5055vF6eevLrfzrias6JZM/7DpYxLZ9Zwt0L5wzikfvuBCZzP+1SEykgTuvbm0h9Yfcwmo+Xdl60yEkSMMbT9/YKvNVe8hlUn5xyyyANhWa/320kRkT0jqVqas/fKZ98bvQEb093wYDgioztfZcfqj4W4eKjEyiYFrUz3uokJmEWM0oYhP+ztaq/3Gg/rMOW3u8bgpNm8kIni+YBGPCbmRM2I2C9dcfCVUNYUb0r5ge9RCVtkNUWA5SYz9Bk7MMs6sap9uC2+tEIpEhlyhRSDWoZSEEKWIxKGKJVGcQrRlJkKJzaSdjNCO5N2NDgO5KOBRSLWmGC0kzXIgXDw32Qqptx6i152F0VWByVmFx1eLy2nF5bLi9TuQSJXKpCrlEjVyqRiXTEySPJUjZ/MwMigQi1cNQSHsm1/8tqV/3yDj9hcE654OVCQQrExgR2rxYMbmqqLcX0OgopslZjtlVjcVVi91jwuE24fQ0PwcvbjxeN1KJDKlEgVyiRiMLPvVMoglWJhCqGkq0OhutXPid+v5AdHhQt/u44bIJLFm9r1UshNPl5tDxMsaPSOpUfzsPFrV5fOGcUZ3qRyaTcumsEbyzZFuL49v3F1BTbyIiVNgYKKfr7Bpl/sxsHr97rqD9++K1Tze3Gb/x1APz/VZkzuVn15/Hlj35FJW33DwoKqtj0+5cZkzw3zrTHz7Tvvhd6Ijenm+DAcGUGbfXydqyP+HpMEWphAtinyQ1aLZQw/qJhClR91Fm2UuN/USHLcut+wVVZkTOIpXIiNWMJlYzurdF6bNIkBKqGkKoGLs1IBjsc14vj0IvjyJRN6m3RRGhOTB6/sxs3v5yW6tzJRUNnV7AHT5R3upYfHRIlxaqY7LiWx3zeuHAsTJmTxnW6f78IT46hEfvnBOQvtujqKyOzXtaJ0SaMCKJqWO79ruvVMi59pJx/OPNta3OfbpyT6eUmf7+mfqL0N8Ff+iN+TZYEEyZOdG0hnpH20FVpxkZelUvKDLNSJAyOux61pb/qcN2dfb8HpJIRERkoFBl3ceJxi+otu3H5q5HJlGhkUcQpR5Ddugt6BUtX+pmZzmH6t+mwrIdq7sWpTSIaM14hofdTogytUXbcstWfij7JVOiniJKM5b9tS9TYd2F02NEI48kUXcBo8LuQS7VtJKrM+N0536cHjNH6t+n2PwDJmcZcomKcPVwskNvJloz4Uw7r9fNx3nTmBD5KEqpnt01/0YmUTI+4lfE62awveovFJt/wKBIYWr07wlWtvQP78r9mJwlHG34mArLDqzuaiTI0MgjiFCPIEV/ETHawaVojcpovcAEOsyQ1R51ja1dYhNiQjrdD0BsZNsWiaKyui715w83XzEJjbpnk6F8++ORNlMwX3/5hNYHO8G86Vn86+11rSw+B3JKO+U21d8/084g5HfBH3pjvg0WBFNmDvpw4ZJL1YwNv0mo4bpEgm4Czf7V7afnMzpbB+SJDBw8XjuVpiXUWdZhchzG5WlAIlGgkIajUSQRop5GpO4yVPK4dq53UGH8lBrLt1icJ3B5TCikoRhUY4kJuo5QTdu1ZA5W3EKDbQtTEndichwir+7PONwVBKunkB7+NEpZFDXmVRQ0PIfdVUGQahRp4X9Gq2i5o7ardB5WZz6jYj4iWD2JStMXVBg/xeLMxet1oVakEKm7lHjD7Ug7iI+pMH7GidonCdfOITvqFcBLpelLKkxfYHXk4vZaUcoiCVKNIiH4XvTK1gkDPF4HtZbvqbOsxeg4gN1VgRcncmkQWkUaYZoLiTXciEzSepEtpBy9zcG61zlY9wYAoaoMItWjcXrM1NmPkW9cwejw+1u0r7Ed4oeyh3B6TISrhxOhGYXVVU2RaS3F5g3MiHmGeF3reVRm2cze2heRICVaMxaXx0aVbS85DR9Rbz/OhfH/FWSczt6P1VXD2rL7aXIUEqRIIF43Hbu7gUrrLsot25kU+ThpwVe2uKbUvIlGx0ki1CMoM29ha9UfSTNcQbVtP5HqMZRbtrK54ndckvRRt+6nyVHAdyW34/LYCFcPJ0ydicPdRJOjgPym5aikwYNOmYlppzBgk7lzCzivt+1F308zb/lLkK7tQoDGTsrlLwa9mot7oYr6hh2tvUM0KgUTumkJ0OtUpMSHk19c0+K4y+3h8Ilyxg33XZukv3+mnUWo74I/9NZ8GywIosw0Ooqps5/ssE2KfjoaWagQw3UZtSwYlSwIu7vt3OkAjh7IKiXSOxjt+zla/SB210/M6F4Hbo8Zm6uIeusmDOrxbSozVmcBh6vuxupsOdcd7ipqLN9RY/mOKN1ChkX8DUk7qY/rres5Ufs7PKdqgdRZ1nHM8whJIb8gp/ohvDT71jbadnK48i4mxH+PpI3MfhbnCcqNH1JtXtHiuNlxFLPjKNXmFYyMeR+FNKTDZ+JwV+H1ujha/XNqLWtanLO5SrC5Sog33NHGlR52l16MzdXav9rprqfRvZNG204qTZ8zKuYTFD6++12Xo3cpNW/kYN0bKKVBzIx9jijN2cKVXjw0Ok6iOif7mNtrZ1PFEzg9Zs6L+StJ+rOW6lrbYdaWPcCWyt9zadKnaH8S8F9kWkeCbibTY/6CTKIEmi0VK4tvotK6ixrbISLUI7o1TmfvB2B71V9ochQyPPQ2RoXfeyahS509hzUl97Cr5h/EaCe1sOaUW7ZzadLHBCuHsLvmXxxr+JQC43dclvwZSmkQ68p+ToVlBzZ3LWpZeJfvJ7fpK5weCxMjHyM9+OoWctfbj6OW+R/QPFDQ69pemJ7r1+8PXrx42zAxuNrIEOUPdmfbhauFDMQ+l7HZiT1er6Om3kRBaWurxJisBJ/ZuPwhPSWylTIDcOBYqX/KTD//TDuLUN8Ff+iN+TaYECSNWLn1gM828drxQgzVbTpKawqcivkRrrKsSN/A4jzBwcqbsbvKkSAjSreArMgXGRO7hNGxn5IR+S+i9dcQrJ6EQdV6rro8jRysvAWr8yRyqYGhYU8yIX41UxK3Mzbua+INtwNSqszfcLz2iXblyK37I4nB9zM5cTOJwc073A22rRyreZTooGuYlLCRjIh/AhJsrhIaba1z9QMU1j9PjXkVCcH3Mi5uGVMSdzAubjmxQc3JJsyOoxyv+bXP52J3VZJX92fqLOuI1l9FdtQrjI37hpEx7zEk7AnCNLMIUrUV+CklXDsHlTyehOC7GRH9DpMSfmRy4hZGxXxMmHb2qeeeR1HjCwGUo3c52vABAGMjftFi4Q/Nrq0/dX0qNK7B4qoiST+7xYIcIFw9nMyQG3B6LBxvbG3plkhkTIp68owiA6BTxJKsb/bBrrMf7fY4nb2fRsdJyixbCFIktlBkAMJUmQw1XI7H6yLfuLzFdTpFDMHK5viAKM04AGK1k1FKmwN7Q5XpAFhc1d26H++p33LpOc/s/9k77/C2qvOPf7SHJe+9HTtx9t57AWHvsFcpFAoUWqClLS20pVB+tFBoGW2hrLJXCCOMkL33Hna895a1t35/OHEsS7IlWfJI9HmePJHvPfecc+/V1T3vOe/7fU8RJxuBQpzosf1MJxAFpZ4QCgSolJ4z793zaPiLr+PiYqKCqq83xo3wvvoeTrxJMQPkhkh++lSOku50VRTriaF+TwMlVM+CPwzE9+1sIiRmYrO5qNcyCbLAtM7DhaAXGc8O6dqzQ+rzbKK45Xc4nEYEAhFjkv9DnGK+2/5o2RSSoy7xeXyF5gUs9loEAjHjUt9CJR3buU8iSkAVPxaFJI8TLb+nUb+C5KiLiVMs8KhHJkohO/YeAHJi76dO9z/sTi1Ol4mC+McRCMQkqy6lWvsqButR9NajxCrmeNRjc2rIi/81mdG3d+lHPAUJf0AgEFGrfYtW4xp0ln2oZRN9npfV0UC97n1Gp/yLeMVCt32x8tlu9XcnN+7nDIt/hO5zIlJRMtHyyeyrvRK99RAtxh/Ij3/MZz197cdA4XBZaTYfQoCQHJV/6jSNpg451jSld4nNDOUcDrW+Rr1xB3Qb38RLC5F7WeGKkqQCYHOeHrAE004w59Ng2glAimKKV4n9U8ZPq/mY23aF6LQRccqAUYpTO7eJhPKTfbIEfT4AOapzKdJ8xM6m/6PVcozhMVcQKx0c76IzgfzsRPYdrXbbVlTeiMPhDHigeOSE94F+Vmp4PDpyApAZDhUllS1et2ekxIak/igf7mCBxIAM5Xs6mBmI79vZREiMGZMfiSnlothQNNVnekui2V9SthH6D4P1GFpzRxKwjOjbPAyZ3nC5bDToPwIgOepSN0OmK2nq66jRvoHJVkqN9nWvxoxadlrVSiAQoZSOQGveRbRsqps7mVychcF6FJvT02UAQChQkK6+3uu+rJifUqv9H+Ck0fBFj8YMQIr6ag8Dwh+EPcTCCBARr1yE3noIi70ecNLbQnCw/RgozI5WnC47clGC1+B7bxgdHSsNUWLvksvKk9sN9kaPfb5WEU4ZEV3dQ4JpJ5jzMdgbADihXcEJ7Qqf5axO91w7Ird4LsHJbdIuW9wnlIK9bonysSxI/xu7m56luP0Tits/IU5WyIiYK8lTX4DQhzvoUKKt3UhxRSMnKppp0ejRaE20681o9WbMFhtWqx2LzYHFasNitWO1hc6FZurYbI+Br9liY+OuEhbOGB5QXd9vPuaxTSYVM2m096SCfSXYOJC+UN/s3cX9r6+t5q+vrQ5bu97yxvhiKN/TgXwWemMgvm9nEyExZvxJCicdBEaC0d6KuYd4GQBVgHkdIgx+NObT0ovJUVcEfLzOehDHyViqeMWiHkoKiFcsoMZWSrt5Fy6XzSN2Ripyj4MQCzsCEGXiNLftIkHHzPSp2JruqKQjfRoTUlEiUdICDNYi9JaDPfS3g6SoC3otEwxSUdLJT06cLluPggTh7EfYOGk8CALJSHfqUB+urL62d7QTuE99QO0Ecz4nj4mTFRLXw4pHd/Wz3lbIfTYXxHVLV84mLWcmNYbNlGo/p8a4he2NT3JU8y4L0/6GShKegVW4cLpc7DtazZqtx9m4q8RvF6JwcM6ckfz34604u8VZ/OfDzcyYmItC5p+xuGl3CfuPVXtsnzslP2zxFWof8RLhpFUTmoTIgWKy9JQyw52hdE8H07PQGwPxfTubCNGvRO8xJmaHFpmo74mO+kKlwVNPvDux0tBriw8VXC4TBuNnGM2rsdqO4HA0AS5EwnikkjEo5AuJilqOUNC7v2tFTT4ulxGhMI7s9CMntzoxmr7FYFyB1XYQu6MBcHbULx2PUn4eUcorfQbPB4vZXgV0DAajgnAxOXU8gEKS02NZhSQXAKfLjMXRgFzsPlASdTPqT82qeyp+nRzsedPwBCSdhoJ3ZKIMDBRhcTT0WA5ALg7+O2+2V9Ns+AaddR8mWwV2pwaH04TTZfZpiIWjHwOBTByHACFmeyt2lxmxwLtyT1dOrSwYvay8AJhObo/qFvwfKMG0E8z5KE4enygfw7SkX/Wpzz3R1+smQEhm1Dwyo+ZhtDeyp/k5KvVr2NH4FxZn/DM8nQ4xLhd8v/ko/3p/E3VNPU/K9RdZaXEsnlXI6i3uM/Bl1S088szn/OmBi4hW9fw92nmwgj/+c5XHdrFIyJ3XeLrYhgqRsP/iJU5hNFv7vU0goDDgoXBPB+Oz0BsD8X07mwiJMeOPa5bB3kiM1Lumd39xRLOi1zLJ8rNTOs9gWkmr5jEcDk8fV7ujBrujBqP5OzTavxIf+yeilP6tcDidbTicLbhcVppb78Fs2eql/lrsplqMpm9o1/2D5ITXkUhCl1DLcTKWQCSIIhjNC0cXhbveVhe6rpY4nN5WLH21H1i/hF4Uztz2Czv66XT1HrjZ2zl5w+VyUNb2F2p1b+FydSzVCwQSZKI0FJIkhAI5NkcLRptncrhQ9mMgEQvkxMtH0WI+TLV+Lbnq3pPtpipnUKL9glrjZvKjL/bYX2PcDOCWmyUYgmknuPOZBkC9cSdOl73X72WwhPK6KcXJzEl5glrjEhrN+0Pe13DQ3Kbn139dyeETngkNA0UoEHjMuveF+25awPb95R5yuzsPVnDNA//l8nPGM3NiHvnZSSjlUlwuF23tRg6fqOObDUfYsPOE1/7cduUsstLOrNgKWz+6NfWFwXxPB/OzEGHgCMmbxx/XrArDVtKVk3otFy6Ktd/TZD7ea7mOXDRnF+26F2hrf8ptm0AgQSiMA5cDh7ONjpgHcDhbaWq9B5u9nNjoX/hVv9W6l9b2J7DZTl9/oSAKgVCN09mKy3V6tspmL6W++RrSU1YjEoZG4eXUqofDj4G9N8TC05mPHa6efY+7tiEShm8l0uHqOaDT6ezYL/JjFS0YyjXPUqN9HYBE5XlkxtyJSjYWAaddoWq0r1Pa+uewtD9YGBV7PZvqf8vu5udRS3NIkI1226+1ViAXx3cGuWdFLUItyaZKv44K/fdugfYt5sMc17yHWCBnRMzVfepXsO0Eej6x0nwyo+ZTbdjA7uZnmZx4v1s8jNNlo9a4lWTFpM5j+vN8qvRrSZSP84g3arEcxe40oZIMfoWh8ppWfv7kJzT4iLc4RW5GPAU5SQzLSiQpXkWMWkFctBKlQopCJkEul6CUS6hr1HLdL14PWf+S4lX86YELefj/VngM1tt1Jt74dDtvfNqhyujv4PGSxeO47cqZIevjYEHoY3Y+JyPeb/etYMjNDCz4fLDe08H+LEQYOEJizMTLhvVapkT7A9MSbz+pFta/tFpK2dTwXK/lEmT5Z52bmcG4ws2QUcjmExN9HzLpdAQnA3KdLgMm8xo07X/BZi8FQKN9BolkBFGKi3pto6n1pzidOgQCKdGqu1BHXYdYnAuACztm82Za2x/rNHYcjnratc8TH/vHkJyjTNyxIuhy2THZSlFIev++dkVxsq/QkWump8SNZls50LHKIBOFL/7KI1dO936cdI2TdlGIChVOl5U63dsAxMhnMCr5RR/l/A86Hapkq5YyMvYwxzTv8m3Vj0iQj0YlycDm0KOzVaOzVXJ+1ttIZR0DeaFAzLy0v7Cm5h421z/KMdm7qKVZmOzNNJr2IhAImZ3yB6Ikab203DPBthPo+QDMTP4da2p/RnH7J1Tp1xInG4FEGIXR3kS7tRSbU8+lOSv6ZMwEez6H2l5DYykhRppHlCQNsUCBwd5Ai/kQIGB8/F1B96k/sNrsPPLXz30O3lIS1Fx30VQWzBhOSsLAuXFPH5/L3x65gsde+KpHGd/eBr1ikZA7r53LDRdPC3UXBwW+YkV+fusipo/P7d/O9MJgu6dD5VmIMDCExJjJUE7utYzB3sz2pleYk3x/KJr0mwbTEb6t+Q1WZ++Bd6NjLwt/hwYRDmcLLZrTfu5q1a0kxD5Jd2lqoSCKKMXFKGQLqGs8v9OgadM8jlJ+Xq8xLh2GjISUxHeQy+a67RMgRiFfQJr0c2oaFna6uemNHxAf+zihSIUUIz+d4bvRsJKc2AcCOj5KNhqJMBabU0OraS1JURf6KOmi1bQegGjZ5JDH/nTFaCvG7tR2Cgh0xepoxGjruEdq6biQt211NHa63sUpPDPIn0JnGRouPH1lcuL9pClnUNz+Cc3mQ7RZjiMWKFCKkxkZe53HADtWms/5Wf/jUNvr1Bo20aYvQipUk6VaxOi4W4iXFYakX8G2E+j5SEXRnJv5b4rbP6NC/x3N5gM4XHYUoniS5OPJUi0MST6XYM5ndNwtlGq/QmMtRmuswIULmTCWjKh5jIy9tjPHzWDlPx9uobLWM8kiwPILJnPP9fORSPqebDEUTB2bzTt/vZX/frKVj7/ZG9CxIpGQRTOGc/NlMyjI6TkecCgTF+NdtEWjHZwTP4Ppng6lZyFC/xMSYyZakk6CrIAWy4keyx1q+4wocSIT428IRbM9YndZ2N/6Hnta3sbp8p6FtitqSSqFMcvC3q/BhE7/Bk5nxyyHWJxFfMwf6SnHjlAYTVzMb2hs+THAyTiaVUQpfOdnOUW0+qcehox73TFEq35MW/sTADidWqy240glfY9hUssmoJKOQW89THX7f4iTzyVa7r87oQARadE3Uan5B02GL0hX3+QmsXyKOt27mGxlAKRF39jnfveEy2WnRvtfr4ZZpeZFTkV8JkV5xhf0la6ua1a79zwC7eadtBjXhrztwUqaciZpSv9dKBTiRKYlPQxJD/tR9yyuL/CePBU6Buyj427pczvubQZ2PkKBlMLYayiMvabHcgKByONcUhSTPbaNi7+DcfF3eBwf6PnkqM7xO2fOYMNmc7Die+8TAlefP5kHbulJWdE3wWZz9weDycKholq3bUKhgNSkaFo1RqxWOzKpGLVKToxawYjcZMYVpjNrYh5J8SoftZ45pCR4Tj4BtGmDc4HuDwbDPR2Kz0KE/iVk0Zpj465gff3/9VLKxfamf9NsLmZG0l2oJaF3gTE7NBxvX8WBto8w2r0nqPLGrKR73PIcnA3oDe93flYpl/u1kqCQLwJEQIcfrdm8wQ9jRkR01I96rVsucx88ORx1EAJjBqAg4U8cqL8Wp8vCgYYbSVFdQbxiMTJxGk6XGau9Eb31MK2m9eTH/85tNQcgK+YntBi/w2A9zqGGW8mKvZcExWLEwhgsjnoa9Z9Ro30TgATlUhKV54Wk374QChRUal7E7tSRoroCmSgNq6OJOt271OneOdmPc1DLxoe8bYkojijpKAzWo9TrPyJaPpUE5VKEAjkWez1Nhs+p0PwTiSgWm8P7TFqECBF6ZsveUgwmT/Wr+Bgld1/ne2KoNwLJORIIx0obeODPH7slaExPjuEPP7uQMcP75jZ5ppCX5T0OtKjMu0rfQDNY7ulQexYi9D8hM2ZGRC9jf+v7aKyVvZYt0a2lTL+R4dHnkKeaT4ZyMmJh7zKg3nC6bDRbiqk3HaJSv406036/VmK6MirmIvLUgSVSHOrYHdXYHac14GXSKX4dJxAoEQnjcJxM5mi1FfV6jFQ6BpGod6lZkdC9jNPZ7lef/EEtG8+YlFc51nQ/Nkcb9boPqdd96KO0pw+wUCBnbMobHG68E73lIGWtT1HGUx7lEpRLGZnUe3xWX0lTX4vJVk6t9k1qTxpRXVFJRzMi0bN/oSI//vccargFp8vCsaYHABAIxLhOPntq2QQKE59hV825YetDhAhnMkdKvK96Lpo5AnkfgsVbwpDrpLXdyMNPf+Y26E1OUPPi49dE4he6MCrf+wTuoeK+K3OFmsF0T4fSsxBhYAiZMSMUiFiQ+ku+qLofp6t3+UGny87x9lUcb1+FSCAlXpZHjDSLGEkmclE0YqEcsVCOACEulwOHy4bVacDq1GO0t6C3NdFuq0ZrrcFF8EuF6cqJzEl5IOjjhypW6yG3vxuavWeT7w2ns/eZd6nYzxiAbrKufbmv3oiVz2Zaxlrq9R/SalyLwVaE3dmOSKBAIkpAIRlGgmIpKh9xJlJREhPTPqZB/ylN+s/RW4/hcOmRCONRyyaSqrqKeOXikPbZF3anjjEp/+owyvQfYbSdwOVyopDkkhR1IRnRt4VV6jhGPo2JaZ9R1f4y7ebt2JytiARKFNI8kqIuIl19EwKBGJk4A4u9Jmz9iBDhTKWlzftAqzCvb8Ii+4+F/nn8z4ebPQaG9920IGLIdCM7LY60pGiP3ChVdW1U1LSSkxGY6lg4GUz3dCg9CxEGhpAmBUhVjGNW0j1sbnwhoOMcLitN5uN+SSeHkgzlFJZlPIkojIHagxWH038XvJ5w+ZEYUSgcPLkCREIVGdE/IiO6d7c3bwgQkaq6mlRVYNK541Lf8rp9dPIrXrcXJv2NwqS/+azP6TIDQlLV15KqvjagvgCkqpeTql4e8HFdiZIWMjLp7z2WmZ65Puz9GOpYrHYOFdVSXa9Bqzej1Zux2cObj+KBW4PzMY/Qf3SdEe9KbLT3IHJ/cLk6coWEErvDyXcbj7ptE4mELJg+PKTtnCksmD6c97/a7bH90+/28fPb+mcyrDcG2z0dKs/CmYTebOWKp99CJBLy2S9vRu5DiW+wEPLejY27ErvLzPamf4e66pAyPm45M5LuQig4O9UvXN0SOopEqQiC+DqIRL37zQqEwf/gRPBFJNHXUGfbvnL+9/kODh6vDbvx0p2IMTP4iVJ4j+E0W2xB17lhZzFVdW1BH++N2sZ2TN36pJRLEYsiGc+9ccmS8V6NmS/XHeKaC6eQnhwzAL1yZ7Dd06HyLJxZDK0xRlhMrYnxN6CWpLG+/v+wOQdXgFWsNJu5KQ+QofQvRuRMRSBUuv2dkvgeUsnIAepNhAhnDxqtid8+u5K9R6p7LxzhrCUuRul1e3lNcKIaJrONV97f1JcueUXsJRGkzmBm855S5kwOLKfX2UBuRjzzpuazcVeJ23aT2cYf/7mKlx6/BqHQt6pofzDY7ulQeRbOJFRyGd899uOB7obfhM3Mzlcv5urcN8mOGhxZfKMl6cxN+TlX575+1hsyAEKhu2+uw9EwQD2JEOHsoaFZyx2/fTdiyETolcJh3uMB1m4rwo+E6244nS4e/8fXVAQ5+OuJ5EQ1UonnvOhv/raSF95ax/5j1Wh0JhwRGdxO7r5+PhKxp1fIgeM1/OqZFR6rIsFgszvYdah3QSZvDLZ7OlSehQgDR1id4NSSFM7PfJp600H2trxDlWF7yIO6e0IkkJKtmsnw6HPJVc1BED7bbcjRPX+L1boPhXzBAPUmQoQzH5cLnnjpW2oaNAPWB6lEzISRGQPWfgT/mTYuB4EAj8FaWXUL73+1m+su8m9SrrXdyO///iV7jlSFoZcdGd7PmTOSr9a5i8rY7A7e/2q3V5eq7kglYtRRMmLUCobnJjG6II1FM4aTGHdm5p7JzYjnx1fP5uX3Nnrs27ynlDt++y733DCfWZPyAqrXarNz8HgtG3ae4LvNx1DIJXz6T898Tb0x2O7pUHkWIgwc/RLRk6oYx/mZf8Fgb6JEu4YKw1bqTYdwuvo++9AVoUBMnDSXNOV4MpRTyFBORiL0vjx5tiMR5yMWpWF3dEhCGkxfEBN9/wD3KkKEM5dVGw6zO8iZ0r4QH6Nk2fzRTJ+Qy8RRGV5nXCMMPuJjlMyfNpz1O4o99v3zf+to0ei5+bIZRKu8pzWob9KyYvUBPv1uH3rjaaEWpUKKXCqmtT10iRrvvn4euw9XUt9NpctfrDY7LRo7LRoDpVXNfLvxKC+8tY55U/P52U0LSU3ynmxyKHPjpdM5WlrPuu2e97e0qpkH//IpBTlJzJqUx+TRWSQnqIlRK5CKRRjNVoxmGxqtkcraVipq2ygqb+Tg8VqsttOpKRTy4MWNBtM9HUrPQqhwOJ1MevB5fn3FItQKGf+3Yj0yiYhfXbaQhWPzeeyD7/nhQDF5yfE8cf155Ke65zDSm628vmYXq/cXU9PajkwiZlxOKj9aPI3pw7M82lt/uJT7Xv3ca18+/eXNFKR5z5FU26rl399vZ+vxCpq1RqKVMqYVZHHnOTO8HlPW2MqlT73J/RfN5fYl0/h460E+2LSf8qY2ZBIxBakJPHrVEp/t+aJf32pR4iTGx1/D+PhrcLhsNJuLabYU0W6tRmurwWhvwezQYHHocbhsnflihAIRQoEYkUCCVKhCJlIjF8UQJU5ELUlFLUkjVppDvGzYWalMFiyqqGvRaDtyolhthzEYPydKeekA9ypChDOTz77znsEaIDUpmvPnj2b8yAxSE6NRRckQnQy2vfjOVzrdOYQCAe88e2vncXaHk3adiRaNgf3Hath5oMIjqNVstTN9Qi7Tx+eE/qQihJUfXz2bTbtLPNx5XC5494tdfPzNPkYXpJKTEY9SLsVktqLRmSgub/K6AigWCXnyF5ew40A5736xK2T9jI9R8vIfruUv//qO7fvLQ1Knw+Fk3fZidhyo4Dd3ncfimSNCUu9gQSCAx++7gF9bV7J1b5nXMicqmjhR0cTbK3b0c+8G3z0dKs9CqFl/pJTS+lYm5Kax8WgZv333W66aNY69pTVMystg87FyHn7rKz795c2dxzRpDdz+4keUN7aRnRjL/DHDaNMb2VFcxdbjFTx61RKunu2eUHtMdgp/uel8DGYrRqsNo8XGx1sP0tSu99m3AxV13PXKZ+jNFsZmpzIxL53Gdj3f7S9izcET/O3Wi1gwxnuMVbPWwP+tWM+Hm/czaVgGi1LiqWrWsK+8lsTowBchBmyKTiSQkKIYTYpi9EB14awnWvUTtPrXcDo7Zl5aNA8jFMWhkPWeQNTp0mO1HkIuGxwxUWcLUzO+G+guRAiCippWDntJjCcSCfnJtXO5/uKpPoN+pRIRppMvcKfLRVpytNfVlXPmjMTl6lDpeeW9TZ0+4UaTlYee+pQ/P3gJ86bmh/CszkwazSV8UPEwaYqRXJX95ID2JT87kYd+tISn//O91/1Wm519R6vZd7T3GCypRMyfHrio06gN5QDu8Ik6Vnx/gOOloY+9NJqsPPbCVyhkkoDdrgY7UomYpx++jOdeX8Nn3/ue7BgIBts9HSrPQqjZeryCT395M/mpCTz92Tre2bCXr/ccY+Wvb0WtkHHny5+wraiSZp2BRHUUAI+//z3ljW38eOl07r1gNkJBx7vlSFUDt/zjQ576dC2zCnPITDitnJeojuKCye4iUJuOlvk0Ziw2Ow++8SUGi4W/3XoR50w4Ldt9sKKeO17+mEfeXsWKR24hJdbTtfDbvUWoFFJW/vpW0uNPr9I1teuJjQpcATcSRHIWIxTGkBT/Eqe+Bk6njoam62hq+QlG0zfYHTU4XQacznbs9kpMlg1o9f+msfkWqmrHo9E+O7AnECHCEGH3Ye8+2r+8Yyk3XjqtR/UiWTd9f6PZt3uuQNCRx+K/T93IvGkFndvtDie/e+5LDhXVBtjzsxSBAOkgkZS/dOl4HrhlUZ9kcVMSo/nn76/uNGZD5W5Y29jOA3/+hDt++y5frTuERhce9VKHw8mfXlyFwWQNS/0DiVgk5OEfL+UvD11KSmJo3emCSSo5mO/pYH4WwkVaXHSnC9nUgkwAZhfmoFZ0JMUuTE8CoFHTYXSU1Lew8WgZ2Umx3Hv+aUMGYHRWCpdNH4Pd4WTFjsN96tc3e4/ToNFzzoQRboYMwLicVG5eOAWDxcq7G/d6Pb5ZZ+B3Vy91M2QAkmKCi5MbvHcwQr+gkC8hMf45WtoexuWyAk4MppUYTCsHums98k7l26xt/CGsbQgQ8NS4Z0iUJYa1nQjufFm3khU1n4a9nTuG3cWM+P5ZWTxR0eixbfr4HC5ePK7XY2VSCXB6QGE220Dd80BbIZfw1IOX8LM/fcSek4aU1Wbnd3//irefuRlVlCywEziLSJbnc9+ITwa6G24sv2AyY0ak8eL/Nvg183wKuUzC5edM4LYrZrrd81NCEH1JGrjvaDUPPf0Zxm6DUaVCynlzRzF9fA7DshJRq+TIfAwW7Q4HVqsDvdFCU5ue4vJGtuwt8xpbptGZeP/LXdx+9eyg+zyYmT+tgBkTcvlq3SE+/mZv0LLDuRnxzJtWwEULx5KVFljC6qFwTwfjsxBOkqKjOj+fMmBS404bAApZR2iF5WSusu3FHb/30wqyvE6SDU/vGM8crfJ8JwXCzhMd137OyFyv++eNyuOVb7exrch7nKhKLmXaSeMsFESMmQiolMuRiAtp1TyKxerfcqtAIEEmnRjejvXAoqQlYTdmXLjY2LyeyzOuDGs7EdzZ2rIl7G0oRUomxwYm0V6mrydepiZGEtV74W6cqGj22HbV+ZP8OlYmcZdwNfWwMtMVoVDAHx+4iGvv/29n0GtDs5bXP93GfTdFlAuHGmMK0njp8Ws4VtrA5j2l7D9aTXWDBq3ejNlsQyoVo1LKSElUU5CTxMRRmcybko/SR8LB5x+9Kui+VNa18eBTn3pICE8Zm83j911AQqy/z4gEoiAhLoqcjHimjs3muoumsn5HMb999guc3eSr1mwrCtiYefSny3j0p8sCOmagkEnFXHHuRK44dyIllc3sOFDO4eI6quo1NLXoMJitOBxO5DIJSrkUdZSMrLQ4stPjyc9OZMqYrKAV4IbSPR1Mz0J3Qv1962o0CugwTmRdZL07zZWT17Ve05EQ/ZOtB/lk60Gf9WpN5j71q/Gk+1mqFxeyrttP9ac73Vdk+krEmIkAgEw6gbTkLzBbtmI0f4vFsh27oxansw0QIBSoEYuzkUhGIpfNRiFfjKhbrpr+JF2RTqF6JMd1x8LazqbmDVySfhkigWdOgAihp9RQQoO5PuztTI+fiUQYmFjI345/yqH2Cj6e81sSZYH9ELe2G9z+FgoFTBrtqSjjDamHm5n/bhnxMUquOG8ib322vXPbZ9/t5/arZvl8sUcY3IwclsJIH3k3+oun//2dx6A3PzuRZ355GXJZ30V4FkwfzrnzRvHNhiNu28uqW2hrN/pMongmkZ+dSH52/3kFDMV7OhiehXAjEASWQNXl7DBqRmYkMyLd9/cnKzG2L9063V6A208hFoV2TBUxZiK4IZfNQi6b1ed6cjJKei/UDbEojdxMzyBpXyxMWhx2Y6bd1s4+zV6mxE0NazsROtjSvLlf2pmbOC/gY8r09YxQpwdsyAAebhuJcSqi/DQmug8k2rSByYhetnS8mzFjttjYuKuE8+adzjVldRrZ0fIhRdpNtNvqEQtlpMlHMj3harKjJnqtV2OtY1frJ1QY9qK3NyNERJQ4nnTlKEZFLyYn6vTKU4l+O59V/Z4L0n9JqqKQDY2vUWU8gNNlI0k2jOkJyylQe87OGu0aDrV/R6l+O82WcqxOE1KhkmR5PpPiLmG4eo7P8642HmJf20pqTIcx2jWIBTJUkgQyFGOYkXgNMZK0zrImRzsvFi13Oz5DMYbrcnuOC2y3NbCt+T0qDLsx2FuRidRkK8czM/F6EmW5fb5ug5Gi8kavSV/vvm5eSAa9p5g3Jd9j4AvQ2Ko7K4yZ/iRyT88cTgXbj89J5dGrl4StnbQ4NQANGu8CAae2p8aqw9aHrkQEACIMWSbHTSFGEhv2dtY3rQ17GxHA7rKzs2177wX7SKYik9yowFWRrE47GYrgZkqNJvcZT3UAMSvdcye0awMLyE1NiiYjJdZtW1dfc4O9lf+V3ce25vdw4iBfNYMkWR6Vxn18WPkI+9u+8qizxVLJW2V3s7/tSxQiNfmqWaQpRmF3WTik+Y4y/U6vfTmh28K75ffTbCkjWzmBNMVo6kzHWVH9Bw5qVnmU39u2kg2Nr9FkKSdRlstw9RxiJClUGvbxefUfOdy+2ms7W5re5v2KBzmmXY9CFMtw9VzSlaMxO3Qcbv8eqdDdZUYqjOLC9F+xOOUuJsRd2NslBaDOdJS3Su/moGYVUeI4hqvnES/N5Lh2I2+X3UuJflvIrttgYsseTxlhhVzCjAm5IW3HVzB8e5gC0s9mIvf0zGHmiA6Ftm3Fldgd4UtSP6uwo52NR0q97t9wcvsMLzltwkGfV2bW1j/D0favyVPN4fyMJ7C7LBxs+5Ri7Vq0thpcuIiWpJGnmsvE+OUeLxFfOF12jmm/oUS3nhZLKWaHFqkwigRZHsNU8xkde5FfOWVeOr4IgIsynyY7ajouXBRrf+BY+yparRWYHe0oRLHESrPIiZrBxPhreqyv3VbLEc0X1Bj30m6rxeY0IhSIUYjiiJNmk6YYzzD1POKk2b32zWhv5ZBmBZWGHbTbarE7zShEsaQoRlMYfS65qp79SDc0PM8hzQoylVO4JOuvOF12DmlWckK3Bo21GqvTgFwUTZJsBKNiL2CYqvfZaIO9mRLdBqqNu2mxlGCya3DiQC5SEyvNJjtqOmNiLkYm8s/aDuX16o5IIGJe4ny+rAuvWMFR7RGaLI0kyZLD2s7ZzgHNfgx2Q+8F+8icxN6lx72RpUxCYwuuf65ui+42u/8vmRi1uzHT1Opb998Xw3OT3HItnKho6vz8bd1ztFqrmZF4HXOTbun0y24wF/Ne+YP80PASuarJbisZBzRfY3WaWJp6LxPjLnZrq9FcglIc67UfRbpNTEu4ivnJP+5sp9Kwj48qf82ahlcoUM9GITotFzop/lKS5fkMU81AJDj9utrZ8jHrG//DzpaPGBOz1K2NEv02tjT/D7lIxWWZj5OpPC2y4MJFi6Uchch9UCUSiBkVs7iz/94MuK7YXRZW1jyBxWnkkoxHGRF9+re1znSMDysf4auav3DbsFdRS04bwMFet8GENzGLvMyEzrxIocLh9P6MiISROdhQE7mnZw4FaQksGpvP2kMl/OWzdTx86Xy3uBubw8Gmo+VMzc/sFBQIhqXjh5OTFMcPB0/wzd7jLJtU2LnvUGU9/1u/F7lUzLVzJ/bldPwmZG5mrdZyjPZWPq/6BW1Wd1WIFkspLZZSjrZ/xSVZfyNO2nPyNo21mq9rfoPG6i5nana0U2PcR41xHwfaPubCzL8QK/XP6jPaW7A5TayqeZRq4x63fQZ7MwZ7MzanqUdj5rDmCzY2vtCZzPMUTpcDnbMena2eSsMOdjS/xi35H6EU+85gWqT9nvUNz2Fzus9I6O1N6HXrKdGtJytqKuelP96rAdhmrcDi0PF51YM0W9wz5BrtrVTYt1Fh2MbImGUsTv2Vz3p2tbzFrpa3cLocHvuM9jaM9jZqjfvZ3/oRF2c9Q6KswEstpwnl9fLFgqRFfF3/JU5X+GYgXLjY0LSeKzOvDlsbEWBLS/hdzMQCMbMSgnOjvCxzFs8XfU69uY1UeWAqQWqlzC3LtFbv/0xkbDflstIqTzGBXuuIdq+jobkjKLPFUkmpfgdx0gzmJt3caWAApMiHMzb2XPa1fcFBzXfMTbqlc98p48zbhFKy3HcuG5lIxbyk29zayY6ayIjouRzXbuC4diMT4y7q3KcUxXh1JZsSfzkbm/5Lq9VT8npny0cALEi+w82QgY4A2kRZ33OVHNOuR2drpjB6vpshA5CmGMnU+CvY2vwOe9s+Z37y7Z37gr1ug4l2vWfgsErpPfN6X/CVeT42iIR6EXomck/PLP543bnc9cqnfLh5Pz8cKKYwIwmVXEZju54TdS3ozRa++d3tfTJmxCIhz952EXe89Am/fOtr3lq3m+zEOJq1BnaVViMUCHjqxvNDHujvsz+hqkhrreWrmkfQWCspUC8kO2o6clEMensTx9q/odF8DIO9hZVVD3Fd3ptIhd6/vDpbA59V3ofJoUGAgGHqBeScrMvkaKdMv4ly/RbabbWsqHqA5Tn/QSnuPRDdYG/h+7onqDbuIVqSRq5qNmpJKnanGY2tmkr9dnJUvmVaG8xH2dDwHC5cyIQqRsYsI1E+HJlQjc1ppM1aSY1xHw3mw2Qpp/Y4MD+u/Y4f6v4CuBAJpIyMWUa6YjxioRydrYFi7WoazEepMuzi86qfc0X2PxEJfPvXG+zNfFXza5otxSTIhlEYfS4x0gxMjnZqjfso0na4Yhxr/4Y0xXhGxZzvtZ5EWQFOlwOJUE6mcippirGoJWmAkzZrJYc0KzHaWzA5NHxb+weuz3sTgQ9PxVBer56Ik8YxMXYSe9p2B3W8v2xq3shlGVdEhADChN6u52B7+JPGTYidhEocnA/vJRkzqTA08tDe//DgyCuZFOf/4FMVJe9mzJix2RxIJL1/nxK6qRN1XVXxF4Xc/ffjlLpZhaEjB0CWcrzXZznp5MC/0XzCbfuo6IXsbf2c1fX/oMFczIS4izrL9kSKLB+hwPO1k6WcwHHtBurNx4GLPA/shlAgQimKRW9vwelyIDz5XNpdVmpNxxAgYGR0+BTbqgwHAMiN8h5LN0w1na3N71Bh2AOcNmaCvW6Die55jwAMJ79PoWTjrhMe20QiIVlpsSFv62wnck/PLGKUct782TV8tOUAq/YcZ39ZHTaHg0R1FJPy0lkyvoCkmMBVObszPC2Rjx66gX9/v4MNR0o5VtNEtELO0vHDuX3JNEZl9p83S8iMGRcumszFnJv+GAXqhW77xsRewuq6P1Os/QGDvZndLW8zK+knXutZU/+Xk4aMkPMz/uThajUq5nz2t33M5sYXMdpb2dT4T85N/32v/Tuo+QyjvZXpibcxJeFGjxe3Cyd2p++Ht0j7fees2sVZz5AsH+m1nMmhwer0HaCrtzWyoeE5wIVcFMNlWc8R3+1lNj7ucrY1vcqe1ndpMheztenfzE2+t8fzqzcdpjDmPBan/tLt3EbHXEi6ciLr6v/acR3aPvVpzOSqZrE07TfkqeYhEXrOykyIu4oPyn+M1lZHu7WaWuN+MpTeg1VDdb38YWHS4rAbMzq7lr2aPUyNmxbWds5Wtrduw+FlRTDUBBP4f4p3ytfiwoXebub+Pa8QJZaTKo9D7MPA/c/0+zs/pyZFU1l7Om+E0+mipLKZkfm9K/EUdFM0Kq9ppaFFR0qC/0ZZdwECq7VjtVRn7zCMDmhWccBLzMopzA53ec00xSiuyPoTaxpeZl/bl+xr+5JkeQGT4i5idMw5bi5hXVGIY7xujxJ3rHQZ7RqPfWX6XRTpNtBoLsVgb8PmNGF3WXB0W/E9dbzTZSdKHIckjEkv9faO1bFoSZLX/eqT23U2d8Mz2Os2mEj0ItFbWtWM2WILWbB4WXUL63d6DnzHDk8b1AkOhyqRezr4EAmFHHju527bphVkemy7e9ks7l7m6W0gFYu4Yf4kbpjfd0GRngTVkmJU/PaqxfyWxX7VlZcc73EOoSCkjopZUVM9DBnoWNqfn3x/58vlaPsqD9cjgDrTIWqM+wAYE3uxz5iRCXFXkSAbBkCJbj0Ge+9uF0Z7K6NiLmBqws1eZyAFCHt8+Zkd2s5z6W58dEUhiiVGku5z//62j7E5O5Z0Zyfd5aMuATOTfkySvCOr6mHNSoz2nhNoRYkTWZDyc6/nNjrmAmKkHcmJmi0l2HwaDwJGRJ/j1ZABkAiVTE64vvPvJnOx13IQuuvlD6OiR5MqT+1THf4QEQIIH1v7wcUsThrHmOixQR//r5Kv+bhqE63WjoG9wW6mRF/HcV21139dGZHrOeg9XtbgV7vDcz1nt9Zv9/3seaOiWwI+ubxjgOI66Z6ZLC9gTMw5Pv/lqTyN+DzVNH6U/xqXZz5OvnoWzZYyvq37O2+W3oXG6l2V0JsLa1e6up+5cPFFzZ/5pOq3FOs2Ey/NZELcBcxNvpVz0x5A5sX99nRsUmBypsHSPRaq6x5fBHPdBhPevo8mi43Pvj8Qkvpb2gz8+m8rsdk8vyvnzh3l5YgIfSVyTyN4Q2PoGKsqpKFTtAsXITWH81Rzfe6TidRkR02nRLces6OdZssJj9n6E7o1nZ9H+lg9OEV21HRaLKW4cFJt3ENh9Lm99m9Kwo29lvHFqTgfFy62N73G7OS7fLpY9USJbj3QYRgMj+5JNk/A6JiLWG9+DofLRql+A2NjL/NZekT0OYgFvvwfBSTI8mi3VgMujPZWYqTB+agmSId1frY4vSdDgtBdL38QIGBB0mI+qHo3LPWf4pj2KI2WBpJlZ7aufX9Tb66j3OCpphNqZifMRSgI/jv4v5kPB32st8HC9v3lXLp0fK/HxsUoSYpXuQX+v/fFLi4/Z4JfbmpavZkjJ9xz95xSSDu1gpCmKOSc1J/1Wld3BAjIV88iXz0Lna2ZtY2vUKTdyHf1z7M8+y8e5Y2Odq/16O0tAG4B8EXajRzXbiBWmsb1uc+jFLmv6vxQ/5JHPUpRLAKEGO0abE4LEmHwPuE9ES3puJ86m/eJtFPb1T5WbgK9boOJhTOG89zrazySH/7r/U1kp8cxZ/IwH0f2jMsFG3YW88yrq91cMk+RnKDm/Pmjg6o7Qs9E7mmE7qzeX0xVs4ZEdRRpcf0T99IXQjq67GkGHiBJPqLzc7PFMw9Jvekw0LFKkijr2R9dJT49OOgYpPeMWpJCdBc1nkAZE3txZyD+/raPeLfsZg60fYrF4XtA3x2DvQW9vUM1JEk+vFc1thTFmM7PdaZDPZZNVfT8g6AUnY5JsbmC94WVik777/c0yxqK6xUIcxLnIhWGNwlghxDAurC2cTayuXlTv7QzJ9H3ZIs/ZEclB/SvKxNGZnjUt+NABTa7f65186a6/x42tOh48Z0Nfh371mfbsdrcV8IzU2MBOnOaVBr2eV0tDwS1JJGL0n+NRCinxuj996rRfAKbF3feSsM+AFLlpxVxmiwd0p7D1XM8DBmNtdare6pEKCNVMRwXTop14fte5URNBqBU711KvFS/A8Bnjp6u+HPdBhMJsVFuOYpOYbXZ+dX/reAP//yaIyfqcflenOrE5YLi8kb+t3InNzz4Or/+20qvg16BAB66fUlIc55EOE3knp7dPP/lJq565m1+9tpKHnl7FTc9/z6/eONLAB68dH6PbmaDhZCuzChE3v2hTxHVZUBt9uIbrbd1DPRdOHml6By/2+3uz+21bXHfMukqRLFckvVXVtf9GY21mnZrDZsa/8GWppfJU81mdMzFZPkIBj2F8eTsI7gbY75QdyljsPUc9BvY+fX8i9RkLqLCsI1mywn0tkbMDm2nn3pPcUVdCcX1CgSlSMn0+Blsat4Ysjq9sbl5E5dlXIl4CPi2DwVcuNjeujXs7YxQFw7oilpygpqRw1I4VnratcxosrLzQAWz/Zj1XDyrkE+/cxdI+PDrPbhccPf1c70OCFwueP+r3bz35S6PfRNGdridJspyKVDP4oRuK2saXmZhyp1uK7wOl50y/U6ylOOQdZnIKNZtJl0xiqhu4isN5iJsTjMxEu9unzanmbUNr7A09d7OoP0Kw15O6LYiEcoZEX3a4Dy1+tFiqXSrw+I08F39C17rB5gafxVf1PyZdQ3/Il6aRapihNv+Vms1UaJYt/MJlBHqucRJMynWbeGYdr2b2ECd6Ti7Wz9FIpQxMe4St+OCvW6DjZ/dvJBt+8tp6zZIdbpcfLvxKN9uPEpstIJhWYmkJ8egVEiRiEVYrHbMFhtavZnahnZqGjQeWee9cff185k7ZWiovQ1VIvf07CUvJZ51h0vZdaIKo9WGWi5jzshcblk0hZkjAk+bMRCEdEQmpGeXB1GXmXOby1MKMNhAcBe9z256U9AJlGT5SK7NfZ1j2m/Y3/oxbdYKnC47JboNlOg2kCjLZ07yPT6D4rvKMPt2CTuNuEvsSm/Xxp/6eqPNWsHa+mc6V8i6IhSIEAtkyESqzniY3ujr9QqURclLw27M6Ow69rTtZnr8jLC2c7ZwTHuUVmvP8WChYG6QuWVCyfxpBW7GDMDnqw/4ZcxMHJ1JWlI0dd2kTT9atYcfthxj0cwRFA5LITZagdlso7ymlbXbiyiravFa35wpp9tclvYgH9t+w762LynSbSZZlo9MpERna6bFUoHFaeCOgrfcBv9bmv9Hs7mMBFkuMZJkJEIFWlsjdaajgIC5ybd6bTdLOZ6j2rWUG3aRIh+O1Wmi0rAPF04Wp9zlNiFWoJ7DpqY3KdXv4P2Kh0iWF2C0t1Fh2EucNJ1M5ViqvaxkFEbPp850jF2tn/C/8p+RpigkRpKG1WmgzVpLm7Wam/NeIrnL+ZTot2G0t2FxGmm1dKz0a+0NbGt+F6kwCplISYq8oFPWWSgQc2nmo3xY+Qhf1jzJrtaPiZNkYLC3UmU8iEAg5ML0XxEjcTegg71ug40YtYIXHr2aB/78MS0a77mXNFoTew5Xseewp3y2v0glYh66fQkXLQo+1i2Cf0Tu6dnLJdNGc8m0oe3uF1Jjxu6y9ry/y6y+t2B7iVCOw2FFJlJzTtqjfrerlvTfjKtQIGZ0zEWMjrmIetNhjrWvoli3BpvTRLOlhM+rHmRO8k+ZEHeVx7GSLnLUdi/GXHfsztNlfElZhwqtrY5PK+7F4uzwy8+KmsqI6HNIlheiEid19r3ZcoIPy+/wu96+XK9AyVHmkBc1jDKD94y0oWJ909qIMRMi+iPwXyFShEWFztFLbiNRt/icc+aO5NUPt7j5pW/eU0pTq56k+J5XCYQCAT+5bi6Pv/C1x77WdiOffLvP735PHJXJyGGnfzPlIjXX5T7L/ravOKpdR63pMI6TimAZyjEMV89G1U06fUbCNRxu/54mc9nJXC8uFKJo8tWzmBJ/OVlK77FA0ZIUlqTey8am16k07sfhtJGqGMGMhGspULsr8ihFMVyT/Qwbm16n1nSUOtMxVOJExsWex6zEG9jZ8pFXYwZgYcqd5Koms6/tS2pNx2gwn0AqlKMSJzIl/gqiu70zvq/7R6dC2Sl0tmY2Nb3Z+ffU+CtZmHJn59+JsjxuznuJbc3vUarfTqO5FLlIxYjouUxPuIYUuWcermCv22AkPzuRf/3pOp7+9/fsPFjR+wEBIBDA3Cn53HfTwk6XyAjhJ3JPIwxVQmrMGO2tnSpj3tDbT7tKKUSeSeeixImdLk2ZyimdbgiDlVTFGFIVY5idfDf7Wz9id+s7OF12tjS+RE7UDI+EnqouwaA6m2fG3e7o7KdncaN8BJKGip3Nb3QaMlMTbmZ64m1ey/XFrz7Q6xUMi5IXU1YWXmPmuO4YDeZ6UvpBQe1MxuK0sDvMktoA0+Knhyye6pu63bxXuY5KQ2OvxsyGJc+4/Z2REsusyXls3t3x/RSJhCyZVegRdOuLc+aM4qNVezlcHLzilVgk5J4bPVepRAIJk+MvY3L8ZX7VMzJ6ISOjFwbcvsNlJVGWw+WZj/tVPkGWzWWZj3ndNzvpJmYn3eTz2NyoqT7zwHTnruHv+FWuOypxAktT7wV6ls4/RbDXbbCSnhzD849excZdJ/ho1V72HKnC6fTv++yNlAQ1i2aO4OLF48jLDC73WIS+EbmnEYYiITVmWiwlPcZBNHeR8vUW4J+mGEeLpRSny06D+QhpinEeZQYjUmEU0xJvRSJUsqXpZVy4KNdvZWK8++BcIYolRppJu7WaZksRdpelR/ewru5eqfIxPsuFghrTPqBjJaWr/HJ3dDb/5GR7wt/rFQzT4mbwYdX76O363gv3gfVN61iedW1Y2zjT2d22C4uz9xXKvhIqF7MNjQd58sj7QMeqS6IsmmaLlihxhzuowd5xLuNj85gS5zkrD7D8gsnsOVTFRYvHcd1FU0hN8l8lRiCApx66hDt++x4Nzf65enbn3psWMGZ48EIoESJ4Y97UAuZNLaCt3cjWfWWcqGiipLKZuqZ2jCYrRrMNi9WGSChEKhWjUsqIUStITVSTkRLL8NxkxgxPIzvNc5IzwsAQuacRhhIhNWZKdOuZGH+N131mRzuVxg6FF6U4jgQvxkxB9GIOaT4HYF/rB6RlDA1j5hRdYz98uZGNUC9hZ8ub2JxmirSrGR1zoddyLlwc0XwFdBgYw9TBJ/vzh1PxPCKBpEcDq6t8dl/x53oFikQoYU7iPL6t950AMBRsadnEFZlXRYQA+kB/uJilydMZFhWaINNPq7cA8NPhF3F11jxEAiFL1j7C/SMuZVnaVGpMzfz12KeYHVauy1notY5p43JY8cqdqKO853LqjcQ4Fc/99koeeeZztyScvSESCXno9iV+SUFHiBAscTFKLlgQ3om3CP1L5J6effzf0TtptzXz2Nh3kfrIOzjYCKk0c4P5aKcx0hUXLjY0PN8ZMzMq5gKvLmTpivGdKztl+s1sbfpXj/K/ensjlQbv0pih5oRurVsAvzeKdT90fo6T5notMy7ucuSijtnYrU3/8ipRDbC96VWaLR0rWSOjl/VZja03TslW25wmGsxHvZY5rFlJic4/OdhQXa9gWJi02C35XjjQ2/XsbvNUiYrgH23WNo5pvX/PQsncxNBNApzQ1zJCncG12Qs642GkQgkmR0esYIYikSfG3Uy1sZk3yr73WU+whswpcjPieeuZm7jhkmlEKXp2nxMIYMH04bzx9E0RQ2YI88Rtr7As8U63f9u/C01Cw7OJj//5LTdP+jWXZt3Lz855ksPbPTPSR4hwNtNsqaHdR/6swUwIp5UFxEjS2NDwdyoN28lVzUEpisNgb+Fo+9c0mo8BHcH6k+Nv8FnL0rTf8nHFXehsDextfZ9i7RpyVbOJkaYjRITFaUBrq6PRfJRWSzl5qjlkR4U/GHtDw9+xOy2kK8eTIh9NrDQLqSgKp8uO1lZPuX4LNca9AMRIM8lVzfRaj1wUw5K0X7Oq5lEsDh2fVNxNYcx5ZCgmIhEq0NnqKdL9QIPpCABx0mzmJP807OdXoF5Ek7kIgG9qfseUhJtIlBUgFIjQWKso0n5PpWEnKYrRNJmLeo2dCdX1CoYkWRJjYsZyqP1gyOr0xvqmtcyID12/zya2tW7pIXt6aBAKRMxKmBOy+gx2MxlK90kFpUiG1nZaaTBKLGdq/HDWNR7krgLvq66hQCoRc8+N87nzmjls2VvKkRP1tLQZ0OrNRCmlxEUrKRyWwrTxOcTHhFc8JEKEocCedUd49fFPOv8u2lvOE7e9wpt7n0IayXUSIQIAJ/T7ey80CAmhMePi/Iw/s6rmt5Trt1Ku98wdoRInc3HmX70qmZ1CIYrlyuyX+L7uCWqMe9HbGzmkWeGzvLCXxJOhQ4DdZaHSsJNKw06fpeKk2VyQ8WdEAt8zpjlRMzk/4wlW1z2JxaHjiOZLjmi+9CiXphjHsow/9ni9QsX4uCupMuyk2rgHg72FDQ1/99Kf8VyY+RQrqx7sNE59E7rrFQyLkpaE3Zgp0h2nzlxLmjw9rO2cifSHi9mEmAlES0KXuVgpktFicY9ViZeqqTC6i3nESdU0Wbxnug81EomIBdOHs2D68H5pL1jyVTN4aNS3A92NCGcxB7cWe2xra9RSc6KBvDGZA9CjCBEGHyd0Z70xA1KRkuW5r3Gg7RNKdOtot9UALqIl6QxTzWNC/HK/JIaV4nguzXqWKsMuinU/UGc6hNHegsNlRSJUEi1JJUlWSLZqOrlRs3qtLxRcmf0iRbrV1BkP0m6rxuTQ4HBaEQmkKMSxJMjyGaaax4jopX7ltMmJmsmNee9wUPMZ5fottFtrsLnMKESxpChGMVy9lHx1/+XGEAkkXJT5fxxp/4Ii7WpaLWXYXVZkQhUJsmEURC9iVMyFCBCQqhjTqzET6usVKONjJ5AgTaDF6j3PRqjY0LSOa7J8CyZE8KTcUEatqTbs7YQ6t0yeKpVSfT02pwOJsMNNtkCdxobGQ2isBmKlUQAU62pQicM/AREhQgT/8ZXFXDAU0ptHiNAPWJ1mSg2eeQaHAgKXy09dUB+srX+Go+0duQ9uGPYOMZLILHWEwcFXdV/wWc0nvRfsA1HiKP46/u9IhBE3BX95r/J//NC4OqxtxEhieGb8syGVd3+3Yh2vnPiKJ8bdzPzkDnGS7S3HeXjfq2QoEpiXNJYKYyNbm48yL2ksfx5/S8jajnB288Rtr7Dpiz1u2/7w7r3MODcSB+Uv+zYc45ErnnXbFp8Sw5t7n0IijQi5hJNWawNH27dTZjhMvbkSg70du8uGTKggVpJIhrKA8bFzyVcF9n0+od/P3rZ1VBmL0NnasPqhjvnjYX8kT3U6YWeJ/gD/LX0cgERZBj8v/EevdTx3/D6aLTUA/GjY4z32O1Tn3rWf1+c8zJiYWThdDvZq1nNQs4lGcxV6ezsSoYw4aTLDVOOYlXA+cVLfeRhrTCWc0O2nzlxGvamcZkut3+7f85Mu57w039L4p7C7bOxtW8tR7U7qTRUY7O2IhRJiJInkq8YzNX4pKfJsv9rsidA+wX2ziyJECCnzkxbwRe3n2PuQG6c3DHYDu9t2MjNhdtjaOJNwuBzsaA2/aMeshDkhz1N1ftpUzA4r42NP59KakVDIouTxrG08wPuV6wGIk6q4M//8kLY9WHC5XFw36iE0zToAPjz+LNEJPSf8jBBhMDBx/kh+/IerWPnqWtqbdeSMTOeuP18TMWTCSJu1kRXVL/uMwzA59JgceurM5exqXc3I6Glcm/0gkl7yglmdZj6s/DtHtTsC6o8AQb/lLwzXuQM0WqrJsrXyTsXTVBvd3ScdDjt1pjLqTGVsb17FFVn3MiHWuxDOtuav2dO2NvCT85NS/UE+qf4nGmuT23a7w4bZUUmDuZKtzV8xO/EilqXdglAQvCZZ5CmOcMaiFkczOW4qO1q3hbWd9U3rIsaMnxxs34/Orgt7O6F2MYMOI+VHw8712P7Y2BtZ2HSQEl0tyfJY5ieN63Q5O9MoO1LTachEiDDUuOqec7nqHs9nOEJ4UIljqDWdTmItEcpIk+eRIEtBLJChs7dRpj+E5aTy6THtTr6o+TdXZPWchPajyuc7DRmZUMHsxItIU+QiFkhpttSwtWUVbdaOnHgCBFyV9TPSFcOIl6Ui7qc463CdO0CNsYRj2p1UG08gQEC6YhjJ8kxEAglNlhoqDcdw4cLusvFJ1QskytLJUHimKBgfO480RV7n3zanhe/qTycQPi/tJp/XK0PhPZfaKY5qd/BexV9xnJxMlgkV5EaNIlqSgNVpodpYTIu1DhcuNjd/gc7exjXZv+j13H0RMWYinNEsSl4cdmOmWF9EramGdEVGWNs5E9jSD4H/+aoCUuWpYW/nFEKBgEXJ41mUfOa7/OxZd2SguxAhQoQhgkQoY07SxdSZypgcv4R81TiPwbHZYeTjquc5qu0QCtrTtpYlqdcRI0nwWmeZ4TBHtB2r+1KhnPtGPOvmSlXIFKYnLONfJb+mzlSGCxdttkYmxi0I01l6JxznfopThlySLJNrsn/uZpAAVBtP8Fb5nzHY23G4HKxp+JCbcn/tUc9w9USGqyd26Y/BzZiZmXB+UHlm2qyNfFT1QqchMz3hPJal3oRM5B4zv69tPZ9Vv4TdZeOAZhN5UWOZnhDcZENI88xEiDDYGK4aQaYiK+ztrG9aF/Y2hjpGh4EDmvArpcxL7N+X1tnE3ogxEyFChABYmHwV1+U8TKF6stdZfrlIyfLsn6MUqYGOvISl+kM+6zvcfnpyckbCMq8xIRKhlCUp13b+faQ9vBOavgj1uXdFIVJx+7A/eBgyAJnKAi5M/1Hn3yd0+zoNi/7gu/p3sDg6UhaMjZnNpRk/8TBkACbGLXCLu1nb+GHQ/YwYMxHOeBYmLw57G1tbNmN1WsPezlBmR+v2sMYvAciEMqbFTwtL3Q6XE6cfcYGNZg2H2yvC0oeBxGa1e5W3jRAhQoS+IBXKGRE9ufPvnpI2ngq8B0hT5PoslyY/va/ZUten/oWTQM69K3MSL0YtifO5f0zMTEQn44PsLhvNlvAriALo7BoOtW/p/Pu8tBt7LD8t/pzO1R+trZUT+uCSAUeMmQhnPLMSZqEQhVcq1+gwsqstsGDEs40tzeF3MZsaPx1ZEMvi/rBoza84f/3vWNfY84/tZ9VbuHvXP8PSh4Hk8LYTWM22ge5GhJMIhRFJ4QhnDrGS0wmJrSfjSLzRdeZeIpD5LNc1kN7pcvSxd+HF33PvytjYntOSiAUS1JL4zr9NDn1wnQuQUv3BzuudIs8hXtqzy7dEKHMzSsv1wUlD9zlmZlHqwyxKfbiv1USIEDZkQjkzE2aztvGHsLazvmkdsxPmhrWNoUqDuYFSQ0nY25mb6F21JVSYHBZ+f/Btrs1ewF0FF/RJfeUURWWNHCyq5VBRLfVNWrQGMzq9BZs9fC/gVa/9NOBjIvEygwuhMDIXGeHMoWu+uZ4yhnS4lXW4YjVZqoEZXss1dVnBiZMmh6SP4cLfcz+FWCAhUdZ7jK64SzLy/nIz66quluqn5LJafHqFSePnylR3IgIAEc4KFiUtCbsxU6I/QbWpmkxFJJt0d7b2Q+B/ijyV4aoRYW3jkoyZNFnaeb9yPcd11Tw+9kbipIFLEzudLlatP8wHX+/hREVT7wcMMCaDhd1rBncyNU2zjg0rdrFn3REqjtaiadZiMduQKaTEJ0eTkZ/CyCnDmDCvkNHT8hH0YWWjpqSBvRuOUXKgktLD1bQ2tKNvN2I1W1FEyVGo5MSnxDBsTCYFE7KZfeEk4pKiQ3i2IJG5v74bq1pY8/F29m08RlVRPdpWPS6XC1WMksyCVMbPHcGiK2eQNTz04hiD4XoMNvQaI5u/2sv+jccoO1pDU3UrJoMZkUiEOj6KjGEpjJmRz5yLJlMwvu95NgYzLlxUG4sp0R+g3lyBxtqEyaHH4jBic9mwO61+D7bHRM9kd2vHu3xry9fMSFiGXOSpHrmu8ePOz6Oip4fmRIIglOd+iihxDAIG58qszt7W+Xm/ZiP7NRsDOt7kCE4tM2LMAI0mPftbajne3sQxTSOVujZ0dgt6mxW9zYLd6SRKIiVK3PEvVqYgVx1HnjqePHU8hbHJ5Knje2+oHynXtbKtsZJ9LTWU69qo0mvQ2ywY7TbEQiEKkYQEuZIsVSwjY5OZkpjJzOQcoiS9a5wPRdIV6RSqR3Jcdyys7WxoWsf12T37iJ5tuHCxrXVL7wX7SLhXZQDUYgUPjryCN8pW82bZ9/x4x9/50/ibGR3t/2CksUXHY89/xf5jNb0XHgAaq1ooPVxN6aFqSg9XUXqomrryJq8zhssLA5PS/Ljk76hiPANBe+KB857i2O6yzr9/98ZdzLnotI+53Wrnf898yWevrMZi8oxbM+nN1OjN1JQ2suP7g/AXGDklj79/66nu0xPNtW18/dYGNq3cQ2WRbx98fbsRfbuRpppWju8pg7fhpUfeY/o547nziatJy0kKqF1fSOUdv9V6jZFX//Ax3727BafD6VFO06xD06zj0LZi3v3rV8y7dAp3P3kt8SkxfWp/MFyP5to2bhz/q6CPB/jlyz9i8dUz+1RHVzTNOt555ku+eXsjNqvnINVhd9JSp6GlTsOBzcd579mvGTl1GLf//grGzQ7vZMxAcLh9G9/Wv01LiOJWRkRPJidqFBWGo+hsbfyj6OcsSL6SVEUOEoGMFms9W5q/oMLQ8a6PlsQzL/mykLQdKKE+91NIhL7d6waaU4H/weJ0ef6G+cNZa8y0WYx8VXmULyqOsKupqtecp1qrGa31dHbZXU1VbvtTFCpmpuQyKzmHhen5JCv6P5Gc1mrmg9L9fFp2kOOaRp/lHA4nFocdjdVEibaFdbUd7j8ykZhF6QXcPGIKM5Nz+qvb/cbCpMVhN2a2tmzmqszlSP1IfHW2UKQ7TrMluKVjfxEKhMxOmBPWNk4hQMBteecwKjqLPx16l/t2v8T9Iy7jkozeB0T1TVpu/807tLX37Qc/HFQcq+UXFzyNQeufz/ZA0VDV2vlZ06zjd9e8QPH+wAQXhk/M9bus1Wzjr/e+zuYv9+CwB/eiddidbF21jz3rjvDQP29j3qVTgqqnK3KllNqyRn571fPUBbC6t/Hz3RzcXMQf3r2XwsmeSki9MVivx2Bg27f7efa+N9C2GgI67tiuUn556d+45I5F3PnH5YjEZ4YL4frGT9ykfpUiNcPVk0hT5BEnTUIhUiEVypEIZWxp/rJzxaUnBAi4MedXvFn+BNXGE2hszXxe8y+vZRNl6dyQ86tOtbBQYXNaei0TjnMfCki6xKxmKPLJUgZmoCfJg0txcdYZM2aHndeObeflI1sx2kOnPtVg0vN5+SE+Lz+ESCBgTmoeV+aN45zMQuSi8F5mq9PBv49u49Vj290MrkCxOOx8U3WMb6qOMSUpk8ennMeYOE/Zw6HK5LgpxEhiaLe1h60Nk8PEztbtzOmHVYKhQn/klhkbPZ4YSWzY2+nKzISRvDr9AR49+BZ/PfYJR9or+cXIK3yWN1ts/PL/VgxKQwbAYrYNekMGoKmmw5jRtRl4+OJnqCquD7iOGef6nxNIKpfQXNsW9MC9KxaTlafvfo3Y5GjGzRrep7qsZhu/v+4fNFa39l64G5pmHY9c8RzPff0rckcHNngYrNdjoPn6zQ384+F3cDl7j3nwhsvl4vN/r6H6RAOP/+8eJNKhPTyrN1fwff27nX/PSryQ81Jv8pnh3purmC+U4mhuH/ZHXip+mCZLDWKBBCdOBAhQilSkKnIZEzOLibELfLbXF3oLpg/nuQ92VOLTK76ZyuFcnHFHv7Q7tJ+WANnWWMGDW7+gzqgNazsOl4sNdaVsqCvl4pwxPD/70rC1daC1joe2fsEJbWhnvnc3VXPZt//lrtGz+fm4+QgFg9M/MxBEAhHzEhfwZd3KsLazvmldxJg5idVpZU/brrC30x8uZt5IU8Tz8tR7+duxT/i6bifF+lqyld7dZj7+Zq9f8TEKuQR1lBy5rH8yVZ9CLBH1GMegadF5DNRiE9UIAvhtCEXQekNVC06Hkydue8XNkJFIxYyals+YmQXEJUWjilFgMlioK2vixIFKDm0/gd1qR66UMWFeYUBtXnXvefzx5pfctsUmqpm0YBQFE3LIHZVBTIIKpVqOUWemrqyJ3esOs+bD7Vgt7gpwdqudfz78Dq9sfCyga9edZ+9/082QySxIZd6lUxg7czixSWokUjGt9e0c2HKc1e9v9TB6THozf7zlZf61+fGAB86D5XpEx6t48B+3YjJYMOnNnf8b9WbMBov7/3oLLQ2asCjybftmP/946B0PV0yBUMDUxWOYdcFEsoanEZekxmSw0NrQzr4Nx9i4cjfNtW1ux+xec5inf/Iqj75+V8j72RWH08UFL7xBZasmZHUmqJRs+uVPADig2YjrpM9LumIYF6b/qMc4D7Pdf7Utm9PKf0sfp8lSQ7oij5tzH+1RprgnRF2C7x2u3r8bGlszVmfPk8bhPPfBTqaygO0tHZ/rTOX91u5ZY8x8XHqAX+/4CocfShGh5Mq8cWGr+7PyQ/x6+1dYneFRPXK4XLx4eDMHW+t4ae6VKMX9O7gKBwuSFvJ1/ZdB+2X6Q6mhhCpjFVnK8CfrHOzs1ezB5AjvbL9arGZC7MSwttETUqGYX4++hlHR2fyj+HOKdZ6xMFabnfe/3O2zjqnjsrl48TjGj8wgJSG0LhH+MmxMJu8d/avP/TeM+yUtdRq3bf/e/AeiE/rXpbapupUPX/iG/ZuOAx1GzOV3LeWqe88jOt73DKfZaGHLV3upK28OePA+a9kEMvJTaGtsZ8nyWSy8YlqPIgIF47OZd+kUrn/wIv5480ucOFDptr/iWC3bvtnPrPMnBtSPrpQf6fieCUVCfvzYlVz2kyUIRe7GYvaINCbOH8k195/Py795n2/e3uS2v7askY//8S3XPXhhQG0PlushlUs457rZfpf/272v8/37WwNqozc0zTqeu/8tD0MmuzCNB/9xq09Xvhnnjue2313Oe3/7ivf/vsptomDTF3tY9fZGzr8pfJM0Xx44GlJDBnAbsLdaGzo/50SN6jVgvdx41O92Njd/QZWxCIDl2b8I2pABUHRZFdHaWrG7bF4TXJ6iSOv7d/wU4Tz3cNLVsAOwOEydOWD8pUA1EaFAiNPlpNpURKu1vld55lBwZjhm9sL31UU8MgCGTGZUDHNTA/dJ9ofXjm3nwa0rw2bIdGVDXSm3rnsfg23oJ4WMk8YzIWZi2NtZ37Q27G0MBfojt8yshDmdycHCydykMeSqfLtdXpY5i39M+SlJMs/A6u37K2j14l6mipLx9MOX8sLvruacOSMHzJAZSpQeruLtpztWV2MS1Dy94kF+9PsrejRkAORKGYuvnskND18UcJsCoYDH3v4p7x5+hnuevo4xMwr8UkNLzozniQ/v97ritXO1f5m+e+PeZ67nip+e42HIdEWmkPLAczez6EpPVaf3/76KtqbAvBUG8/Xob1548H+0t7grMGUWpPLXlQ/3GpMklUm45TeXcc/T13vs+9dvP6SuPDxKhw6ni1fWhz4v2gXjTq94ds0BY7D37Nq9t21dQEHyJ/T7gQ5viwRpWoC9dCdBlt5pvDhcdo62+74uNqeVjU2f91pnOM89nEiEMjfjpd4cePLnaEk842I6UlQ4XU5WVL+Cox/y/JzxxkyT2cBD277wK3O3VChicmIml+eO5Z4xc3h4wkJ+N/kcHp6wkJ+Mmsm1+ROZmZxDnMw/NZ5r8yeFxT3r/ZJ9/Hmvf8FiMpGY2Sm53FAwmXvHzOHRyUt5YNx8bhkxlaUZw1FL/FPF2NVUxc+2rPDrOg52FiUvCXsb21u3YvEjSPBMpt2m4agu/HK+/eVi9uT4WzkvtedA5dHR2Xww59d8u/AJt+37jlZ7lBUKBfzloUuZN60gpP0803HYnTjsTkRiIY+9/VNGT8/vl3azR6QhVwauIhSbqOaq+87z2H5oW7GX0oExZkYBF9w83+/yP3v2Jg+jz2KysvbjwAe2g/F69DeVRXVs+Wqv2zahSMijr/8koBXLi25bwJLl7gIiZqOFD5//JiT97M5XB49R3tLWe8EAyEmI5edLT4uwZChPP5fHtLtoNFd5HOPCxc7W71lR/XJAbUlO5k9xuBysqnuDNmtj0IkxxQIJBeqJnX9/WfsataZSj3Jt1kbeLH+CVmvvMXrhPPdwkxM1svPzd/VvY7AHHpZxXtqNRIk7JixK9Ad4teTRTnW57ticFkr0B/iq9r98WhV8sukz3s3s7wc3oLP1PKiclZLDbYXTmZua53ewfqNJz96WGjbWlbKpvoxKvcZtv0gg5Or8CcF22yd7mqv5/a7ef+CmJ2dz1+hZzErOQdbDOTlcLvY2V/PS4S2sq+s5qeHa2hM8f2gjPx/n/8tzMDIqejQp8lQazIEHDvuLyWFiR+t25iUO7WvVF7a1bA2rOx9AXtQw0hXBqZ+EC7FAhFjkvlJ0qKjWo9yyeaOZPCbiihgsV91zbr8ZMn1l3iVT+M/vP3Lb1j1WIhiu/pmnUdATiigZl/9kKW8+5T67/MOH27ji7qV97o+/hOt69DcrX/VcgT/nutnkjgr8N+m2Ry9nw4pdbnLOP3y0jdsevTykrpxOl4tX1m8PWX0AQoGAJy8/D7nk9FhjYux8fqh/H6NDh9Vp5sXihxgTM4skeQZCRGhsjRTr9tFmbUQmVLAw+SpWN7znV3tT45dQpNsDwJbmL9nS/KVHGYlQikocR6aygClxSxjexWDpzqLkqynW7cHhcqC3a3ip+GFyokaRJMvA4XLQYq2lyliM0+UgQ5GPWhLPMe1On/WF89zDzayECynW7QOg1lTGs8fvIS9qNGpJHDanFZPDgNbWwsyE85kS731iOEaSyPU5v+Tt8icxO4xUGo/z75LfoBRHkyhNQyKUYXNa0dnb0FgbO+OLCqODVzU8o40Znc3CZ2UHfe4XCQT8adr5XJs/MeC6kxUqzsss5LzMjmXVcl0rKyuO8Hn5Icp0rZyTOYIkeWgVKrRWM/du+gy70/cAMU6m5LlZlzA/bZhfdYoEAqYmZfHfhdewpaGcezd9hsbqO8bhpcNbOCdjBGPjw+8DGS4ECFiYtIgPqsL747G+ae1ZbcxsbTkzcsuEghaNp1Tr5eeGfrLjbEEsFXPZT/pv8N1XkjPjiY6PcpPsNerMnStMwSCRipk0f1TAxy24YpqHMVNysJLG6laSM/snX1o4rkd/47A7+eHDbR7bz79xblD1JabHMXXJWLau2te5zWq2sfqDrVzx03OC7aYHXx88TllzaA3Hm2dNZnJ2uts2uSiKG3J/xf/K/4LJocfusrFfs8Hj2BhJAtfmPEiKPIcfGt7vHNj2xAj1FMbHzuNADwkZbU4rbdYG2qwNHNRsZkrcYi7Pusdr/EqmsoCrsn7GJ1X/xO6y4cJFueEI5YYj3coN54acX7G79YcejZlwnnu4KYyewuKU5axp+BAAs8PAUS/nanH2HAubGzWauwue5uOqf3TGNxntWip7WOmJFicE3e8z2pjZVF+G2eE7s+oD4+YHZch4I1cdz8/GzuVnY+dyoLUORRjkmJ/Zv456k+/sqPnRCby24BqyVbFB1T87JZcPlt7ELWvf89mOw+Xksd3f8sk5twTVxmBhTuI8Pqv5BKszfHFA5YYyKo0VZCvPvJw9vVFprKDa5Lm0HkqkQinT40OX7C5UlOrrWFW3m3uGn47N0Ord1W/kMgkjh505suf9zYS5hcQlD60M8tHxao/8I2ajhahoRVD1jZw6DJkicNnZ9Lxk0vOSqS1zz0VWcrCy34wZCP316G/KjlRj6vZcJ6TGUjgl+DjZeZdMdjNmAPZvOh4yYyYcqzLDkxN4YKl3EYbcqNHcP+J5tjR/SZFuD63WBhwuO0qRigRZOoXRU5iRsAyZsOOep8ize43T2N7yDd/Xv4vJoUcoEBEvTSVaEu8WN+lwObA4jDRbajsH3bvb1pCmGMasxAu81js+dh5ZyhFsa1lFif4gbdYGbE4LUeIYkmVZjI+bx6TYBQgFIpLkmb1el3Cce3+xJOVaClQT2dH6LZWGY2htrbhwIRcpiRbHk6rI8St/TKIsg7sK/kKJ/gCH27dRbjiC1taKxWlELJCiEseQKMsgJ2oUo6KnkiIPfqx0RhszB1o8XTtOESWRcluhZzBkKBgf37eANG8c1TTyXslen/tVEhmvLVgetCFziuExifxt1iXcuOYdn3MEe5trWFNzgsUZQ9fXXylSMj1+Bpuafc/shIL1Teu4KWdoG37BsLUfcstMiZuKQjT4Bj5Fuho+qFzvZswYu2Wmj49VIuohYDtCz4yeNjTcy7oilXm+brsrYAVCZn7wxvCwsZkexkzpoeo+qasFSqivR39zdKenW3bh5Nw+yW17Eww4srMEl8vVp3pP8e3hIkqaAs9L5Au5RMyzyy9EJvY9lFRL4jgv7SbOS7up1/ruG/Fcj/s3NH3Gt3VvA1ConswlmXcRK0n0Wd7pcvBd/TtsbFoBwO7W1T6NGYA4aQrnp93aaz/Hxsziz+M/7bVcKM89XzXerza78vPCfwRUvis5USPd4mf6Qr5qPPkq/3N7BcMZ/Tat7SGfTGFM8pCSGv7noU09Bt8/Nf0CslXByxN2ZVZKDtcWTOqxzGvHQ6+E0t/0nxBA8IlMhyJOl4PtrZ7uF6Fm7iB14TPYPWP0uueMUcpDn8jtbCJnZHrvhc5wUnO95zPyhwwvhlBl0eBQVBoqFO+v9NiWXdi372VabpKHbLiuzUBtWd9VzewOJ39fHVrX318tW0BBcvCuQYFgc1pY29ARZ6UQqbgm58EeDRkAoUDE4pTlna5lzVbfE9wRhjZn9MpMTy5mKsnQGUxU6tv4tvq4z/3j4tO4MDtw3+meuGPkDN474XslaFtDOZX6tpAZUANBjjKXvKhhlBk8lUtChdlhZnvLNuYnLQxbG4ONQ9pDaG3hTUybJEtihDqwxIf9hcHu6UscG61wW53RaMObe+dMRxXrn6JkOLGabZQdqab0cDWVx+vQNGnRturRthowGy1YLTasJhsWsxWrxY7d6vt9FAyxfQgKT0r3/N3We5EOD4SBvh79TXuzpyt2SnbfBvZCkZCkjHiPVTNNo5aMYcl9qvuDXQdCmldmyah8rp0W3tn2rjSYqzqTVaYqcjvds3pDLJAiEAhxuRyIBUNn3BchMM5oY6Yn2eHu6mODmU/KDva4KvPT0f4nDfOXXHU805Oz2dHoOfsE4AK+qy7ixyNnhLzt/mRh0uKwGjPQIQRwNhkz/eFiNidxXq+JyPrCg3v/g1Is40/jbu7cds/uF/06tt7kGVybnRZHbcPpfAMarRGHwxlxNQsSpSqwRG6hwm5zsHHlbjas2MWuHw65KU/1NzJl8AMzmRdJZUMQBvZguh79jTfjTxEVuFS1Rx1evts6LwIigWCwWHlpXehWy7PjY3nq8sCU9PpKVzc7awCJmA+2b+6UbU6RZ4e8XxEGB2e0MdOTmli5rpX9LbVMSBj87goryn0nE4uTKTgns/dArGBYmjHcpzEDsLa2ZMgbM9PjZ/Bh9XsY7H17WfREhbGCckMZuVHhSaA6mDA5TOzT+F7RCwUCBMxJCE4xyF+OaCs9jKWDmvKg6xtXmMG2faePtzuc7D9WE5FmDpYw5O/qjY0rd/PfP34atkSGgSLtg6ui3IshZNQFZswMtuvR33gzZuQhMGaUKs86dJq+rZq9umkXrYbQrAbLJWKev/Yi1PK+n2sgJMsykQrlWJ1makwlbG/5hhkJy3yWt7ts7G79gVV1b3Zumxo/dBQQIwTGGW3MTEzsWev9Nzu+5sOlNxM1iF3OSrUtVPWwijQ3NS8siTkBxsT1HGC6v6UWp8sVtvb7A4lQwpyEeXzXEJ7kZKfY0LzurDBmdrbuwOa0hbWNMTFjiZOGV3Xphcl3e91+ScZMLs2Y1eOxn9dsZWWN+yzonMnD+M8H7itW63cUR4yZIYDL6eLfv/+Iz15Z3WM5VYyStNwkohNUxMSrUKjkKKJkyE/++/CFb9C26EPYseCD5Z0OT3l/odC/VcJBez36GYHQy3svBPoF3rwwhN7a8pNGnZ43tuzuS5fc+MMlSxmZGny8VrBIhDLmJ1/O6vqOlAora/7N1uavyVeNI0aaiAgRNpcNg72dZkstFcZjWBynjcCxMbOZFLew3/sdoX84o42Zmck5SIQibE7vmWGPahq55oe3eX72ZeRH908QW6Bsbijvcf+8VP/yyQTDmLiec8kY7VbKdK2D9tr5y6LkxXzf8G1YNd63t2xneeZ1yEUD4x7TX/SHi1l/BP4PV3tfsc2NSva57xRZSs+g1BF5yYwZnsbh4tNB1itWH2D5BZPJSIntU18jhJdXH//Y68BdIBQwa9kE5lw0mYnzRpKQFttjPV+9vj6kg3ezKXhZeYuXY5Vq/36bBuv16G/UMZ5xWyZDzwm6/cGs96yjLzFiL/ywFbMtNO5/N86cyCUTQhufGwgLk6/C4bSzoelTHC4HTZZqmizVPR4jFymZl3Q5C5Kv6KdeRhgIzmhjJkYq59LcMXxcesBnmSNtDZy/6j9clz+Ju0fPJlWp7sce9s6e5poe94/uZfWkL0RL5ShEEkwO3zPtFbq2IW/MJMmSGR09lsNa3wlW+4rFaWZb61YWJi0KWxsDTZOliWJ9UVjbUIlVTIztWWkvnMRIek+EGyX2Pij86Q3zuefxDzr/ttkcPPHStzz3mys81M4iDA4Obz/Bp14G7tmFafzm1TuDyvQeKrwZJP7ibdDtjzEzmK9Hf6OO8/wtCNRVzxtGvaf6pcqL4eQPJU0trNh3uK9dAmB2fg6PLFsQkrqCRYCApanXMTl+Mfva1lNmOEyzpaYjMaXThkQoQyaUEytNJlmeRYFqPIXqKchEAy8YEiG8nNHGDHQEx39ZcaRHZTO708nbxbt5r2QvF2WP5tbCaWHJFRMMxzSNPe7PCbOamFoqw2TybczUmcKrWtVfLEpeHFZjBjqEAM5kY6Y/VmVmxM9CLBiYn60v5j+O0o+VtTipmiRZjMf2SaMzuebCKXzw1WmXj/1Hq3nwqU958sFLiFEPvpw5ZzufvPQ9Lqf7im1SRjzPfvWrgGfLHXbvHgLB0lrf3nshHzRVe+YaUcf2bqgP5uvR38SneD7jdeXNfarTYXfSVOspIBKbFFyC2KdWrcfh7LvHQX5SPH+/5kJEfroihpt4aQqLU5YPdDciDCLOeGMmVx3PLycu4o+7v++1rN3pZEX5IVaUH2JsfCrX5k/ikpzRqHpQRQsnTpeLEq3vH8cEeVTY433UEhmNJt+uAK3mvgUmDhYmxE4kQZpAi7UlbG1UGSspM5SSFxU+18CBZGtLaHMYeGMgc8v4syoDMCdxNHPmjva6794b59PSpmf1ltNS63uPVHPN/f/ljmvmcOHCMZFVmkGC2Whh12pP8ZXbHr0sKLef9hC7VHWX7w2EmlLPY3vL3TPYr0d/UzhlGF++vt5tW+XxvuUxqSlt8JCsVsUoSc8LPEbl28PFbD7R94zycUoFL994Wb8H/A82miwNbGpeS5HuME2WRsxOM2KBCLU4hhR5GgWqkUyMnUqqvHdRKa2tnfVN33NEu59maxMWhwWVWE1eVAEzEuYyPmZyj8d/UPUm65u+Z6R6LD8b/gh2l52NTT+wu20bjZZ6TA4jUWIV2co8ZicsZGLs1FBdhkHLGW/MANw6YhoVujbeLNrl9zGHWut5tHUVT+z5nnMzC7ly2HjmpOT2a7B7s9mA3ekZqHmKFrOBYe892W/98UZPK15DCQEC5ict5LOaT8LazvqmtWekMVOsL6LJEvzgyh9ylDlkKYd2wLxIJOTx+y8kOz2eNz7dhvPkrKlWb+Zvr/3AS//bwNyp+Uwbn0N+diK5mQkoIsbNgFBf3ozV4r4qLRAKmHVB4G6OmmZdn9zCvFHVhySXJQc9VSqHje352Rrs16O/GTMj32Nb0d5yXE6Xd3EAPzi+u8xj28ipeW6yxP5gstr4yzfrey/YC3KJmBevv4SsOM9VqKGAzelAYzWit1tQiWXESBVIhYEPezc2r+HDqjdxuNxXE60uBy3WJlqsTRzRHuCL2o94ctw/iJHE+qxrR+tm3qt83SOZtsbWyl7NDvZqdjAqehw/zrsPRS/ucfXmGgx2PS+c+AtVxnK3fVpbO4fa93GofR8zE+Zzc86dAZ3zUOOsMGYAHptyLnnqeJ7atwZLAANws8POyorDrKw4TJoymquHjeea/ImkKYNb9g2EnlZEBguBXMvBzvykBXxR+zl2V/jOaUfrdq7Juh6F6MxyKTpTAv/Djdlio7i8iRi1grSkGGoaNG77TRYb328+xvebj3Vuk0rEKBUSlHJpwIMaX3z0j9sDPsab2lVP+a+GOi0Nnm5csQnqoHKJHNjkO+lxsBQfqETXZvAau9ETlcfraPTiZpY/rmdjZrBfj/4mPS+ZpIx4mmpOX0tNs45D208wbtbwoOrc9MUej23jZgWeeuGl9dupb/dM6hkIIqGQZ5dfyKTswZ++oivH2+v5qGIPu1rKOaFtchP2ESAgT53IlIRsLs+exIS4zF7rKzeU8H7l67hwoRApmZUwnyxlLkpRFGaHiQZLLUW6o5QaTjA6elyPhsz21k28Vf4vXLiQCCXMjJ9PgaoQmUhGi6WZnW1bKDeUcFR7kL8XP8lDIx5DIvQ9maWxtfFyyd+oMpaTrshiZvxckmSp6O06ivVH2dHa8V7e1rKBAlUhsxMGNuYpnJw1xgzAzSOmMjs1l8d2fcvWhsCXX+uMWl44tIkXD29maeYI7hg5g8mJvT8MwdJuHfxZwsOpANbfqMXRTI6byo7W0CUX647VaWVbyxYWJS8JWxv9jd1lZ1frzrC2IRFKmJEwM6xthIoqYxMbGg9xQ657fNQND75BRU1r52qMv1htdqw2O5ogkhqGkqhoBU3d9EgMWhOxiYNLNCVUeJPDFYqDixn47r3QG/sup4tt3x7gnGt7lgrvzrrPdnhsGzklj4TU2B6PG+zXYyC44Jb5vPnkCrdtq97aGJQx01jdyu51R9y2icRClgZ4f8ua23hzi6dRFCh/unQpiwqHjhdBi0XPY/u+YG29b0PZhYtSXROluiY+Kt/NtMRcnph0KZlK37HHO1o3dY5zfjb8EXKUXq5JGujsWsw9JPNstbbw3kmjSCVW88Dw35KucB8/Lkw+l5W1H/Jt/RdUGctZUfs+V2fe1ON5lxqKmZkwjxuz70AoOP08zklcyHDVKN6pfBWAdY3fndHGzOCI5upHCqITeWfxDfxr3lWMiAlOK93hcvFt1XGu+v4tlq9+OyjDyB/OFBeuocSi5MVhb2N907qwt9Gf7G3bg9ER3tipSbFTUIoCm4EeKI5oK/lXydce28uqWgI2ZAYT0fEqj22lh6oGoCf9Q3SC5/m2N+uwmgPLo3RwSxG7fgiNolR3Pnx+ldecMb4w6sys/M9aj+2Lruo9+fFQuB79zYW3zEfazQ107cfbOXHAd7JpX7zxxGce8TJzL57Sq5HZnT99tQabo2/iCg+dO4/LJ43pUx39yZH2Oq5Y+0qPhow3djaXc9W6f7Gj2dO97xQGR0dCbQEC0uW+J6/V4miSZL7VZdc2foPV2aEieEXGdR6GzKk2LklfTpYyF4CNTWvQ2noW+oiVxHFd1m1uhswpZicuIFnWkWKjxlSJ2eGplHemcNYZM6c4J3MEX5//Y16aewUTEoJfRt3VVMUNa97htnXvU6oNbfD4meTCNVQYrhpBppcfmVBSbaqi1FAS1jb6k/5xMZsX9jZChcF+Zr4wCsZ7uiF9/174RR8GiqyCVCRSd+cFu83B9u98S/13p7GqhSdv/3eou9ZJVXE9bz+90u/yzz3wpkfmekWUjEVXTO/12KFwPfqb6AQVl/3EfZXd5XLx59v+RVuj/0qfX76+njUfb3fbJhILWf6z8wLqz6pDRWwtCdyQ6srdC2Zw+9yhEzBeY9Rw19Z3aLacdsuXiyTMTS7gRwVzeHDMOTw6/gJ+Mfocbi2YzezkfOSi0waozmbmZzs+oETX5LX+UwH9Llx8XvsRTpf/kwdd2aPZcbJvcqbG+15tEyBgbmLHqr7dZWOvxnMltSvT4+ciEXoXghIgIF3R8bvtwoXWrgmi50ODs9aYARAKBCzLGsln597Kx+fczMU5o5EIRUHVtb6ulAtWvcq/jm4LmeOVyIulHSH8LOyX1RnP2dGhiM6u5ZDWU+EolCRIExgV7V0dbDCiP0ONmQnzRnps2/H9QVa+emZ8l7sjlUsY68Vd6LU/fIKmufd4hN1rj3Df0idpawqvfP17z37Nq4993OMKidVs47kH3mLj556Z4K9/6CKvqy7dGSrXo7+5+ZFLGDbGfQKsrqKJhy76Pw5vO9HjsTarnTef+pwXf/Wux77rH7yI/HHZfvej3WTmya/X+V3eG3fMm8bPlszuUx39zeP7v6DlpCGjEEl5aMy5bFz2MP+adSMPjjmHHxXM4bq86dw+fA4PjzmX/8y6iQ3LHuLBMeegEHUYATqbmcf2feG1/nmJizsD8dc0ruIPRx5mbeO3GOz+xzS329poO6mUmqXIQyzoWdQlL+r0c1bSS+62vKiCHvd3jeGxOoe26EZPnFUxMz0xOTGTyYmZtFqMfFJ2kI9K9nOiB1lkb1idDp7et4ZdTVX8Y87lyEV9u7yyXo4vjE3muvyJfWqjr4QzaedAMSthNh9XfxjWJdmdrTu4Jut6lEM8mde2lq04XeHNFzEncR4C+k9FEOA3B94I+tgKg3dVt6GeR2bakrGk5SZRV+4+g/nSI++xc/Uhll4zk+wRaShUcuw2O0adGW2rgbbGdppr2zDqzdz+2JUD1PvguOLupexdf9RtW31FM/cs/BM3PHwRM5dN6Mw34nK5aKpu5cCWIr57dwsHNp92eZEppIyfU8jO1aHJZSWRiknOSqCmpAGAj1/8jvUrdrHgsqlMmDeS+NQYpDIJrQ3tHNpazLfvbqaxytNzILMglct/4n/83mC9HgOJWCrmV//6MQ+c95RbMtKa0kYeuvgZJi0YxZyLJpFdmE5ckhqL2UZrfTv7Nx5j/YpdbgICpxg9PZ/rfnFBQP3481dradYbgj6PH82Zwi/OmRv08QPBzuZytjR2eDnIRRJenX0TE+N7V7yMEsv4UcEcJsdnc/uWtzA7bOxtrWRLYwmzk91V6lTiaO4r+BVvlL9Mo6WeJksDH1W/zWc17zEuZhJzExczKnpcj+212zSdn+Ok8b32L156OhG5xuaZd6grPQkOeDJ03Zx7I2LMdCNepuSOkTO4Y+QM9jbX8FHpfr6oPILB5r9F+0NNMXdu+Ig3Fl7bJylnhbhn6z1GKufmEUNnOXioIBPKmZUwh7WNP4StDavTytaWLSxJXhq2NvqDLWF2MRMgYM4AuJhtagq9T/+q134a8jr7E6FIyB1/uIo/3vKyx76dqw/2OjBNSIsdcsbMtKXjmHHueA9XqpZ6DS88+D9eePB/yJUyJDIxBq3Ja/yKWCrm0dd/giomKmSD94nzR3L/szfxs3OepPWkylhTTSsfv/gdH7/4nV91REUr+P2bdyOW+j8MGKzXY6DJGZnOH9+7j99f/09M+tOTYC6Xiz3rjrCnW2B/TxSMz+aP796HUOS/Z8aaYyV8ceBY7wV9cNucKTx83tBTi/y29vTv9G0Fs/0yZLoyMT6L24fP4cVj6wBYXXfUw5gByI3K59HRf2F7y0bWNH5DnbkGu8vOXs1O9mp2kqnI5srMGylUe/cg6CrD7MslrCvSLmV6EhXoKHt25/85RcSY6YFJiRlMSszg0clL+azsEG8W7fJ7tWZTfRl/P7iBX4wPXj0iWdHz0v+ZkrByMLIoaXFYjRnocDUbysZMjamaKmPf/LN7Y2T0KBK6zFL1J0tTJ3Fe6pSAj/u2fjer6/eGoUcDz+wLJ3HLry/lzac+H+iu9BuP/PvHPHLFcxzf4z1I2Gy0YDZavO5TxSr57Ws/YdKCUTgdTtRxUejagp89P8XMZRNITI/jmZUP8eg1L3islvVGXHI0f3zvPrIL0wJuezBej8HAuNkjeO7rX/Gn217pXDELlAWXT+Pnz9+MXOn/AFVrMvP4F8G/q+5ZNJN7FwWmmDZY2Nl8WnzpsuyJQdVxWdbETmNmd4vv95lYIGZO4iLmJC6i1FDM1pb17GrdhsVpptpUyQvFT3Fl5g0sTl7mcaxceHpV3uaHq1dXdzD5GZbGIVxEgjL8QCmWcsPwyXx74Z38e/7VjI1P9eu4l45soaQPogC95bJpsUSMmXCRrshghLowrG3Ummo4oS8OaxvhJNyrMgDzBjC3zEh1JjMSCgP+N1w1tPIyBMp1D17I79/6KcmZvbtLnAkoVHL+9uXDXHH3Uo8A+J6Ydf5EXlr3eyYtGAV0rGxNXhia2K+Z500AICM/hX+ueZSLbluAyA+ZZIFAwILLp/HS+t8zfEJOUG0PxusxWMgdncHL63/Pjb+8mKho/weh+WOz+MO79/Lr/9wRkCED8Oev19GkC84gfGTZgiFryAA0WTpitZRiaY/yyj2RroxFJZa51dcbw6KGc0P2j3ly3AtcmHYFIoEIFy4+qX6HBrNnMtvYLq5lrdbeJ8S7lvHHLS1CZGUmIATA0ozhLMkYzsryQ/xpz2paezAonC4X/zy8medmXRJUe3KRmFSFmnqT9wdMYzGitZqJlsqDqj9CzyxKWkyRLrzJ3TY0raNAFVyCtYHE6XKyvWVrWNtQipRMig18ZSRUxEiDk4KOEp/5z+PsCyYy87zxbPtmP7vXHuHY7jJa6zWdSlmqGCWqWCWxSdHkjc4gf2wWwyflBtXW37/9dQh7HhxiqZg7/7Scq+9bxuoPtnJg83EqjtWibTVgtdiQySXEJkWTkZ/MmOkFzLt0CpkFnpNev/7PHfz6P3cE3P6jr9/lc19UtIJ7n7mBa39+AT98tJ19G45SWVRHe4sel9NJVIySrOGpjJ9TyJKrZ3jtV6AM9PUYzEjlEm785cVcde+5bPlqL7vXHqHkYBWN1S2YDBYkEjHRCSrS85IZPT2fmcsmMHJKXlBtrT1eysr9R3sv2A2RUMAfLlnKlZPHBtXuYMFo71jBiBL3zdVKKZait1sw2AMLkFeIlFyYdgUyoZxPa97FhYuD7XtJkbuveKrF0STLUmm01FNpLMfmtPboblbaZZKzqxhABN9EjJkgEACX5o5lVkouN619l+J235b2N1XH+Mv0C3oN5vfFmPhU6mu8GzMuYE9LDQvTPH08I/SdyXFTiZHE0N6Lzntf2Nm2g2uzrx8yOVROcVR3GE2XoMZwMCNhVo/Zj8PJ/2Y+TJI8Jqhj1RKlV83/Mw2hSMjsCycx+8JJA92VfiMuOZqr7zuPq+8LTDK3P0hMj+Oa+5dxzf2ebi7hYjBfj4FGrpSx+OqZLL46fMl+g1Evk0vEPLv8wiGVENMXcVIljWYdGqsRp8sVVIyy0+VCczJBeawkOJeurrEyp3LJdGda/Gy+qvsUq9PCjtYtzElc6LWcCxebW9YBIBKImBgbiYv2hzP/jRtGkhUq3lp0PbFS3w+AxWFnV1PwieXGx/fs07y7qTrouiP0jEggYl5ieDPm2pw2tjQPvWzY/dHngcwtkx2VjEIU3GzfouTxrFv8dIh7FCFChLDQB5GegabdFJjiZkKUkrd+tPyMMGQAMk66ltmcDg60BTcWOtBWjdXZkdMvK8rTpWt32za3AH5v7Gw77aWQ5iNP3YKkc4gSd8RBr6h9n2qT9/iclbUfUmUsB2BmwnxiJcG5z51tRIyZPpKiUHHv2Dk9linqYeWmNxak97zqsrGuNOi6I/TOgqSFYZ9lX9+0Lqz1hxqzw8xezZ6wtpGpyCLnZBbkCBEiRAgFFi+5eJTqM98tFCAvMY7377yWcRlnTjqFOV2Ux14t3hRUHf8u3tj5eV6KZ86W96ve4JcHfso/T/wfX9V9ys7WLRxq38d+zW7WNH7D34ufZHXDVwAky1IZGz3RazsqsZpbcu5CKBBhsOv5v2OP8W7lf9nZuoUD7XtY1/Qdzxx/nG/rO/LdpMrTuSrzhqDO6Wwk4mYWAs7PGskTe1b73N9TXE1vjItPI0keRZPZe4DfgdY6DrTW9bqCEyE44qTxjI+ZyL4wDt7rzLUU64sYrhoRtjZCya62nWFPvhXIqoxGbyJW1bt7gN5kYd2eEmqaNMREyZkxNpe8tEhwZYQIZwv1FZ4Ti7EJ6gHoSWjY8ZuhLffeVy7IHMvLx9fjcDlZW3+c54/+wH0jF/vlbuZ0uXjuyGrW13ckpZQJxVyaNcGjnAABNqeVI9oDHNEe8Nh/ilR5Onfl/6JH1+ixMRO5a9jPeaP8ZYwOA5ua17CpeY1HuXxVIT8Zdj8y4dlhaIeCiDETAlKV0QgFApwu7wmJTHbfmZl741R8zqvHtvss8/rxnUGLDETonUXJi8NqzECHTPNQMWa2hlnFTCwQMzPBvyzURouNSx9+lbH5aVx/7hTmjPceSLv7WBW/eukL2vXu7gJXLBzPr25cglAYuKuJw+WZQ6MrorMgbiZChKFCU00rxfsr3LYJhAIy8s+clYqzjZyoBK7KmcwH5bsA+HfRRjY3lnDTsJnMTxlOjJcQgDarkQ0NRbxdsp2j7aeVx24tmE2qwjNO8uHCx9nRupkSfRGNlnr0di02pw2xUIJaHE2mIpuJsVOZFj8HkUDUa5/HxkzkD2P+xvqm7znYvodGSwM2pxWVWE1uVAHT4mczKXZaH67K2UnEmAkB7VaTT0MGIErSe5KknrihYDKvHdvuM3frlxVHuGXEVCYmnNmSsAPF6OgxpMhTaDAHlzvAH3a17uS6rBuJEg9uIYAWa0vYFd4mxk5CJe45x9IpNu8vxWixseNIJcMyEr0aM3XNWh78x+cYTJ6rSZ+uO4BMIuYX1y30q71v6nbzXuU6Kg2NvRozG5Y841edESJECC8ul4tXfvshLqf7W3TklDzUcYP7NzdCz/xy7Hkc1tRxSFMDwGFNLY/s+RSAZLmaOFkUcqEYs9NOq8VAk9lTUGl+ynDuGbnQa/1JshQuTLsipH2OEqu4IO1yLki7PKjjr8m6hWuybgl52aFMxJgJAUfbeh7kZkXF9qn+HHUcy7JGsqrKe4Zfh8vJA1tW8OWy21FJItlgQ40AAQuSFvFh1ftha8PusrOlZRPnpAxuVaCtLZtx+TSrQ8PcAHLL7Dx6Wlzj3One8wL9/YP1nYZMdJSc82aMxGC28u22YzicTj74YS9XLppATmrPgZYbGg/y5JGO74BIICRRFk2zRdspxWywd6z6jI/NY0qcp+/1+be/5Pd5hZtVr53d7ikRhi4WkxWxROxXXh0Ak8HCi798l81feq6un3f93FB3L0I/IxdJeGXWDTy862O2NrnHEDeadTR6MV66cknWBB6bcFFkJX2IEzFmQsB7J/b1uH90XN+XsR+asJDvqot8zgZX6jXct/kzXpx7JUrxwMjZnsnMTZzHippPwxorsr5p7RAwZraEtf44aTxjYvzPfVBc1ZH5XKWQMSbPM49FWV0ra/cUd5Z543fXk5UcC8C0UVn84bVvcTpdrNp6hLsu71nI49PqjnP/6fCLuDprHiKBkCVrH+H+EZeyLG0qNaZm/nrsU8wOK9flLPQ4vl1n8vu8IkSI4J3da4/wzN2vMXLqMPLGZJI1PJXEtDjikqORKaSIpSLMegsN1S0c3FzE6g+20d7iOaDNHZXBudf7584aYXATJ1Xy71k38UH5Tl4/sYUao6bXY0ZEp3BX4XzOSx8T/g5GCDtnrDHzZeURVlcXszx/ArNScgmX+OIXFUf4svKIz/1J8ihGhcCYyVPHc+eombx8xPdgcn1dKctXv8Wr85eTqgx9UGO71cwXFYf5uPQAn5x7K6IhLGkZKEpRFNPiZ7C5eWPvhYOk3lzPcd0xCtUjw9ZGXyg1lNBgrg9rG7MT5iAI4Gmtbe7IATQiO8lr3Muna/dzygP0pvOndhoyABfMHs2LH2+iud3AnuM1vbZ1Ql/LCHUG12afluuWCiWYHB0GboYikSfG3cy1W/7CG2Xfc1fBhX6fR4QIEfzHZLCwd/1R9q4PPGEkQGyimt+9cRdCUWQ2/kxBKBBwXd50ludOZXdLBbtaKijSNqKxGjHarajEMuJkSkbHpDE9MY9xcRkD3eUIIeSMNWbMdjsrKw6zsuIwmVExXJk3niWZwxkTlxoSw8bhcvHqse38df/aHstdnT8hZIbUA+Pmsb6uhCM9uLUdaWtg2ar/8KPC6dxWOA11H93O6oxatjRUsLb2BKuri7A6HSf3uCBsJuLgZHHykrAaM9Ah0zxYjZlw55YRIAg4t4ze2JGgLD0x2mOfze7g660dgx2pRMyVC92VaoQCAaPzUtmwr4SK+tZe2zLYzWQoE922KUUytLbTaoVRYjlT44ezrvFgxJiJEGEQklmQyqP//Ukk8P8MRSQQMj0xj+mJ3sVgIpyZnLHGTFeqDe08f2gjzx/aSKI8inmpecxLG8aYuFSGRccH5CtZqdfwQ00xbxbtpFKv6bGsWiLjR4XT+9j700iEIl6ZdxVXfPcGzT6kmgG0VjN/P7iB145tZ1nWSGal5DAzJYdUhe/VGhcdhkuptoVSbQvH25vY2lBBua73Qd7ZQo4yl9yoPMoNZWFrY0/bLvR2HSrx4JILtbvs7GzzragXCkaoC0mSJQd0zKnoHbHYU0Vm84EytIaOOJaFk/OJUXnKXMbHKIHTRlFPKEUyWixa9+OlaiqMjW7b4qRqmizt/nS/3xEKBGSnR5KwRTj7iE5QceGtC7juFxcglUVcsSNEOJM4K4yZrjSbDXxWfojPyg8BHQbCsOgECqITiJUpUEtkREvkyMVizHY7ZoeNVouJSn0bJ9qbqTVqe2nhNL+dtJR4mTKk/c+MiuG1Bcu5cc276Gw9D8B0Ngsfle7no9L9ACjFEmKlCuJkChRiKSa7Fb3ditFmRWuzYHHYQ9rXM5FFSUt43fBq2Oq3u+xsbt7Eeannh62NYNiv2YfB7tuADgWBBP6fIkouRaM3eUguA6zYcLDz88VzvcfhnMpHYHf2rEwGkKdKpVRfj83pQCLsMJ4K1GlsaDyExmogVtqhilSsq0El9pQEzU4PTU4bl8uF0WzFZLZhNtt6VFIESE+OYfkFkykclsKIvGQUkYFchCHM9KVjeeaLhzm6s4SKY7XUljXS1qhF26rHarHjsDtQRMlQxShJTI9jxKRcxswoYOayCUikZ92QJ0KEs4Kz/sm2OR0c1zRyXNPYe+EAuKFgMsvzPRMwhYJx8Wm8u+RGbl33Pi09rNB0x2i3YbTbAjLIIrgzPX4GH1a/F9aB/YbmdZybuiyg2JFwE+7cMgqRgilxUwM+LislFo3exPEK9+e3sr6NrQfLAUhLjGbG6Byvx+tOrsjIJL3/FM5OHM0BTRlbm48wP3kcAAuTJ/BV7U7u3vUP5iWNpcLYyH5NKfOSPI2n9/9+WyCn5hdOp4uaBg3l1S0cLalnzbZiKmvdV1Prm7Vo9WbGFab7lUwuQoTBjFgqZtys4YybNXyguxIhQoRBwllvzISDG4dP4Q9Tw6tKNSYuhc/OvZX7Nn/G/pbasLYV4TQSoYQ5CfP4ruGbsLXRYG7guO4YI9WjwtZGIOjtOg62+858HAqmxc9AKgw8H9PkwkwOltRR29zO9zuOc870Qqw2O3/53w+dKxbLl0zC1xi+ulED4NUFrTvnp03F7LAyPnZY57YZCYUsSh7P2sYDvF+5HoA4qYo78/tnZU0oFJCVFkdWWhzzphVw57VzOXKinuffXMvB4x2/C06ni/9+vJWqujYeu++CoBKERogQIcJgx+lycULXSINJi85mxtHLqrU3Ls4aH4aeRQg3EWMmhKgkMh6dtDRsKzLdyYyK4aOlN/PPw5v419Ft/eYmphBJONuC/7uyMHkR3zd8G9Z8K+ub1g0aY2Z763YcLkfvBftAoIH/p7hwzhjeXrULp8vFo//+mre/2UVjm56W9o6Vs/hoJVcs9P5ystrslNS0AJCe6Jn5uTtxUhU/Gnaux/bHxt7IwqaDlOhqSZbHMj9pXKfL2UAwuiCVV/54Hf/9eAuvfbS1c/v3m4+RGBfFfTcvHLC+RQgfZc1tbCutZEdZNRWtGtoMRlqNJlwuUEglJEYpyYiLpjA1iUlZacwclo1S2n8uhy4XHKypZ0tJBQdrGqho0dCo02O02hAJBSilEqKkUtJi1eQmxDE8OYEZw7IpTEnsvfKzCLPNTnlLGyVNrVS3tdOkM9CsN9CsN9KsN2C22bHY7VjsDqx2OyBAIhIiFYuRiIRIRCJUMilxSgXxUQrio5TEKRVkxEWTEx9LbkIcCarQuseHm1aLgX8XbWRF1T50Nk+X40AYKGPG5nBQ1dZORYuGipY2ajU62owmWg0m2owmNEYTVocDq92BzdHxD0AiEp3813GPY+QyYpRyYhUKYhRyktRRpMdGkxGrJj02mrQYNRKRZ4zpUOeMNWaWZRVSZ9Tyv+LdNAXgihUMIoGQK4eN44Fx83sMsg8HYqGQB8bN58q88Tx3cANfVh7xy/8/GCYkpLN82AQuyRlzVskydydZlsLo6DEc1h4KWxt723ajs+tQDwIhgHC7mKUr0hkWlR/UsXlp8Vx37mTe+XY3TqeLo+XuSn8P37AYpY8YkT1FNVhtHRMAo3ODVzYSCgQsSh7PouTBM6MnEMDtV89GZ7Dw4denkwW+9+Vu5k0rYOKozAHsXYRQ4XS5+O5IMa9u3MXhWt8qlzaTA63JTGlzKxuLywGQikUsGZnPddMnMC03fN8HndnCezv288Gug9RqvLs4O5xgtTvQGM3UaLTsKj8tlZ6oiuKCcYVcN308uQlnl3iFzmzhYE09+6vq2V9dx4nGFmrbtQS24ODC4XRitvk/2amSSSlITmBCVhoTs9KYmJlGaszAv4u8UaJr4o4tb9NgHlru80UNzeyrquNAdR0HquspaWrtNf7RGw6n3e3e1rf3nCRUJBSQEx/H8JQEhicnMiIlkXEZKYP2/vqLwOUK4uoNIRwuJxvryvi+poiNdaVUG0KnMjQqNpkLskdx1bAJpChUIau3L9SbdHxYsp+vKo9S3N7Up7qUYinTk7KYk5rLgvR8CqIjM2Sn2KfZwz9PvBDWNq7KXM6y1AvC2kZv1Jlr+d2h34S1jeVZ13JuyrKgj3c6Xbz86WbeW70Hi7XjRz1OreBnyxdw0ZzRPo/70+vfsXJjh0H68i+vZurIrKD7MFgxWWwsv+81WjSnJ3TGDE/jP3++fgB75R/f1a/i4+r3uTj9Mi5Ov3yguxMQn+09zG8++87v8pdPGsOTl3uu+vXEvqo6fvPZt5Q1twXaPQ+m52Xy2wsWMSKEqyAOp4t3tu/lxXXb0Zr6NlsOHQb6kpEF/GrZfDLjel9JHYqYbXZ2lFWx8UQ520qrKA1ygBsOsuJiWDKqgKWj8pmUPTji72xOB5etfYlyfUvI6jx86eMhq6srZpudzSUVrD9exvqiMhp1+rC0EyypMWomZaUzOTud6XmZIf0t6A/OeGOmO01mA4da6yhub6ZC30adUUuzyYDGakJns2Cy23C4nDhcLsRCIVKhmBipnASZkgxVDMPUCYyNT2VyYuagMWB8UaXXsKe5mv0tdZTrWqkyaGi1mDDZrVidDmRCMVESKUqxFLVESqYqlmHqBPLU8RTEJDI2LhWxMJJUzBtOl5NHDj5MqzV0P6LdSZIl8+S4pwdUCOCT6o9YVf9V2OoXCUT8dcJzqMWeeWICxWi2Ul7XilgkIj8zAVEv393/frkdo9mKTCLmjktn9bn9U5Tq61hVt5t7hl8Usjr7wpufbedf721y2/bG0zcxIi8wGez+5mwyZkalJfPp3Tf4VdbhdPLium38e8MOHM7Qvb7FIiH3LprFnfOm+4wx85cajZZffPgVB6pDn2RXJhZz76KZ/HjetJDXPRA06vR8c6iY9UVl7KqoxmoPr0tvKEiIUnLZpNFcP30C6bF9/+0Ols8q9/Lo3s87/06RR3PDsBlMTcwhUaZCHEDajc46FKE9nyN1jXy8+xBfHjiGztx7CoDBQkq0irkFOcwbnsfs/GzU8r7lLAw3Z6ybmS+S5FEsSi9gUXrBQHcl7GSpYslSxXJprndZ2gjBIxQIWZC0kM9qPglbG02WRo5qjzA6ekzY2ugJFy62tW7tvWAfmBA7MSSGDIBSLmV0Xqrf5X900YyQtNudIl0NH1SuHzTGzKyJeR7GzMZdJYPemDmbKGlqweF09mqA2xwOfv7BV/xwrCTkfbA7nPx99WYO1zbw16suQOold5M/7Cqv4Z73VoZkNcYbFrudv32/iYM1DTx1xXn9GvcTKloMRr47XMzXh46zp6J20Ky++EuLwchrm3bx+ubdLCocxh3zpjEhK63f+7Gm7njn5wJ1Mm/Pu41oiacs/kCwoaiMF9dtC4tB3x80aPV8sucwn+w5jEQkYt7wXM4fO4LFI/MH5TN31hkzESKEinmJC/ii9nPsrvAJL6xvWjdgxsxR7RHarOFNmhps4P9gxmAfXLNvw3OTkUnFnS54AAeLIgqIgwmr3UFpcxvDkxN6LHP/B1+y7nhpWPvy/ZET3PPu57x8w2WIRYHNbK8vKuNn73/RL6sL3x0pptVo5D83XYHcD2n1gcbpcrGxuJwPdx1kfVFpSFfVBgqny8UPx0r44VgJF44r5MFz55HWj7EXR9rrOj//aux5g8KQ2VpSybOrN3GoxncM21DD5nCw5lgJa46VIJeIWVQ4jOVTxzEjL7vPq7ihIuJDFCFCkERLopkcNyWsbezT7EFrG5jAxnAH/sdIYhkbPXiC5kOFwW4a6C64IRBArNr9Jd89F02EgedYfc8xjr/+7NuwGzKn2HSigt+u8N9NDmBHWTX3v/9lv7pJ7Sqv4f4PvhzUKxuNOj0vr9vO0mdf467/rWDNsZIzwpDpzlcHj3P+82/wxpbd/damxmoEQCoUMyMpr9/a9UaL3sjDH6/iR29+ckYZMt0x2+ysOlTEbW98wrLnX+e1TbtoMw78O2/wT2dEiDCIWZS8hB2t28NWv8PlYHPLRs5PvTBsbXjD4rSwpy28L6XZCXMQBuHT3B88uPc/KMUy/jTu5s5t9+x+0a9j6019D8gONWqVnIaW0yo37VrfL58D7fv4Z/Fz/CjvJ+RG5fFp9UcU6Y5id9nJVGazLPUCJsaeNuIdLge/OvBzdDYtT41/lnhpvEedTpeTXx54wGuZKmMlK2o+5oS+CKfLSbYylwvTL0Ei9O7KoLNr2dK8kQOa/dSYqjE7zShEcrIUOSxMXsLkLslX+9q3Jksj3zd8w1HtYTTWNoQCITGSWPJVBUyPn8WoEK6aHq9v4uLxI73ue2f7Pr4+eNzrvnCxcv9RJmalcd303lMNVLRouO/9L7DY+yc9QFc2FP0/e2cd3taVtPFXzGDLzMx2YieOw4xtoE3TppgywxZ2u932a7tl3DIzpZS0gSYNcxyw48SOmZlJFrO+PxzbUSTbQkt27u958sS699xzRpYs3Tkz804tPj+Sg/vnuyZt1F6qOrrx9fEz2FFYBp3eNQqjnoZap8Mbu48ip7YJr61dBgFr9P5djjBQTyqks0Bx43fJnuJKPLtt37iqiXEGDT1ivL33GBIDfTEz2nJj6rGCcGYmGMuXvQmtdvidsRVXTMI//+k8hazdu8/jyy8OQacz4MYbZ2D99dOdNrczWHfNB+jt7VdyuunmmbjjjnlOnT+WG4cQVgialE1OnfdijnYexvKAK8ZUCCCv9wzUBtd+MHtyilmJpMHs910ornOPMU5ApdaaPFZbIdOaL87Drw0/gUPlIIGfBIVegQppGT6p+gAbIu7AbJ/+vyUKiYI5PvOws3U7sruOWCzWL5UWQ6LtQzI/1cRZqJVX43/lr0Nj0CCCEwk/hj861O14v+JtpAos30Qf6jiAHS1bwaawEcwKhYAuQIeqA2XSEpRJS3B75D2YIZrlsG2tqha8VvoC1Ho1IrnRCGdHQK6To1XVguyuY2BTuE51ZoaLzBQ1t+ON3Uedto4tvLH7KGbFhCPMWzjsGLVOh4ddWCNjDR8fPoVZMeFIC7G+Zs5VnKlrxlfHc3G0stZGCeWJw6HyGqz77Gd8d/s6BLtQIMCXyUWDvAcyN6X26g0G/G/fcXybPXbRKE8j1EuAGVHudWQAwpkhcJAvvzgEsbg/1Pv110dwzbppoFI9c7fdVcz3W4if6n9w2fyd6k6USIqRzB87IQdXp5jFcGPhz3T/jcdwfJBxv8Xjq4OnY03wyMpn25pPYnvzKVeYZRcGo9FEmhkA2Cz6qNed7T2DpQErcE3I+kHHrkxagvcq3sJvDRsxWZgB7oU+SHN8F2BX2w5kdx3FlYFrzCJupy68n2b5zDU5/kPdN9AYNLgmZD2WXSRDnt11DN/XfWXRrgV+ixHCCkWacDKopKGvsAH1s71tfw86M47YdqzzMFR6FW4M24D5fotMzjUqGsCjOfcmzZIzozcY8X9b9w42yBtr1DodXtxxEF9tWDvsmDf3HEVlh+tUHa1BbzDg1V2H8evd17vVDgB4bddhlLR2uNsMt9PU24dbvv4d399xLUJdJKWdJAxEg7wHCp0GjfIehHLMI6+uQqXV4cGft+NEdf2YremJXDc11SPqZi6vu87LgKeeWoUHH1qCm2+ehVWr0jF3bjwYDNf5rKSL3sUUCtkj3tRjzQzRTDAprg2nH+k85NL5L6ZX04MySalL15h9yY2jvXy0+Rg+2nwMBZX2FbRvP1aEX/adRVFNq8nxWF4QYnlBZuMjOH6D54b7F8r2LH3+ipoOKFWmkRk+d/T3K5vCxtXB15pEqBJ4SUgXToXaoEZeb+7gcW+6N1IFk9Cj6UGxpNBkHrVBhXO9eeBQuZjslTF4vF5ei2ZlE3wYvlgasMLkmlk+cxDOjrBoF4/KQ4bXVBNHBgAW+y8FmURBq8r0tbTHNqA//QwAqGTzz89QdhiENKFF++ylW6ZAt0xhcuz3M+dR3t7l1HVsJbuqHierGyyey6tvxi85BWNskWUKGluxr6TK3WbgztlTRx90mdDaJ8WGbzahS+aaxuUrgoc2+P6oP+eSNSyh1Ghx709bLntHhkoh4+oM9wgUXcqEcma+++4YPvhgLzo6xlcnWGcyf0Ei1q6ditvvmItHH1uO5/+7FkIhx2Xr3X33fAiFbAgELDzyyFJQbFS/mQgwyExM957p0jXyxfno04pdusYAp3pOwgjX5UcwyExkejunR8T3f+fi+79zUVJnn/zlpoP5eOeXw9h00LobMgFt9L8lDtW1jq2tbN1v/tx8hKP3yAplh4NCMpfnTeAnAgDq5KbF6PN9+6MXRy9xvM/25kFj0CDLe4aJA1J74fp4XoLFFMoYXtyoNl4MmUQBn8qDwaiHwWgaybDVNgCYJpoBEkj4uf4HbKz/Hk3KRpvssYeLozMSpQofHDzh8jWt4cND5hLteoMBz28/4FGpVJ8dcV39orUsS46bsE097aGtT4rHf//bJaIHCwMSkOkTAQD4vvokTnfVOn2NS9EbDHjg523IqXVdavl4YUliDEQctrvNADCB0sx6e+X46cfjMBqBZctS4efnvkZOlxPLlqdh2fKJp0hlKwv8FuJw50GXzW8w6nG86xiuDFzlsjUGONHl2hSzTO9MMMieccPv68VFWX0HKhtHVpICgL/m/hdsKyJwXnQefBmecTNzrqQJOw8Xmx1PiRu9J8RACtml8Kn9z+1Slb0kQQp8Gb4o7CuAWNMLId0LwFAa16XROImu/3rBMBGOkfoPFfcV4kxvDpoUDejT9UGtV0Fr0A4rk26rbQAQxYnGw7GP49fGn3Ck8yCOdB5EGLtfZGC6aJaZ8+MMyto6MSumP//82xNnIVa4rw7lYs41tOB8U5tJTcpvuYWo7nRvetmllLR2oLC5HanB/m6zgUIm4baZGXh559hF0z2d3LomvLv/OP651Ll1kmQSCW9krMU9J39ClbQD9578CXfEzMKNUdPgw3BNU/M39xzFqRrXb2yMB66b6jn3fhPGmTmbV+dRO0QElxfBrBDEcuNQKatw2RrHuo7gisCVLhUCqJPXolXl2h4kzkoxcwZ8dr9z0iWWjTrWmqgMAMzyScKs2UkO2eUMjuVW4aVPdkNvQUlpclLIqNcbYVmBaSBqd+n7kAQS5vouwB9NvyO7u78+RawVo0xSgnB2BELYYcOsZPn9bEmdyAgjvqj+BHm9OWBTOEgRpGEyKwNsCgdMChO/NvwEpd5cqc1e21IEaXhJ8AbOi/NxvOsICvvO44e6b7C3bRcejn0cvgznNh4tvxCZUWq0HpO+NcCvuecHnRmVVodPjnhOXdjF/JZbgNTgpW614ZqMFHx06KTHOKOewLfZeViREofkIOsczQ9KR98cJJNI4FAZWBuejo/LDkOuU+PziqP4qvI4EgQBiOH5QkBng0WxvsnjI4kLhz23q6gcP5wcu3Q2TyZcJERWZKi7zRhkwjgzZ/JcH14kIBiJBX6LXOrMdKm7UCIpQjI/1WVruLrwP4AZgBhurEvXsAUGvf8jUKbUuNkS59DeJUFBWTN2HCrCmULLdQ4iIQdZaRGjzjVcf6OBdEdLBfCzfOZiW/OfyO46hisCVyO35xSMMJoV1wP9tS8Xz3cpUp3U7NjZ3lzk9ebAl+GHpxKfG5xjgF8afhr2+dhi28WQQMIkYTomCdPRq+nB740/I683Fz/Wf4vH4/494rW2MpBm9ue5YvSNog5GIZOQFRmGzIhgJAb6wYvNAotOg1SlRk1nD7Kr6nGgrNpp4gF7Syrx3MqFYNKo+CWnwKy+ZyRi/ESYExuB5CB/+PO44LMY0Or16JDKUdjcht1FFajtco6k+b7Saryw2gAK2X0pz0waFTdOm4xPDrvW4WPSqIj08UaUjxf8+Vz48bjw43MgZLHAoFHBpFHBoFKg1Rug1uqg1GrRIZWjUypHfbcY5e2dqOzohlKjHX0xBzEYjXjl78P4+a71Vo3/vMJ+BT+90YBicQuKxbZvzA3nzEhVaryy87DdNlmLiMNGlK83In28EMDnwY/PhZDFBJdJB4dOB5VCBo1Cht5ghFqnh0ang1ytQZdcgS6pHF0yBep7xKjr6kWzWAK9wTWy4OunpnlUjfSEcWbO5tW52wSCy5wpXlPBp/Fd2uTyaOcRlzkzeqPepT1zgP7Cbk+i64LKF2kMPpWvffhrl82t1uggU6jNJJgtsf7KKaDRzGthLqVRUQ+NQQM62VT5rFzaLw4RwTFvUsel8jDFOxOnu0+iWlaJ3J5ToJFpmCYyV4CL4EQBACql5TDCaBbpqZFVW7CpP70j3WuKmSPToW6HykJUxh7bhsOL7o27o+5H0bnzqJI6f+OipqsX5xpaRtz9pVLIWD81DffOnQZfnuVoYUZYENZNSUG7RIbXdh3GnuJKh22TqzU4WlmLhfHR+O7EWauumRsXiUcWzhh2Nz4ZwIL4KDy8YCZ2FZXjpZ0HHY5mSJQq5NW3YFrk6NFHV3Lz9Mn4JvsMVFbIoFsDk0ZFcpA/JocGIj00CHEBPggRChy+odTpDchvbMXxqjr8db4MLWLXfX+da2jBzsJyXJka77I1XMW7+7PRLbfegbcWEYeNuXGRmBMbjsmhQQgUWE7vtQed3oC67l4Ut7SjqKUdxS0dKG5pd7ixLZ1KwVXp7s8+uJgJ4cyUl7eiq8t8F4+AYCwZ6mnxl8vWyBefg1QnGbGewF4K+85b3A13FmQSGTMvksx1N71SJc5V9Bdx+lohktGi7AaXygKfNnzBo0ynRKuyFwEsL/CoLJNzze1ih+x1BnGRfrh2RbpVY9UGNX5v3IgbwzaAfEEIoFRSjHzxWTDIDEzxsiziMM93EU53n8SJruOol9ch0zsLbIr57yySE4VAVjBalc040L4Xi/2XDZ471X0CVRainN50EQCgVWm646rUK/FT/XejPidrbQP6pamjuTFmNT11ijqoDWr4MHxHXc9W9AYDbvzqt2HPBwp4+OD6VUixsibEn8/Fe+tX4stjuXhn33GH7TtYVgOVVocO6chpmVwGHa9evQxLkmKsmpdEAq5Ijcfk0EBs+GYTmh28oT5UXuN2Z8aLzcLV6cl2pwuSSSSkBPtjVkw4ZsdEYFJIgEuiTVQKGVMjgjE1Ihj/WDQLJ2vq8emR0zhT1+z0tQDgq2O5VjkzLMro8vFjRVufFL+fKRx9oA3MiA7DzVmTMS8u0mVRRCqFjBg/EWL8RFgzud/5UOt0yG9sRU5tE3LqGnGuodXm6M3SpFh4sVmjDxxDxsyZqa7uwKGDJSgubkJTUw/kcjV0OgNYLDq8vTkICfFGYlIwpkyJQHz88MWpfX1KnM2rRXV1x4V/7ejuNv1gfeD+70a05fobpuPuuxeManNTUw+ysytQXNyM2ppOiMUKqFQasFh0CARsREb6YHJ6BBYtSoZAYP0LO9DY0seHh99+f2jwuFyuxv79xThyuBStrWL09srB4TAgEnERnxCIzMxozJwZAyp19F1VV3DP3V+junp4/fyUlBC8/8EtNs155RVvQ6XSgs9nYcvWRwEARqMR2dmVOHSwBJWVbejulsFoNIIvYCMu1h8zZ8Vh8eJkl/weqqs78M8nfobkQod0oZCNt9++EZFR1t24zPNdgF1tOwdlXZ2N3qhHdlc2ll8iZesMXJ1ilipIG7bY2xoUI0QdtDr9iOdN5lFpUNnYiY83H4dU0d9sLS3GXIb5UjbWH8Lu1jP4MvMfiOJa/ozq0chwZ867uC5sLh6Kdb1Ygy14C9h4419rBlPrRiOOl4DT3adQ3FeEME441Ho1yqQlMBgNWB9+07ACATHcWISwQnGqOxtGGAeba1piQ/jteKfiTfze+DNye07Bh+GLdlUbGhUNmOUzB9ldx0zGp3tNwbbmP1DYV4C3yl9FGDscEq0EpZJi+DH9EcuNR6WsfNj1bLFtR+s2NCsaEcQKhojuAwaFiR5NN2pkVSCBhKuCrxnlN+hcwryF2HjXdfDh2q5OefecTMjUGnxxNMchG3acL8Oe4pEjUt4cFn6441pE+4psnj9IyMcXG67GNZ9udCiikVPrGQXat83MwO9nzlut5EWjUDAjOgzLk2OxID4aQvbYCqWQSMDM6HDMjA7H8ap6/Hf7focdy0spa+tEbl0TMiNGdjbPrHzaqes6wk+n852WrhXtK8ILqxdhSniwU+azFQaViqzI0Av1LjMgVamRXV2Pw+W1OFZZix758NHtAdZ7UOH/AC53ZuRyNd55ZxcOH7Lct0ImU0EmU6GhoRsnTlTi66+AkBBvfPLpbeBwGGbjc3Oq8dprrtv5BoDDh0qxaVMOysos51vK5WrI5Wq0tPQiO7sS335zBA88uBgrVljuWD0cvb1yGI1GkEgknDpVhTde3zF4Ez2AWKyAWKy44AyWDt7wTzQkEiXEYgW0Wj1ee3U7CgrM8/07OyTo7JAgO7sSv/x8Ei++dA3Cw53X0+NSR0Yk4uLtt29EWLj1X8redG+kCSYjX2xdGoY9HO864nRnRqFXoECc79Q5L8XRwv9593847LkPNx3Dh5uODXt+NK6ZP/rf7nlxLXhUNiI4wzf7DGP7IpTti9we19VO2cOkhGC8+OhK+Hpbr/AjovvgxrAN2NK8CeWSUmiNOoSzI7EicCUmCzNGvHae30JsrP8eIoYP4i9IOVsimhuLJxOewbbmP1Alq0Szsgnh7Eg8FvckhHQvM2eGR+Xhnwn/wZamzaiRV6FWVg0vuhdm+czFyqA12Nv294jOjC22rQi4Eie6j6NZ0Yg2VSuMALhULiYJM7DYfynieAkjruNMeEwGvrp1rV2OzACPLJyJnNpG5De2jj54GPQGw4g3dUwaFV/feo1djswAUT7eeHTRLLy++4jdc5S3d0Gl1YFJc2/ySZi3EEsSY7F7BAeQRAKyIsNw1eRELEyIBo9pft/jDmbHhGP7Qxvwwl8HsL3AuX3HfjqVP6oz4ylodHqnRWXWTUnBcysXgkZxz4a0JXhMBpYnx2F5chwMRiNyapuwu7gC+0oqLTo2UT7emBrhHkdsJFz6l67V6vHPJ35GRYVpDwgGgwoejwWdTg+ZTAWdzvTDUejFtujIAIDIh4fMzCiTYxKJEuXlQx/QSUnBw14PAKGhI3/Qnj5dbdGRYbMZYLPpUCg0UFzY0QUAhUKDt9/6GywWHfPnD//leCl6vQG9vQqUlDTjhf/+CcMouzcZUyKsynV3FXfeNR/Nzb2Q9CkgkSjR16dEfn49xGLn5JGWlbXgyy8Ooa5uqEkci0UHm02HRKKEVjuU59nU1IMn//UrPv/iDgiFjuucX+rI+Pnx8fb/bkRwsJfNcy3wW+hSZ6ZN1YYqWaVTC+nP9OQOK2vrDHhUPtIEtjn7l+LvzUN7j/PT4O5aPR2TYkePzHSpJUgVRIA8SpJ6MEuE4j7PaKYWE+6L9VdkYMW8ZJDJtiXX64xaBLGC8WDMo3avP1M0Z1T1vXB2BB6JfcLiuS+mfm92LJAZhAdiHrE4flXQ1VgVdLVTbMv0no5M7+lWzeVq/u/KBQ53UaeQSXh25UKs+2yjy5Q/n75iPhICHE+/uzFrEr47kYc2yegqg5bQGwwobG7ziBvmO2dPtejMBAv5uDo9GVenJyFI6JmtJNh0Gt64ZjlCvQX4+JDzxAwOV9RAodGCTbdeZcxdnK5thFSlHn3gKNwxawr+tcxzlDwtQSaRMD0qFNOjQvHslQtxurYB2/JLsbekcjBSuj7TdQJEjuBSZ+avv86ZODJrr8nEmjUZCAnxHjym1xvQ1NSDgoIG5JyuQW5uNVatHD6nOz09HOnp4SbHzubV4V//+mXw8UMPLxkxVW00rlufhX37CiEQsDF3bgKmz4hBfHygyU1zS0svtm09iz/+yBn8Yvjss4OYPTseVKr1+Y/5+fV4+62/YTAYERnli6vWTEFqWii8vbnQaHRob+9DUVETjhwuw4zp1uUfu4qsrGizY888vQmnTjmn6/IrL2+HQqEGjUbBtddOw4orJiEoqN+Z0OsNOHeuHp9+sn/Q2enqkmLjxhN48MHFDq17qSMTGCjE/965Ef7+9t08JPGT4c/0R7uq3SG7RuJ411GnOjOne8yb4jmTGaKZFhsw2sKOt+9GfVsvThfX43RxPfLKGyG3U4WMxaBhUkwQ1i9Jx+y0qNEvAKAxaK1qiMmlsqDUm9sl4Lkux5hGpYDLpoPHZSLQV4Dk2ECkJQQhPnLs+20YYcThjgOgkqgeJcMNeLZtw5EeFoTVk6zfJBuJpEA/LE6Mwb4S53xmX0xWZCiuneKcGx0ahYJrpqQ4dANd2NzuEc5MSrA/pkWGIKe2CSQSMCs6HLdMT8ec2EiPUoMaiYcWzIBGp8eXx3KdMp9Gp8eJ6nosTnTvPY01HK6oGX3QKMyJjcA/l46Pz5sBKGTSYMrhcysXYldRBXacLxusvfE0XOrMnDo59IE5f0GixZtOCoWM8HAfhIf7YPXqDEilSrBY7i38ioz0xdv/uxEpKSHD1mUEBXnh/gcWgctl4Lvv+lMhOjskKCtrQUqK9R+gb725ExqNDtffMB133bXA7MNNJOIiKSkY112XZffzGS8oFGpQqRS89vp6M4eVQiFj6tRIvPf+Lbjrzq8GBR/27inEAw8sskqNytIu7KWOTGioCG//7wb4+NivKEICCfN8F+D3xl/tnmM0cntycUPYzWCQHU9J6NX0okI6cmqOozjrxjE8wAvhAV64btFkKNVazH/gIxiMRjx4zWxcs8C6yA+NSgHTyrqRixHSuGhQjN5cs0XZDZ4FkYBdXz9g85rjkQPte9GsbMJsn3nwonuPfsEY4sm2DccjC61XW7OGm7ImO92ZIZHg9IaIK1LiHXJmajp7nGiNY9w3NwsxfiLcMj0dESLbo/2ewONLZqOmqwcHSs1VBu3hYFnNuHBmTlU7Vn9Fo1Dw4urF48ZxtQSHQce6KSlYNyXF3aYMi0udmT7JUPqRj8i6m0OeC3cvbWHy5PDRBwG4Zt00/PRT9mCqXGVlm03OjEajw8KFSVYJElwOrL8+y8yRuRgej4m1a6fiiy/6uyvLZCrU1XZZVaDPYJi+3S91ZCIifPD2/26El5f9eekDzPaZg63Nf0JjcE3/ErVBhbzeXMwUzXZ4rpwL/TZcRRQnGkGs0dO4bIXFoCEswAt1rT1g0KngsV2ba54qjMDB9gIUiGswSWg5mlMmaUSppBGzfD1z98pVfFXzGQCgS92BGnk1RHQfXBNynZut6seTbRuNcJEQ06OGazZqH9MiQhEg4KGtz3kpmzOiwq1WWLOWaF9vhHgJ0NTbZ9f1tV2e48zMiA7DjGjnvo7u4KU1S1DQ2IYumdzhubKrnJOKK9WqwKO5RihBo9Ojvsex/ker0hIQ4ES5ZQLLuLSrlL/fUB7o0aNl6O11/A/A02Cz6Sa7+JcW8I8GmUzCXXfPd7JV4xMymYSrrpo66rjUNNOus51d1qmtsNhDEb9LHZmYWH+88+7NTnFkAIBN4SDTe5pT5hqO7C7HpVYB4HSPaxu7zXZhb5nYUOfL4w7H2pB+WemnC77DzpYcKPVDedQqvRZ7287iyYKvYYQRVwU7dzfd02lXtyFfnIcuTRcyvbPwr4RnwKFaLzbgSjzZttG4ygUpHSQSsNRKyWRruXGaY/Vww5ERZv8mSI0HOTMTBS82C48udo68fodU5rBT1K6SYN7ut/HPM5txsrPG5k05qVaF1Qc/xsoDH+Gaw59BbTCtG63p6rFaiW44VozDnjrjEZdGZhYuSkZ2dn+zro4OCe6/71vcfPMsLFmaarZLPp6hXaSYotHYVkQdHx9od23GRCMmxh/e3qM7E96XKDLJZNYV53Eu7NzX1naaODIJCUF448314HKdu7uzwHeR0xwOS1RIy9Gt6YaIbr9yUJuqDQ0K1xWr08l0ZHq7LkUyLswX+3JcmyI3QJowErdHLsG3tfvwRukmvFW2GUIaFyQSCb0a2aAc9/qwuZgmGr9fYGmCyRYL70fimcT/usYYJ+DJto3G/Hjr6rlsZWZ0+IiNOW2Bz2Jifrx5A1VnkBocYLeSllihgkytAZfhOf1KJgJXTU7Ct9lnUO2ENL7ilg7Mi7P/vXO0rRJqgw67motwvKMKx5b/CzSy9bWZPBoTQjobed3934GH28qxLCh58Ly9UcGLmRxqf/02gfW41KOYPz8Rx46W4/Dh/g+jzk4p3n13N7744hAWLUrG4iXJSE52f4HeSDQ2duPcuXpUV3egva0PfX0KSKUqaDQ6qFRaqNU66BzophodM/YFup5KRIR1u+wUimlA0aC3Tv+dzWGgs1OK/zz126Ajk5IagtdeWw822/lfeBGcSERwIlEnr3X63EB/MfPJ7mysDFxt9xw5Lo7KTPXKBIviutTRrKRw1M/qQWSQ/Q6dLdwetRRx/BD8Un8YJX0N6NH0p+qQSWQk8kNxfdg8LPB3zS41weWFN4eFeH/XRB6nhAeDQiY5vOsMAPNiI1zW9C/Gz7G/63aJDFzf8VEbNV6gkEm4KWsyXtxx0OG5ilvaHXJmzvUM1bMsDIi3yZEZYLpv5KAzc7qz1sSZcVTFTMRhE870GOHy8Mj/PbsGcXEB+PHHbCgvKA/J5Wps334W27efRWioCCuuSMOVV052+s64Ixw/XoEffziOqirXKVIBAJ/vGTVCnoCrfxcGgxH/eeo3dHYO5YonJga7xJEZYIHvQnwr/9pl85/sPuGQM3Om17EmeqMxy4UpZgCQGOGP5+9c7tI1LmWWTxJm+SRBY9ChVyODEUYIaVwwKZ4vM0owfpgaHuKyomEug45wby+npGK5KnoE9NfNOEKnVObwHATmrJqUiDf3HHWosSkA1HY5Vo9SJR1q4j3D11xt1RpShUM9U0r7TNuIyK1sxDwcHMKRGTNc7syQSCSsv346lq+YhC1/5uKvv86Z9CVpbOzGF58fwk8/ZuOaddNwww0z3JqCZjAY8c7/dmHXrgKT4wwGDVFRvggO8YaAzwKPxwSTSQOLRcdXXx2GVKqyaz1bZJwnOgyma1/3jz/aN6iCNsCm308jMsIHy5a7pqNtpncWfm/6FXKda+rF2lVtqJPXIoJj++5Wi7IFLUrLjWGdgS/DD3G88ZtuNRp0MhX+TKG7zSCYoCQF+bl0/oRAX6c4M65soOfL44BBpUKts++muUM68ep0PQEug46syFAcqXAs66BN4pgIRatyKA0sQTB8M+ORCOcORf+aFWKTc/a+7wbQ6u3P2iGwjTHzGgQCFm67fS5uvmU2Tp6sxO7d55GbUwP9hRQhhUKDH384juPHyvHa6+vh6+se9YeNG0+YODLBId646855mD4jBvRh5Fx//DHbbmeGYOwYcGTmzUtAbV0nGuq7AQDvvLMbwcHeSEl1fsojnUzHLNEc7G3f7fS5BzjVc9IuZya397QLrBlits/oDRMJCAgskxjoWmcm0sdxieBgIR9+PNeKKfjxOGi0s3ahW+achs4E5syLi3TYmWnvs68p6gAy7VAamD/LvntGIX0oI0SmNb2PY1Adu0XukSuhNxhBsbFhMYHtjHkIhEolY86ceMyZE4/eXjl27MjHn3/kDtYw1NZ24r/P/4mPPr51zHW5VSotfv1lqHlgUJAXPvnk1lHT3xypmSEYO3x9eXj00eWYPiMGLS29ePCB7yGRKKHT6fH883/g409uQ0CA88UY5vstwL72PS6TP87tycH60BtsdhzO9DinAZolSCBhpsg5qjeeRqe6D380HseZnkp0qMUAAD+GEBleMVgbOgsBTMs3iY+8tGnw52lpEbh5TeZYmDssvX0KdPRI0SdRgkIhQ8hnIzRQCDpt4oizjGfi/H1cOn+Yt9DhOdJC7NsNtwU/PtduZ0aqdrxzO4FlnFHY3i6VwWiE3fd6F3+n2rtxRiENZcfojKb1tyy6Y6nDap0OtV09Dtd+EYyOW7+1vLw4uOWWWbj66il48YWtyMvr9/LLylpw7lwdMjIixtSe8+cboFIN5Uhef8P0UR0Zvd5ARGXGCUuXpWL6jH5J0qAgL7z40jX45xO/QKfTQyxW4P+e2YQPPtzg9BoaP4Y/kvjJKJYUOXXeAfq0YpRLy5DAs75LeIuyGa0q16WYJQtSxqQpocFgBHkMd72yu0rwUtHPUOhNb5LEGjkqpM3Y2nwC/0lcb1EE4Exhw+DPer3BLc6MXKnBrzvO4OCpCtQ2dpudp1DISIkNxNI5iVgxNwlMBlEH5A4YVCr8XRzxCBbyRx80CrF+rnW4AEDIsr+WVqZyTZ8vgn5xBiqFDJ2VAjyW0Oj0UGq1YNvpNAhoLHSp+6M7vRqFXf1mJBdFYy693o/neKuGIxW1hDMzBnhEwQaXy8Szz11lolJVVmr9jRbpkpsZvZ1/XF2dpiHPGCuUxsrKWuxej8C9pKaG4vHHh4rHa2s78crL22A0Oj+CssBvodPnvBhbVcnOivNcZEk/c3zmunT+AbYfK8LqJ7/Cmz8dRFl9x+gXOECtrA3PFf4II4DbIpfgs8yH8efsZ/HH7P/DZ5kP49bIxSCDjJeKf0GFtHnEuZrbHZf8tJWT52px7UNf4etNJy06MkD/Z2dBWTPe+nI/rn/0WxzPc063bwLbCPHiuzwzQcRlOzzHWNykCRxxZtSEM+MqaBQKwr0dT1V0RERAxBxy+IvF9m3OVfQNiTx50U3/JoKc4PD/fqYQBhfcUxCY4hHODNDf2d1bNPTGtOW1v3QnvaPduiaKl0Klmf46rIm4/PnnGbvWIvAMli1Pw/rrpw8+PnWqCp9/fsjp66QJJsPbhZGKs71nYTBan+54ttd1zgyXysUkYbrL5r+YE0V1aO2SYNPBfNS2WL5Bdxbf1+2H3mjAuxn34I6opUjih8GHwYcvQ4AkfhjujFqGdzPuhQFGbKwbWba0s0cKjYNKQLZw8GQFnnxzK8RS65v6dnRL8e83t+Knba5LRySwTKgTUsBGQ8Rx3JmJ8nX8ZnY0+A45M0SamSvx5zsePXSkyH6S11Cd696WErvmONBWNvhzstC0SWuESOhw3UxDjxibzhQ6NAfB6LjMmZHL1SgpGXl38mLKylrQ2THkhISGWn/jFxTkBdJF21gDfW1sJSTEdM2zeXUjjt+5Mx+HD9m3FoHncPfdCzBrdtzg402/nzZTs3MUMomMub7znTrnxch0UpRJy0YfCKBL3eXSRpnTRTNBJY1NBmtVYycAgEohY+5k+6Q5reVcbw1SBRFI4ocNOyaRH4pJwkjki2tGnMtoNI3OdPXKcPBkBb774xQ+/OEwvvj1ODbtOodT+XVQ29iI91LaOiV49bM9dkWQjUbgk41HseOQa1IkCSzjjJvE0eAyGCA7GP4JEji+cz0aTAdquNREPatLccb71JHITJbPkPDN/tZS5F/Ud8YaqqWd2N449F0/zSfC5DyFTEZioOO9nt7ee8xhGWqCkXHZHYdYrMDDD/2AsDARZsyMRUZGBKKj/eDlZZqD2NbWh+PHyvHjj9mDx4RCNrKmW39jwuMxkZwcjKKiJgDAsWPl+PSTA7jxppkQCIaUKnQ6A7q7pWAwaBAKzXelEhKCIBJx0d3dn262eXMOwsJFWLYs1cRZamnpxc8/n8Suv/v/CFgs+mAPHYLxB4kEPP30avzjkR8H+wq99+4ehIR4IzU11GnrzPWZj79atkFvQwTFFvJ6zyCJnzzquHMuTjGb7eLeMhfT3dcvvRroIwCH5VpNf5lOAV/G6AIRIgYfheK6Ucc1t4shV6jxzeaTOF1QN2w0mkGnYvaUaNxz/SyEBtq+E/7BD4ehcPDz6e2vDmByYghCAoQOzUNgHT5OSAEbDRKpv8BZbmcqlpDNdLhA2hoccWb0BiIF3JU4oyGkI5GZRYEJ8Gfx0a6UwGA04pGc3/BR1vVI8xpdmbRa2okHTv0MraH/+5hPY2FFcIrZuKzIUOQ3ttptI9Cf7njPj1vwwx3XIlDgHqXeiY7Lt08bGrrR0NCN337tz+lnMGjgchkgkUiQSpVQq03fyFQqGU/+eyUYNhae3nrbHDz5r18H6x02b87B5s054PNZYDCoUCg0kMv7Q84PP7IUV101xWwOMpmEu+6ejzde3wGgP3/8rTd34ovPDyI42BtUKhkdnVK0tYoHr7nmmkywOQz8+MNxm+x1Nk1NPSgoaIBCroZ84J9CA7lMBbF4SGv/zJlavPDCFnA4DHDYDLA59MGfp2ZGWZTEFosVOHmyEnK5Ggq55qL51SgrG8pTra/vwn+f/xMcDgNsDgMcNr3/fw4DKSkhCA93fbGovTCZNLz8yrV48IHv0N0t61c4e+4PfPLJbQgIFDplDT6NjwyvqcjtcY0kcr74LG4O3zCqqku++JxL1geAcHYEQljOcwBHY6Bezs/L9TvZ3nQempVdo45rUnRBxBj9C+uLX7NR09A1aj61WqPDgZPlOJJTidvXzcDt10wfcfzFdPXKcOyMed0LmUTC0jmJmDM1Gv4+fOj1BrR1SXAstwpHcqug1Zo63BqtDh/+cBhvPHmV1WsT2I8P1/HCY2tgO+DMBI5BVAYAmA6k+ThSnE4wOgw3Kx/SyBQ8ED8Pz+f/BQDoVstw87FvsDIkDVeFTUKqVzBYlCGHS2PQoUTcih1NhdjScA4q/ZDg012xs8CmmjtnC+Kj8PlRx5tLN/X24YYvf8UH168aExXAyw2XvROZTBp4PBakl+Roq9VaqIfpqhoS4o3HH1+BSZOHT+MYjoyMCDzxxAq8//4eky/iAclna1m6NBU93XJ8/fVhGAz9Nxl9fUr09ZmmzFEoZNx2+1zceOMM5OS4v0j2zJlafPjB3lHHdXZITNL5LubFF6+x6MzU13Xh7bf+HnVuqVSFY8fKLZ676+75Hu3MAP3SzS+9vA6PPfoT1God+vqUeOaZTfjwow1gsxlOWWOB70KXOTN92j5Uy6oQw40ddoxCL0elrNIl6wNjG5UBAD8vHmqV3VA62KnZGjK947Gj5TQOd5zHfD/LTVYPthegTNKIq0NmjjpfVX2nTevr9AZ8+Vs22rsk+Pc9S60qED90qtJietkrT6zCvGmm75PU+CAsmZWA2sZu/Od/29HQYtpQ8XheNWobuxEZSijzuBrfMXJmqGT7M83HInoEwCG1Qh0RmXEpDCrF3SZgXfgU5HTVYWdTf12K3mjAtsZ8bGvMB5lEAp/GAodKh1KvRZ9GCb3R/D0xxz8Wt8dYbiWQFhKIUC+B3fLgF9MukeHGr37DXbOn4r55WQ5FHQlMcdlvUiTi4rffH8LpU1XIz69HbW0n2tr6IJOpoFbrQCKRwGbT4e8vQEyMP2bMjEVWVjSoVPs/XFdcMQmT08Px1/ZzyM+vR0tLL+RyNZhMGrhcJgIC+tdKSxt55/j6G6Yja3o0tm87i/yCenS0S6DTGcDnM+HnJ8DUqZFYujQFwRdqbBITg0Ei2SZaQOCZxMcH4t9PrcJLL26B0QjU1XXh5Ze24eVXrnWKBHAcLx7BrBA0K5ucYK05+eKzIzozhX2FNgkF2AKNTEOWaIZL5h6OqQmhqG3pRm1LN3R6A6gU12mabIhchEMdBXi+8CfM90vFNFEC/JkCGAF0qPpwsrsUxzqK4EXn4paIRS6zY/uBQoQEeFkl7VxSZZ4eMSUlzMyRuZjIUBE+fv463PrkD+jpG2o6aDQCfx0sxCO3zrfLbgLrcUTByxYccWa82KzRBzmBi/uA2ArhzFwevJp+FThUBn6vMxVkMhiNEGsUEGuGb566PDgZL6evGbZ+jEQCrp2ainf2OSf7Rm8w4POjOdhWUIrHFs/CyrQEh2vXCACS0RU6tAQEBMNyqOMANjb86JK5A5lBeCnl1WHPf1HzKXJcFBnK8p6Ou6Puc8ncw1HV1IWbnv8RBqMRr9x7JZZmxbt0veK+ejxX+CM61ZZ36ULZvngp9RZEcc0bys287n9Os4NKIeOb129GTPjIxak3P/E9ahpNU+MevmUeblg1ddQ1juRU4j9vbzc55i/iYcun99hu8GXGlnPFeHrL6JHyYa9/4GYkBDheeDwaV3zwnd2FyRtmZOA/K+Y52SJzfs09jxf+OmDXtWkhAfjtnhucbBHBAB8dOomPD9nWFuBSnPleP9JegS8qjlklBBDH98fdsbNxRUjqqGP7lCosfudrl0h9R/l44775WbgiJR6UMeyZNtEgYlwEBGPMDNEs/NG8CSq985uttqpa0KnuhC/D/MvBYNSjqM91qlSzx6i3zMXEhPjgrtXT8cW2k3jv9yPISAiBj8B1KTrJgnD8PPPfONhegHO91ei64NT4M4WY6h2HeX6poJJsS73w9ebiygUpmJwQjEA/AXgcJtRaHXrFCpRUt2FfdhkKSk0jeTq9AT9sOY0XH1054tx9FqSYYyP8rLJrbmYsIoK9Udc8lG7W3i1FQ2svwuwQIiCwHh7TOWmtrsSRZpYEBK5gnn8c5vnHoUHeg9yuOlRI2iHWKCHVqcCm0CGksxDF88VUUThi+X6j1pcOIGAxsWFGBj457JjjZomarh48uXkX3t+fjQ0zMrBuSordTUQvZwhnxkN49Kcd2FdkWsvwya1rMC8xyk0WEbgKJoWJ6d4zcbhz5F4k9lLUdx4L/MzTnKrl1VDo5RaucBwfhg8S+IkumXs07l4zA0YAX20/iQ0vbsQTN8zHgimxLgvdM8g0rAicihWBo0c3RuPWq7Nw13UzTRoGD+Av4iEh2h9rl07C8bxqvPjhLsgUQ30zDp2uRGePDL7ew4sfSOXmfTZGGn8xJBJwxfwUfLLxqMnx4opWwplxMfxx4MxwbBTpISAYK8I43gjjOLev212zp2JrfglaxPb1MRyNZrEEr+06jI8OncTV6cm4KWsSwsag39REgXBmCAjcwAK/hS5zZoolRRadmWIXRmVmimZbvcvlTLr75OgUy5EU6Y8FGbE4mFeJpz7ZAT6HiYRwP3jx2KBZWYf3/J3LXWbnxbUnA9y2Ngv3XD/bqutnT4nGK0+swmMv/zGofqbXG3DyXC1WLxo+TcJSY06uDWIWWZPC8clG02OVdR1YMS/J6jkIbGc87MyOhSwzAYGnwKLT8PzKhbj3p60uXUeqUuOHk2fx46mzmBUdjuumpmFhQhQoDtS3XQ4QzgwBgRsIZoUglhuHSlmF0+cul5bBYDSAfEnhbJHENV2ISSBh1hirmA2w/LHPLR6XyFXIKWmwaS5XOjOHT5m+zn4iHm5fZ5tYQmZqOOZOi8Hh00MR3MKKlhGdGUvQ6danwcWE+4HFoJmoxTW3i21aj8A2KGTyuLhxYdEIZ4bg8mJuXCQ2zEjHDydd195gAKMROF5Vj+NV9fDhcrA2Ixlr05MRLhK6fO3xCOHMEBC4iQV+C13izCj1StQpahHFGWo8K9PJUC+vc/paAJDIT4KIPvHles/0VOJ0dznWh82FD2Oox0azshtvl/2B8+Ja+DD4uDtqORYHpJtce/SSXi9LZyeCZoes6fK5SSbOTEVth81zUCnWr0siAcEBQhMZ6bYuqc1rEliPJ8jdWgMRmfFsdHoDpGo1ZGoN5Bf/02ig0uqg0uqg1vX/r9Hpobrws1qrg0rX/79aN/Rz/3j94HUD/y43/rV0LkpbO5Fb5xpFUkt0yeT44mgOvjiagynhwVibkYzlyXHjIoI7VhDODAGBm5jilQk+7WdItM7Pwa2Qlps4M6WSYhjhGuFCdxT+D3Df1ZZ7A7iC/W3n8HdrLpYGZAw6M1qDHv8u+AYN8g4wKXS0KnvwUvEv8GEIMNlrqN6trcNU/Sw1PsguG5JjTFXSLBX4O5sgP4GJMzMWa17OjJfeE7RxED2ayPTIlajt6kFdtxgNPWJ0SuXokMrQKZWjUyqHWKkk2kW4ACqFjE9vWoM7vv8D55vaxnz9vPpm5NU34+Wdh7AkMQarJyVielTYZa+ENj4+NQkIJiAUEgVzfOZhZ+tfTp+7QlqB5QFXDD4uk5Y5fQ0AYFM4yPCa4pK5reHOVVljtlaRpB7+TCFieUOOyJ62M2iQd2C+XxqeT7kJZZJGPJj3MTY1HjNxZrrEpsILPl72Ka55CUwbFUplzlfEuxQ+11S16mIRAgLnQ3eg4/1YQiacmTHBaATquntxvqkVBU1tKGntQG1XLyRK1//tezp/NZ53+pyrQi03RL4YDoOOrzasxWO/70R2Vb3TbbAGpUaL7QWl2F5QCl8eB6vSErA2IwXRvs4VPhgvjI9PTQKCCco83/nY1bYTBgtdiR2hRm6a1lQmLXXq/ANkiaaDSro8Pka61RIkC8JNjm1pOgkKiYyH41aDQiIjWRCOJH44ivtMv+B0OtPX154UMwAgkUggk0iDIgBqjevTPJiXqFZpxmDNyxm6DWmA7oRCNPpzGXXdvThaUYfjVXXIb2yFVEVsIFjiqbN/On1Oa5wZoF8+/fObr8bbe4/huxN5TrfDFjqlcnyTnYdvsvOQFhKAazJScEVqPLgMulvtGksuj7sQAgIPxZsuQppgEvLFzi0olOmkg/1m+rRitKtcEw53Z4rZWKM3GsCnDkVGqmWtqJQ2Y5ZPMnwZgsHj/kwhSiWm4gM8LgPdvUNOgMTOiIpCpRl0ZACATh/+I1yvd46DzLhkDT3RVd2ljJdu4OTLPK3F2eQ3tmJnYRmOlNeisddyU14Cz4JCJuHfy+diWmQInt++H51S17Q+sIXzTW0439SG13YdxoqUeNw4bRJSgv3dbZbLIZwZAgI3s8BvodOdGQBoVDTAl+GLchelmIWyQxHODh994ATBlyFAq2qogeS25pMAgJXBmSbjlHq1mUw1n8NEd+/QF111QycykkNttqG6odPksbeQPcxIQOqkdDCtTm/ymEEUnbqU8eLMuEOKfaLR1ifF1vwSbM0vQX232N3mXJaQSSSEc0SI4vkgmmfebNoaFsRHIeOhDXhl5yH8dd4137e2otLqsOVcMbacK0ZaSABumDYJK1LiwBgnaay2MjGfFQHBOCKJnwI/hj861O1OnbdJ2YgMrymolFWOPtgOLqeoDABM9Y7FtuaT2NJ0AnQyFTtbchDC9sEMkWnPlTaVGEK6aU1MaKAXapu6Bx8fP1ODa1dk2GzDqXO1pmt1SlBc2Yrk2ECzsfUXrXcxaq0OLKb1DolCqTF5zLbhWgLbISIeE5+K9i58cTQHu4sroDcQVfr2cnDp41aPVeq1kGpVqJN1I6+nHntbStCnUYJOpuLx5MVYGJDgkC0CFhNvrluBdVNS8erfh1De3uXQfM5kIFrz1p6juClrMm6cNhlCNnP0C8cRRAWfB0MivtQuC0ggYb7fAqfP23YhtaxGVuX0uakkKrK8beuTMt65LmwumGQ63i3fgjdKN0FvNOCRuDUmO+ndagnq5G2I5po6F5eql+UW1qOg1DZpT4lMhS37TAteDQYjnn9/J9q7zeWSj+RYft1tFQ1ouUSJjc26fPKw3cF4icwQ2E5ZWyce/Hk7rvrkR+wsLCccGQfxZ/Gt/hfBFSHVKxirQtPw30mrsGfxP3BFcApUei0eOf0b/m5yTh+2aZEh+OP+m/HcyoUQcYePnLuDHrkSHx48iQX/+xIv7zyEZrHzlVTdBeHMeDAUEvHyXC7MEs0Bnezcm8QudSc0Bg0alc7Xw0/3ygCXynX6vJ5MMEuEzzMfwbWhc7AudDY+nvIgpotMd/OK++oRxQnE8sCpJsfTk8xTyv7v3R2oa+4xO24JpVqLZ9/dYVEWuaWjD/f+3y84cLIcugt1Mtl5NfhjT77FuWoard8xNBrNxwf6CoYZTeAMCGdm4iFVqfHK34ew7rONOFhWTUgmewA8GhOvT1mLDFEYjDDixfM70alyTg8tCpmEG6ZNwv7H7sQTS2Z7XBREpdVh4+l8LH//Wzy/fT/a+sZ/77BxlWbWI1Ng9/kKnKhqQGVbF3pkCqh1OjBpNPjw2Ijw8UJaaCCyYkIxKSxw3H8p0C9RPGrplWBHfhlOVzeipqMHYoUSBqMRfBYTkb5eyIwKwcrJCYgcY2m+sX5dJEoV9hdX43R1AyrautAqlkKh1oJKJkPIZiLMR4iMiGAsTo5BUrCfk56la+FQOcj0nobsruNOm7NT3YF97XtgMOpHH2wjs33mOH1OR+noleJMaSPae6RQqLQ299V5aN3ozymc44eH41YPe36uXyrm+qWaHU+KCUBcpJ9Jk8tusRx3PPUTblo9FWsWp8HHy9w51OsNOHamGl/+lm2SpnYpHd1SPPvuDlAoZLCZdEjlw0dfcgrqMW9a7LDnL6a0ug1iiakDFR3mY9W1BAQEwO7iCry88xC6ZQp3m0JwCRQSGffFzcU9J3+CVKvC1sZ83B3rvO82Jo2Ku+Zk4oZpk/DDqXP48eQ59Co8p0+XTm/A72cKseVcCa6bmooH5k+HN4flbrPswiOcmRs+/gXnG4fUlt6/eRUWp8QMPtbq9fhk/yn8cPwsVFpzWdCBzrb1XWIcKavFh/uAtNAA/PLgDaOu/fSmPdiWV2Jy7PX1y7EqPdGu53LbF5uQW2O6E/7jfdchIyLY5rkYF5qnSZQq/O/vY9iSV2wxLN0jU6BHpkBebTM+O3Aay1Lj8J/V8+HLs6+XxQDufF0s0SNT4JMDp/BHbhE0OvMbdL3BgHaJDO0SGXJrmvD5wdOYFBaIx5bPRmZUiF1rjiULfBc51ZmR6qTY0vyH0+YbwJvujSR+itPntRe1Roc3fjqAndklJkpftmKNM+MIN6ycihc+/NvkmEqtxdebTuLrTScR7C9ESIAQXDYDOr0BvX0KVNR1QKXWWpxv3fJ0FFW0oKxmqNZKrzeM6MgAwJ7jpbjj2hkQCUf/fNi066zZsZgI+4pkCQguJ7R6Pd7ccxQ/ncp3tykEIzDVJwIUEhl6owEHW8ud6swMwGHQcf+8LNw+cwr+OFuE706cRZMHKdZp9XpsPJ2P7QWleGB+Fm7OSgeVMr4ygzzCmbmUlovy+HpkCtz37VYUN9tWHJ0cMv6l6Fh0Ghq6xbj76z/R1GP9G39PYQVya5vwya1rkBoa4DR73Pm6HC6twTOb9kCssC3fv6ChFbd/uQk3zUzHk1fOBcWDG71FcCIRwYlEnbx29MFuZKZotkcpGf3nsx04ll9j9/VkEgnRIa6PNiydnYg9x0pwKr/O4vnmdjGa28VWzeUlYOOOdTMgV6px5382jir1nDUpAuU17RBLlVAoNfjvB3/jrX9fZdZD5mKy82qw77ipMg+ZTMKMyZFW2UhAcLnSIZXh4V/+ckuHeFdAp1LAotHAotPAvvA/i05FTWcPeuSeE2mwBwaZCiGdjW61DM0KsUvXYtKouClrMq7PnIS9JRX4/uQ5FDS2unRNW5Cq1Hhj91H8lluIF9csRmaE528CD+CRzkyruD9/r0+hwobPN6G207q88ouZnxg1+iAPR63V4f5vtwz+PmyhR6bAnV/9gZ/uX4+4AOfcqLnrdfn99Hm8tPWg3bvuRiPwU/Y51Hb24KMNa8zS9zyJ+b4L8Z38a3ebMSwkkDDLg1LMcksaTBwZAZeJmamRCBDxQaWQ8dX2kzAagdVzUsBjMyCRq5Bf2YLG9l4AwL1Xz8SNSzLAZrq+qJ1EAp59cAXufHoj2jrtL7yk0Sh44ZErIeSzIOSz8N7/rcO/Xt+CbrHlHgcBvnw8dd9SfPX7Cew8VAQAyCtqwN3P/Iz7b5yDrEkRoFy0C6dSa7Fl33l8/stxs7+5jORQeAk8q6iVgMCTaOuT4tZvN6OhR+xuUwAAXAYdPlwOfHhs+HK5ELAY4DIZ4DHo4DEZ4DDoYNNpQ87K4M9UsOl0sGg0UIYRI3ro5+04UFZt8dx4YiAlWawZm1RACpmEFSnxWJESj+KWdmw8XYC/C8uh1nlGQ+K67l7c+u0m3DhtMp5YMhuscSDH75HOTEuvBHqDEY9u3GFyw0ynUjApLBBTIoIh4rLBYzGg0GjR2C1GSXMHzta1QKvXg0WnYVqU7T0cPI1nN+81cWQifb2wLDUOUyKD4c1hg06loEMiQ25tE7bllZg5PXK1Bv/48S9se2yDU27g3fG6HCqpxotbD5gVTJJJJMyKC8ei5BhE+npDxGVDodGgSyLHqepG7CmsQHufzOSa7Ip6PPnrLrx380q7fweuZpp3Fn5v/BUKvfubb1kijhcPX4bnpBntOT0UOZg7ORov33sFWBdFG77/OxcarQ7XL05HbOiQ3TtPlODV7/bhx11nMC0xDGkxpmpjrsJLwMaXr9yIJ9/YitJq23dteRwmXnr0SkxNDRs8lhDlj+/f2oAvf8vG3mOlUF5IS6PTqFgyOwH33zgH3gI2rlqcNujMAEB1Qxf++foWsJg0RIaIwOUwIVeoUdPQNTjHpVy7PN1mmwkILhdaxBLc+u3mMU8hopDJiPb1RlKgH6J8vRHmLUS4SIhwb+G4uBF1J30aJXrV/U4Mmzr2So3JQf549eqleHLZXPxxtgh/nC1CbVfvmNtxKUYjsPF0Po5V1uHDG1Yhzt+zayU90plpFUvx9ZFc5FQ3Aui/Wb5lVgbumDd1RFUIpUaL/cVVaOrp8+jdd2upaOtXEaKQSXhixRzcPCvDbIckys8b02PCcPf8aXht+yFszi0yOd/QLcY3R8/gvoVZDtsz1q9Lj0yB5/7YZ+bIRPuJ8Mq1Sy2n0AUD8xKj8OjyWfj8YA6+PJRjsru8r6gSm3MKsW6aeZG2J0An0zHLZzb2te9xtykW8bTeMiV1/WmObCYdL9y93MSRAQAGjQKNVgeVxnTH68qZSdBq9Xjl+334z6c7semVW8ckOgMAIiEHn764Hr//fRYbt5+xqFB2KWQSCQtnxuPhW+bB19tcKMBbwMa/71mCJ+5chJaOPlDJZPj58EzynpNjAzFtUgRyCupMrlWqtCipGt2xykwNx5zMmFHHERBcjkhVatz+3R9j4siw6DRMCQvC9KgwTIsMRby/z4S453EHfzScHYzMBLLcp9QoZDNx5+ypuHP2VOTVN2NzXhF2F1dYrEceSxp6xFj/xS94cc0SrEpzrBePK/FIZ6astRNlrf2drr05LHy4YTUmh4++c8qi0+wu3Pdknr1qEa4d5eabSaPihWuWQKnVYWe+aZ77l4dycO20VIc1z8f6dXlhywGzfNxIXy98f++18BpFcYNBpeKRpTPhx+fgpa0HTc69vuMIsqJDESoS2mzTWDDfdyH2t++1WY3L1bAoLEzxmjr6wDGkvac/GjklIQRcFsPsPJ1GBaC2GGlYPTcF3+w8jdYuCTYfKsCGFZmuNtfErpvXTMPapZNx4mwNcgsbUFzZip4+OSQyFYxGI7hsJqLDfDA1NQxLZiUgNNBr1HmpFDLCRhj35N2LseFfP5g1whwNkZCDf9+7xKZrCAguF4xG4Mk/drs0tYzDoGNRQjSWp8Rhdkw4aBTCeXGUHU3n8UHp0P1BhihshNFjx5TwYEwJD8YzVy7A34Xl2HKuGPlurK1RaXV4cvMudEhkuHO2Z90DDOCRzoze0N8rgUImW33DPFFJDw8a1ZG5mP+uXYzsijqTQnnVBQdnw2zbO45fzFi+LjUdPdhfbNr0j0Im4d2bV43qyFzM9dMnoaChFdvPlg4eU2q0+OrIGbywdrHT7HUm/kx/JPKTUCIpdrcpJkzznu70XjiOIr9wU+4jsNzzhsOio7tPDokFhS8yiYQZKRH48/B5HC+oGVNnZgA2i47FsxKweNbQjpfR2J/D7Qpp+SA/Ad5+6mo88eqfw6aSXYqXgI33/m8dgvyI/jIEBJb4/OhpHC63X4RkJMK8hdgwIx1r05OJlLFLuNgRsRad0YAetRx53fVokJvW/a4Ld+weydlwGXRcNzUV101NRV13L7aeK8G2glK39YV5e+8xqHU6PDB/ulvWHwmPdGYGuH3ulMvakQGAu+bbdoPFptNwy+wMfLj3hMnx7WdLHXZmBhiL1+Xnk/lmx66akoxYf5HNcz26bDZ2n68wkXPeca4Ujy6bZZNjNJYs8Fvkcc6MJ/aWodMoUKoNUA8Tihdw+tMf27otF9wH+vABAA1WqoiNBSQSXKoWNzkxBN++eQve+HwvzpUM31CVTCJh2dxEPLJhPgQ8z/w7ISBwN3Xdvfjk8GmnzyvisPGPxTNxTUbKuO+Z5yo+rzjqtLluiMxEoiDQafM5mwiRFx5dPAuPLJqJ7Kp6bM4rwsHy6sFGyWPFhwdPwp/PwzUZyWO67mh4rDNDo1Bwy6zLu9iUTqVgeoztYc8rJsWbOTOlLR1oFUsRKOQ5ZNNYvC56g8EkkjLANZn29TbxF3AxOy4CB0uGVFdUWh22ny3BrXOm2G2nK5kkmAxvujd6NLYrxrmCIFYwIjmepxDoxWNDqe5DU4fY4vkAER+F1a0ob+i0eF6v70/lsxS5mciEBXrh4/+uR0VtB06cq0VVfQf6pCow6FT4eHEQG+GH+VmxVvWiISC4nHnt78PQ6p3bmHj1pEQ8u3IhuAzPioRPREgg4aaoaXgyZZm7TbEKMomEObERmBMbgW65AlvPleCXnAI0i+1XyLSV//61H1E+XkgP85xgg8c6M9OiQ+DjYNPH8c6ksEAwaba/RGEiIcJEQjR0i02Ol7Z0OOzMjMXrUt7aBbnaNKffj89FWqj9uyZLU2NNnBkAOF3T5LHODJlExlzf+dja/Ke7TQHgmVEZAIgJ8UFLVx8qGjqg0enNimBjQnywL6ccJ4tqodbowKCb/j3VtfY7i+OtQZiziIv0Q1ykn7vNICAYlxytqMXRyjqnzUchk/H8qoW4dopnCtR4GiyK7c4ehUQCh8ZAIEuAdO9QrA1LRxTPcxQ6bUHEYePO2VNx+6wpOFpRi42n83G8qt7l6+r0Bjz5x25sfeBmcDzE4fZYZyb9Mk8vA4Bwn9ELfocjPtDXzJkpb+3EwqRoh2wai9eloMG80C011B+ORNotKZ/l17fAaIRD87qSuT7z8VfLNuiNzt31sxUKiYIZollutWE4MuJDcDS/GiqNDrklDZiVZtrQcVpSGD79Mxt9MhU+2nwMj9+wYPD1rmnuxsEzFQCAED/hGFtOQEAw3vkmO89pc1EpZLxz7ZVYkkQoBlrLmZVPu9sEj4BMImF+fBTmx0ehsqMb32Xn4a/zZU6PGF5MU28f3t57DM+vWuSyNWzBY7cjY+yojZhohHrbX3Ab4WvuCNV0OJ6yNBavS3Fzu9mxaD/H1g31Fprt2vcpVGYOnyfBp/GR4QHqYZOEk8GjOhbRcxXzM4a++P86bl5jlBwZiFD//r+FX/efw4YXf8L/fj6EZz7fidte/nmwjmpmasSY2EtAQDAxqOroxunaRqfN9+LqxePOkdEZxrZeg2B0Yv1EeOXqpdj32B24efpkMKiui1lsyitEZUe3y+a3BY91Zvis4fuWXC44UpzuzzdXd+pTOl4XMBavy6VyzAAQ7MV3aE4KmYQAgfkNebfMM5tTDjDfd4G7TfC43jIXE+wrQFZyOARcJuLCzFMFSCTg4XWzBx+X1Xfg1/3nsPd0+aCaF5/DxPVLPEvFhoCAwLP5OafAaXOtz0zD1emeVVBtDe7ugUIwPP58Lp65YgH2PXYHrpuaataj0BnoDUa8u++40+e1B491ZjwlD8+dOCLDyLZwrUxlW28JS4zF6yJRmDtdbCesa8n2PgtreRLxvAQEsYLdtr6QJkQK37Pzt5+5dQl2vH0P7lhpuTHsgimxePCa2RYVgQRcJt5+eA18BJd3fR4BAYFtHCitHn2QFfjyOHhymeduGI2ESkc4M56OL4+DF1YvxrYHb0FmRIjT5z9cUYO67l6nz2srHlsz46FlDGOKI+FBS46QM5yZsXhdpCq12TFLzpmtcBjmc0iU5mt5Ggt8F2Jjw49uWXuGaBbIJI/d8wAwJK88ErddOQ2z0iKx93Q5mrv6wKBRkRTpj+XTE8FjmzfbJCAgIBiO8vYudEhlTpnr0cWznPL95g4UasfvKZyBxqDD2e4GFItb0KwQQ6ZTQ63XwWC0vfH0h1nXu8BC9xPtK8L3t1+LTXmFeG3XYadF1YxG4JecAvxnxXynzGcvHuvMEMChDvB6o3kuqwuijC7B0g660Y4PpUsxWJiC5KnV/xcxQzQLm5s2QW0Y+yiSJ6eY2UpsqC9iQ8enag0BAYHncNxJCmYiLhur0xKdMpc7aJM4x6FzhG2NBfhf8T50q91vi6dDIgHXTU3FpNBA3PfjFqe9fnuKK/HU8vluFVPy7C3XcchwzfvsQaWxfy5L13KY42MHms8yt1Ohsa5b+UgoNOa7SAILa3kaTAoTM0QzxnzdWG4c/Jn+Y76uLRgseagEBAQELiS/0Vxx0x7WZaSMW1l4mVpjMYtiLNnfWoqnz24hHBkbiff3wca71lusI7aHdokMhc1tTpnLXojIjJNxxk33ACqt/XNZsmO8NOASsM1FBmROCGfL1ea/E76FtTyR+X6LcLjz0Jiu6am9ZS5m7gMfIi7UF0mRAUiM8EdShD/CA72JjtmXcNfTG9EnHYrsbfrwTjdaQ0AwvqnpdE4z4wXxnteI2FpaxrBJ43B8U5k9+DOZRMJ0nygkC4MgYnLAJNPGReaFuwgS8vHlLVfjui9+gdIJ9625dU1ICzFvgTFWEM6Mk3FGXcoAnVL7lbZaLXzQWHISPBFfnrkSW1N3n0Nz6g0GtImlZse9OWyH5h0rQlghiOXGoVJWMSbrMchMTPWeNiZrOYJao0NhdSsKq4d2SlkMGuLD/Pqdm0h/JEYEIMzfy2P7CY0FVfVd0BDKQwQEDqM3GNDQK3Z4Hh6TgZRg9938OUppa4e7TUCFZMiGz2fcjJm+jvXRu9yI8RPh6RXz8ey2fQ7P5axopb1c9s4MyYkl7SqtDh1OzCF1pAdKfZf5teOld09aaAB+PWUqe1ntoJZ5fZfYrIEUj8VAmEjo0LxjyQK/hWPmzEzzngYG2fNT8GakRKCisRPdfUOOv1KtRX5lM/IrmwePsZl0JIT7ISmi37lJjPRHiK/wsnBwtDo94cgQEDiJZrEEOr3j/VUSAnxdIpc7Vpx3c1oRALCpdCj1GogYXMKRsZNrMlLw25nzKLLQ388Wqtzcb+ayd2aYNPNfgb2pYrWdPXapZwxHtQNNLktbzHdN4gPHR/FzekSQ2bHCpnYYjEa704fOW9g1mBQaOK5uZjO8poJP40OidX14f7wU/n/w+FoAQI9EgcrGTlQ0dqKioROVjZ2oa+2B/kJTN4VKg7PlTThb3jR4LY/NQEK4PxIj+v8tzoxzy3NwNXKlZygOERBMBPqcpIAZ6WPe2Ho8cb7J/c7MXP9YbGk4B7FGAbFGASF9fGRaeBIkEnDHrKl4/PedDs3T0ieB0Qi33VNd9s4Mz0IBeI9MYddcJ6saHDXHhNLmDvQpVDanh1V3dKPVQkpVYtD4cGbCREIECHho6xt6Dj0yBc7WtWBqpH09V/YWVZkds3cud0ElUTHHZx52tv7l0nUCmAGI5o6vTtTefDayksORlRw+eEyj06O2pRuVjZ2obOxCTXMX6tp60N4jhdEISBVq5JY2ILe0/+92cebj7jLfpcgVni8/TkAwXpA7SY44SOhYI2h30i1ToMTChulY82jSIpztbkC9vBvPnNuG1zOuBo82PtLpPYlFCdFg0qgOyTVrdHr0KpTwdqDZuyNc9s6MpV98UZN94bbd552bAmQwGnG4tAZrpiTZdN3fBeVmx9JCA+DHN69F8VSuy0rFB3tPmBzbnFNolwPSKpbiREW9yTEKmWzz79UTcGZa5HCMl6jMaNCpFMSH+SE+zM/keI9EgeMFNThWUIMT52uh0emHmWFiICOcGQICp2FJFdMexmtvGQA4UFbt1CwUe/FhcLFx7p14q2gP/mo6j8V738XcgDgkCwIRwBKAR2OARqbY9L2Z6RPhOoM9FDqVgsmhQThV49iGvEKjIZwZd5ESYi49e7KyweaIyOHSGhTb6QSNxJeHc7EyPdHq3FqZWoONJ/LNjq9MH19a9tdlpeHzgzlQX9RheEd+KTbMzkBSsN8IV5rz3p7jZvUyS1Nix5VzB/T3HTrRnT36QAcgkyiYIZrl0jXGEqVai5LaNpTUtaOktg1l9R1o6hC726wxRa4Y+ebrSGkNHvxmG5ZPisfbN18xRlYREIxPNHrnbH6MZ2dmT3Glu00YhEtlYKpPBHK769GiEOPvpkL83VRo93zFa/7rPOPGEZE+Xg47M0o31mZe9s5Mcog/6FSKye6sWqfDx/tP4unVC6yao61Pipe3HXSJfbWdPfh4/0k8snSmVeOf27wP0ktyetl0Gq6YFO8K81yGF4eFm2el4+sjuYPHjEbgsY07sPH+9fDhcaya59dTBdhxrszkGIVMxp3zpzrV3rGgRFKEHo1ri+xSBakQ0AQuXcNVGI1AXVsPii6omxXVtKK6uWvYXjRBPgKkRAcgNSoQyVGBY2zt2EGkmREQOA8G1Tm3Tfpx2iOrtqsXJ2vqRx84Bki0Stx/6mfk9zS625RxD98JfQhpbuyZdNk7MwwqFSvS4rHtbInJ8Z9P5sOPz8Wd8zJHLGjKqW7EM5v3WqxRcRafHzwNjU6Hh5bMtChYAPQrqb26/RD2FJqnut23aDq83BT6c4SHl87A8Yo6lLd2Dh5r6unDhs9/x8vrliIjYviUM41Oj88PnsYXh3LMzt2/KAuJQbZFdzyBY51HXb7GnHGWYnb8fA2KqltRVNOG4po2yIYpzuWw6EiKDEBKVOAF5yUA3vzLo1hUNkpkhoCAwHpYw3wH24ojfeTcyQ8nz8IDMswAAB+XHTZzZGhkCvyZfLCpdKLPjA1cmr1iDxy6+3oZXvbODADcOicDf50rNckBNRqBd3cfx98F5bhqShLSQgMg5LCg0ekhlitR1NyOI6U1OFM7JP9Kp1IwJSLYKUIAdCoFQUI+6rp6AQDfHs3DroIKrJgUh6zoMPjyOGDQKOiUyJFX14w/zxSjpddc5SrS1wsbZqc7bI87oFEoePP6Fbjh419MFObqu8TY8PnvmBETjsUpMYj2E0HEZUOt1aFTKsfp6gbsKqgwERAYYHJ4EO5ZkDWWT8MpyHQy5IvPuXQNPo2PNMEkl67hbB57b6vZMTqVgphQXyRF+CMpMgDJkQGICLp8G2kSNTMEBM6DSXNOeliXnUJD7qStT4qt+SWjDxwjDrYN1QcnC4PwRPISTPEOA5VMcaNV4xOJyvHvCXemThLODPoli+9fNB0f7z9pdq68tRNv7Dhi1TxPrZoPHy7HKc5MVnQoXli7BOs/+nmweWZbnxTfHs3Dt0fzrJqDx2Tg/VtWgUYZv3/YMf4ifHLbVXjw+20mKjJGI3Cish4nKq0PdycF++HT29aMS23/k90noDO6Nh91hmgWyKTx+16ZnxGDq+elYlpSOKhuDHd7GtZKM5OJXxkBwaiIuM6J6LZYaGzt6by555hDilfORqzpdwjpZCq+nHELBPTxl4HiKdR02t8KBOjPcmITkRn3c9+iLHTLFGbNGq2BTCLhiSvmYH1WGtqd1DRzQVI0/AVcfHfvtbjv261otLGBpg+Pg09uW4Nov/HRKHMkMqNC8NP96/HYTzsGI1W2siItHi+tWwLWOC26PN7l+hSz2T5zXL6GKzl8tgqHz1ZBJOAgPswPCeF+iA/3Q0pUAPy8eE5b599vbXPaXGNBfZN1dVZ0ChWVbd147+/jOFvXDK1Oj/ggX9y5IBMLk00b0h0vr8N9X23BktRYvLthpdlcXx3KxXt/H8fDy2bi3sWmkVCZSoNvDp/BvsJKNPf0gUGjIi0sAHfMz0RWTKjFdV5evxRTI0Pw3q5snK5qgFSlhj+fi8WpsXhw6QywGaZ/1z0yBbaeKcGRkhpUtnVDrtaAy6QjIcgXN8ycjMWp40t6nMBzCOTzQCaRHFbzKmvrcpJFY0NObRN2FZkrpbqTFGEwcrpqwaHSCUfGAbR6PcraOkcfOAKRPl5u7dtHODMXIJNIePaqhZgUFoiP9p1As4WULUvEBfjg6dULkBkVAgDw53Phy+MMRlPsZX5iFAAgwscLmx6+Ee/tzsamnMLBJoDDQSIBy1Pj8Z/V8522g+QJxAX44I9/3IxvjpzBD8fPQmplSDQhyBePLJmJeRd+n+ORWnkNmpVNow90gChONAKZ5s1KPZ2vn74e56taUFDVgvNVLeiRKNDdJ8eJwlqcKKwdHOfvzUNqdCAmxQQhLSYIcWF+dkdvjuWa9yyaCDT39uHmj36FF5eFrJhQyFQa5FQ34pHvtuOFdUtwTVaKw2t0SuS4/bNNqOvsRZiPEPMSo9ArV+B0VSNOVNTj2bWLcN30NLPrjpbW4n87joFMJiEzOgRKjRZ5tc34/mgeylo68PW960zG/3KiAJ/uOwUei4G4AB/48Dlo7BLjdFUjTlc14tXrl2H1OJRmJ3A/VAoZfjwO2hzcuKzt6oFUpQbPCYXXrkasUOHff+xytxlmPJG8GLcd/x69GgVOdFZjpm/06BcRmHGyptHuZvEDRPl6O8ka+/AIZ+aXB29wtwmDrM5IxJWT43G4tBanqhtQUN+KTqkcEqUKOoMBXAYdId4CpIUFYlFSNLKiw8y80cPP3GPzuu/dbL67OQCPycCzVy3EPQum4a9zpThV1YCajh70yJUwGI3gsxiI9PXGtKgQrExPRKSvczoLe9LrAgBMGhUPLJ6O2+dOwf7iKpyorEdpcwdaxVIoNFrQKBQIOUyEiYRIDw/CgqRopIUGuNtshzk2JlGZ8VX4P0DaBefk5guPmzrEg47N+aoW1DR3w2A0or1HivYeKfbn9gtkMOhUJEX4D16fGh0EL97lvbOXW92Em+ek48lV8wbri05XNeLuL//A69sPY2FKtMNCIs9v2oe6zl7cvWgaHl42c3CdkqZ23PLJ73h16yHMjA1HiMhUUW/v+UosTI7GWzdfMagm1dwrwTXv/ITTVY0oqG/FpPAhRbobZ01GfKAv5iVFmqTZfnckD2/vOIpvD58hnBkCu4nw8akHvhIAAQAASURBVHbYmTEYjThcUYtVaQlOsso1GI3Av//c7fDzdQUpwmD8MOd2vFSwE4+c/g23xszAwoB4RPN8waSMzywMd/Dz6XyH54h1cxaQRzgzngaFTMai5GgsSvYsL99fwMVd8zNx1/xMd5viVlh0GlalJ2LVOOudYw8agwa5PaddugadTMc07/EnimCJED8hQvyEuHJm/42qXKnB+eoWlNS2o6KhAxWNnWjuFEOt0eFcRTPOVQwJeOR+87i7zPYIuEw6nrhyjolQQlZMKJakxGLP+QrsPV+B9TPsF4iobu/G0bJahPsI8fDSmSbrJIX44+rMZPx6ogBbzhTj4WWmUvQUMhn/XbfYRBY32IuPFZPjsOlUIYqb2k2cGS8Oy2Iq2S1z0vHu38dR02FfuioBAQBMCglwuCcHAGzPL/F4Z+alnQdxtKJ29IFuILerDlXSTiQLg1Ahacdn5UfwWXl/jTOHygCPxgSNTAGVZH0Ufseih1xlrkdS0NiKI054fWdGhzvBGvshnBkCAg/mTG8OlHqlS9eY6jUNTIr1DWLHExwWHTNSIjAjJWLwmESuQvb5Whw+W4XjBTUmPaYuZxKC/CyKhUyLCcGe8xUoamzH+hn2z3+qql9CNTM6FGQLIhxxAT4AgNKmDrNzicG+8LaQNhso7K+FklmZdkohkyHistEhkUFvMIBCqB4Q2EFaiHMi/tnV9aju7Ea0r2fWtr699xh+ybG9jnisuC37u2HPyXVqyHX2K3Rd8+lGXJ2ejDWTE8dFKqA9qLQ6PL1lr8PzCNlMpASbN6AfSwhnhoDAgxmL3jLjvfB/OJRqLWpaulHV1IW6lm7UtvagtqUHbT2SYRtpXs4Ml0I20KC220Ep2bYLvbg2ny7E5tPDd+juU6rMjvnxuRbHki84I5ZqsY+X12FPQQXKW7vQJZVDodZCrdU5pZ8CweVNRlgwKGSSw40vjUbgjd1H8cUtVzvJMueg0xvwwo4D2JxX5G5T3EZVZzde+fsQ3tl/HCtTE7A+MxXJQe69YXcmeoMBj/62AzVdjqmYAcDc2Ei3tz4gnBkCAg+lXdWOSpl5E1Rn4sfwRxwv3qVruBqD0YjmDjEqm7pQ1dSFysZOVDd1obmzb0TFITaTjvgwPyRF+iMh3P4vqRtWTsH6K6fYfb2r+XVHHn7dObqcuxGWf1cDv0ISrP+y0uvNhUqMFyZKDPZDXKDPsNeGioRmx2yJoBiMRvzrp7+x53wF+Cwm5iREYGFyNARsJth0Gl7bdtjqSA4BgSWEbCamhofgdK3jneePVdbhj7NFuCbDcYENZ9AjV+KJTTtxqsbx5+Zqvpt1m8vXUGq02JRXiE15hYj2FWHVpASsSktAkJDv8rVdhVytweO/78TRyjqnzHfd1FSnzOMIhDNDQOChjIUc8yyf2S5fw5Xc+tLPqGnugkozcu+DAcclMcIfiRF+SIwIQJi/c6QkA/0E8BM5T/rZ2fhaaVuPzHI6Y8eFwl9v7lDkZsCxGc5ZtBTF8Rf0R1dSwwLw3NpFVtlkD/sKK7HnfAVCRUL8/PD1ZhGn17YdctnaBJcPS5NineLMAMDLOw8hQuSFKeHBTpnPXvaXVuG/2w+gWz4+Gnpm+kSM6XrVnd14b3823j+QjYywYCxPjsPChKhx5dica2jB01v2oq7bOXWDcf4+bn/fAoQzQ0DgkRiMBpzoznbpGmQSGTNF49uZKaltMzvGZtAQH+6HhHD/C86LP8ICvFwWBhd6uAoal21dI7PS5g6otDowaaZfCznV/TdsqRcpA3KZ/XMOpI5dypkacynx6bH9BaKnKxug0xtc1ti0vKW/f8ciC+prDV1iyFTWNRElIBiJZSmxeGPPEafU3Km0Otzz4xa8u34l5sZGOG6cjdR3i/Hu/uPYU1w55muPR4xGIK++GXn1zXjl70NICPDFosRozI+LQlKQn9tTrizR0CPGx4dOYcf5Mod7JF3MbTMznDaXIxDODAGBB1LYdx59WrFL10jmp8CL7hwZb3fBZtAQF+aHhAh/JEX4IyHCH+EudFwsIeB7ujNjXfGqUqPFG9sP4/+uXjiY1nWysgEHi6vBotOwJC12cGxMgAh0KgUlze04VdmA6bFhAPq/5L86lIOKVvOGgLEBIixMjsbB4mq8tu0wnlw1F4yLHCetXo9jZXXIjAoBj2V/we2AKEBNh2kuuEylxot/HrB7XgKCixFx2FiZmoA/zxU7ZT6FRov7f9qKu+dk4v75WSbKfa6irrsX3504i815RaP2sCMYnrK2TpS1deLjQ6fAYzKQGRGCrMgQTIsMRayfDygWBE/GArVOh+NV9dicV4SjFbVOdWIAICnQD2sme4bEPeHMEBB4IERvGes49MlDbt8F8/TIDMdKZ2ZpWix2nitDdnk9EoP9oNBocbqqAQaDEU+tnm8S5eAw6Lh5djq+OXwG93z1J6ZFh4LLpKOitQtNPX24OjMZW3LNb/Jeum4p2r/8E7+dLMD+okokBPmCy2CgXSJDVVs3ZCo19jx9p0POzOLUGHy45wSOltbitk9/R0KwH7qlCpyqbECYjxBTIoORV9s8+kQEBKNw26wpTnNmgP60zc+P5mBnYTnumZuJNZOSQKeaKww6gkytwbHKWvx+pginaxssimdYyz1zp6FXrsSmvOEFPS43pCo1DpZV42BZNYD+/niJgX5IDvJDcpA/4vx9EOYtBJdhXcTcFjQ6PcraOpHf2IKcuiacqG6A0sFmmCPx9BXz3f79OwDhzBAQeBgSrQTn+1wrh8ml8jBJONmla4wF58qbQKGQMTnWfTm7Ag93ZqyNzFw/cxIeWDoD7+/KRk51IzQ6PVJC/HHXwmlYaKHn1qNXzIYPj4M/c4qQV9MMOpWClFB/vHjtUghYDIvOjIDNxI8PrsemU+fxd3458utaodXr4cPjICMiCItSYuDH5zj0fL04LHx3/7V4f9dx5Ne34nxDG/wEXFydmYz7l0zHt4fPEM4MgVOI9RNhZVoCdpwvc+q8Tb19eG7bfry99ziWJsVgfnwUMsODwWfZLqEvValR2tqJwuY2ZFfXI7euCToLAh22cnV6Mh5bPAu5dU2EMzMCKq0O5xpacK6hxeS4iMtGuLcQIV4C+HDZEHE5EHFY8OKwwaJRQadQwKBRQaNQYDQaoTMYoNUboNRoIVWpIVGp0CVToF0iQ2ufFNWd3Wjq7XNYYc9abpg2ySNqZQYgnBkr6FKeRE7b3QAADi0C80J2uHS9mr7vUCX+FAyKD6b4fwAuzbOadxK4lhPdx2EwulY+doZoJqik8f/nf9+bm0AiAcc/ewR0mn3Px2A0YtOBfGw7VoSG9l4waFREB4uwZm7qYPPNkfDim/c/8SRGq5mZlxiForceG3z84W2rrZqXTCJhw9wMbJhrOWf64jkvhk6l4KbZ6bhpdvqoa8yOjxh2HgC4a0Em7lpg3kQ4ys8b799q+Xk8sHQGHljqQMMcAoKL+NeyOThYVg2FC3bAJUoVNucVYXNeEUgkIFgoQJSvNwIFPPhw2eAy6KBT+j/31DodVDodFBotOi7c4LaIJWjpkzgUfbHE9KhQvLC6X8RjUkggGFQq1LqRRVgITOmWKdAtU+DsJU7OeCA5yB9PLZ/nbjNMGP93MxOQKvGn0Bnk0BnkaJRsRqLo3+42iWAMGQsVs3m+C1y+xlhhNAJNHX2ICrav8dzL3+7FX8eHoghqjQ7nKppxrqIZxwtq8Mp9Vw4bSmcxaaDRnJsG4mysTTNzJ+2qFrxc8i+TY2mCKbg7+nE3WURAYB1+PC4eXjgDb+x27ee20dgfsWnq7XPpOqORGuyPj29cM9hgl06lYHJooNOU3Qg8G28OC++tv9Lp6Y+OQjgzHg5pAuyeE1hPhbQcbSpzhS5nksBLRADTOR2sPYXyhg4cOluFQ3mVaGjvhd5gRJAPH3MnR2PDikwIuJbTM04W1Zk4MiRSv8rbQDHs/twKxIX64vaVWYNjrpiXPPizgGd72sdYY22amTsR0r1xS8T9kOukaFDU4EzPCXebREBgNbfOmIJTNY04UlHrblNcSry/D764ZS3YdJrJ8WmRzum5Q+DZCFhMfHPbOoR4CdxtihnEnbIHEiu8H5XiT8GiBiOcf4O7zSEYQ/a173H5GhMpKjPAf7/ababUUtfag7rWHuw6WYqP/3kNIoPMIzfbjw11uL5l+VTctWYGmDQq9uaU45Xv9kKl0eGHXWdw3aJ0cFj96Vr/9+By1z4ZJ8OgU0GlkJ2SJ+8qGGQmpnn3y4SXSAoIZ4ZgXEEiAW9csxxrP92IFrHE3ea4hKRAP3xz2zUQWKjbyYoMxYc46QarCMYKHpOBr29di3j/4RseuxPXCP0TOESk4DYsDT+NOcF/gkUNcrc5BGNEp7oT+eJzLl2DT+Mjw8tzu9Xby0iSk51iGf750XaoLTTWLKltB9DfVPPBdbPBZtBAJpOwfHoC/rG+PydYplTj+Pka1xg+RoyH6AwBwXhGwGLi61vXwofrmICFJzItMgTf3b7OoiMDAGkhAWb9qQgmDuEiIX6953okB/m725RhId59BAQewv72PTDCtUoks33mgkLyrFxXZxEX5ot7r5qJ2FBfMGhU1Lf14Ju/TuNUcT0a2nqx62QprpqXanJNt0QOAAgP8BrsrTLA6tnJ+GjzMciVGuSUNGBZVsKYPRdns+2ze13+3iIguNyJEHnh29uuwYZvNqFXoXS3OU5hZVoCXr166WCNjCVoFAomhwbhVE3DGFpGMBbMignHu9ddCR7TszfECGeGgMADkGglLu8tQyZRMH8CppgBQJCPAN88fQMY9KGPNG8+Gx8+EYK7XvsVBZUtOJhXaebMDERruBb6mtBpVEyKCcaJwlrUtnS79gm4GFtFCvRGPf6v8EEo9HK8lPIh+DSh2RiD0YBnix6GVNuHF1Lehxd9KI2vR9OJPW3bUCo5D4m2D2wqB7HcRCwPuBqBrBCHnoujtqn0Suxv34F8cQ661Z2gkWmI4MRgsf9KxPGSzeYaECdYHbQeSwJWI7vrII517kOHug00Eg2BrBCsD73D4edFMDGI8RPh57vX4/6ftqGuu9fd5tgNhUzG40tm445Z1kXysyJDCGdmAsGkUfHY4lm4eXq6x/SSGQkizYyAwAPY3fY3NAaNS9fI9MqEN90+xS9P57pFk00cmYu5YUm/dHBFY+ew11Mplj8KwwK8AAAtXRMzD344KCQKpnjPhMFowJley/Ur5dIiSLRixPGSTJyFOnkVXi99Gie6DoFPE2KycBr8GYHIF+fgzbL/Q1HfWbfZJtGK8Vb5s9jTthUGox4pgnQEs8JQIS3GR5WvIbvrwLDr9unE+LPpR2xu/AFcKg9pginwYfijVl4JHs3zCmIJ3EeEyAu/33sDZkaHu9sUuwjxEuD729dZ7cgAwLTIUBdaNPZkhF2+Kf7To8Kw/aEN2DAjY1w4MsBlEpnRG1Voke1Et/IU+jQl0Oh7oTPIQCYzwaT4gkOLgBdjMnzZc8Gnx484Fwn9O5xGGNAs245W2S5ItVXQ6HtAJjHApoZAxMpCOP9GsKmjNxRqke9Cfse/hj0/yfd1BHNXWvU8OxRHcKb9QQDAVP9P4MeeC4NRi0bpH2iV74JMWwudQQY6xRtejMkI4V0NX9Ysq+YGAIWuCe3yA+hRnYFUUwG1vgcGaEAlccCiBkLASEYQ5wqIWNOtnpMAkOokONx50OXrLAtY4fI13EV4oNew50L9+s9J5Cqb5/W+0BBToXKto+mJZHnPxZGOPcjtycZCvyvMzuf2ZAMAponmDh7TGjT4uuZ9qPRK3Bn1D0wWThs8VyevwkeVr+G7uo/xf0lvQUjzHlPbAODnhi/RoWrF0oA1WBl0LUjo/6JuVNTi3YoXsanxe8TzUuHD8DOb81zvaTApLDyb/Ba86b6Dx/u0veBSeXY/F4KJCY/JwFcb1mLj6Xy8s/+4SzuxOwsyiYT1mWn459I5Zoplo5EWHAAWnTYunqc1fHvbOuTVN+PTI6eRXVXvbnPGhNRgfzy8cCbmxEa42xSbmfDOTKP0D5T3vgeN3jzcqzcoIDfUQ66tR4fiCGolP2JR6MER5ZCpZC5U+g6cbf8HxGrTrrcGoxYSTRkkmjLUS35Fms8LCLLSEXE2Mm0NeLoY5LU/AonGtDuxSteGVt1utMp3I4h7JSb5vDLic1bqmlHY9V90KS2rlWiNEmg1Ekg05WiU/gk/9nyk+/0PFJJn51h6Ctuat7o8KpPAS0QYe3zuEo4Em0GDQq2FRjt8k1HVhS9XwyWdkQfkl0dioBGnJfGAiU4oOwJBrFA0KerQpmpGAHNoc0Zj0OC8+AwYZKaJw3K29xTE2h6ke2WZHAeACE4MFvpfgV2tf+JIxx6sCbZfqdEe29pUzSjuy4cvIwBXBq4bdGT654vEdNE8HOvch1PdR7Ay6FqzNSVaMW6LeMjEkQEAAW14R5rg8oZEAm6ePhnz4yPx+u4jOFBa7W6ThiUzIgRPrZiHpEBzR94aqBQy0kODcKJ64tz4TwkPxlcb1qKqoxtbzhVje0EZumRyd5vldDIjQnDrzAwsShi/DdontDNT3P0K6iW/mByjkrng0MJBJXGg1ndCqWuD3thfqBfCXTNqXxcSiYS89kfQpy4CQIKAkQguLRpkEg0ybR16VecAGGEwqlHQ9X/g0CIhYJjnYQ8QwF6IeSE7oTGIodX3QqPvRVXfl1BoHcs9FasL0CzbBqmmElQyF97MDDAoftAZZOhR5UGt70+5aZHthNGoR7rf28PORaeIIFGXDj6mkJjgMxLApoaCQmJCpe9EjyoXOkP/H3mH4jCKu19Gms9LDj2Hy4FWVQuOdh1x+ToTNSojEnKhaO9FRUMHFk6JtTimsqkLAEChkNHVJ4ePoF9tqKNHNjhmONnigeOe3hjTVWR5z8WW5o3I7TmOVUHrB4+fF+dCbVBhumge6GT64PFKWQkAIIk/yeJ8SfxJ2NX6J8qlRRbPu9K2gTVjeYkgk8zTCoNY/WkyTco6i+sxKSzE8hIdtpvg8iPES4CPbliNouZ2fHDwBI5V1rnbJAD9ztbsmAjcOXsqspyQJpYVGTKhnJkBYvxE+NeyuXh8yRxkV9fjQGkVjlbWoa1P6m7T7EbEYWPVpERcNzUVkT7jf0Nmwjoz9ZJfTRwZISMV8V7/gDdrGkgXlQoZYYBYlY82xUGE8taNOm+vKh8AwKVFYbLfm+DTTRWO+tRFyG1/ABp9D4xGHSrFn2Kq/0fDzkcmMcChhYODoV3zJtk2h52ZNvk+AEAY7zokev8TFDJ78JwRBlT2foIq8WcAgFb5bgTKlyOAs9jiXBQSExGCDZBoyhDKvQoi1nSQSXSTMTqDDAWd/0G74hAAoFm6DXHCh8Ckeq6Unyfwe+OvMBiHjyo4gyBWMFIEqaMPHIekRAWgsb0Xv+w7h9VzUhDkY1q7IFWo8d3O0wAAjVaHR9/dgpfvvQJh/l74ed9Q7UZHr+Uvpfae/uN8juc3x3QFU71nYlvLLzjTcwIrg64bjGYMpHFlieaYjBdr+iPgw6WQDdSv9Gp6xty2gTVPdB3Cia5Dw86r0FneeRVdEpEhILCVlGB/fHHL1ajvFmNTXiG25pegW6YYczuifb2xLDkOV6UnIdSJDRCd4RB5MhQyCXNjIzD3QhpWRXsXjlfV41xDC843taFDKht5AjcT7euNBQnRWBAfhcmhgeOmHsYaJqQzozPIUN773uBjP/ZcZPi9DzLJPAeUBDK8mBnwYmZYPT+NzEdW4NdgUMy/3ASMFCR5/xv5nf8GAHQpT8Bg1Fpc29WImNOQ4vOc2XESyIjzeggKXRNaZDsAANV9Xw3rzABAjPCeEdeikrmY7PcmDjUsgcYghhEGdKtyEMxd5diTmMCc6c1FYd95l6+zOugqk5SaicSVM5Ow62QpFCoNrn/2B6xbMAlxYb5g0mmoa+3Bb/vPoauv/+Y0ItAb5Q0duPaZ78yaSDZ19KGtW4oAkWntw5nS/k2FiAD76zvGM3yaEIn8NBT35aNaVo4YbgKkOgnKpEUQ0X0RzbVNrtqZ4tC22mZE/+sdwo5AMGv4my4fuuUNGLINkuZXpyfj6vThI/LWUl3biXc/2YvKmg4IBWzceM00rLky3eF5B/j7kducNperuD4zDddnprnbDKcSLhLin0vn4LHFs3G+qRXHKutwrKoOpa2dVqW/2kqQkI+04ABMiwzBzOhwhIuETl8DACaFBqL0xcdcMrcnEufvgzh/H+CCUEKbRIbCpjZUtHehpqsHNZ09qOvuhUo79mnKPCYD8QE+mBQSiMmh/f8mYg+kASakM9Mk2wadod9DppI5SPN91anORKRgg0VHZoAAzhKQup6B0aiDwaiBXFsHHt1yCowriRRsGPF8rPC+QWemT10EubYOHFqE3etRSCz4smej+cKcKl2b3XNNdBR6BX5p+Mnl6wSzQjDFa6rL13EXWcnhmJcejSPnqqFUa/Hj7jMWxyVFBuDTJ6/FQ29vRmF1q4kjsywrAXtOl+H1H/fj1fuuBJvZH3XcfLAAta39u/kZ8Zev7G6W91wU9+XjTE82YrgJONd7GgajHtNEc8yc5IHIi1hrOfIi1nRfGOcc59AW24S0ftsi2NFYH3aHU9Z3NS+99Rdq6/vTJNtUfXj3031ITgxGTJR9dQ0EngWFTEJ6WBDSw4LwyKKZ0Oj0qGjvQllbJ2q7etAmkaFdIkOnVA65RgO1Vge1Tg+dQQ8yiQwahQw6lQougw4egw4vDht+PA78+FyEeQsQKfJGjJ8IQvblGVkeawL4XAQkxWBJUszgMaMR6JD2v44dUhk6JHJ0SGXokikgU6shVWku/K+GXK2FVq+HzmDo/6c3DDq3VAoZdAoFdCoFNAoFHDodXhwWvDkseHPY8OawEOolQLjIC+EiIUQc9nBmTkgmpDNzcaF6EOcK0MlCp84fwFk64nkyiQ4mxQ9KXQsAQGvoc+r61kGCNzNzxBEcWgTYtFAotI0AALG60CFnBgCY1MDBn3XGiVco5yx+afgJfVrXvy8mclRmgJfuuQLPfbkLh89WWTw/OTYYbz28GmwGDZ/+61r8vDcPp0sawKBRsWZuCmalRuJkUR2yz9di1b++QmyoLxQqDUrr2gH0f4msmHH51kqkCjPApnBwTpyD60JvQ774NEggYZr3HLOxCfxUnOo+gqK+c5gummd2vliSDwAW+7m43DZeCgCgXFoMvVHv8c1j5XL1oCMzgNEIFJY0Ec7MBIVOpSAl2B8pwUR69kSBRAL8+Vz487nuNmVCMyGdmf7i/H5Gu6G3lf4alwgrxg3VlBiMYy9VyKT4gkoePaTIo8UMOjMyreNKK2RcFAEzEh3HLXGq+wROdlvuj+FMQlihyPCyvk/AeIXFoOGth1bjbHkTDuVVor6tF1qdHkG+AiyYEoNZqVEYSA1m0Km4fWUWbl+ZZTLH/VfPwhs/HYBErkJeWaPJuVuvyESw7+XbR4RKoiHDazqOdx1AvjgX1bJyRHPjLcoXTxZOgx8jEOfFZ3C29xQyvIZk2uvl1TjUsQt0Mh1zfZeMuW2BrBCkCabgfF8e/mj6AVcH3wTaRQIBeqMOxZICxHITwaJ4wK7mMPnslGF6IhEQEBBcrkxIZ0ZjGJJhZtNG7/ViC3SKl4mAgKdCpfCtGkenDKlYaPWjNQY0QqwuRJfyFKSaCih1rdAa+qAzyGAwqqE3amAwXn79OGyhTdWKnxp+GJO1rgq+esJHZS4mIz7E7nSwdQsnQaHW4Kvtp6BU928+sBk0bLhiGu64xPG5HMkSzcXxrgPY0bIJBqMBWZf0bxmAQqLgzqh/4KPKV/Ft7Yc42L4TvswA9GnFqJaVgQQSNkQ8YCZvfK73NBR6OVR6BZqU/WpIbaoW7GnbChaFDSaFjQhONPwYgWZrWmsbANwUfg/EVW/gWOd+5ItzEcIKB5PCgljTizZVE5R6BV5Iec8jnBkOm46oCF/U1A01e6VRKUhPC3OjVQQErqdHXYvNdXcM1rkNsDr0fQSyJ7vHKAKPZsI5M3qjEsaL1KGoJOcWPFFI4yP31FqHi3zR89EZh1dVaZPvR3nvu5BrJ57s4lgh08nwQeV7UOltb95oK/G8BEwWWi9qQQBsWJGJ6xalo6a5CyQSCZFBIjDprv+IVGt0KKpoQVObGBKZChKZClqdaxXuHr1tgU3jIzgx8GcGoV3VAjqZjnTh8A5eECsU/058FXvatqGo7yyaeuvBpnAwSZiJJf6rEcqOMLvmu7qPYDCa3rh0qFuxo2XT4OPVQeuxJGC1Q7axqVw8Fv8csjsP4kzvCdTIK6A36MGnCRDFjUOaYKpH9Y159l8r8c7H/QIAfj583HPbXIQGX55iFASXD7ldX5s5MjH8xRPGkcnt+gqlfTugM6gRzJ6CBYFPgU4m0tAcYcI5M2QSAwAJA7o5eqPrbxw9EYNRbdW4gR47AEAlWd6NrBZ/ifLe9wcf08lC+LBng09PAIsaCBqZDyqZDQqJhVrJj2iSbnHM+AmIxqDBJ9UfokPd7vK1SCDhulD7GxJezjDpVCRFBozJWqfy6/DTthwUlre43Hm5FFudGQD4v6S3rB4roHnhutDbcF3obVaNfz/9R5vtuRhbbKOSaJjntwzz/JZZNd6fGYQPMzbaa5pDREX44qO3bnLL2gQE7qBTVY462TGTY1yaP+b4TwyVtFbleZztHvq8q5Mdw/meKEz1GR+iJJ7KhHNmSCCDRuYPFt0rda0QMFLcbNXYo9H3jj4IgEbfPfgzjWJeFyDVVKCi98PBxxH8mxDv/TgoJIbF+Whk69LbLie0Bi0+qnofFdLyMVlvhmgWwtnhow8kcAtiiRLPvLMd50qa3G0KAQEBgUeR2/W1yWMqiYFlwa9MmMhFn8b8c79P2+wGSyYWnl/8YQcCRtLgzz2qPDda4j60Bgk0+tEb00k1QwpQPFqM2fkW+d+D4V4BPQlJoqeGdWQG1iUYQqFX4P3Kd1AiKR6T9RhkBtaGjN78lcA9tHdJcPczPxOODAEBAcEl1MtOoFF++qIjJMwPfAo+jLFvbeEqhHTzHlcihvm9F4FtTLjIDACImFmD8swtsh2I93oEFLL7CzrHmk7lCQRzVw57XqapGpSPBgAhc5LZGIV26KbLi5kOjFJQ3qs6O+L5y4l2VTs+rHoXbaqx67dzZeAqCGnCMVvP09AbDDh4phInCutQVNOKHokCcqUGHBYdIj4bSZEByEoOx+LMONCoYyvNazQCL3+yB83t4jFd92LoNComJThXFIWAgIDAUXQGFY53vGdybI7/Y4jmLXSPQS4igJWKDNEGlIr/gt6oQRRvPtK8iA1IR5mQzkwo7xpUiT+F3qiGxiBGYfd/Mcn39XGhQuZMavu+RxD3imGfd5X488GfvRiTwKaaK0FdLHgwWqSnWbadEAi4wOHOg9jU+BvUButql5xBCCsUywJWjNl6nsax/Bq8tfEgWrvNo4MSuQoSuQq1rT3YeaIE7/9+FI+un4vl08euf8yuo8XIK2oYs/UG8BawsXxuEqZNisDkxGDQaRPyY5+AgGAck9v1NWTagZpSEmb4PYAk4Rq32uQqMn3uRKbPne42Y0IxIb/V6BQvRAvvRUXvBwCAFtnfUOt7EO/1CISMNLPxan0XupU5kGorEe/1j7E212VINKXI7/gXUnyeA408VA9jhAGVvR+jRb5r8Fi08B6LcwgYyWiSbQUAtCsOQ6apApduGhI1woAm6Z8o7n7V+U9inFEtq8Kmpt9QJasc03VJIOHWiNs9vhGgq/jqr1P4fIv1vXu6++R49otdKKltx+M3zHedYRexZW/BsOcCfPlYMTcJaQnBCPDhg8thDPYTWXXPZ9Dr+1M9ySQSNr5z2+B1Or0BfVIlusVyFJQ1I/d8PRpbTevlVBodpk2KwLQ0z6+j6uqRYe/BYpw5V4e6hm5IJEqABAgFbERF+GL61CgsWZAEHnd8qEqOR2RyNY5klyPvXD2q6zrQ0SmFSq0Fl8OAUMBBUKAAU9MjMH1q1Jgpq+l0Bhw/VYns01WorG5HR5cUSqUGdDoVQgEbwYFCJMYHIiMtHJNTQx3qxVNS3orsU5UoKm1BU0sPJFIV9HoD2Cw6AvwFiI8NwIzMKEyfGg0q9fLaIHUVGoMchb2bAQBkEgXz/J9EnGC5m60iGE+QjMaJ2tnQiPyOJ01u2AGATvEGhxoKCpkNnUEBpa4Zan1/l2U+PR6zg/8wm6lLeRI5bXcDADi0CMwL2THq6keaVkKurQMATAv4Ej6sGWZjtIY+qPU90Bmk0Blk0F74v7rvayi0/Tu4Idw1ELGyQCVzQCXzQCVxQSNzwaD6m9WudCiO4Ez7gwAAb+YUKHUtUOpaQSEx4c2cCiY1AHqjAj3KM1DpOwavC+auxiRfy46I1iDFkcYV0BjEAPqbgQZwloJLiwQJFCh1LehUZkOpawaVzEGU4HZU9H4EAIgW3Il474mhQDISRhhR1FeIgx37Udh33i02LPJbghvCLk/Vo23HivDyt3sHHweK+Fg4NRYJ4X4QCThgMWhQqrXoEstRVt+BQ3mVJtGbR9fPw03LXNtctL65Bzc89q3ZcQqFjHuvn40bV00FmWw5hXPRhg+gVA013j288R/DRleMRuBobiU+++U46puHIqlUChmvPLEac6ZGO/hMXINGo8PXPx7H5u1noNMZRhzLYtFx6w0zsX5tJsgXGkv+46lfkV84FPX66M0bkZo8fM+h+x//ESXlrSbHDm7/p103wW++vxs795r+3X/94W2IiTJv3GmJ2x74BrX1XVavt/P3f4DLGb5u0V7kCg2+/yUbW3ecg1qjG3U8iQTMmxWPO2+Zg7AQ+5wajUaHJVe/M/hYKGBj288PmYzJPl2FDz4/gLb2PqvmTE0KtksBLievFp9/dwRVNR2jDwbg483FbTfNwsplk4brb0pAQDBGTMjITD8kTPZ7EzxxPKr6voDe0N9DRaPvGSFdamw/kYq7X0OLbGTHqEm2DU2ybWbH03xfRgj3qmGvo5DYmBbwJfLaH4ZMW4tO5XGL44K5q5Hm89Kw89DIPGT4v4+89oehNUhgMGos2syk+iPd93/g0WNR2fuJmUa8q9AYNCCTyKCSxvatbIQRtfIanO3Nw5neXHSpO0e/yEX4MHywNuQat63vTsQyJd779QgAgEwm4dH187B+UfqwjsGKGYn4x3Vz8duBc3jvtyMwGIz4fOsJLJ+eAJHAuT2pLiavuNHi8SfvXoxVC1NHvJZBp5o4MwqVdlhnhkQC5k2LxbS0CPz3w79xLLdf4EOnN+DZd3fgo+evRUpckJ3PwjWI+xR48rnNKK+yrrZMqdTgs28Oo6CwES8+vQY0GhWV1WNXlzYRKa1oxXOvbkVHp9Tqa4xG4PDxcmSfqsKT/1iOpQuTHbZD3KeAWqMD40J/py9/OIqffjtl0xypSbY1ztVq9Xjnk734e2+hTdd19cjw9od7cPBoGf771GoI+CybricgIHAeE9iZAQASooV3IYx/LZpk29F9oXO9Ri+GwagGhcwCk+IHLj0a3sxMBHImTlhTaxCDQ4vA7ODNaJBuRqt8N+TaOugMctAp3vBiTEYo7xqLEaNL8WZOwdyQbajr+wkdymNQaBthhA40sgAcWjj82PMQxlsPKrn/ZpBLj4FUU+HqpwgAKOwrwOc1n0JE90EAMwABzAD4MHwhpAkhpHlBSPeCgCZwyNkxGPXoVHehTdWKJmUjqmVVqJJVQaGXO/GZ2AeZRMbdkfeBQb480262HimETNlfl/TItXNxw5LRG4WSySTcsCQDJAD/++UwlGotth4twp2rhm+26ChV9ea7vdPSwkd1ZACAQacBGOoHpVJpAd7IN04sJg2vPbEaj7y0CWcvOFIarQ7PvrcTP761wSU7+/agUmnxxP/9bvVu+MWczK3G869vx323z4NcoXGBdZcHefn1+M8Lf1gVjbGEVqfHK//bia4eGW5c5/jfUEenBKHB3nY5MgAwc5r10Ue1Rocnn9tsEtWzlbMF9bj/iZ/wwRs3wMd7YsgHExCMNya4M9MPjSxAJP8WRPJvset6H9YMXBFZZNM11qSiTfZ9HZN9X7fLptEwGPt3cskkBiL4NyGC71gKEoPii3jvxxCP0dPG5gT/6dBatmIwGtCp7kCnumPYNC86mQ4WhQ02hQ0WhQUmhQkKiQIKiQoKiQwKiQISSNAZddAZddAYNJBqpZDqJJDqZDAYx7apobWsClyDaO7lK+t4/HwNAMCLx8L1S9Jtuva6Ren4dmcOeiQKnCisdbEzY55GtG6FdfYyaKZ1UBdHaUaCTCbhxUdX4vp/fAOZot/ha++S4Ns/T+HhW+ZZNYer+eSbwxYdmZgoP6xdlYGpkyMg8uZCo9Whq1uKM+fqsWNPAapr+yOhJ05XoaNzfMvBP/XoCrR3SiGRKtHXp0SfRAGxRAmJVImikmbI5K4TEWlu6cUzL28xc2SCAoRYc+VkZEwKR1CAEBw2AwqFGi1tYpzJr8eff+WZRXG++O4IosJ9MT0zyiGbOjqlqKhuN3FkWCw6sqZEIiMtDAH+AvD5LGi1enR2S1FZ3YEz5+pQVdMOHpeJ5ETr1freeG+XRUcmJTEYyxenICMtDCJvLihUMnp7FaiobsPh4+U4cKQUBsNQhn5zSy+efG4TPn93A2i0y7NukYDAnVwWzszlyQQthbITjUEDjUGDPq3Y3aY4jVhuHK4MXOVuM9xK4wWZ40mxwaCQbat3IJNJSI8LwYEzFWjqEDvfuIvo6TON4pHJJKQnmfcbsASdbvoxrVBZH4XwFrCxdtlk/LBlqHfDlr0FuHPdDLBZdKvncQWV1e346+98s+NrV2XgwbsWmhRXU6l0hIWIEBYiwporJuP7X07g+1/6BR/siep4EglxgUiIC7R47vFnfkNevmsUIg1GI159528olabvp5uunY67NswxS9XkcBiIjfZHbLQ/1q2egrc+3I09B4b6ZxmNwCv/24GfvrjboZSrgqJG/LF9qD/c2lUZuPWGmRAKLLdXWDQ3Ebh9Hlpaxais6Rg2xfRSDhwtxYEjpSbHqFQyHn9wKa5cai4U5OfLg58vD7Onx+LaNVPx3ze2o6VVPHi+urYTX3x3BA/ebb2UcLuyBFsb7h98vCDgPyaF72q9FDXSw6iVHYVE2wy5tgtkEg1sqjdEjBhE8uYgnDsL1BF6v43EnuZnUCfrT0FnUb2wIXqr2ZhGeQ5qpEfQqSqFVNsGrUEJCpkONsUbQnoYAlipCOVm2dULRmtQolGeg0Z5DjpVZVDpxVDq+0AjM8GieEFID0MYZzrCuTPBpoqsnldv1GJr/f3oUg8J8VDJTKwL/woCC31eRmJ3839QLxsSlyGBjFWh7yKQPXnE6852/2DWAHQ4lge/hnDuTJvsAoA/6+9Bp6q/GfeSoBcQxZsPAGhTFiKv+3t0qsqhN2ogYkQjWXg1YvlLTK5X6npxpvtb1MuyodT3gUURIIidjkneN0DEsL2+0lWvpzUQzgwBwTiER+Xh7qh7QSZd3mo6ErkKACAcJe1qOPgcpsk8rkJxyQ2jjxcXHCudCSaDZvK4V6Kwae2rFqeZODMqtRbHzlRj2Zyxk6W2xOffHYHhEv2ZWVkxeOTexSMWVFMoZNxx82woFBps2nbGxVZOXLb8dRZFpaadx29ZPwN3bZgz6rU0GgX/eexKdHXLTJwtiVSFP7bn4Y6bZ9tt14CTSiaR8J8nrsDSBdbV4gQFChEUKLRqrFyhwXuf7DM7/vQTV/Y7R6MQHxuAd19Zjwf+uRHdPbLB45u2ncHcWfFITbKvl1OvZuh3WdG3G8c73ofWcMnfu1ENjUYGsaYB1dKD4NECMMvvH3bdDF+MUieGwagD+UJKdq+6FofaXkenqsxsrM6ggsTQAom2BQ3yU8jp+hJrwz+HLzPBqrUMRi2KxVtxtvsnqPRis/NqvRZqvRRiTQPqZMdB6aAh2WstMrxvAYPCG3V+ComGxUEv4I/6uwZ/fzqDCgdaX8JVYZ8MPsfRKOr908SRAYCpPreN6si4g4H3TpX0AA60vISLN7TblcVoVxajQ1WCWX79ir1iTQP+anwUCl334Di5rguVkn2olh7CkqAXEcGdZdXarn49reHyvhMiIBiHUEgU3B/9ELzpzt3ZGI8MOCNSO1NxBpwYLsu1NSQKpWlqGM+GmhX+JTLEfRLlMCMtE+DLR7C/0ORYfmmT5cFjRFePDHnnTCMOVCoZj96/xGplqDtvmT3sbj3ByBiMRvy2JdfkWESYCHfcYr0TQiIBj96/2Oz4n3+dhUptXSrkSNxy/QyrHRlb2b2/EBKp6QbGwrkJVjkyAwT4C/DwPaZRGKMR+Hnz6WGuGB3xhRvS7I73cajtNXNHxgJSbRt2N/8H53t+s3vdfoxQXBBHapKfwZaG+y06MpZgUoTwYcZZNVap78W2hodxouMjize+ltAbtTjf8xs21d2GbnW1VdcI6MGY6/9Pk2OdqnLkdn1l1fU96lqc6vzU5FgwewrSRdaVK1BI9DHtbdirrkOfphGHWl/DcJk5A86Z3qjBnuZnTByZizEYdTjY+jLU+tFTeMfq9RwNwpkhIBhn3BR2C+J48e42wyMI9u3vn1RQ2Wy2yz8aBqMR+ZX9O9Ohl9zsOxvjJV8u2lHkhy9GwDN1Zjov2gm2ltgIX5PHVfXuU98DgAOHS81er4VzE+Hna/0uHYtFx6rlk5xt2mXByZxqtHeY3qjcuG76oNS1tYSFiJBySY2KVKZCUUnzMFdYh78vH7fe4FikYTiMRmDrznNmx++6ZfSI1KUsmJNgJsF9KqfaJP3MFno19Sjq/QNFvUN1p3QyB8HsKYjhL0IMbxH8WSkgW+gndrLzE5T1jV6rOxJybRc6VKXY0/IMtIahTRMSyOBQfeDNiIKQHgYa2TQSHsadbtWNu1zXhS3196FDVWp2jkfzRxhnOuL4SxHBnXMhbY1kdv22hofQqrSuBUIMfxESBCtNjhX0/IZmxdkRr9MbNTjQ+gL0xqGIOovqhUWBz1rtoEzyvh53xx/ArTHbsT7yR6wJ+wjLgl8ejIw4mx5NLXK6voLBqAWX5o8Y3iIEsdNx6e/wXM9GFPZugljTXysmYkQjhr/YLKqmNShQ2vfXiGuO9es5EkSaGQHBOGKB3yLM9Z3vbjM8hqzkcBRWt6KrT46tRwqxdr55rvtw/HGoAN0XallmpTlWtDwaPDYDPX1Du6wSmfXRlUtT6Goare9JMjjHJTUM7V3WS/C6gtxztWbHZk+3Ped+emYUfvztpDNMuqzYd6jE5DGFQsas6fYJiaQmBZulq50rbMDU9Ah7zcNVK9Mdanw5EjV1nWhoMm3PkBAXiOAgL7vmWzwv0aRuy2A0Yt/hErucsT5NE7I7+pt982j+mO77ACJ5c81uoFV6CfK6v7vg9AxtCpzo+BghnGngUq3rcXQpvZoanOn6DjpDf9QqkD0ZaV7rEMTOAJ18sXS9EWJNIxrlOaiU7EU4Z3RVVCMMONDyAqRaUxn1UM40TPO9x2LNjVLfi/M9v+F87+ZBUSOtQYF9Lc9hXfg3YFNH7280y/8RdKiK0aOuHbTjUOsruDbiWzAofIvXnOz4ZHA80O/MLQp8Fiyqbe8REshgUgRgUoaalmsMMmR3vG/TPNbQq65Fr7oW8YIVmBfw5OB7pqxvB460vTU4rl1ZhB51v3DOvIAnkSC4cvBcdsf7Jo50g+wUJntbFo9y1+s5HERkhoBgnDDFKxM3hF6ejTGHY82cVNCp/buUb208iK1HCzFagMZoBDYfKsD/fj4MAGAz6bh63ugSyY7A5ZhGVyQyFbRa6xTyRF6mcq/2RFVYTNP6nAF1M3dRVWP+HKZMDrd5nqT4INCohHqUrVzqfESG+dgt1x1qoWFmZbVjogxZU1y3uVBcZh41skXO2ezaLHMn0NHIFJ8WhKvCPkUUb77FSACTwscsv0cwy+8Rk+NagwI5nV/Yve7x9vch13WCQqJhfsBTWB36PiK4cy5xZACABCE9DKle67A2/IvBwvORKOj5xWwHPs3rOlwR8taw4gEsiheyfO/DFSFvgnpR+wGlrheH216z6jlRSQwsDnrB5Hq5rgtH2t60OL5edgLF4i0mxzJEtyCY7drGys6ARfHCbP/HTN4zCYKVZimAWoMCMfzFJo4MAEwR3Wpy7YC4gCXc9XoOB+HMEBCMA1IEqUTBvwUCRDzcvrJfUlmnN+CV7/b9P3tnHSZXef3x7x33dXe3JLtxd4UoSXCXUiiEYqUFfm2BQilQSrHirkGSEIi7Z+Pr7u4yrvf3x2Q3OzuyM7N3bHM/z7NPsnfee+47M3dnznnfc74HN/7f5/hg60kcvlCJgqoWVDR0oKCqBYfOV+B/W05g47Of4ZWvDkBvMKZ6bdo4F4ES19ZehIeYrgAaDCSq6u3bYUmODTb5vbapG21dju2sDBcg0DjZU4QKurpl6Ok1VXcLChQ55UwzGAQiwv1GHkgzSGe3DB3Dduaio5zblQAAocD8fXO0rmsoPB4bCfHBIw90kqKSZrNjicPSMB0hJjrQTHGwqNTxtNehzA173C61p3EB6xEtnGpyrFp62K5aB0sMpFXND38KaX7XOGXDmt387h9NjkUIcjAz9CG7zo8STMKMkAdNjjXIz6BNWWTlDFMCOHGYE/qoybEa2TGUDEvLU+i6cbj1FZNjkYIcTA6+y67reJp4K8p2cULzXcJMP3MlVB7TH36cK01ndaQaCp15k3lPv5+WoNPMxhChgvk2++G8VbYT39YeAwB8PP1BjPOPddfUaEZBiigVf0jaNKrGn2OZe1fPQFNHH347YfwgrGnpxse/2tds7+5V07FxkevrLlLjQ3Amr9bkWFlNG9KTwkY8NyXePGXkSG4Fbrh25AahA9Q1mX4h8XhsKyNdT2u7uaMVZacKlSUiI/zN0oZorFNlQcr68PEyzF9peaXaGfr6HFPcG0pQoMjh2h1HaGgyv1fiYpwXU2EQBGKiAgZ7HwFGtbSODinCQi2nMdnCjxNtFqDYYlLQHWiUXxFz0JNaVEkPIdN/rcPXBoA40SykSJY5da41Kvr3Q6nvMTk2c5gzOxKZ/mtQ0PMD+jRXdr0udX+H5VEv2nV+mt81aFJcQEX/3sFjJ9vfRgR/Avw5sQBIHGr9p0kRO58ZgMURf3NrIf9osCbCEMhNMPmdQbAQys+0OFbMDh+spwEAlb7XLP3LG97P4fjGO0RDc5Uyzm88Hk19HByGZ3uCeDMEAfz93uX4822LIbawSmyJYD8h/vWHVfjDevukJ0eLpYAkd1hwY40APwFChnUW/+7Xc3anqfXLVCiuNM1rHq6Q5k7kFpTnRqNKZmlngMY6w1W8XIFK7fzOn7PpbvYilVm6/5zvi2M83/z+7Zc6tztlaRXdFuH8cWbOZqvSsSbfQ5kQcIPT51qjQW6q8ObPibVbxnkAAgykSJabHGtUnIWBtP9emxv2+OXAxciAXLOB1CK/+weToBAgsCjiWcr7obgSCduyJPjwWh8xOwJMwrJPwWGYftfoSPPPC295P4dCBzM0NF7K3OB5eCT5UXAZnnM8fYmNi7Lx2+v348+3L8aCSckIDxKDwzbuZvE4LEQG+2HZ9DQ8f98KbH/tPiyeYp+UKBVkp5t/yZzJr4NWZ19AMneKaU5/W5cU735z1K5zv9yaC43W9AsiOtzfrnNdgdxCvc7wXjqOwPfgLpMvIpW5PpgZDRy2a2ugLD3/4TVljmLpfGdf5yCeY0IYBBhmjmSnjVoHW7AILsL51NcPtg6rrTCqbDlO5LD+LjqDyqKSljXYDD6WRP7dxJHvVJXjQMuLyO38yGTsxKBbHdoh8wb4LH+Lx4enntkK0JiE6eep3mDepNlb3s+h0HkrNDReBgECayLXYXWkc2kCVzMCLhsbF2Zj48IrqWMGA2l3V3BXERokRnpiGEqr2waPKZQanM2vw6xJIxc7L5qZhi1780yO/bDzAkgSePCWORaDAZIEvt9xHt/9Zt5YMjs92uyYu7C0as/hOv9VxB1FIHQ1YimYZBDEcNXUUcFkevbvzRbDe+AQhLEJ6Gjgcszv3+F1avYiZo+cejqcAE4c6nCluWOf1jkBggBugt0NJe1Fpe83q7twpru88TxzsYUudaVDAVgQNxmzQh/Gsbb/DB6rlh42GRPOH4+pwfc6NUdPMnxX5QrEsHE2dsKHpXgOr/zytvdzADqYoaHxIgI4Abg7/j5kSlzTLO5qxNOBzADzpiabBDMA8Mv+fLuCmZzMaESESNDSYVpv8uOuCzhwshQLZ6QiLTEM/hI+VCotapu6cSi3HDUNlpuizXahWtRIWHL8tFrn05JcWF5hFwaD/T2DvAFLr/8tN0zH7+6Y54HZuB8BnwPlkECDJI2CGMOL+B3BUpNQZ9MfuQzH62y4TFMRDAOpg45UWywGtwXPilTxaFDr+8yO8ZnOCU5wGEIwCTb05JXXW2XB/khk+q9Fk+KCWRADADymH5ZEPuczdTJDsTcQtZZiZg/e+H4CdDBDQ+M1TA2chtti74SQNVwGk2YssHROOj7+4aSJytGJC9Xo6JaZ1cQMh0EQ+P3Nc/DcWzvNHuvuU+DnPZfsnkdORjTSEx1f/aUKocD8i1Q9ihoLucK5FXCqUKpG3+3enYjF5vUh/f3enXpGJWIRF13DGs8qVdpRBTOW7gGxk3VpzjiallbaNXo5WCzHgpnhzTCpQG0wV15k29oZGAE2Qwj9kCJ9Z53f+eFPoVF+FhqDqbLizNCHIWS5Tk3PlTDtDGZGE6h56/vpe6EnjdN4x/o0zXBCuCF4MOkh/D7xD3QgM4aJCvPHzElXVGWYTAaWzEq3W8J16ewMZKVEjGoOLCYDD93m2RV4gYUV69HUccg8XAPia8GMn9jcyR4ulT2WsRTM9fQ6r75mPN/89XM2mDHA8cCehPnuIOE13/iW5uG8bDXMnqtzz7Oif59ZIAMApb2/WXw9fQN3vOfe+X5SsjPzz6Kfsb3xHOaFZuLVibdDrdfih/qT2NeajyZFFwwkiUhBIBaEZuHm+DkQsUb+I+9Q9eNQWyHOdFWiUtaCHo0cBtIAMYuPOFEIZganYl30NEjY9kWETYoubGs8g3Nd1WhUdkGhU4PNYCKAI0KcMAQ5AfFYGDYOcULbevNUzOvfJdvxU/0pTA1KxttT7oXWoMfWhlzsa81Hg6ITMq0KfhwB0iVRWB01BQvC7Es5Ku5rxOa6E7jYU4MejQwStgBZfjFYHzMdM4JTwWbY/3Z3qaX4qeE0TneUo0nZDaVegwCOEOP8YnBN5CTMDc2w2xaNZUQsMVZFrMaC0EW07DJFaHV61Lf1oF+uglbn2BfStEzXS5XfcO0kXChswKpF43Hzqslm/WdsQRDAy0+uwe+e/Q5tnc71kXj49vmjDohGS7gFudrGph4LI+1jtI7oaBnes8XbsdRTpryqzcLIsUlifAgKihpNjtXWdyI+1jnVKr3eYHb/CvgchISInbKnMzgenGsN5sppHKZ3LIzxmOZ9oDQG5/9mNcOeqzOpcV3qSpxqf9fiYy3KPJzr/BxTg+9xan5jHW98PwGK08yqZW3oUkvx8LmPUSMz1bKvkraiStqKXxrP4u0p9yJBZC5VOsCnVQfxSdUB6ElzZ6RbI0N3twwXu2vwXe0JvDnlHqSKbX85b23Ixeslv0JHmioH6fUGtCh70KLswenOcnxYuQ/b5z+NYK7lDyGq51Urb0e/VoGHz32C8n7TRl5dailOdJTiREcpVkZNxl/HbbRp69vaY3infJfJKm+XWoqj7cU42l6M62NnIlJg3qnZErubL+KV4m1Q6k3TN9pVfTio6sPBtkJMD0rBSzm32BWY0pgSyAnC/JAFWBS6BHwm9dv6VyMltW34aPsp5BbWQWOnQthwzn76OMWzMmfq+Dhse/9+iIXO/d0EB4jwxrMb8JfXfkF9s/29VZhMBp68dzHWLpng1HWpJCRYDImYZyIR3N7ZD5VK61T/m1o7m48OhckyL/jW6vRgMh1LVjCQpMW+Jd5MbHQQ/P0E6B3SC6atvR89vXIE+HuHA+xKxmdE4ZcdF02OVdW0Y8GcNKfs1Td2m6kSZqRFON0rx5mGl0qdaTDFINijqougEkvOr0JnuZZvJNT6fhhI051QR2uMtAYl9jU/N9gg1DhHCVRDXveLXV8hUpCDKIH9vbyuFrzt/RyA0mCmWdmNxy98jjp5BxaHT8DM4FT4cwRoV/Xht6bzKO5rRKe6H4+c/wTfz34cQiv5nKmSCOhJA/hMDqYFJWNCQDwi+QEwkCTq5B3Y0nAanWopejQyPHvpW2ye85jVzuhFfQ14reQXGEgSYhYPK6MmI00SBTGbD7lOhTp5By50V6Ogtx7Tg1OsBjJUzwsw7vI8ceFLlPc3I0kcjmsjJyFaEIQ+jRznu6uxp+USAGBH03nkBMRjddQUi3YOtBbgrTJjLj2TYGB11BRMCUoCi2CiRtaGXxrP4sf6UyPuOgHAruaLeKHgR5AgwWGwsCpqMrID4sFnctCq7MWelkso6mtAblcFHjr7ET6a/iA4Duz4XK0QIJApGYeFoQsxwS/H5n1B4xi7T5fg+U/2QKf3jdQAZwOZAeKjAvHla7fjo80nsW1fHuQ2VJMIApg3NQX33TALSbHekweelBCKi/lXGrORJHAhvx6zpjmmitPS1geZhb41IyGykOomk6kdloiuqm63u9+PNzEhKxpHT5abHDtwpBQb10720Izcx4QscyW/k7lVuPf2uU7ZO5FbaXYsKz3SKVsA0KtpcFgSuEdTZ/K7P8dzaoXD4TCEkLAj0a+9smDbpa5yylaXutrsWBDPXBHLFsfaXkefpmHwdzaDj3Wx7+FE+1uD/VNIGHCw5R/YGP+p08XtYxVvez8HoNQLNZAkyvqb8VL2zVgcbroCuC56Op4r2Iy9LXnoUPXjs+qDeDj1Got2Zoek47nxN2B+WBb4TPPVhZviZuP2k2+hSdmNBkUnLvTUYEqg5S/B3c0XB3cr3pxyLzL9LP+R92hkUOhsfylSOa8BCnrrsDJyEp4dt8HEwV0TPRWTAxPxz6ItAIAf605aDGa0Bj3eKP0VgLFI+PVJd2JG8JX+GQvCsnBT/Bw8dPYjFPc1mp0/lFZVL14t3gYSJPw5Qrw79XdIEpkWCl8fNxPvle/FlzWHUdbfjHfLd+Ox9FU27boSP7Y/ovjRaFW1QE96l1PBYXCQLs5Atn8OJvjlIIBDfyhSTXNnH/7x2T6TQIbFZCDEX+TyfhWehMNm4aHb5uH+G2fj5MVqFFe2oqtHjn6ZCkIBBwESAdISwzB1QhwCR9GQ0lVMyYk3CWYA4MTpCoeDmeOnK5y6vthC3Uh1bQeCg2wLMQzn8Ann+nl4moVz082Cme27LmH96kleo/7nKsJCJZiQFY38IalmlTXtqK3vcjjVjCSBg0fN+2Ismud8GnaX2rF7moQBHapSk2PBPOd2mVxFhCAb/X1XnN9mxQWn7Aw/j0mwEcqz/7Uu7duBiv59JsfmhD0GP040FoY/jR9r7x7sbK/QdeNgy0tYGf0a6IpjU7zl/RwK5Uvq04JSzAIZwOhoP5mxBsfaS6DUa/Bb03k8kLIMLMLc4SBAYEWk9SY8AhYXdyQuwMuXHf3y/marQUO/Vjl4/eGO+VACOCIEcGx/kVE5rwFCeBI8lbnO4kr96ugp+KrmKBoUnaiQtkKhU0MwbDfreEcJOtXGnO1lETkmgcwAfCYHT2Wuw12n3rE5l811JwZTyzalXmPx9SJA4MHUZcjtKkdZfzO2NOTijoT5CLKxo+VKkkUpeD7rRehIHVqULWhUNqBBUY8WVTM61O3o0nRBa3BPga6YJUG8MB5xgngkipKQLs4Ah+EdW/1jlR8OXBpsCBkoEeCxmxZg0ZQUcCykEY1F2Gwm5k9LwfxpjjXa8zRLFmTg46+OYqj2wd5DxbjntjkIGkHZbQADSWLHnvyRB1ogMd58l/rU2SpMm5xgYbRlFEoNdu4tcOr6nmbBnDR89IU/mlt7B4/VNXRh85YzuHnjdM9NzE1sWDPZJJgBgI++OIqX/nqdQ3YOHitBVU2HybGJE2KREOf8Lmid7BRIGOxWnGpWXDJTgHJF48vREC+ajbK+XYO/92ub0aYsRBh/nN02SBjMApFIwUSzJo/W6FHX4ET7WybHkiWLkXq5Cz2fFYCFEU9jZ+OfMVDQ3ig/i4td32Bi0G12z/NqwBvez+FQHswsCMu0+piELcDM4FQcbCtEr0aO8v5mZPrFOHWdoY72QMBiifjLqVUGksT7FXuxKe0al6b42DuvAVZETASXafnNI0AgSRyGBkUnSJDo0kjNgpncziurOMsjsoebGCRdEoUofiCalNbzuw+2Gr+YBSwultmwRYDA2uhpeLV4G7QGHQ61FWJj7Eyr490Bi2AhRhCDGEEMZgbNGjxOgkS/tg+d6k50ajrRq+mBTCe7/COFTCeDXC+DWq+GjtRDT+qgNeigJ3XQk3owCSY4DA7YDA44DDbYDA4kLAkCOYEI4AQikBOIQE4QovjRCOTYV5NEQx1nS4yr+wQBvPHHdchMCPfwjGjsITzMDxOyYpBXeCXdQ6PR4a0PDuD5p+1rFrt95yXU1DleLwMA4yykAe05UIhbr59h9+7M+58eRnePb6qAMRgEbt44Da+/s9fk+CdfHUd0VCDmznQuODaQJDRqnVO1T+5k3qxUxEYHob7xSq7/8dMV2LWvANcstS8QaG3rw7sfHTI7fuP60XWNV+p7UN63B2l+ljNXhnOx6yuT35kEB0niBaOaA9XEiWbDjxNjkt51quN/WBf7Luzd9Sjq2WaS2gQAEwJutOtcnUGFfc3PmYgriNnhmBv2hMm4GOF0jA/YgIKenwaPnev6FJGCHIcc9bGOp99PS1AezCTY2P0AgHS/KBxsKwQAVEpbnQ5mxOwrhdOWCvIHuC5mOr6pPQaZToXv6o7jWEcJboidhRWROXYrobliXgOM87etoBTMvVIMpdKb7zBUSFsG/58uibJpK1kcbjWY6VT3o01lXN1Jk0SOqHw2fsi883vrPB7MWIMAAT+2P/zY/kiCc7mYNN5L8+UmktnJUXQg42Pcf9c8PPynb0x2Zw4fL8M7Hx7Eg/cusFmMv/dgEd764IDT187KiEJYiARtQ5qQyhUa/PWf2/DKcxshsZCGNoBao8P7nx7GLzsvOX19b2D1ihwcP12J3HNX8ta1Oj3+/vIvuO2GGbh5wzTw+SPvLBtIElXV7Thyohx7Dhbikd8vcToYchcMBoH/e3IlHnzia+iHpKi+9vYeqDU6rL12os1mrOVVbXjuX9vN+tUsW5iFmVOd64Y+lNMd7yOUn4kATpzNcQU9P6JpWKpOknihjU7wnoEAA5OD7sTBlhcHj7Upi3Ci/S3MDv3jiOc3KS4gt/MDk2OhvAxECy3XEQ/nePt/0aOpHfydQTCxOOJv4DDMBS+mhzyAZsUldKmNtVAGUo/9LS9gY9zH4Lqgqagv4un30xKUBzP+bNtqKEFDnPMeje1VrdL+JpzoKEWFtAVtyj70aeVQ6DVQ67VQG+zTYvfnCPHWlHvwXMEPqJd3olHRhf+U/oq3y3diTkgG1sVMw/Qgxz54qZjXACEOpGdZUvLu0Rg/TJkEY8Q0OVupYAOpagAQxvMfcS7hQ8Z0qJyTiaWhGS3qyylmceHuq0fSkwZM3fU3/DlrFcQsHv5dshNcBgtPZq7E/LB0vJC/DQdbixAvCsHz2RuQNES5sVsjx6+NF3C0vQxV0jbIdWqIWFykSiJwY9wMLAq3vLPdqOjG1zUnkNtZhXZVP5gEA8E8MSb4x+CayGxMDx69A+VuxmVEYenCLOw9WGRy/MdfzuFSYQPWr5qEyRPjEBQggk6vR0+vAnmFDdi9v9Ck3iYpIcQs1WckGAwC69dMwnufHDY5XlzajLv+8CluuG4Kpk9ORGSEP9gsJqQyFZqae3D2Yi2277qEzq4rTmxyQigqa9rhKKXlLejslkEu10CuUEMmV0MuV0OmMP4rl6tRVtFqdt4zL2yBRMyDSMiFQMCFSMiFUMCFUMCB8PL/U5PD4D9CrRRBAP/35Erct+kLk6BOrzfgi+9OYutvFzFzWiImTohDSJAIYhEPGq0eSqUG3b1yNDR2o7a+C/lFjeiXjpyF4G2kpYTjnlvn4KMvjw4e0+sNeON/+7B7fyGuWTIOk3LiEBwoAofDQk+vAhXVbTh0rBT7DhXDYDD9Rg4LkeDRB5dQMjeVvhfb6x/G1ODfIc1vhZkymVovxfmuL0x2EABjcfa0kPspmQPVpEiWokGea5JaVNizBT3qOkwP+T1CLNT5qPR9yO/5Afndm026xLMZAiyK+Ktd163o32eSEgUAk4PuRBjfcssLJsHG4si/YUvt76AjjXXUMm0bDrf+C8uj/mnXNa8GPPV+WoPyYIbFsJ3CxR2y4j9c+neAWnk7XircgoLeOrPHmAQDPCYbYhYPfVr7tK0z/WLwzaxHsbP5Ar6vO44aWTu0Bj0OtRXiUFshUsQR+GP6yhHrW6ieFwBwLQgJOMLAbo21VDXTa1kfo9RdeS+4dqiT8YbYkuuunu7RNN5FgFiA9h4ptB5QMjvaXoZqaTvG+8fgREcF/pb3M9bHTsHFnjrkBMbhZEcFnr64GT/M3TR4zg91p/FhxSGI2Twki8MRzBWjQdGFs13VONtVjReyN2BVlGldXo2sA3ecfB9KvQbj/GOQ4ReJPq0SNbIObG+8AD+2wCeDGQD44wNLUFregvpG0x3jiqo2vPLmLitnXWHapASsWDoOL7zyq8PX3rhmCg4fK0NJeYvJ8a5uGd775LBZoGOJRfPScf3aKXjwia8dvv5rb+1xKggamppnjb/9eTUW21GELhHz8fpLN+CJZ38wCWgAoF+qxJ4DRdhzoMjK2b7PbTfOQEeXFNuGSTWXlLeY3Re2CPAX4t8vXg+h0LJCq70IWEGIFc5Aad8OqPT9ONb2Ok61v4MQfgYEzEAQBANybQfaVEUwkOYLp7NCN3l19/p5YU+iT9OEdlXx4LEmxXlsqbsfInYYAjmJ4DEl0JEqSLWt6FRVmDWwZBBsLIp4Bn4c25koANCnacCxttdNjkXwJ2Bi0O02zwvgxGFm6EM41vafwWO1shMo6PkJ4wNst8kYQGdQQWOQX/6RQaM3/t+SjHGD/Ay0BiU4TAE4DBE4DCHYDCG4TCHYDIHd9VPuxt3vpy0oD2bUets7E+ohqVIClrkj36zswe9OvwfpZQd5elAKVkRORLokCmE8v8GakXJpC+44+ZbZ+dZgM5hYGz0Va6OnoqC3Dr82nce+ljwo9RpUSFuw6ewn+GP6StwUN9vi+a6a12gZCFC0duwI6QzWHb6htTiW0tmGM3SMkO41Q+MhkqKC0N4jRU2zczr3o+F0RyV+nLcJiaJQ/Lt4B76tPYXdzfnYMu9RiNk8PHjmM+R2VqFLLUMQ17hremPcDKSKIzA3NA1sxhWRgi+rj+O/pbvxZfVxs2Dm54azkOvU+EvWatwQZ1qcXdbfgsARdmS9GZGQizf+eROe+L/NqK137D2cnBOHfzy7Drv2O1eEz2Ix8MIz6/DU3390qvZm1vRkPPP4SgAAm8U06zXiK8REBeLDN+/AP/+z0yTl7GrhsT8sRVioBB9/ecwk5cxeUpPC8OL/XYcwC81gHUVjkGNe+JNQG6SokRp3jHSkGi2KSyOeOyv0YbvrbDwFi8HD6tj/4kDzP1ArO2bymEzbBpnWdvNWLlOMZZEvIlKQM+K19KQG+5qfM2koymWKsSjyr3YFB5n+a9EgP2syz9Md7yOcP97irsMATYrz2Nn4JxgcUFct6t2Kot6tVh4lEC+ajeVRL9ltz1248/0cCcrDvW6N7W7I7aorqhuW0qI+rtw/GDDcm7QYb065B9dETkSCKNTE4dYZnP/iGO8fh2ey1uPXBU/jvqTFYBFMkCDxVtkO1Mktpyu4Y17OEMAxpvVpDfoRd4R6tdbT+kJ5Vz6I21S9I163ZciYUJ55EyUaGnewbLrxS6W0rg3l9Y6lGo2WCL4/Ei+nkE0ONKpgzQhOhphtDO4Hmua2D0nDDOAIsSg80ySQAYBbE2aBSTBQIzN/DuTlohJL/ZzSJBEI4XlGSZAqgoNE+OCNO7B+9SS7mlbyuGzce/tc/PsfN4DHY5s033SU0BAx/vf6bVi9IhtsOxXwhAIO/nDvQrz01+vAZjPBZjORmDByDy9vxt9PgFef34gX/+86pCbZrnu1BJPJwLRJCXj+6bWYMTXRBTN0LbdsnI4P3rgdk3Ns16gMxd9PgD/cuxDvv3E7JYEMYFzN15NaLI18HrNCHwaLMfJCoZgdgWui/4XxAddTMgdXwyK4WB71DyyKeBZitn33GoNgIsNvFa6P/9xux/dk+zuDdS8DzAt7EiKW9Ybtw5kf/pTJTpeB1GJ/83PQGKz7UgZS71AgMzKkSYNPb8Nd7+eI86DEyhAqpK2YZqMGpUx6Rb0g5fKX/VAudBtXhlgEE3ckzLdqp9UOh3skRCwe7kteAgGLi7fKdsJAkjjRUWqxuaQ75+UIyeKIwf4xpf1NNut/qqXm+dcDBHBEiBEEo0HRibL+Zqj1WptpaQU9V1LtRhIxoKFxFdfOzMRPB/NQVNOK//tgB/731PUI9nNPF/PgIUGE6HIAE873HzzGZxn/ftR2SIMzCQYCuUJ0qKTQkwYwhyguroicgM11p/Fy0XaU9DVhY9w0pIjHltgBj8fGHx9Ygps2TMPeg0U4d7EOdQ1dkMqURhEPPz4S40IwbUoCli/KgkR8RWhFrnC8aeZQBHwOnty0HHfdMhsHj5Uir6ABNfWd6O9XQq5Qg8NhIShQhKT4EEyfnIBF8zMgGFYY/+F/73D4up+8c9eo5u0K5s5MwdyZKaisbseJ3EoUlzWjoakH3T1yqFVasNhM8Hls+EkEiIkKQGxMECZkRiF7fCyEAsdTpjkcFo7seMoFz8RxUpLC8J+XbkR1bQcOHStFflEj6hu7IZWqYCBJCPgcRIT5ITU5DNMmJ2LWtCSwXdDLSq2XQsgKxviA65EsWYKq/kOolR1Dv7YFSl03GAQLAlYQgrjJSBDPRbxojllNjfdDIEWyDInihWiUn0Wd/CTalSVQ6ruh0veDzRCAz/SHPycG0cJpiBPNcigIqZYeRnHvLybH0v1WItFBlTceU4KFEc9iR8MTg+lR/dpmHG39N5ZE/t0hW2Mb176f9kB5MHOwtQC3xlvupNurkeN0p7FRVyBHZDGYUVyuo2EzmDad6X0teRTM1sjkIbUy1up4PDEve5gelIztjWcBAHubL1kNZhoUnaiS2d7yWx6RjY+rDkCp12BPyyWsibYsMWkgSfzSZLwmi2BiQajlQjoaGlfDYBB4bdMaPPn2dhTXtOLG//sCNy+bhMVTUhEXHgCGLUmiUTK0toy4LEdp6dhwTnZUYF9LIcqlLehSy6DQaaA2aKG1sqs73j8Gb065Ha8V78CP9WfwY/0ZpEsicH3cdKyKmmi2y+PLhIVIcPuNM3H7jfarIzqTGmSJ4CARblg3BTesc15RZ6yQnBiK5ERqnQ1fITE+xGIfIncxdBWezwzAuID1GBew3iXX8nTqEpNgI040C3GiWSMPdoBE8QL8Pu0IJbaiBJNwf5q5BLc1YoTTKLv2SKyP+9CucSG8NLvntDD8aSwMf9qp+bjq/bQHyoOZor4G/Fx/GhtiZ5gcN5Ak/l2yfbDWYk30VJPVxwEi+QHo1yqg1GtQ1NeALAvSzVsacnHosrzzSOxvzcfskHTwbRTa7225NPj/RCvS0lTPiyrmhWYikCNCt0aGXS2XsDwyx2xnTGvQ49XiX6xYuMLG2Jn4sf4U+rQKvFO+Gxl+0RYDzvcr9qK837jDtjJqEkJ4tFwhjWvY+MxnNh9nMBgQ8TlgXU5P6per8MHWk/hg60lw2CwEiPngcez7mPvpn3c7NDdrwYo1DCSJpy9txr6WQkjYfMwOScWCsAz4sQXgMzl4rXgHZFbENGaHpGLmvBQcay/DtsZzON5ejn8UbMNXNSfw1pTbES2gexzR0IwFSNKSbikNDY0tKA1mCBCIFATitZJfcKqzzOhoc0XoUPXj16bzKO4zqrCE8/1xZ+ICizaWhE9AaX8TAODPF7/G3YkLkSqJBJNgoF7egd0tl3C6sxzj/GNR1t9kdTVzgNeKf8E/DD9hYkACxvnFIEYYDBGLBx1pQIuyB8fai3H+cgpZjCAYs0PS3TIvqmAzWHgsfRX+mv89DKQBj53/HGuip2JKYCJYDBbq5Z34rekc6uQdSJdEDT4HS/hzhPjb+Ovx1MWv0K9V4J7T/8PKyEmYGJgAAZOLVlUP9rTkobDXKIsaJwzBo+mr3PI8aa5O6lp7nD5Xo9Whrdt2DZ87OdBahH0thYgWBOKLWb8frHcb4NXi32yezyAIzA9Lx/ywdLSp+vF68Q7sby3CiwW/4P3pjgViNDQ0NDQ0YwVKgxkSJF6beDv+dPErHO8oxfGOUrMxYTw/vDX5Xqs7JTfGzUJuVznOdlWhU92P10rMdxRyAuLx+qS7sOncJ4MBkjUIgoBar8XpzvLBFDdLxAlD8O9Jd1gssnXFvKhkaUQ2WlW9eK9iD/SkAVsbcrG1IddkzO0J8zA9OBUPn/3Ypq3ZIel4deLteK7gB0i1SmxrPINtjWfMxmUHxOOVnNts7ni5E41ej70NFdjfUIG8zla0KqTQGvSQsLlI9g/CkpgU3JY2EQKWeYrgrXu/x4mWOly46REUdrXiuTP70SaXYUZ4DF6etQKhfBF21pXh1fNH0KKQIjs4HC/NWI4Uf8sSmBq9Ht9V5GFnbSkqejsh1WoQwOVjUmgkbknNwbzIBJvP5fuKPPzl5G4sjUnBR4vWgwTwU2UBfqjIR2VfFxQ6LUL4QuQER+CBcTMwLsjxgl0a91N+uWZtUXimWSDToOiCXGd/7UcYT4KXJ96IE3tfxKUec6l4GhoaGhqaqwXK08yELB6+nvUINtedwMHWAjQojHKbkYJALAzNws3xcyFkWddiZzNY+O/ke7C1IRd7Wi6hWtYGtV4HMZuPZHEYloRnY3XUFDAIAuP9Y0cMGj6e/iB2t1xCXk8tGhSd6NXIoTHowGawEMARIkUcgQWhWVgemQMWYT33nOp5Uc3tCfMxKTAR39edwMXuGvRp5ZCwBcjyi8H1sTMxNSjZpDGmLWaHpOPnuU/ix/pTON5eikZFJ1QGLfw5QmT5xWB5RA4Who1z8TOyHwNJYukvH6NO2mv2WLdaiTNtjTjT1ojNFfn48ZpbEcjlmxsBcKixCs+c2jMoL36gsQqPHvsNj2bPxqYjv0B/efv/TFsj7jnwEw5dd79ZX6Wa/h7cc+An1PSb9s1oV8qwu64cu+vKsS4xE6/NvnbEWod2pQw6gwF/OLINe+srTB5rlPWhUdaHezMt1zWNFd590j5Nf18g4rLq33DFMplOhZcKtls972BrMSYExCB4WNPb4r4mKPUaRAnc1zCUhoaGhobG26A8mNEZdOAzObgrcSHuSlzolA0mwcDG2JnYGGu7CPSx9FV4bIQ0p2hBEO5LWuzUPFw1rycz1uDJjDV2XdORsVl+MfjHhJusPh7MFeP08pftsiVhC3Bv0mLcS9Fr50oYBIGlMSnYVV+GVfEZmBMRjyS/QDAJBuqkPfigMBcHGqtQ1deFNy8dx/PTl1q08/fc/Xh4wkxcnzweX5ddxDv5p3CypQ510h7cmJKNTRNm4nRbAx4/9hsaZH043VaPORHxg+f3aVS4de/3aJb3Q8Lh4pHs2VgUlQQ/Lg/N8n5srS7C5yXnsa26GAyCwH/m2L532xQyPH9mPw40VGJj8ngsj01BhECCPo0Kxd1tONlaj+xg85qmscS0zLGjlLcwPBP/K9+PY+1luO/0x0iXRKBLI0duZyVihcGYGBiPi921Zud9WHkQldI2JIpCEcH3h4DFRauyFwW9DSBA4A+p1HQdp6GhoaGh8UUoD2bo0jUaT/DExLl4ZspCM/WqMIEIk0OjsW7HlyjoasW+hkqrwUy4QIRNE4wqHI/mzMGXpRfQr1FDqdPhhelLwWIwcF1iFj4qOoPi7nYUd7ebBDP/vXQczfJ+sBgMfLPsJowPuiKfG8QTYHxQOJIkgXj29F5sqSrCmoRMLIiy3pOhVSHFt+WX8PGiDVgYbdrhfXZEHH6XNc3Rl4nGgwRwhPhoxn14p2wv8nsbUNjbiBCeBGujJ+P+lIX4svq4xWDm7sR5+LXpIiqkraiVdYIECX+OAPND03FLwqzBHjc0NDQ0PoP2EkhtIWCQwpbnSIj+4L450fgslAczNDSegG+hFmYAJkFgUXQSCrqMtTQGkrQo2Tt0l4NFMJDmH4Kz7Y2YGhptkk4WI/JHcXc7OpVXGmdpDXr8UGHsRL4uMcskkBnKLWkT8UnJOVT3deOT4nM2gxkAuDEl2yyQofEsTIKBC9e+aHJsSlCC2bHfpyzC71MWmRxLEIXg9cm3WrRraTwALI+cgOWRE0Y5axoaGhovgFSA7HkApOa0XcPpYIbGHuhghuaqIJRvLLg2kCS0Bj24TPNbP1QgMvldwjHWdkUKTWsVeCzjuQO1NQCQ39kKuc7YH2CRjeCDALAgKhHVfd0429YArUFvs3ZmZbxldT0aGhoaGhpfg5S9aQxkCDEI/rUAIxKw0KaDhsYR6GCGZszQKOvDzroyXOpoRq20Bz1qFZQ6DVQ6nUngYQ0hy1SZjXH5A3b4rs/Ans7QjfEGWd/g/+PFtguyEyTGniAqvQ5tChmiRX5Wx8aJ/W1PmoaGhoaGxkcgVXsBQgBG8HaAGeXp6dCMEehghsbn0ZEGvHzuML4oOQ8daewGzmYwESkUI1QcAB6ThU6VAlV9XTbtMK10i7eni7xCd6VrM8/Crs9QhspDSzW25Xgt7SDR0NDQ0ND4JPo2ENxZdCBDQym0p0Tj87x+4Rg+KT4LAFgRl4oHxk3H+KAIk+Dk0+JzeOHsAZfNQcS+squj0GltjpVrrwQ+Io51mXIaGhoaGpoxBUMCEAJPz4JmjEFJMPNM1gY8k7WBClM0NA6h0evxZekFAMCM8Fi8v+A6i+NGCjBGS/zl1DEAqJV222xkWdtv7GrPZbIQPqxOh4aGxjE23b8Ym+73fgl5GprhhPEz8fu0I56ehlshODNAas6AINUAQS/m0VADXXVF49O0KWWDhffzI61L1OZ1Nrt0HlmBYQi43IzzYGOV1XEkgENN1QCAyaFRIzbOpKGhoaGhGSsQ4icA6EH2PgYYbKd+09DYC51mZge9UiXKattQ29SNpvY+NHf0obtPjj6ZClK5ClqtHhqdHgQAPo8DAY8NAY8DPo8NiYiHmPAAxEUEIjY8ALGRAQgLlMCOMgwaOxAOSe9qUUgtjjnT1oADNgIMKmASBO5In4Q3805ge3UJ7kyfbLGh5ddlF1HT3w0AuCNtkkvnRON+9HoDOnplaO+SorVTirZuKdq7pGjrkqJXqoRao4Naq4VKrTP+X6ODSmPcNWSzmGAxGcZ/WUwI+RyIBVyIhFxIhDz4ifgICRAhJFCE0EAxQgJEiAiRgM2iA2J3YCBJtHb2o665Gy0d/ejqk6Or98qPVKGGRquDWmt8XzVaPUiSBJvFBOfye8phG/8V8bnwF/PhL+HDX8xHgFiAQH8BYsICEBPuj+AAesfWkxhIEkWVLThf1ICSmlY0tvWio0cGpUoLA0mCy2ZBJOAiLEiMyFA/pMaFYnxKBMYlR4LB8OyXu05vwMXSRuSVNaGspg3N7X3o6JVBqdbCYCAh4LLB5xk/W6LD/REbEYj4qEBMzoxBeJDE5fMjNWdBcKaDVO0G2X4IYGeCYIQBhOXPMcL/bZfPyZ3Q/qRroIMZC3T2ypGbX4tzRfW4WNKI1q5+u8+Vyo035FBO59Wa/C4WcDE5KxbTxsVh2vg4RIf5UzDrq5NALh8ZgaEo6W7H5op8TA2NxtLYFPCYLLQopNhWXYS38k7Cn8tHt0rh0rk8OH4G9tSXo7SnA7ft24xHJszCkphk+HF4aFFIsaWqCJ+VnAMALI1JwYq4VJfOh8a16PQGVDd0oqSmFSXVbSipbkN1Yye0Or1T9tQaHYbKQXT2jHwOg0EgIsQPcRHGL7i4yECkxYchOSYYbDYd5DiLUqVFcXUrCiubUVnfidqmLtS39kCtGVkVcTgDQasj8LlsRIf5Iy4yEFnJERifEom0uFD6PXUx7d1S/LwvD78dLURXr9zqOIVeA4VKg/ZuKQoqmrHnRAkAQCzkYcGUZKxdNAHjks0Xs1xJeW07ftp/CQdzyyFTWBeWkSrUkCrUaO+Woqqx0+SxuIhAzJmUiHWLJiAm3LYqp7OQfX8Z8pse0BaARIHV8b7up9P+pHtwezCj0eow7643nT4/JjwAP75+D4UzMiKVq7D7RAn2ny5DQXkzDKT1jrSjvpZCjcNnK3D4bAUAIDxYgiUz0rB24XiXfYB4CqVai9UPf2Dzw9VRPn/xNqQnXKlJeX7aUty273uo9TpsOrodAMBiMKAzGJXNcoIj8Z85K7Fo20eUzcESPCYLXy29Efce+An5Xa146dwhvHTukNm4pTEpeGveapfO5fNtuXj/x+OU2UuND8WXL91OmT1fpbK+A8cuVOHkpRqU1rZBq3UucKEKg4FEU1svmtp6cfJSzeBxFpOBxJhgZCSEY3xKBCZlxiAyxLoE+NVOd58CuQW1yCtrQmFlC6obO2EwuO47YCSUai0q6jtQUd+B/afLABh37tLiQzFlXCzmT05BRqL1ujxfpr1bijWbPnT4vFXzx+H/7l/u1DXlSg0+/vkkftp/aVR/01K5Cr8eKcSvRwoxMT0a918/GxPTo522Zw9VDZ14b/MxHL9YPWpbdS3dqNvRjW93nsPUcXG4b/1MTEilVnWMCPiYMlu0P3l1+ZO28Lmdmaa2XijVWvC51ju+O0JVYye+/e0c9ueWObXqRgWtnf34+rez+GbHWUzOjMW6RRMwf0rymEgf4XPZuGZuJn7cc5Eym9sO5uMv9y4d/H1aWDS2r7wT7xacwunWevSolBCw2EiUBGF1QjruTJ8MFoOBKJEETTL7V0WcIYQvxNaVd+CnygJsqy5CSU87ZFoNArkCTAyJxPXJ47EkJtmlcwCAXceLKbW3et44Su35Cjq9AReKG3DsQhWOXahCa6dr7x+q0OkNKK9tR3ltO345lA8ACAsSY2JGNKZkxmJWTiIC/a5eRSG93oCCymaczqvFqbxalNe1wYX+BiVodXoUVragsLIFn2/LRWigGPOnJGPZzHSMT4309PQ8TkVdh1Pn5RbU4sUP9qCjR0bpfC6WNuLBf2zGyrlZePSOhRALqC121+r0+Ojnk/hmxzno9QZKbZMkcKagDmcK6rBiTgYevnk+gv2FlNgmuPMosUMFtD85diBI0r0f4aONpAHgk+dvQdYot3CrGjvxwQ8ncOxCpVd+iYUGivH7G2bjmjmZdvU58Wbqmrtx458+o8wen8fGzncfBJ9HzQfQWKOosgX3/v1byuyx2UzseOcBSEQ8ymx6O+3dUmw9kI9fDuWju8+16YmegCCAjIRwzJ6YiLmTkpAaH+rpKbkcvd6Ac8X12H+qDIfPVZqlb/gyqXGhuH75RCyflQ4O2+fWKE1wdmeGw2bh8KePOFSz8vkvufjwxxMuXTkHgMgQP/zr0TWU/Z21dvbj6Te3o6S6jRJ7IxEgEeCfj6zGxAzX7jI5Cu1P2sdY8iet4ZPBzNP3LcXahROcOrdPpsT7PxzHL4cKPJpGYC+pcaHYdMs8TB0X5+mpjIo/vPgDLpQ0UGbvL/cuxbpFzt0DY53XPj+An/ddosze4hlpeGnTKsrseTPnixvw076LOHq+ivLVTm8mOswfy2alY9nMDMRHBY58go9AksCl0kbsO1WKg2fK0StVenpKLsVPxMdtq6bgphWTfba+xtlgBgC+f/Vuu+5fkgRe+2w/thzIc+o6zsDnsfHq4+swNSt2VHbKatvw2Ktb3L7IwmQy8MQdi7B+STY1BvWtIBVfgdScBPQtly8SAYIzA4TgNruaatL+pGOMFX/SEj65hFNZ3znyIAscPFOO1z47gJ5+31lpLa9rx6aXf8LcSUl49nfL4S/he3pKTrFhaQ6lwczWA/l0MGMBrU6P/afKKLW5ev7YTzE7nV+Ld787iop651JVfJ3Gtl58uvU0Pt16GjOzE/DGU+s9PaVR0StVYsfRImw7mI+GVjuUFMYIfTIl3v3+GLYcyMPDN83D4hlpnp6SW6ls6LArmHn9iwNuDWQAo6jE469twVt/3uj0DkdhZQseefknKFSakQdTjF5vwKuf7QeTSTjt/A9Aqg+C7H0CIIeJLBi6QWqLQCq+BeH3MgjetaO6jj3Q/uTYwCf7zFQ66HCoNFr84/3deObNX33qxhvKsQtVuO3pL3C2sM7TU3GKBVOSKcu5BYyrU6U17tli9yVOXKpGn4y61eewIDGmjR97qzgDVNZ34I//+hmPvvLzVRvIDGeouIavcaGkAX99ZwdWP/wB3v72yFUVyAylpaMfz779Gza9/JNNVa6xhj2+wZfbz+AnCneuHUGr1eOp/2xDbVO3w+dW1nfgsVd+9kggM5RXPtmPA7nlI44jlT/C2FltGLpykL2PACBBiB4GI+hHMEKPgxFyDIygH0GIHgLAANn7JKAtonr6ZtD+5NjAN4OZBvsj6aa2Xtz712+x45jr/yhcTWevHI/86ye8+91R6HwsBYbJZGDNwvGU2tx6IJ9Se2OBXceoLfy/dm7WmMyx7eyV46UP9+COZ75CbkGtp6fjNRAEsHqBb+3E6fUG7DlZgjue+Qp/ePEH7DtV6rQ89ljjbGEdbn/myzHltNhiJMf0dF4t3v+BOpVHZ5Aq1Hj6ze2D/aXsobtPgSf/vQ1SClVBncVAknjpwz1oauu1OY7sexZk912AvtX0uOx/AKkHI/ALEKJHAHY2wAgFmGEAOxuE6I9gBH4BgAQpdy7d0BFof9L3/ElL+GQwI5Wr0NZluUHiUAorW3Dvc9+aaan7MiQJfPXbWTz2ys9Qquz/MPQGrlucTWlDsb2nSjy+SuVN9MtUJvK8o4UggFXzsiiz5y0cOlOBW/78OX49Uujywl9fY+q4OJ+RcFaqtdi8+wI2PP4J/v7uTpTXtXt6Sl5Jd58Cf/zXz/j6t7OenorLsbW72tOvwPPv7/KKv/mapi68/e1Ru8YaDCSeefNXh/qTuBqFSoO/vrvDthNMCEFqTsHQfT2gu7KTQ2rOAJxJxiDGGuwJIDhTjWNdDO1P+qY/ORyfDGaAkVdgcgtq8dBLP6C3f2wWfJ4tqsdD//wB/TLfUeQJCRBh7qQkyuwpVVrsOVFKmT1fZy/FK9I56dGIGkMNuJRqLf750V48/eZ2n/q7cSdrF1C7e+oqdHoDbnzyM7zx1SGfkcv2JAaSxDvfHcVn2057eioupa1LanX34pVP93tVWtCW/ZdQUNE84rhPt57CpbJGN8zIMYqrWrF1v/W6I0bIERDixwFSBUP3LVceIPtAMOxIZWWEAIY+CmY6MrQ/6Xv+5HB8NpixtQJzOr8Wf3r9F4/pfLuL4qpWPPCP79FJsT6+K9mwJIdSe9sO0qlmA+ykeOt79XzfcGztoaS6DXc88xW2H7beafpqx1/Mx7wpru+BRAUsJgNzJ1O3MHK18MGPJ/Dxzyc9PQ2XYskxPX6xerCpoLdAksAbX5k3VR5KWW0bPvXiAPSTbaesZ0cwJCCED4ARvB8E/+Yhx0NA6utHtE3qawGmeyTjaX/SN/3JofhsMGMtki6oaMaf3/gFGu3YvvEGqG7swv3Pf+8zvTCmjoujtCttWW2b27T2vZn6lh4UV7WOPNBOhHwOFk1PocyeJ9lzogS/e+7bq7YY3F6umZvpU43Vbrl2CqVpq1cLH285RXlTXW9iuG+g0xvw3xGCBk9RXNWKI+cqLT5mMJB46aO9Xi3529uvxDc7ztkexPADIX5i8FeCMxvQ5oNU7bZ6CqnaCWgLQHAXUjVVm9D+pBFf8yeH4rvBTIP5zVff0oMn/71tzEfQw2nu6MOTr2/1iedNEMD6xRTp1F9m60H3Smx6IzuPU7srs2RGOngc329K+u3Oc3juvZ1josDR1axd4FtS51Ghflg4LdXT0/BJXvlkP6ocKHz2JYZL7W49kIfGEYrVPckX23MtHt9yIA/ltd5fB/bz/ksOpTcToj8AhBhk7x+NP8qfQGpOgFQfN/6/92GQvY8BjCAQogddOPMr0P7kFXzJnxyKzwYz9S09JtGyQqXBn/6zjVJZWl+iuKoVf//fTq/sPjucVfOzwOVQ1+Jo36nSq1oIgCSB3cdLKLXpa4pWwyFJ4O1vj+Ctb474xN+Ep5mQGuWTzTJvWznV01PwSVQaLf78xi9j8nNzqGOq1erxxXbXF5GPhuKqVhSUm9bOyBRqn0kH7O1X4tAZB1L4mFFgBH4CMMNAqnaB7HsGZPfdIHvuMf5ftRdgxRkVzRjuSTOj/UlTfMmfHMBngxmDgURNU9fg7y+8vxt1zY5rt48lDp+twDvfHfH0NEZELORhCYXN3JQqLXafoNaZ9yUuljZQWgQdHxWIcckRlNlzNwYDieff3zly+gPNIGsplk13FxmJYZicGePpafgkjW29+Gyr99ZjOEt1Q+egYtlvR4t8ogZgeAPPb3acQ6/Udxxph7Mj2DlgBO8F4fcvEPzrQHBmGX/4G0H4vwFG8E6A5b5dV9qfNMdX/MkBqFse9wCV9Z1Iiw/Dlv15LinuC5AIkBAVhIhgCcJDJAgLEkPI44DLZYPLYYHLZkKt0UGh0kKh0qCnX4Hapm7UNnejtrnLI8oQ3+w4h/EpkVgw1bvrHTYszcGOo9SlRm07mE95+pqvsJPi3jKr5vn2rsxrn++nfKdqLCPkc7B4hu+ma92+ahrOFze4/bocNgtxEQEIC5Yg2F+I4AARQgKEEPG5xu+Hyz96AwmNVgeNVg+ZQo3OHhk6euRoau9FZX2HXbKwruL73RewZuF4SusYPY1SrUVTWy+iwwLw/a7zdp8XHizB5IwYpCeEISRIBLGAB4IA+qQqVNS340xBHQorW1wy58NnK/DUPUvA57Ihlavww54LDttgs5jISY9GRmIYkqKDIRbyIORzoNJo0dkjR2lNG46dr3KJxPOl0kZ09ykQ6Cew/ySCB4K/HuCvp3w+zkD7k+b4ij8J+Hww04GG1h689Q010WOARIAFU5ORkxaNcckRo5KlJUmgtKYNufm1OHGp2i4JRqr416f7kJ0WhQCJAx8sbiYzMRwZiWGUFe+X17ajuLoVmYnhlNjzFdQaHQ6dGbkbs70wmQxcO9d3e8t8sT3Xq5qpBkgESI4JRmiQGGFBYoQHSRA6+CV2xeHlslnQ6vTQaI0/fTIluvsU6OlXoL1biobWHjS09qKprRdKNbX9AJbPyvDp+qgZ2fFIjg1xuJO3IwT6CTAuORLjkiOQGB2E+KggRIb6UdJQVipX4WJpI84U1OFUXg2a2t0jRwsAWp0e//36MF5/8jq3XdMdVNZ3ormjD3UtI6+uz5mUhFtXTkFOWjSsvZ0Lp6Xg/o2zUdXQibe+OUJ5o12lWovjF6qwdGY6ftx7CXKl/el/4UES3LFmGpbOTINYyLM6buW8LDx+xyIcOV+Bd749SmkdEUkCxy9WYY2PSLtbgvYnLeML/iQAECTp3qw4jVaHeXe9SYktJpMBBkGMqrcGm83EilkZWD47A5MyYlymjlPV2Imf9l7E7uMllDsjlpg3ORmvPr7W5dcZDb8eKcRLH+6hzN6ahePxzH3LKLPnC+w5WYK/v7uTMntzJyXhtSfWUWbPnew5WYLnPJjnSxBAZlIEJmfGICMhHBlJYQgPklB6DZIEGlp7UF7XjrLadhRXtaCwsmVUxZqfv3gb0hPs6Pvgxew6Xozn39tFmb3QQDFmTIjH5KwYjE+JdGsj0YuljfjtcCH2nCxxm3CFN90D7d1SrNk0us7vTKYxg15v4/ULCRDhuT9c61Sa4ne7zuPtb49QqjS2dGY6/vbACqx95EO71KQYDAL3rZ+F21ZNAYft2Lq0QqXB8+/tsqqk5gyUf3foykEqt4AQ/8XqENqfpP3JAXw6mBkNfC4b6xZPwK3XTkFwgMht1+3pV+B/3x/Db0cLXe50/fX3K7DSizu4qzU6rHr4A0jl1Gyf8rls7PjfAxDwOJTY8wUefeVnnM6vpczeq4+vxbzJvtFrZCgXSxrxyL9+orRpqD0wGASmjY/DvMnJmDcpya2fJQPo9AaUVLXiUlkjTufXIr+82e7XITU+FF++dLuLZ+h69HoD1j/2sdMpWwwGgckZMZiVk4jpE+KRGB1E8Qwdp7WzH59uPY3fjhS6vGv9NXMy8fcHr3HpNeyFimBmJLKSI/DvJ9aNarV5x9EivPjhbsq+x0UCLhZOTcGvRwpHHOsn4uPlR1djUobz9WI6vQFP/WcbTl6qcdrGUHgcNg58/PBgIDlaSOVWkH1/BiPceuYB7U/S/uQAV2UwMzM7AX++dwnlq6aOUFzVihc/3I3qxq6RBzuJSMDFT/+5F/5ivsuuMVre/PowvnMgr3kknrpnyVVTO9PVK8fqTR9QtjoY6CfAr2//nrIvI3fRK1Xi5qc+d2t3b7GQh7ULx+P6ZRMRFiR223XtQanS4mxRHU5eqsGRc5U2X5c/3bUYG5bmuG9yLuS7nefx5jeH7R7PZDIwOTMGi6enYv6UFK/9nCyoaMaLH+yxK2XKWdgsJn55637Hah5chKuDmeTYELz3fzfYTMmyl3e/P4avfnWvWppIwMW7z16PtPjR76RJ5Src+pcv0d5NTd0WlTt8pOIrkP3/8PpghvYnvQPf8lpGCY/Dxt8euAZvPLXeozceAGQmheOTF27FYgpVvYYjU6jxqZer1Vy3ONtqnrIzbPOieglXs/tECaVpDtfMyXQqkNHq9ThSWYN/HzyOx7ftxL3fbcGd3/yMr89domxutvjXJ/vcFsj4ifh44o5F+PWd+/HwzfO8LpABAD6PjXmTk/GXe5dix7sP4N1nb8DGpTkI9heajONyWFg+O8NDs6SedYsmQCzgjjguNT4UT9y5CDv/9wDe+stGrF04wWu/oAFgfEokvvzn7Vjkwp46Wp0e2w8XuMy+tyAScPHvJ9ZREsgAwO+vn43k2BBKbNkDgyDw8qNrKAlkAOOizMM3z6PEFgBqazkMnhPGsAfan/QufFoAwBEC/QT495PXeVWBOJ/LxkubViE5Jhgf/HjCJdfYsv8Sblw+cVTFZ64kNiIAU7LicLawjhJ75XVXjxAA1V28V813XMXs+wv5eOd4Ltql5vKnicHmCklP/7YXXXIFwsQi/OPaJU7Ncyi7jhe7RHlmOEwmA+sXZ+P+jbMoc4TcAYNBYHJmDCZnxuDxOxbhTEEddh4vwpFzlVg8PRUiO5x/X4HPY2P9khyLTQj9RHwsn52BNQvGudX5pAouh4WXHlmNt749jO92UreTPZTDZytw19rpLrHtLTx+xyKEB1PneLKYDPzx1vnY9PJPlNm0xW2rp2JqViylNpfOTMdn206bSBM7S2FFC65fNnHwd7LnHoAQgvB/e/CYofsm+4zp3Vfk7ii0P+nvEvuj4aoIZsKDJXj/rzdS+iFGJXevmwGSBD78ifobUKc34L0fjuPFTasot00VG5ZkUxbMAMbdGW/6kHEFlfUdlKo3ZSVHICHK/joBPUniyW27sKO4zKHriLgc/JxnlOS+fUoOUkODHTp/KO3dUvzni4NOn28vSdHBeGHTSiRFOz9Xb4DBIDAjOx4zsuOhUGmgULm+cNTd3LB8Ir7ddQ5arbFmKC0+DDcsn4hlM9PBZjM9PLvRQRDAH29dAIVSi18OUb8DXVbbho4eGUI8UPflDjITw3Ht3EzK7U4dF4ectGhcKmuk3PZQokL98LsNsyi3SxDGXc03vjo0alslNa0mv5OaPIAgYJJ8oXFcdtqboP1J7/Qnx3yamVjANW4DeumNN8A9183AnWtcsyp2ILeMMglkVzBvcjKlX6D7TpU6JG3pi+w4Rl2PHgBY7eCuzKsHjpoEMnw2G5OiI7Eiw7Ye/cLkxMH/H6yodmySw/jnx3shVahHZWMkVs7Nwif/uMXnA5nhCHgcs7SzsUCQvxCr54/D4ump+OBvN+GLl27DynlZPh/IDOXP9yzBFIpX54HL8roXRvc36c38/obZLrN9/bIcl9ke4MEb54LNcs19vHRmOiXp3k3tfSbiI4zAr8EI+MpsHCG4CYygX2z+EIIbRz8hiqH9Se/1J8d0MMNgEPjXY2sdWnH2JA/cMAczsxMot0uSwNe/jVykWNTWjostLS5XzhkOg0Fg3aIJlNlTqrXYc2LsNk00GEjsPVlKmT0eh42lM9PtHl/e0YUvzlwEAHBZLDyzdD5OP/YAvr/zRry13vaKzcToyMHeHOcampye85mCOpzOq3X6/JFgMAj85d6l+OsDK3y6B4uraFdV483Sjfih/llPT8WMp+5egpceWY3stChPT8UlMBgE/vbACkhE1Kc7nsqjRtnK20iMDsL08fEusz9/aopd9VrOEhcZiMXTXVcPEegnoKRwX683mPavYWcYf4bDSrrymLUfJvW+0Gig/Ukj9vqT7mZMBzO3rpzqlIa8pyAI4Lk/XIPQQOqLig+fq0RHj3ldw1A+OHMGG7/5Dr/buo3y64/E2kUTKFXR2nogjzJb3kZuQS26euWU2Vs4LQVCvv1y1j9eKhgMeF9cuQR3TZsEvp19DvhsFiL9jKtaNV09jk/2Mu/9cMzpc0eCyWTgHw+vojTAHpMQAIfhefWrq5HQQDEevom6wu0BiqtbRx7kg7i6ETCLycDcyUkus79hCbVCOZaYnEnNbl9dsx2qe4R5PaUZDO8SV6H9ySvY40+6mzEbzMRFBuJ3G2Z6ehoO4yfiu0TvX683YMt+2w5+Xqvxi2xmLPUpDCMR7C/EfAr7m1TUd6C4amx+Me88Rm3h/+oFjqWYnaqpBwDEBfhj7TjH1bBCRcb0pk65cwpkB8+Uu2ybm8Vk4KVHVmHxdNcpR40FQnmJ+GPaT1gX7X07M1cLq+aPQ3xUIKU2O3tk6KRwocRbWOhCJbgB5kxyTTDDZjNxjYuDMcCoiEUF9S22F6kYobkgeHb4OIwggOkdjVxpf9IUe/xJdzNmg5k/3bXY4a643sLkzBiXSOz9cijfZjO9jsvOZWaoZ9R+1i+htj/MWNydkSs1OHqeuq7NUaF+mJju2GpTS79xRSY7yrkvP97lv0uNzvGu9QYD6TKlFgD4v/tXYMEU23U/NDTeAINB4O51Myi3W1rjffnwoyEuIhBRoX4uv86kjBiX7J5MzYp1aQrbABkJ1AQzI/asYQQAxMipuwR3ERghrtuBdwTanzRnJH/S3YzJYGZierRLCiTdyaZb5lGeq9/dp8DBXOsNqAZShfy4npGenZIVi7hI6lYa958uG3NCAAdyy6DWOB4EWGPlvHEOfwGrLwchPLZz96dSY1TREvEc/4LedaLYvjQGJ7hpxWSsmDN2+q7QjH0WTUulvEdO2RgLZtyVGuQv5iM+kvp6inkUZizYIjxYAi5n9A57Z8/Y2tmj/UnLjORPuhvfDDVH4HcbqZcvdDfhQRLcsGIivtxObaHV7hMlVhvlJQcG4VxTE1qkUmSFhVJ6XXvZsCQb//ly9BKRgFEIYPfx4jHT4RwAdlGYYsYgCKyc53j6QpBQgJZ+Kdos9Jaxh9qeXgBAmMhxNa0f91x06pojMTEjGptusV2D0Kdtw6mO71ErvwC5rhs8phgxgvGYFXIzgrnxZuO71A34pOp+zAu9GzOCb0Bezy5c7PkN3epGsBgcBHPjsSziIbNz21XVONHxDRoVhVDqpQDMBTkeSv0WQpYx71yh60VB3z5USc+gU10LjUEJDkOAMF4iJgasRqrEVMWpRnYOP9b/FddGPo5owXgcbf8M9fI8qAxyiFlBSJXMxuyQ28BhmDrJSn0/3i4zVRiKEmTi1vjXrb5mWxteQIX0lI1XFXgy4zcwiCsqTY4+H8Dx19rZ1wBw/D4AgF5NC852bUGd/CKkui4wwISIHYhIfgYy/RYgTjjR4nkjwWYxcc2cTHy3i7reM80dfZTZ8gYmpLpPCCI1PpSSfi1DmZXjnkJ4ggBiwwNQMUrJ//Ye72526Si0P2kdW/6kuxlzOzOZieGYlOE7RVq2uHH5JMqlGM8V1UNmRc72+vHG2om9ldSlMTnKtXOzKF1B2HaQ+n4MnqK1s5/SXgZTx8U51cE+7XJvmHP1TZCpHdv5utDYjB6FEgAwJTbaoXPLa9tdkgIj5HPwj4dW2hSgaFaW4vOqh5DfuxtCVgBSJXMQyIlCWf9xfFH9CCql5o0aB5DrunGw9QPsb30PfKYEKeKZ8OdEoElRDCHLdCeyVVWBr2seQ43sHDL9FmJh2L1IlcwZfHxe6J3YGPsC+Mwr79uFnl9xpO1TdKhrEMyNR6p4NvzYYaiT52Fb44so6jtgcV5VsjP4quaPaFAUIEY4HvHCHCj1/TjbtQVbG543G89hCLAq6iksDv89cgKutfp8h5IqmY3pwdeb/Qycz2HwQRCmr7uzzwdw7LV25jVw5j7oUjfg8+qHcKlnB3hMCZLFMxApSIfWoEZB715Uy0YXiFBdq9HeNbac0Ywk99VdpMVTuwgYHixxSQG3NSJCRp+ON+LOjL4BMPTaHmPoB7QlgMGzgTXtT9rGlj/pbsbczswqB4uZvZkgfyGWz87Ab0cKKbOp1elx4mK1xWh6w7gs7K+swraiYlybmooFie6XRhQJuFg2Ox3bDxVQYq+ivgNFlS3ISo6gxJ4n2XW8GFSqZjta+D/A4tQkHK6sgVyjwWsHj+H5axbbdZ7OYMAr+48O/r4szbH0CVcFpr+/fjaCbfQ50pEa/NL4EtQGBdZGP4u0IcFFi7IMm+uexm9Nr+DepA8hZpv3oyntPwouQ4j7kj+CH/uKYyXTdYHPNO1XcKL9a+hIDdZF/9/gDsRUAHta3kJezy5wmSIkiqaanDMpcA1CuYlIEk8Hk7jykX6m62ccbvsYuZ0/IcvP/D0q6z+OFPFMrI7+C1iEUc2uT9uGz6seQp08D83KUkTyr0h2MwkWMv0WAjDuHl3q2Wn1NRvA0nUBEj/XPwcAuCbycQxrqef08wEce60dfQ2cvQ/yenZCY1BiacRDmBhgKl3erqqGgDU6BzI7LQpCPoeylNr2bu9SKRoNXA4LMeF2KGdRRFwEtYIM2W7cVQKAkMDR93vr7rMdzJDyD0Aqt4IRtBVgWRFmMHTB0LUWhPBuEOKnRz0nZ6H9SdvY8ifdzZjameFyWFjmQL8MX+DmaydTbvPQ2QqLxwkA76xZhZuzJ+D+rdvw7N79OFlfj8a+fnTI5TZ/qGTjkhxK7Y2V3Zldx6lLMZOIeE6rx60bn4Goy/LK313Ixx+37ED95dQxa9T39OLe77biYlMLACAnKgKzEuzPQ1aqtdhzkvreQanxodi41HaKT2nfEUi1nUiTzDFxYAEggp+GKUHXQWNQ4kL3dovny3U9WBaxycS5BgARyzy/vklZAgIEksWmDc+SRcbf25Tmu6YCph9SJbNNHH8AmBK4DgyCiW5Ng8V5MQgmlkc8MujEA4AfOwzpfsZ0u1ala/KhT3R8iyrZGUwL2mD2egLOPx/AsdcacOw1cPY+IC+nCTItFD2H8hKtzs1eWEwGpYs1IxZw+xAJUUGDfa3cQVSoP6X2xqW4dxEulIJgRqc32KzrJDXnAcIfYNn4/mElAKx4kGrXib2MBO1P2oc1f9LdjKmdmbmTkiByg+qHO0mKDkZqXCjK69ops3k6rxYqjdYsnev3235Bu0yONpkMepLE9/n5+D7fvkCg6snHKZtfanwospIjUFTZQom9fafK8MfbFvj0vVFY2TKi5KUjLJ+V4XRXdC6LhZdXLcO932+FVq/HrpJy7CopR2poMNJChqxIN7Xi+d0HUdLWgbymFugvbyuJuVy8snq5Q9d0lZjDn+5cDAbDtrNTrzD+DSSKplh8PEk0DSc7vkWt/CLmW3icwxAgVmhfzxoDqQdBMM1SrwYcYS1p/5Y+g2BCwPSHTNcFA6k3qUsBgDBeEgQsf7PzJGxjqoza4Jx0ti2qZedwsuMbxAqzMT/sHofOHen5AI691oBjr4Gz90GG3wJc6N6OfS3voE1ZgZyAlQjhUbvrnRYXijMFdZTYUqq1UKq04PN8v1ks1TslIxEZKgFBgLId9OQY9yqLUiUmIVdqrIsJ6NtBcCZipLV0ghkHUnuJkvk4A+1P2oc1f9LdjKlgZs5E1zWt8iRLZ6VTevOpNFqcL2rA7ImJJsf3V1ZRdo3RsmFJDmXBjEqjxe4TJdjow0IAO48VUWpv9fzRbZ/PiI/Bm+tX4qntuwfrZsrbO1He3jk4prClDYUtpjUugQI+3tm4GglBjqV+7D1B/a7MpIwYjE+NHHGcVGss6LWUQjb0uFRruXDWj2N/zn4EPwV18jzUywsQJ7wiVV4rvwAACOdZlo2ukZ1Daf8xdKhqINN1Q2tQQUeqoSetr5Ba2xEgBp0MCnMaAfRpW/Fb0ysQsYOwJuovQ65jjjPPB3DstQYcew2cvQ8i+enYEPsCDrS+j4s9O3CxZwfCeEmYGLgKWX5LzHagnCEljtpaDZVmbAQzMeH+br0eh82CSMCDVK6ixF5CtHu7zUuE1AQzMoUagX7WGuqqAMKOOiBCDBg8p4xG+5P2Yc2fdDdjJpghCGDGhHhPT8MlLJ2Zhv99f5TSeom88iazm++fy5dSd4FRsmRGKt78+jD6ZEpK7G07mO+zwYxWp8f+02WU2UuJDUEqBYWqS1KT8Ovvbsfrh45jV0kF9AaD1bFMgsDKrDQ8sXAOIiSOFbQqVVpcKmsa7XTNuHPtNMdOcPLvj+nAx+zskNvQoCjE9sZ/YnLgWojZwWhRliGvZzcCOJHIDlgxbEoktje+jLL+Y+BdrqdJFs8AjykGh8HHgdb3obbiEBAWdjZchY7UYFvDi9AaVLg+9kWLuyHA6J4P4NhrDTj5GjhxHySKpiAh+SNUSXOR37sH1bKz2N38Js52bcGGmOfhzxldOlFEsHk90GhQa6mTf/ckVBS0O0qgn4CSYCZAIqBcdnskJCJq2jLY3EVnBIHU12Ck5D9S3wAw/CmZj6PQ/qRjWPIn3c2YCWYyEsLhL3HvH767CA+SID0hjNKu5/llzWbHbhw/njL7o4XDZmHV/Cx8s+McJfYq6ztQWNmCcT4oBHDiYjX6ZdSs9AHOF/5bIspPgv+suxZPL5HjdF0D8ptb0SFTQKZWg89mI0gowITIMMxOiEOY2Ll87LNFdZQ350qLD8P08fF2jZWwjakeUl2nxcelWuNxMXv0KSHRgnFYFfUUtje+jJOd34EkDRCxA5EdcA3mhN4ODsN0tbO8/zjK+o/BnxOB2xLegIBp6rztb31v1HOigr0t76BNVYVlEZsQwbfewM2bn89o7wNjLdQMJItnQKrtxMG2D1DWfxx7Wt7CjXEvj2puIUGjr3UYCpW9rDxJOMVBnj0ESgSU9MJyp3DBAAIeZ+RBdqBQWQ9mCPYkkKqdgOYswJlqeZC2ANDmg+DaJy5DNbQ/6RiW/El3M2aCGXc1xvIUUzJjKb35iqtbodXpKZfqo5L1i7Px7c5zlK0gbDuY75PBzE4Ke8uwWUyXKI+EiIRYnZWO1VnUF0yeyquh3OaGJdkjD7pMvGgSCnr3okp2BuP9l5k9XiUzavcPTQtzFoWuFwda30eyeAbWRD9tUphuiXZVNQAgVTzLzPHv0TRD44K6F0e52LMDhb37MN5/2YiSzt78fKi8D8TsYKyO+guqZRvRqBh9CmmwPx3MWCLEhkqhqxDyqQkIwoPdJ8k8ABVNMwHYXHwiBLeBVO2EofcPIMRPgeCtBIjLizSkEqRqL0jpywBIQHAzJfNxFNqfdAxv8CfHjJpZRlK4p6fgUqaMo7YDrUarc0nPDiqJCvO3e/XcHvafKvMaTXR76ZMpcfJSNWX25k1Ogp/It1acTuXVUmqPzWJi4XQrkqAWSBPPRiAnCuX9J1Haf9TksRZlGc51bQWbwcXEwNWjnlujoghyXQ/82GEwkCPvRg0UqnepTRW+1AY59ra8Per5jJYWZRkOtr6PMF4SlkY8NOJ4b34+zt4H5f0nINOZr9S3qiqgNahGrWYGGBXNWDb6JDmKVkvtTqin8EQwI6AomAkLcv+uEo9LTTCj11tPOQZnCgjRJsDQB7LvWRjaJsHQPtv40zYJZN+fAEO3UZaZO5eS+TgK7U86hjf4k2NmZyZzjN982WlRYLOYlKbb5Jc3Y3zKyAXQnmTD0hyczq+lxJYvCgHsPVkKna0vBgdZPd97UgntoaapC62d/ZTanJWTALEDKjUMgoW1Mf+HzXVPY3vjyzjL/xkBnCjIdN1okBeAIBhYFfUnMzlgZ4gT5SCMl4Tz3b/gfPcvg8c5DD78OOHI9l+BSYGrgcsZ5ymSWTjW8SWqZGfwXe2fEMpLhkLXg1r5RQRwohAtGIdGBTV9BSqluVDoe6DWy9GtMdYw9WvbcarzO3AZQnAYAoTxkxHCjQcAGEgdtjW+CD2pQyAnGic6vrZod1LA6sHULHc+H0dx9j442fktOlQ1CObGQcIJA4fgoV/XgWZFCQACc0PvoGR+HDYLOj01in/USj94Bj6X7RERA6pStaiug7IHLpsal3Ck7yxCtAlgZ4GUfwxoLgGGAdEMJsCeAEJ4DwiefY15XQHtTzqOp/3JMRHMBPoJEO6BVQx3wuOwkRYfikKKFL4AeDyStofZOYkID5KgtYsah3brgTyfCmZ2UZhiFhooxrQJcZTZcwcXSxopt7lsluNpdiHceNyV+A5OdXyPKtkZtKmqwWOKkCqZjRnBNyCM51zPnqFoDSocav0YXeoGxAjGQcIOA0EQIEkSGoMSzcoS7G99D2qDAjODbwJg7Mlyc9yrONr+GZqVpWhWlkHMDsIE/+WYFXILznT9RJnzv7flbch0XSbHpNpOHGv/cvD3qUEbsDDsPgCAjtQO1pGU9B+xajdFPGswmHHn83EGZ+6D6cE3oLB3PzpUNeiSNQIgwWdKkCyegSlB1yFGQM0CA5fDslmrcLXhqZoHqlJtAv2tqYG5DiZFu3u2xGAGILiLQHAXAaQaMHQBIAFGIEB4NnOA9iedw9P+5JgIZpJj3avF7ilS4kIovflGKlI0kCS0evsidy7LNbcSg0Fg3aIJeP/H45TYq2ro9BkhgLqWbhRXt1Jm79p5mS5pIKfV63Gyph5n65vQ3N+PPqUKOgOJpWlJuG1Kzqhsl9VSJyEJGL+sZ2U71+NDxArC0oiHsBQjp0sBQBA3Bk9l7rLb/uG2j5HfuxvXxfwVKeJZZo/LdT34X/mtKO47OBjMDFznupi/WbQ5O+Q2zA65zeRYgmiKzXnNCL4BM4JvMDv+h1TLOyvW4DD4Dj3/ARx9PgPnOHItZ18DwPH7IEMyHxkSSx2IqMWNvSF9ggCx+4MBAGAyqAkI3K1kBgDMEXpu2YtO50A2AcEFmN6TIUL7k85BhejFaBgTwYwnVD88QUostb0E6lt6QJKmX4I9SiXeOnkK+6uq0CqVwWBn9T2VTTOHs2bheHy85SRl6VZbD+T5RDBD5a4MAKyaR52K2QDfX8jHO8dz0S6VmT2WGGz+d/n0b3vRJVcgTCzCP65dMqL9Cgr18AEgIyHMa/tn1MovgkGwkCyeafFxAcsfbAYPKr35a01DQ2OKWEiNzLCjMJnUBAT+IvcHYwyKAjGSSt1fN0P7k85hyZ90J2NCACA6zN/TU3ALKXHUrhioNFq0dV9J31Jotbjxu8348uIlNPdL7Q5koiSu3ZIN9BNgwVTLzQKdYf9p7xcCIElg93HqGkVOTI+m9O9ET5J4bOtO/G3XAYuBjDVEXA4OV9Zg88UCkwabljAYSFQ22B7jKJO8WKWGyxDCQOrQpDAPYkmQONnxLTQGJaIF1AelNDRjDZHQM93bqQoIRtqZkWubUNj9Ho63PIKDTXejuOfjwce0BinkumYYSK1D16Rq596xWEY/wo97of1J5xjuT7obemfGh3DF9mddc/dgfug3l/JQ1W3cKhwXFoaFiQkIFYnwt337kRgYiJuzJ0Ch1SK/pRUHq6vhz+dh8003ITHQ9a//hqU5lDWOVGt02HW8GNcvm0iJPVdwoaSBsjohAFhFYW8ZAHj1wFHsKL7yfvDZbGSEhSBULMTukgqr5y1MTsQXZy4CAA5WVCM11HI3dQCobe6GhuLmfd4suTk9+Hr80vgyNtc9jQTRZPizwwGCgFzXg0ZFEaTaDkjYoVgQdq+np0pD4/VQJZHsKcQ2grHq/p9xsfNVGMgrn49i9hWFqg7leZxofQJTQv6KBMk6V07TKUjlNmPxv64KIwUsjPBy90zqMrQ/6TxD/Ul3MyaCmehQf09PwS3wuWz4S/jo7VdSZrOuuXtQ/vhAVRUAYFFSIt5ftxbMy6s0Lx06jGChAHdPnjR43pnGRtzz8xb8addubL75RrAoWo2yxsT0aCRGB6G6sWvkwXaw7UC+VwczO4+NvvfEAAIeB4sdkCIeifKOrsGAhMti4YmFs3HjxAngX1bCSX3pDavnToyOBIMgYCBJnGtosn0diutlCAKYkBJFqU0qSZPMxU1xfjjfvQ0tyjJUy84CIMBnihHEjcHkwLXICbjGrHEmDQ2NOb4czLDZTKvF+O3Kszjf8TKYBAdJftfBj5OMCx2mTVfDBbPBZojQJD/odcEMqdoLsu+py78xAUYoYGgHCDEAEiAv7/RzpoDgWE65dSW0P+k8Q/1JdzMmgpkgD6h+eIqIYAmlN19Te9/g/yu7jLsyv5s6ZTCQAQAeiwXlsBXyadHR2DRzJl49egxfXryIeyZPpmxO1li/JAf//vwAJbaqGjtRUOGd0tQqjRaHzljf3XCUJTPTwONQVyfy46WCwRTEF1cuwdpx9quD8dksRPpJ0Njbh5quHptjqxo6bD7uKOHBEq+tlxkgVjgBscIJnp4GDY3PQ5VEsiew9Xld1vsFGAQTC6M+QQDX+Nk7PJhhEGxIOEno01DXo4wyFEYhEUL8ZxDCuwAwYWjLAiH5PxD86wB9Hci+v4EkVSCE97l9erQ/6TxD/Ul34/M1M2wW02OFfp4gIthv5EEO0N13paO2VG2sI4nz9zcZw2ez0atSmZ27NsPY7X1HqXu2ga+dm0mpM7rtQD5ltqjkyNlKSiVWV8+nNsXsVE09ACAuwN+hQGaAUJEQANApt93NvbVL6vjkbJAQNfrmhDQ0NL4Bj6Ju9p6Az7X+PdelKkQQb8JgIGPVBisEKj01mQxUQupKAHYWCOG9AAZkrHkAefn7gBkHIuAdQF8LUvaOW+dG+5OjY6g/6W5896/9Mp6QL/Qk4RQ30urpv3LzsZkM6AwG6A2m1XsBfB4qurqhJ0mTHZtwsRgsBgPV3e6R5BPwOFgxOwNbKQpC9ueW4dE7FjrUQNEd7KRQxSwuMpDy3aeWfmMaQHaUc43FeJfT0TQ62/UwHd3UqnYlRluvz6GhcQUkCajUWsiVashVGsiVGihVWqg1Oqg1Omi0usH/q7Tmx4aPU2nNjw38UNlcdyzAHaPBjJ5Ug8sYua5DZ5CDQXjha2CQgeAM63fGEACG3iu/E2IQnFkgVbtBiP/ktqnR/uToGOpPuhsvvNMdI9BP6OkpuJXQIBGl9rr75IP/DxeJUdPTg+qebkRKxIPH4/wDUNzegYLWVuREXJE0Vul00BkMkGsdU0wZDRuW5FAWzKg1Ouw+Vozrl3tP7Uxnrxxni+oos7eK4l0ZAFBfDkJ4bOd2yZQa4/0i4tkOItu7Kd6ZiaZ3ZlzBpmPb8FtdCWaExeK7pbd6ejpuQa83oLmjD41tvejolqGzV47Onsv/9srQ1SuHVK6GUq1xUNmJhip8OZhhs6033hSyItGrKQcJAwgryTV6Uo1edRn8OEmumqLzMEQgDe0w0U1jhAC6YSlxjGDA4N5GjLQ/OTqG+pPuxnf/2i/jJ756tgQB6rXzu4dE0hPCw1HT04PjtXWYE3dl5SQ7Ihy7ysvx4Zlz+N/a1YPH91caBQMC+e5bzUiODcGE1Cjkl9suHreXbQfzvSqY2X28GAYDNd4Pk8nAtXMyKbE1lCChAC39UrQ5IMk8lNqeXgBAmMj2F0dHL7U7M5Eh1G6p0wANsl7sqi8Fn8XGv2Zc6+npUI6BJFHXbGxeW9PYhfqWHtS1dKOprZfeCfFyWCzrAYG3w7DRvDJatBglPZ+gqPs9ZAU+aBbQGEgd8jr/A5W+G+kBXqh8yEoBdOUAqQUI44IYwUoHqd4HwtANMAIBAKSuGCDcq4xF+5Ojo5vemXEeW9uxYxEJxTdfv1QFg4EEg0FgcXISfikpwc6ycjw1b+6g5vw1qal47dhx7KmowC2bf8S8+Di0ymT4oaAQADA9JprSOY3EhiXZlAUzVY2dKChvxvhU7xAC2HWcuhSzmdkJCPKnfqUpLTQYLf1SnKtvgkytgYhrf6HthcZm9CiMBYdTYq3fN71SJbRaansMBPngqluLoh9+HD4ELO/8nPtP3jHoSRIvTluOOLHvS5rKFGqcL25AUVULiqtaUVzVSmn9Go374PhwMMO0Ecyk+d+JRtl+lPR8igbZfoTyjeI7vZoKXOh4GW3KM5Bp6xHAzUSSZL27pmw3BHchSM05kOpDIHjLjAd5KwDlTzB03QCCt9Qo2aw5C4I3cmNlKqH9ydEx1J90Nz4fzFCp0uQLUH3zGUgSfTIlAiQCLE1OQqy/P5YmJ0Gt0w9K7Ub7SXDnxIn49Px55DY0ILehYfB8DpOJP8yYTumcRmLR9FS88fUhylQ4th3M94pgpryuHVUUNomkuvB/gMWpSThcWQO5RoPXDh7D89cstus8ncGAV/YfHfx9WVqy1bEdPdR3uQ/08y2VGq1Bj8XbP8R/Z6/BshjqpLWpory3A7/UFOLPExdifeJ4T0/HaSrqO3DqUg1O5dUgv6IZenrHZUxgTdrYF7DVeJPNEGJB1Ic41/4CWhQnINMaBVl61WXoVRt7f0UKF2Bq6N/BILxP0Y3grwdIJQjOlCvHuPMA3jUgVbtAyj8xHmQEgRA94da50f7k6BjqT7obnw9muFyffwoO4QqlDYVKiwCJMTA5cO/dFrsA/2X+XLCZDHx18RIUl2tkMkJC8PfFi5AW7N7CajaLidXzx+OrX89QYs9bhAB2UVj4HyARYPbERMrsDWXd+Ay8f+IMmvr68d2FfPQqVXhi4WzEBvhbPae+pxd/3XkAF5taAAA5URGYlRBrdTzVubdcDgsiLxN6GIlzHY1Q6txXj+Yoqf4hqL7taU9PwymqG7uw61gRdp8ocUngTON5mC7ufeZKRlrZ5jGDMSfiLfRrqtGuPAOFrg0kDBCwwhDKn+6dtTIDMIJAiB4xO0z4vwGoVgC6UoARadyhuZxy5i5of3L0DPiT7sbn37mrLZIWCahfaRmazmMpkAGMXwxPzZuLR2fPQptMBhGHgwA31soMZ/3ibHzz29nBfiejQa3RYdexItywfNLIg12EwUBi76lSyuxdMycTLBetTHJZLLy8ahnu/X4rtHo9dpWUY1dJOVJDg5EWciWwzWtqxfO7D6KkrQN5TS3QX36vxFwuXlm93OY1VGrbSmeO4mu7MgBwtNkLe0T4MFKFGruPF2PnsSKUVLu3sJjG/fjyzgwB+9J0JJxESDiuWbRyPwwQvGsAXOOxGdD+5OihOj3cXnw+mPFlxRJnYDGpzwMeSSJ3KBwmEzF+ni+kjgiRYGZOAk5cpMbh23Yw36PBzOn8WnT1Urcb4QoVs6HMiI/Bm+tX4qntuyFTG2sKyts7Ud5+JU2usKUNhS2mTmOggI93Nq5GQpDt+gq1htpgRiwwX4Eq7mnDW/nHcaa9Ab1qJSyFxWc2PIIQvhBHmqtx18HNuCY2Df+bZ56H/l7RKbx68TCeyJ6Hh8fPNnmsTtqDT0rO4HhrLdoUUjAJBkL5IkwKicLa+CzMjogfHHu4uQqfl55DSU872pXGHYPfH/nZ7HqVt/4ZTOKKs9alUuCnqnwcaKpEeW8HZFoNxGwuMgNDcXvqZKyITTOzUdXfhSXbP8RTExfgwayZ+K7iEr4qP4+a/m5wmSyk+ofgxWnLkeofMnhOj1qJST/+18TOlJBo/Lj8dguvnvNzo5KuXjm+33UeP+/Po+tfriJs1Z3Q0FiC9idHjyP+JJVcXe/cGIDNon61SeOhSHq0rF+cTVkwU93YhfzyJkxIjaLEnqPsPFZEma3MpHAkukGGeElqEn793e14/dBx7CqpgN5gvdaASRBYmZWGJxbOQcQQ2W9raLTUfiByhkmdFnS34vo9X4EAcFNKDiKFElzsaMKuemPO+ZM585EZEIYA7uh2Hyv7urBu9+dQ6rTICY7E+MBw9GpUqOzrxI9V+fDn8E2CGTbBREZAKDICQnGwqRLlvZ1YEZuG+GHF9cNXbr8sO4+3Co5DwuEhzT8EoXwR6qQ9ONlah5OtdXh91iqrdS3tShn+cW4/vq64gKkhMUiOCUattAcXOhoRwjeV7hSxOXhj9hr0qBWo7OvCtxUXR3wNRjO30dDWJcUX23Px25Eiyu8nGu/H3t0NX4Mk9QBBWJVl9n70AAiM2LNd32KUZmbnuGFOVydjyZ+kgxkfwxWR9MC24AdnzmJdZgbCRNRqj7uKmTkJiAiRoKWjnxJ72w7meySYkSs1OHahijJ7q+e7rxg7yk+C/6y7Fk8vkeN0XQPym1vRIVNAplaDz2YjSCjAhMgwzE6IQ5jY/vuK6p2Z4X0b/pt3DGq9Du/NW39lZyADeCZ3F76ruAQJh4eFUaPPO/+u4iLkWg1emLYct6ea7vwV97QhiGeqsDY7In4wuGlVSFHe24nrEsaNKABwZ9pkZASEYnF0MtiMK8/1o+Jc/PPCQXxQnGs1YNhRVwIxm4cDq3+PaNGVXdc2pcwsmGMzmFiXkDU4f3uCmdHMzRl0egO+23kOn249DaXae2uOaGic4afqaUj3vwvjgzbZHHek+QEwCA7mRrzlppnZh6E1AyAEIPz+BYK3wuo4UvENSPmHYISXu3F2Vxeu9CfdDR3M+BgsV0TSl7cFXz16DK8fO465CfHYkJWFJclJ4LjgZqcKBkHgukXZ+N/mY5TY23+6HI/dvtAlRXG2OHC6jDLnncthYelM16btWCJEJMTqrHSszkqnxB7VqzsclulH3YWOJjAIAkuiU0yOL4lOwXcVl1DU3UrJdQ2Xk9c4DPO/o8yAMEquAQCBPIHFdK17MqbilYuHUdXXZfXcDqUcb81ZZxLIAEAYn5pFjdHMzVHOFtXj358fQF1zN2U2aWh8ETZDhC5VnqenYRlSAbL3EUB4LwjxkwC8188Yy7jSn3Q3vrpPedXiykiaQRDQkyQOV9dg06+/YeZ7H+D5AwdR2Oa9xbJrFoy32S3ZETRaHaV9XuxlJ4UqZgunpficapclqN6ZGZ5mpiMNYBAEiGGCFwM7B1SpiK2JzwSDIPDXM3vw1zN7UNrTTolde2ESDATzBNCTBuhJy2mAIjYXM8KsK8u5CnvmZi96vQFvf3sEm/75Ix3I0NAAYBI8aAzUZC1QDSG4CQR3AUj5JyC77wYM1C1o0NgPvTPjRRhs5OmPRWzVJTjLgKb90fvvw5aiYmwtKkZNTw96VSp8efESvrx4CWnBwdg4PgtrMzIQJPAeZSh/CR+LpqViz4kSSuxtPeBeIYCWjn7klTdSZs+dKWauRKun9gNxuLLRhKBwnGytQ25bPWaFxw0eP9ZSAwAYHxRByXUnBkfhk4XX4/mz+/F1+QV8XX4BWYFhuD11MtYnjjNJuxotR5qrsbOuFCU9behQySHXaqDS66A12H4th+/IuAJn52YPnT0yPPv2b8gro6aRLg3NWECqrQWH4XmxHosQEhABzwOyd0DK3gXZdR0Y/m8D7GyPTov2J0ePrR5JrsTngxndVdbgTKujPuod2NmIEIvx0IzpeGjGdFxsbsHPRUXYUVqGfrUaZZ2deOnQEfzryDEsTEzA9ePGYUFiAlheoOW/YUk2ZcFMTZN7hQB2HS8GBerSAIDIED9MyoihxpiHobpHhG7Y382jE+Yit60BDx/birvSpyBcIEZeZws2V15CnDgANyU79qVq60thQWQS5q1JxMGmSmyuzMOhpir85fROfFSci08WXo84sW1lt5EwkCQ2Hd+GnXWl8OPwsCAyCUtjUuHH4UHI5uD5s/sg1aqtns8mXPc3PNq5jURJdRsef20LevoVFM7asxAEwGWzweexwecaf3iX/8/jDjk25P8anQ6fbj3t6anTuACdQYk2Za7JMam2Hk3ywxbHG0g1WhQn0KMuQYRgjhtm6CwECNEmgJ0Nsu8JGLpvASH+KwjBTR6bEe1Pjh6qMmUcxeeDmautW7Mr/tg4LPObb2JkBCZGRuBvixZiX0Ulfi4qxvHaWugNBuyvrML+yioECvhYl5GJDeMykR4SYsGye5iQGoWU2BBU1HdQYm/rAfcJAVCZ1rZyXhastAmiFD1JguniC1EtkakZ9qE9NTQGb85Zg4ePbcPbBSdAkiRC+CLclJKDxyfMg4htmqo38Gyt9TXqUNmW1R6oz1kSnYJWhRQvnNuPXfWleDZ3N75ecrPTzwsAdteXYWddKeLEAdiy/A4E8kx3Tp87u29U9keDK+dWVNmCP77yM2QK54MhVyLgcRASIEKQvxBB/kIE+wsR6CeASMCDSMCBSMCFkM+BUMA1CVB4HLbDf8ctHf10MDNG0Rj6kdv2LPSkavBYk/wgmuQHbZ7HZogwLughV09v1BDceSCCtsLQ+zDI/r8B2jwQkuc8Mhfanxw9lvxJd+DzwczVFkkPX2GmAluRNIfJxMr0NKxMT0OHXI7fSsvwa2kp8lpa0a1Q4tPz5/Hp+fPICgvFxnHjsDYjHX489xbQA8D6JTl45VNqnLYDueV4/A7XCwEUVDSjobWHElsMgsDK+VmU2BqJny8V4r0TZ7AgJQEbs8chKzyU8msMr3EZLRqN6d9Nl0qB58/tw5LoFLwzdx24TNsfhQPBTbNCavHxM+0Nds8lXCDG23PXYsLmKpztsH7ewJzUetv1QyU9xpq2ZTGpZsFCnbQHslHsfIwWV82toLwZj776M+RKz/eNCQsSIzUuFClxIYgOC0BMmD+iwvx9slErjfchYIVhXcJhdKry0KY4hdLezyHhJMGfY1nhkMngQsSOQbx4FXjMYItjvA5mNBiBm0H2/x2k8meQuhIQzAS3T4P2J0cPvTPjJFfdzefBSDpEKMTdkyfhrsmTcLCqGv89cRLF7caC5qK2dhS1HcQrR47i+vHj8PDMGQh2Y23NitkZeOe7I5Q4NxqtDjuPFePGFa6tndlFYeH/lHGxCA+SUGbPFkera9HU149vzuUhJyrCJcEM9TszpgHB2fYGdCjliBb52VV8nuYfAg6TicKuFpxorcXs8HgAAAngvcJTVgv7d9eXYVJIFEKHKYPld7VAodMiRuRv9Zrx4kAAwKHmKqyOz7Q6LlJozIsfrgom1arxbO7uEZ6Za3HF3Oqau/HHV372SANMJpOB9IQwTMmMxaTMaKQnhMFPNLpeRDQ0I8Eg2AjlT0Eofwpqpb8hUjB3RGlmn4PggvD7F8CeAFL6Ekit+8V4aH9y9NA7M07iipw/b0apor5vAodt323Q2NePHwsLsbWoGE39V1RSUoKDwGYwUdzeDpVOh68uXsL2klL8+5oVWJSUSPl8LcHnsXHNnEz8tO8SJfa2Hcx3aTCj1emxP7eMMnur54+jzNZIlLV1AgBYDAYWp4y+F4slKA9mhimszI6IR1ZgGD4vPYfPS88NHhewOIgV++Om5GzckTZlML1MyObg7vSp+KDoNO488D1mhMVBzOGipKcdjbJe3JCUjR+qzGVQ3yo4jrLeDqT4BSNK6Achm4NmeT8udjaBAPBEzjyrc16fOA7/KzyJrdWFqOztRJJfEJQ6LaRaNb5ZcsvguOUxqXg97wgONlXixr1fIyswHJ0qOY631CBBEoipoTE468DOkS0ONFagU6VAv1aFmn6jalijvA/vFJyAmMOFiM3FuMBwpPmHuGRuCpUGT73xi1sDGT6XjVk5CVgyIx3TJ8RBwOO47do0NMPx59ruOeXtENwlACvZ+uOCW0Cws2Do3QToqZHItxfanxw99vqTVOPzwYw3pBm4E6lcNfIgB7GV0qMnSRyqqsY3eXk4Xls3WDPAZDCwLDkZt0/MxvQYY9F5ZVc3figowHd5+ehTqfDgL9ux+eYbkRNBjTLUSKxfkkNZMFPT1IW8siZkp7mmdub4hWr0y6h5L8VCHhZMSRl5IEV0yI31IdH+Eoi4rnHsuBR/IPYOKRBX6LR46fwBVPV1YVpoDKJEfmCAAAlArlXjfEcTnju7D1KtBg+PmzV43lM5CxDCE+KHqjycaW8Ah8lEdlAEXp25En4cnsVg5sGsmfi5ugClPe2o6u8CSQKBPD6WRKfgnvSpmG5DEjmUL8LmZbfh35eOoKC7BSW97fDn8DEuMNxkXCBPgO+X3obXLh3GhY4mXOpqRjhfjBuSs/HI+Dn4sPg0ZcHM/53Zg9ZhqXatCilezzs6+PvvMqbjmcmLXDK3F97f7Tbp5YzEMNy4fDIWTEsGj8N2yzVpaEYixe8mEITvum5EwP9GHsTOBiPkIEC617+j/cnRQ3WKuL347l/EZVzxZngzUjn1+e+WakNapVJsLijE5vwCtMlkg8dDhULclD0BN00YjzCRaepMclAgnlkwH3dNmoS7fvoZVd3dePd0Lj66bh3lc7ZEYnQQJqZH42IpNVLHWw/muSyY2XmsiDJby2eluzVPlXG5OjlMTE1TRUtQ7Tz2SJUgSaNS1MsXDmJzZR7en78By2PMVzk7lHLM2PI2tlUXmgQzDILAvRnTcG/GNIvXqLntabNjq+MzbaaIjURGQCg+WXj9iOOS/YLwwfwNFh97dMJcPDphrtnxJEmQxTnb4tT6hx0a7+zcLLH9cAEOn61w+PqOMjUrFr/bOMttIiA0NI4QLpjt6Sm4CRbg5qCN9idHj7ubjg9ABzM+Rj/Fz5fNZkLIN66uG0gSR2tq8W1eHg5X10A/RLlpekw0bs3JwYqU5BFlcyMlYjy9YB7u27IN55uaKZ3vSGxYmkNZMHMwtwKP366CRETtH2evVIlTeTWU2VvlxhQzAAgXi1Gp7oJCS/0W9QABftTWIej1BvRJlfCX8HGspQYsBgNLoy3vZgXxBOAx2ejTXF2fLd6MVKHG/zYfc+k1osL88ehtCzB3kmtSJ2loaLwb2p8cHUP9SXczBoIZ75TldBVU/7EFSq4U6S/46BOTWhghh4N1mRm4PScHKcFBDtnNDDUWhbvS4bXEgqkpCPQToLtv9H0nNFoddh4vwk0rJlMwsyvsO1lKWeFdcmwI0hPCKLFlL9Pjo1HZ2YXKjm7oDAaX9BoKDRRTbrOrTw5/CR8SNhd1BgMudDRhSmi0yRgDSeLtghNQ6DRYEOWeei+akfngh+Po7Ve6zP6KORn4891LwefR6WQ0vkGXqgA96mJoDTIYpUgskxFwn/smRSW6cpDKLSDEf3HbJWl/cnQM9SfdDR3M+Bg9Umq/0IfKhw4EMslBQbgtJxvrszIh5DgXZesuNxF0p6IZALCYDKxZOB6fb8sdebAdbDuYT3kws/M4dSlm7iz8H+DmiRPw3fl8KLVa7CmtwMrMNMqv4S8WgM1iUlqQ2dkrQ1JMMB7ImomHj23FrQe+xbyIRMSK/EEQBDqUMpxtb0SLoh9RQj88PXERZdemcZ6G1h5sOWBej0QFBAE8cedibFya4xL7NDRUozMocKL1cbQrz9o13leDGVJbBFL+KR3MuBBX+pPuxueDGZVGC6VaCz736lhRa+3sH3mQAwQMiaSvSU01KegfDQQIrM/KRIyf36htOcq6RRPw5fYzMBisr1bZS21TN6VCAHXN3SipbqPEFpvFxIo5GZTYcoTU0GA8NHcG3j56Cv/afxTTYqMRIhJSeg2CAIIDhGjpoO5+r2/uwfTx8bg2Lh3f8m7Fp6VnkNfZgkNNVSAIwJ/DR7JfEO5On4KbU3LMGmd6G1JtB3hMMdgMz+Qou4sf916i5G95OAwGgf+7fwWunet8TRMNjbsp6vkA7cqzYDNEiBEtg4AVDoLwTNG1SyFlI4+hGNqfHB0B9M7M6GjrlCI+KtDT03ALbS68+d5Zs4oyu5ESMV67ZgVl9hwhPEiC2TmJOHahihJ7vxzKpyyY2Ulhb5m5k5I81uNi09wZAEninWOnsf7Tb/Hs0gVYlp48KA5ABSEBYkqDmZqmK71OZoTFYoYNJTFvR0/q8GXNXVgR8QySxGO3IFip0mLH0UKX2H7s9oVjJpDRG66u/hhXM02yg2AxBFga8x2ErEhPT8d1GCw3KHY1tD/pPHQwM0pau/qvmpuvheKbL9jfdYpUnmTD0hzKgpmDuRV4/I5FEAlGt1JPksCeEyWUzAkAVi9wf4oZAHTI5GiXyTE+MhzL0lOwp7QCj2z5DX48HrIiQhEo4IPNtG+l8JXVy60+FhpI7b1Z3dg18iAfoUVZCJ1h7KdE7DxW5BK51BVzMnD9somU2/UUKrV7axNpPIdS345Q/nSfCGTInnsAQgjC/+3BY4bum+w7We9e8aABaH/SeTzpT46JYKati9o3xFshSaCtm9rVitiIAErteQvTx8cjKswfTW29o7al0mix92Qp1i/JHpWd88X1aKXoXg0JEGH6+HhKbDnK7Dc/tHi8T6XCyZp6h2zZCmYiQqhNURy6M+Pr1MnPjTxoDLD/NHWNZQcI9hfiz3cvpdyuJ1FpdJ6eAo2bYDPEYDE8syPvKKQmDyAImOzXay54ajp2QfuTzuNJf3JMBDOtnZ7ZjnQ3LZ190Gqp7VAbF2l5BeJiSwt+LSlFQWsb2mQyKLRaCDlshIvEmBAejtUZaZgQHm7xXG+AIID1i7Px9rdHKLH3y6GCUQczu45Tl2J27dwsMBjUpXR5IymxIZTa65Mp0dYlRVgQ9UppAKAxKHC+azMqpEfRr20Fi8FFOC8dk4NuRIzA8i5An7YZF7p/QoP8AmS6TjDAhIAViAh+FtIkixArnDQ4tlZ+Bpe6t6JTXQW5ztg48remv5vZ3JS2B4zLOfR18rPY1vA0ksVzsTLKfOy5ru9xouNjzAy5G9OCboWB1OHjyhuh0ktxb/L3ELLMPx9IGPBx5U1Q6HpwT9I3ELNDBx/r17bibNe3qJOfg0LXDS5TjGhBNqYF3YYgbrxDr6dcqUF+BfWrsw/dPG/MqZap6WDmqiGUPxUdynPQkxowCc/I4NoLI/Bri8cJwU0g+DfbPJdUfgtSsdkV07IJ7U86jzV/0h2MiWCmobXH01NwCxV1HZTbjBsWSfcqVXhq924cqKo2G9ujVKKxrx/nmprw6fnzWJqcjH+tWAZ/nncWIK+ePw4f/HgCGu3ov+jLattQXteO1LjQkQdbQKPVUdrwb9X8LMpsOcqj82eNPIgC0uKde61tcaGkAdfMob5OQq7rxs/1T6BH0wB/ThQSRDOg1PehQXEJdfLzWBT+R4z3N61J69bUY3Ptw9AalAjnZyCUlwqVvh/dmnoU9+0Gjyk2CWYYYCGEl4QQXhJqZKfRpa5FsngO/Dmm8tIE4bxUNoNgIU2yCJd6tqKs/yAmBW40G1MvvwCFrhsxwokmgUyrsgTbGv4CtUGOcF46IvnjINN1oqL/KKqkJ3Bt1N+QKJpp91zOFtZBT5GE+QBxkYFYMXts1MkMpbd/9FL0NL7B+MCHcaDpDpxuexpTQp4Fl+nFKVFsKwI1rCTrjw2gSaB+PnZA+5POM9yfdCdjIpipauj09BTcQmU9tTdfgERg0q1VrdPh9h9/RHG78ToMgkByUBCiJBLwWCwodVo09vWhqqsbJIB9lZVo+qEfP91yE7gs77uVJCIelsxIpazo/rcjRXj8Ducc7GMXqinL/c9Ji0ZMuOc+NP4wZ7pbrhMTEQA+lw0lhfUAF0saXRLM7G99HT2aBkwNugUzQ+7GQGJFu6ocP9Y9hsNt7yBWOBl+7IjBcwp7d0BjUGBh2COYELDGxF6HqgoClr/JsVjhpMHgRqbtQJe6FumSpZQLAGT4LcOlnq0o7d9vMZgp7dsPAMiULBs8piPV2NH0AtQGBa6N+htSxPMGH2tVlmBLw1PY0/wybk/8BCKWfTtuuQW1o3siFti4NAcUalR4DVTnvtN4Lx2qCwjhT0GjbD9+VRxDACcdPFYIGLBcpzgz/FU3z9AOCDu+vxiu2UEfCdqfdI7h/qS78T4P1AnqW3ug1erBZo9BecIhVFB888VFmK7ofHb+wmAgc8ekiXhoxnSLfWLa5XK8e+o0vr6Uh+L2dnx2/gIemD6N0rlRxYYlOZQFM3tPluCRW+eDxXR85XvvSd8v/Hc3DIJAcmwICihMNTpf0kCZrQG61XWoleXCnxOFmSF3YWiGeCgvFZn+y5Hfsx3FvbsxM+TuwcdI0rjrwCTMU55CeJ7rQh/KS0EwNwEdqkp0q+sQyI0bfExnUKNKdgJsBh/JQwKW8v7DkOk6kCKebxLIAEA4PwOTAjcit/MrXOrZhjkhv7NrHuUUrxyyWUxcO9dzO5quhGqJVRrv5Wz7c4P/J0k9utVFgA9pgTBCcwHCjkJxRhDAdG9DaID2J51luD/pbsZEMKPXG1DT1IVUF6SleBPlte2U2huu2LGjzFhse1tONv6+aKHV80KFQjy/ZDEA4OtLefittMxrg5ms5AikxYehrHb0vV16pUqcuFiN+VOSHTpPplDjZF7NqK8PAAIeB4ump1JiyxdIjQ+lNJhpautFS0c/IkIklNlsUFwEAEQLskHAPNAN5hrTJdrVlSbH0ySLkNezDYfa3kS7qhzjA1YjmJtI2bxGQ4bfMhxr/wCl/fsxK+TeweOVsuPQGpTI9FsBFuOKul+jwtjUMk401aK9eOE05HZ+hQb5BcDOUqi65m7nn4AFstOiIOR7d42Bs9A7M1cPcyPeHnmQN8OwL6uA4C4CEeL+xsW0P+kcnlaAGxPBDGCMMsfyzdfa1Y/mjj5KbWYlR5j8XtvTCwC4OXuCXeffkpONry/lobbXu3NMNyzJxj8/3kuJrZ3HihwOZg6fraCs0G7JjLSrpqEXAKQnUL8yt/90KW5fTV3wLdUavxQKe3eisHen1XFqvWlhaTg/A2tiXsKRtneR3/sr8nt/RQgvGRP81yDDbxmYhOc+ntMli3G8/SOU9h/ErJB7gMu7TYMpZn7LTMbLdcbUDLGVFLKB2pqB12okOnvlkCmoXW6ePj5u5EE+SlkNNY14abyfcIF7ahavZmh/0nGG+5PuxvlKUS/jYmmjp6fgUs4XU58eMyHVVKeeyTDeDqFC+7TCQwTGru+MURQcu4Nls9MhHmWPmAFOXKxGn0zp0Dn7c6mTl109/+pIMRtg2jjqHdC9J0sptUfC2J0+hJeMDL9lVn/iheYBVLxwGu5I/Byro19AomgWutQ1OND6H3xT8zv0aV3fZ8EAy0G2gBWIONFUSLVtaFIUAAAU+l40KC5Awg5HlGC8FYuklaOWj1ujvoXaXRkASE/0XvXF0dDWJUVnr9zT06ChGTPQ/qTjDPcn3c2Y2Zk5X+xYfwtf40IRtTefv5hvluOYHBSIi80taJPLECgYWce+RWpcaU4JCqJ0blTD47Bxzdws/LBn9Pr2Or0BB3LLsX6xfTLN/TIVzhVSc2/GRQRivIc/MNxNWJAYidFBlDa8rKjvQG1TN2Xb4iJWMAAgnJeBReF/dPh8AgQSRbOQKJoFma4DR9veQ4X0KA60voH1Ma+NcnbGHRVrwYRCZ31XNdNvGWpluSjtP4AowQRU9B+BgdQjw2/ZoN0BxKzLOy86y8WzMq0xP3uo+pkteqWOLRjYgyeVdlxJUVWLp6dA4wHk2ibUSLejV10CjUGKcMFsZAbcBwDQGqTQGKTgM0PAsFCT5xVoL4HUFgIGKawtggAAIfqD++Z0GdqfdAxL/qS78e4ldQdo6ehHS8fYzBsmSeAcxX9c41PMneKbJhjTy34tsW/l+ueiIgDA9eO9v6h2wyh7xAxlnwMr+4fPVUBHkbysu+SY3z56Cjd9sRnvnch1cD3dNczKob6OZMfRQspsxQonAwAaFBdgIEcnAy5ihWBF5LNgM3hoVlif40C9ip60rZDHYRgFPGRW0ruaFPlWz00UzQKXKUal9CgMpB6V0qMACGT4mTecHHgNamWnLdqqkecCAKKt9NsZjoIi5b8BuBwWQgI8o47kaqhaLKHxHar7f8buhvUo6fkYLYoT6FLlQ6694qB2KM9jZ91q1El3eHCWViAVILvvgKHrBpD9L4CUvQFS9l+rP56A9icdw5I/6W7GTDADUP8GeQuFlc1o66K2kVN2WpTZsY3jsrAyPQ0fnz2Hj8+dh9JKf5Z+tRpvnDiJLy9cxMLERNww3lrKifcQFxmIyZkxlNi6VNaIdjs75x7MLafkmgwGgWvcpMR0sakFFxqb8f2FAlhSsV3+/udY/v7n2FZAXRNQW8zMpr7fwNaD+ZRJZQdx45EomoVeTROOtL0LHWla66EndaiWnYRaLzM5Xik9Ptj8cijtqnJoDSoIWdZ3PP3Yxi+PGvmZEefGJNhoU1WgQX5xyCMkznZ9h061eT+pAZgEG6niBVDppaiSHUeTogBRgvEm8tIDJIvnIoATjUrpCZT3HzZ5rFVVikvdW8BicJE9TILaGkoVdXLcACAScMekJDNJAkfPV448kGbM0K48i/MdL4MAE0l+12NSyNNmY8IFs8FmiNAkP+iBGdqGlL0JUnMaIMQgBDeCED0GQvyE1R9PQfuT9mPJn3Q3YybNDAAOnSkfkzUFB05T4xAPJSc92uxYbkMjpkdH40RdHV4+fAT/PXEC6SEhCBEKwWYwoNTp0NIvRUVXF3QGA/hsFuID/PH0nr1Q6XRWV/HfWrWS8vk7w4alOZTkipIksO9UGW5dOcXmOJlCjXNF1HwgzspOQLC/kBJbI1HTZUw9SgsNtvl4r1Lllvlkp0VBwONAoaJutV6mUGPLgTzcvsqy+pajLI34E7Y1/Bn5vb+iUnYcIdwkcBhCyHSd6FbXQm2Q4+6kr8FlXqlHy+38Cl3qagRx4yFmh4HN4EOqbUershgAcbnw3jIZfstwrus7lPbtM8onc2KgJdXQ6OVYH3slNY3DECAncD3Od23G1oY/I1qYDS5DiE51Dfo0LcjyW4Givt1Wr5PptwwFvb/iZMenIGG4nGJmDoNg4dqov2Nr/Z+wq/lFXOj+Ef6cKMh13WhS5IMgGFgR+TQkbPvqVuQUvtcAxqxoRkFFE10vc5VR1vsFGAQTC6M+QQDX2HjyQsfLJmMYBBsSThL6NNYXKzwFqdoLEAIwgrcDTM87wdag/Un7seRPupsxFcycKahDn0wJP9HI9R6+AkkCBygsIAeAIH8hMpPMnYpbNv9g8rtSq8PFZuv52EqtDp+dH7kOxVuCmfmTkxEcIEJnj2zkwSNw4PTIwczxC9XUpZi5sbfMQJASYEfdlDtgMRmYlZOA/aep/TvYvOs8blo+iZJ+AjymGNfHvYmC3t9Q1n8QLcpi6EktBKxARAjGIUk0G0KWaXA4NegmFPftRae6Gt2aBgAkeEw/JIpnYWLABkQJrKsKClmB2Bj3H5zs+BRtqgp0qqvBY4oRyk0xGzs75D4ImYEo6tuFZkUBmAQHYbw0LAl/Alym2GYwE87PQAAnBj2aBrAYXLMeMkMJ5ibgloQPcKbrG9TITqNDWgUeQ4Rk8VxMCboJoTzzuVmDJKlNcORyxtRX3SB7KBazoPF+ulSFCOJNGAxkrMFnhaBHTV1/M8rQt4HgzvLqQAag/Ul7seZPupsx9Qmv0xtwMLcC1y22T1rYF8gtqEUHBc73UOZPTgbDQs5FYuDYLJAdgMlkYO3C8fhky6lR2yqubkVblxRhQdbz8A+fqxj1dQDAX8LHnInua6Ko0hnTCzlM72katmbBeMqDmc5eOb7ZcQ53rZtOiT0mwUZOwHXICbjOrvGpkoVIlVjv5zQSwdwkrIl+acRxBAhMDNyAiYEbLD7+x/T9Ns+/I/Ezu+ckZAVhYdgjWBj2iN3nWILHoXYnRaujRhrdm5DKVdh5tMjT06BxM3pSDa4dvVp0BjkYHpR3twpDAhDmzbi9DdqftA9r/qS78cI7fXTsPFY0pm6+73edp9zmgqmWV0j33XO3xeNjiXWLJuDzX3Khp2DH5PDZCty4YpLFxzRaHU7n1Y76GgBwzZxMsJjuK28TcTnoU6rQLvOe9JWp4+IQFeqHpnZqtfE/++U0ls/OoLSJJs3o4XKp/WpSqUcnzOCNbD2QD6Wa2toiGu9HyIpEr6YcJAwWm/QCxoCnV10GP477FsHsheDMAKk5A4JUAwQ1LRNcBe1Pjow1f9LdjCkBAAAoqGhGQbnr+zO4g5qmLuQW1FJqUyzgYhJFhfC+SEiACHMp2uU4dMb6zsvZwnqoNNQ4GqvcnLcb4+8HADhd24BOucKt17YGQQCrF1AvNKHW6PD6Fwcot0szOqhOC+uRKkBx5ppHUaq0lEjN0/ge0aLFkGkbUNT9HkiYL8oZSB3yOv8Dlb4bMaIVHpihbYxF/XqQvY8BBuok910B7U/axpv8yTG3MwMAX/x6Bv9+Yp2npzFqvtlxjvIv4DmTkty6yu+NbFiaTUkKWH55k9Wc2hMXqSm8zEwMR1K05UJ8VzE1NhqFLW1QarW4+YvNuGv6JGSEhYDPNk39aZPKUNLWMaprZYRZ7hhvidXzx+Gjn09Ssqs2lOMXq7HjWBFWukktjmZkAsTUpqFotXr09CsQ6Of96S328Om203Th/1VKmv+daJTtR0nPp2iQ7Uco3yiL3qupwIWOl9GmPAOZth4B3EwkSdZ7eLbmkJqzIDjTQap2g2w/BLAzQTDCAMJyWjPh/7abZ2gK7U9ax5v8yTEZzJy4WIWqhk4kxbjXCaSSivoOl+RDr5xHO2xTsuIQGxGA+hbrDQPtwUCSOJ1Xi+WzzQsxj1MUzLiz8H+AmydNwDfnLkGj16OupxfP77Ys7/nJ6fP45PTotq3Ln33M7rFB/kLMm5xkc0fMWV75ZD9SYkKQGm9fU8erFYX6AhSafOhJKWx9M4b5ja5mJjyY+rS/6sZOBPrFUm7X3TS29bokXYTGN2AzhFgQ9SHOtb+AFsUJyLRGxcxedRl61ca6wkjhAkwN/TsYBMeTU7UI2feXIb/pAW0BSBRYHe/pagzan7SON/mTYzKYIUngtc8O4L2/3uizvQX++9UhGCgOoxOigjAly/e/zEcLQQDXLc7Gm18fHrWtk5dqzIKZyvoOu/vQ2ILLYWHZzPRR23GU+EB/vLRqKZ75bR+0eu8qnL577QwcPltB+QqTRqvDn//7C7548XZIRDxqjY8BDKQcNR33QqY6Ydf40QYzrqhhKqlu9fnPP73egBfe3z0mBQ1o7IfHDMaciLfQr6lGu/IMFLo2kDBAwApDKH+6V9bKDEAEfOzpKTgE7U9axtv8yTEZzADGxoa/HinAGhfk2buaA6fLKOmHMpyNS3Mot+mrrJo/Du//cBxqzegKg0/n18JAkiZqHqfya0c5OyMLpqZAJPBMgeTacRmYGBWB7y8U4HxDE9qkMih1OhgMJPpURulmPpsNLsu9imep8aFYND0NByhWNgOMXZ8ff20L3vzLRgj53rei6Ulae1+HTHUCTIYY/oI1YLOirBYfUwGfy4a/mI9eqZIym2cK63H76mmU2fME7/9wHPnlTZ6eBo2XIOEkQsJJ9PQ0HILgWpd391Zof9Kc/2fvLMPjuK4G/C6zmCXLsmSUmRkS27GdOOQwNmnSJg020K9pG07bJE3TMDM6jGbmmJlkyWJmrZbx+yFbtqwVeWe1kjzv8/ixdubOuWdn6Z57qKutJ3usMQPw+sINjB+a0mr53K5GaZWR5z5svVTq2aDTKLlQzAloxKBVccHEgfy6/qBfcupMVrLyKpqEJ20TyJgJdsOu5PAw/m/m1CbHrE4nw//zOgAPzJjELeN8V3MLJHdcOZl1OzIFz50BOJhVwn3Pfccrf70iaIZkV6TOuhSpREf/uBUo5Z3TIK1fcjQ7BGo6C7DnSAH1ZhsGXff0vK3fmcXni3cEWw2RLoLNXYXVVY7b64AWW1ZDlHpEp+nUkxHXk6foiuvJrpG5EyCMJht/+d9PglWVCjQej5fHX19CvVn4zuoXThuMRt0zu2CfLVcItLOw68ipXQ+bw8k+AXZO46NDGJ3edVy4J9EoFBhUwV3kJ8eHM39a4Ay9QycMmlqjcF6B7o7TXYpOPa7TDBmAwX3jBZXncntYvLF79mXZcSifR19f1KMqsomcHUbHcVYUXM2vuRewqvBG1hb9nrVFt7X4r+vjbuNf10BcT56iK64ne7RnBuBYbjlPv7WMf913cZePd/zvx6sDEkKgUMja7FZ/LjKwTyzpqXEczi71S87uwwVcN6+hoszeo0U4nf5/AV80bUiXfb/GGvTU2+1B1eH2KyaybPNhv8MEW+Lw8VJu+vun/Ou++Qzr37U7VXcGMkko0k5udDdEYGMG4Otlu7ly9sguU4GnPew/VsT/vfiTIN8rIt2f7eVPUuc4TqxmPKGqfsglGoKfJt8xvNaf8JrfB9dx2jJYpHHHOkepdiCuJ7vuerL7fKP7wZrtx3jyzSW4AhCWIhRvLNzAD6v3BUT2VbNHEhcpNgX0xYJZw/2WcSDrVB363Uf8j02VSGB+F6oSciZxIfpgq0B0uJ67r53a9kA/qKgx8ad/fsPCJbt69I641wv7Mop47cv1LY7Rqydhtm/D6+08I3ZIvwTBO0uXVBj5eln36c+yetsx7n32O7E5pkgj9c5c4rSTmJbwJsMjH2BwxJ0MjrijxX9dDa9tBd66/wPXCSNFeiJEW2IAyWm/LcoxSPT3dr6CbSCuJ7vmevKcMGYAlm85wl9e7HouQq8X3vp6E58tCkwstEGr4pZLxwdEdk9g9sSBflevqjVaG6uX7RYg0W7M4N4BKU0rFLGG4BszAFddMIrRAW7Y5XZ7eOWLddz2+BccyioJ6FydzfHCSt7+ZhMLHniPO57+ip/XtlweNT7sEfB6yKu8C5e7slP0CzNoGD5QeK/Y+z9sIa+kWnC5QvPxT9t49LVfA+Z9FOmeJOrOp96Zh9Pjf8XMoGD5HACJ4a9I4w4ijdkEEgWSkEeRxu5GGr0SiXIieN1IdLcHWVnfiOvJrkePDzM7nd/25XDro1/w1F0Xdol+EhabgyffXMqGXVkBm+PmS8cHrNRsZm45dz/1Del943n5H1cEZI5Ao1LKuWjaYBYu8a9vQ0ZuOaF6DUdzyvzWKdiJ/21x67hRTE/rw6C49je8DAQSCTx2x1xueOQTzFZHQOc6nF3K7U9+yUXThnD7gold2thsCY/Xy/5jRWzYeZwNu7IoLKtt97Um+zZ06onUWRZjLFqDRjkYhSwWJL5/QlKi3hFE5/PH9WfPkUJBZJ3EanPyt5d/4d0nruuSRR7Kqur513vL2X4gL9iqiHRBxkQ/xoHqV1mWv4BY7US08jhkrfSTGRTetQwCr+sIKAYj0Z2ez6MGr6XhT1lvJOGv462Yhdf0OhLDX4KiZ1uI68muxTllzADkFFXx+8e/4PYrJnHDRWNQdHJp2ZMczCrhn+8uI7cocDuEcZEhXDNnZMDkAyABraZrJYJ1lAUzh/PVUv9CifKKq9FrVX67ng1aFTPG9m2QadrCsqK/kWY4n1kJT/glV0j6x0TRP6ZrNBCLiwrhzzedx7/eXR7wubxeWLT+IEs2HuK8sf24du5ohvZPCPi8/lBaaWT7wTx2Hspn+4G8sy51XFD1YOPfXlxYHIEJYTiT88b246VPhe+RkF1YxX3Pfcerj1zZZQwaj9fLonUHeeWLdQE3zkW6L8WW9WQbf8DlsZJXv7jN8V3NmMFjQqLs3fSYVAue2lOPJQYkykl4bcu6rDED4nqyK3HOGTPQUNXm7W828dPq/dx6+XjmTxuCrJMSQmvrrbz59UZ+XXcgoHH4Egn84445KBWBe4n7pcSw4sN7Aia/s+gVF87YIb392gktrqhrpThm+7lg8qCAvmY9kYunD2HHwTxWbDnaKfN5PF5WbzvG6m3H6J8Sw8zx/Zk+uh8piRGdMn+Lenm95BRWcTCrmIOZJew+WkhRB7wvrZEa85kgcjpKVLieaaP7sm5npuCyDx8v5fePf8HzD1xKn8RIweV3hI27j/P215s4Xtg5IXwi3Ze9lS/i9tjpF3od0ZrRKKQGJN2pAIBUj9dT3lRjaTS4ss8YFwUe/yMdAo24nuwadF3NOoHSKiPPvr+Sj3/exkXThjBvSjqJMaEBmSuvpJpvl+9h8YZDnZLMeeXskYztQt1ZuzoLZg33y5j5bV+OILsygSw53JN57I9zKauqZ19G5zYUPJZbzrHcct76ehPJ8eFMGp5Keloc6WlxJMWGBWzeeoud7IJKsguryC6sJKuggqM5ZVhtgfluMahnBERue7j+otEBMWYA8ktquOXRz7nl0vHceNFYFIrO21m1O1ys2pbB9yv2+l1REUCpkONyuQX3Yol0LTxeO3HayYyIejjYqpwd8n4Nyf9eJ0gaojok8oF47SuReKpB2rAp5HUdBkn3CecV15PBpVsbM3qtCrfb4/eLWVJh5P3vt/D+91sY2j+BCUNTGDEwicF941Arzz6EKruwit/25bB5TzZ7jhZ0WkWkXnHh3H1dYCs99TSmjepLTIShMZG/o5RUGP3WIa1XFINSY/2Wcy6iUMj4z4OX8ocnF5JfUhMUHfJLasgvOZV7ZdCp6ZccTXxUCLFRBuIiG/7Xa1SolPLGf0q5HJfbjdPlwely43S5qbfYMJps1Jls1NVbqawxU1pppLiyjtJKI0aT8L0DuirD+icypG88BwNUgMHucPHOt5v5YdU+rrtwNBdPHxKwxpout4c9RwvZsCuLZZuOCNYDon9KDO88fi2Pvb6YTbuPCyJTpGsyPPIhDla/jtGRTYgyNdjqdBiJ6jy8jp147WuRqC9oOKieC9bv8FRdjUQ9u6Fks2MHEvWsTtNLXE/6prusJ7u1MfPMPReR1iuKm//+2VnHgp/JgWPFHDjWUGpXLpOSkhhJYkwoCdGhJMSEEqrXoFbJUSsVqFVyXG4PFqsDs82Bsd5GXkk1ucXVZBdWUl1nEUSnjiCVSnj8zrnt/tAUldWycNEudh7Io6LahEwmJTJcx5B+CVwwZSBjhzaNba2tt3Lh7W82OTZsQCJvP31tq/Nk5pbz4fdb2XekkDqT1ecH8dd37iQyTAdATZ2FxesPsXlXNtkFlVhsDnQaJf1SYrhizghmjOvX5Nqte3N58Nnv+cef5jJyUBJvf7WRnQfzMZntREfomTG+H7dfNbnFRk9SqYTLzh/Gu99tbuuWBYyLZ/j2yki6ekH7LkKoXsNLf1nAbU9+2SUaXtabbYKU6u5KON0lVNZ/RL1tE05Xw/ekQp6AXj2JKP0tAWuqefd10/jTM18HRPZJKmpMvPrFet76ehPjh6UweUQqo9KT6B1/9uGDZquDY7nlHM0pY39mEdv252GxCZsPExWu58WHL0ejUjB6UC/RmOnhOD31hChTWV5wNTp5PGp5FDKJipZ6zUxPeKtzFWwDiWYBeK1IlKd6lUhU00A9D69tKV7zBw0HpZFI9A91ml7ierI5HV1PBpNubcxU11mYONzAU3dfyAPP/yC4e93l9pCVX0FWfoWgcgPJgzefz9B+7UtKzi2q5vZ/fIHN5iS9XzwDUmMxmmzkFlWzeN1BQvTqZsaMTqPkiXsvpM5oJbeoip9W7W9znqPZZdz5+FdIJHDJzGHERRk4cKyYddsaQkfuuHYK/VNiCDVoGq/5fsVePvzuN/Q6FWm9ookK11FYWsuug/nsOpjPY3fPY9609GZzbdmTzRufr0cqlTAyvRc2m5O9RwtZuGgXx3IreO2xq1rU85LzhvLhj78FpX68Qi5j7uTmzwdAJlFSbc9he+W7lFj248FFpCqNERHXk6Kf0mRsgXk7Swr/QqphOrMTnm4ma2/1F2yreJexUbcxKvLmJuccHjP7qheSXb+eemcJMomKWE06wyOuI1E7yuc8M+IeIV47nO0V71Fk2Y3DY0Inj6KPfhpjon6PQqrhTOqdpeyu+oxCyw4srmpUMj0JmpGMiryZCFWfjt66JiTGhvG/hxdw//PfB6Tz8bmM0bqSvKr78HhMTY67HFVYHQeoqv+UXpEvEqa9WPC5Rw5MYs6kQSzfckRw2WfidLnZtPt4o1Gg0yjpkxhJr7hwIsN0hIdo0agVKOUypFIpDqcLu6PhX73ZRnm1ibKqekqrjJRVGQO6g6pVK/nfw5cTHd5QLn3koMAYkyJdhz2V/2n82+wqxuwqbmV0F0QaiUR/X7PDkrCXwDYXXEdBmtDgoZF2Xh6iuJ5sTkfWk8GmmxszZgDGD03hrmun8vrCDUHWKLhcM3cUV84e0e7xP6/aj8Xq4OHbZrLggqbXZeaWEx7avOO3Qi5jzpRBjWPaY8y8/+0WHE4X/37okkaPynXA8++t5OdV+zHoVEwc2XQRe+WckfTtHc3kUalNclG+/HUnr3++ni9+2eHTmFm79RhTx/TlmT9f1JisVlJh5Hf/9ym7DuZzKLOEwf18dxaPCtMxfUxfVm/r/I7DU0alEmZovvAHqHeW8FP+XWhkYSTqRuFwmym27GF50T+YHvcXBobO93t+i6uKXwv+TK0jn1BlIr31k7C6aimy7KbAvIOpsQ+SHnZJs+vyzVvZWvEWEomUBO0InB4rpdb97K/5hip7FvN7vdRkfJn1MEsKH8bhMROjHkScZghmZyXZ9evINW1kdsLT9NZP8uu5pKfF8fbj13D/c99TWWNq+wKRRqpNXxGhv4Yzd3ltzgxyK+9EgoLY0D8TojkfhSwB8OJ0l2C0rqai/gPyq+5DJU9BoxwquG73Xj+NTXuOd3qlL7PVwcGskoCFuZ0tSoWc/z58WZOysP17x6DXqjBZOq+5qUjncmXq9mCrECCkSNTzgHlBmV1cTzalo+vJYNOtm2ae7na7cf5YLp85LIjaBJcpI1O5/8YZHbrm5M6Dr8T1fikxRIUL0xzx4LFipBIJU0anNTl+8nFGTnmza8JCNMwY16+ZbtdcOAqZTEpese8ShDKZlEf+OLtJ1Y346BBmThoAwJHjrSfaXhGkD+/F01te/BVb9jIw9EKuTf2CCxKeYX6v/3FRrxeRIGVz+WvY3HV+z7++9D/UOvIZGXkj1/T5nNkJT3NJ8qtclvwmcomSzeWvYHQ23wHMrl9HnGYoN6R+w+yEp7gw6T9clfIxSqmOIstuyqyHG8e6vHZWFj+Ow2NhdsJTXN77bWbGP94wT+83kErkrC55BrPL/52rtKQo3n/yOpLjw/2WdS5RUP0Xjpdfj9PddOFeVvcKeN2kxS4kLvQhtMqRKGSxKGRxaJUjiQt9mLSYheD1Um58swXp/hEVrucff5wTENndDblMyr/um8+oQU2bxkqlEoYPEL7RqEjXQSKRdehfl8NTAXS9RrDievIUZ7OeDDY9xpgB+Msts5g5vn+QtAkeg1Jjeebe+Ug7mFtxweSBSCUS/vvBav77waqAuT/dbg9SqaSZfgp5w9vP1oGEO5lMSniIFrfbg9tHOFj/lBifHqXYyIaqKCZL67u6owb16vQSu1HheiYMS2nxvFKqY0L0nUhO+7gmakfRxzANl8dGdv06v+avceSSb95KqDKJsVG3NZknWj2AAaHz8HhdZNQtbXatVCJjWtzDTZq2GRRxpIWcD0CF7VS55OPGNZhdFaQappNqmNFETow6nWHhV+P0WDhY871fz+ckcVEhvPv4dWJRhQ4gleox2TaRWXoJNmdG43GT/Te0qjFolS33GdAqR6BTj8dk3xow/c4f15+r54xqe2APRiGX8e/7L2bqqDSf50cOFEPNziW8Xner/7oanvLJeO3tyU314jW9hadyLp7ySXhr7wd34KpViuvJBs52PRlsuneYmbHpm08qlfDU3RfhdHkC2gW1KzFiQBIv/qUh+bOjDO4XzwuPXM7LH6/lhxX7+GHFPvqnxLBgzgjmTUsXrAHUwLQ4dh3MZ8/hAkYPOVXeb/v+hlLIA1PjfF63dW8ua7ZmkJVXQVWtGavNid3hwulq+Qu6JW+STHryg9l2HOwVM0fw4qdr2hwnFBdOTUcqbfmLI1LdD6mk+eubqB1Fdv06ym1HSOfSs56/yLwbgATNiCaGzEkiVA0VcyptzcPvIlX90Miaez/08gYDwuExNx4rtu4FoJduvE89kvUT2FX1CYWWXfge0XHCQjS8+eg1/O+TNfy6/qBAUnsu6QnbqDJ9QrnxXbLKFjAk6RAAbk8dCpnvz+npKGQxmO2BDYO574bpHC+oYNfhnlVcoT0oFXKe+/MlTBrRcm7Zmd4akZ5HXv0iMmo/xejMbdNguSptV6vng4LrCF53ITgPg9cKiqFItFeB5NTvt9fyOV7TS4AUJOqG4gDO/Uijfm0yTijE9aR/68lg072NmTpzs2NymZRn77+Yf767nKWbDvu4qucweWQq/77vYlTKs38ZJ47ow/iXUti8K5tFaw+wZU8Oz72zgoWLdvLfv15OogC9Mm6/aiJ7jxTy6MuLuGruSGIiDRzOKuGXNQdIigvjkplNQ6w8Xi+Pv7yINVuPYdCpmTiyD1PH9CVEr0ajVvDyx2tbjAmXyfzfTZg3NZ03v97YKfXboaHpY2toZL5r1WvkDR4kq6vWr/lNroYwvyN1izhSt6jFcXZP87LVOnmUz7FSyUmj6JTxaHY2eP708hgfV4DuxHGTs3nYoT9oVAr+8cc5TBjeh+feX0G9mE/QIjJpCDEh9xKpv5ly46kqSApZDA5X232Y7M4cFLLAesLkMin/fehy7nv+u8ZKQecCoXoN/334sjYTcgf2iUWrVgpeNU2ka1BkXsP28ieAhpAzjTwaq6sChVQPeHGe2ECKUo8kRjM2iJq2jLf+f00P2BbhtXyJNPLrU31mLN+ANApp1M8gjcRregOv6TW8lq+R6G4TXCdxPen/ejKYdE+tT9BS+TyZTMrjd84jKkzHZ4t2dLJWncOcSYN4/M65gnSalUokTB2TxtQxaZRX1fPKp+tYu/UYz7+7kldbqf7VXoYPTOLJey/ksZcX8fEPW/F4vUSF67l05jD+cPVkdBplk/HrtmWyZusxEmPDeO+f1xMW0jQx/qWPAus10WtVXDBpED+vbbu4gb8MH5BIr7jW8zq8LXmTTuQ8daR0s8fHLp6XhnC9KFU/ItS+Q1cAQhXNF1HSs4rJDk5Tv5nj+zO4bxxPvLGk05trdjdk0lDiwx5pfKxXT6PatJA6y2JCtRf5vKbW8isWxz6i9Df7PC8kGrWCl//vCu599lsOt5EH1xNIjg/nxYcvb/O7Ahp2lIcNSGDrvtzAKybS6WTVfQPAsMg/0z/0eiQSGd9nT2BE1F9IMczH5CxgV8W/cXttDAgL/GfxbJForwHV+YACHJvxmj/Ga3oFSchTDQPcBUhUk0Ea3TBefzde63dgXwcBMGbE9aQw68lg0e2NGa8XfK3lJJKG3gR9k6P59/srsDu6XsLZ2aCQy7jrmqlcO2+0z+ftLzGRBp6+7yIu2JMj2IKvps7Cyx+vZeqYNJ758/wmyfm+yMpr2JmfPq5vM0OmsLS2U6oZXTF7eKcYM215ZQCsLt9NIM2uSgA0srBm57xe3+Wlre7msvTyhh+LGE06U2MfbFOfs8WgaNixN7WQ4G8+4SHSK3x7boQgLjKEtx69hm9W7OaDH7aK5ZvbSWzIfdRZFpFb+SfCtBdhUM9AIT9RzcxVgtG2mjrLMuSyKGJCm5ddDQQ6jZI3H72aJ99cyrodmZ0yZzCYNrovT/xpXrNNn9YYNbCXaMz0UGrtGYSrBjIg7KbGYzKJCpenIUxKr+jFpLgXWJp/KYdr3mNYZOd8HjuCRD0HScgzpw6opoDX3NBIkxPGjNcCEt1pV0mRKEbjdWxtoaOOf4jryWBr4x/d1wyjIbHcZGl9MTJn8iA+euZG+iZHd5JWgaNXXDjvPXkd110ozBtv3fZMqmqau1aPZpdhtTsbexf4y76MIqpqzcRFh+J2t70rfzJZP7eoacUyk8XOf95bKYhObdG/dwxD+vou4SwUGrWCmeMHtDmu0p6Jy9P8fV5s3QNAtHpg4zGltOHL/2To2JmUWPY1O5aobWheVmTZhccbuC/pRF3DPPnm33yezzNtPaFPYBO8pVIJ184dzff/u41r5o5C3o13ozoLpTyJ1OjPUcjiqLUsoqD6YbLLrye7/AYKqh+mzrIUlbwPaTELAx5mdjpqpYJn77+EWy+b0GlzdhZKhZz7b5jB8w9c2iFDBmBUupg301Nxes3oFU1fX7lUi8NjbHyskOqJ0Yyn0Lyqs9VrBxJQ+CgkohgG7jM3us5Y6MiiwVMbEK3E9WT3plt7ZqDBmjbo1K2OSU2K5KOnb+C9H7bw5eKdQWmK6A8SCVw4dTAP/25mix3sz4YPv/uN7PxK+vSKJC4qBI1aSVmlkUOZJUgk8MdrJje7ZtOu41TXWTBb7OSXNOzyl1Ya+fiHrei0KnQaJQP6xJKWfCqXYsyQZPqnxPDt0t18u3R343GNWkFiTBgXzxzKlXNGNn6gpo/rx7vfbGbL7mzuevJr+veJobrWws4DeSTFhzN8YBL7jhYKdh9a4orZIwLaW2LW+AHtej1dHhtbKl5nSswDjWFdRZZd5NZvQi5VN6kMFqHqg0yioMJ2jCLLLhK1o0+c8bKn6guq7M27g0eo+pCin0KuaROby19lYszdyCWqxvMer5N88zYStCNQSs/ewE3VT2enshc59Rs5Xr+GNMP5jefKbUc4UPMtcqmawWGXn/UcHSFEr+aBm87jytkjeGPhRtbt7Lm7+22hUsq5YOLAVsdoVaMYmLCBWsuvmG2/4XQ3hHcp5AkY1NMI1VyIRNL5PykSCdxx1WRGpffi3+8tp6TC2PZFXZz01Dgeu3MufRIjz+r6QX1i0agUnZb3J9J5KCQ6rCe88idRyyKpd+SccSwCqwBl7gVHGgZuH7lu7lJAAl47cDIc+szNT6+PY8Ihrie7Lz3CmGlPHLFC0eBOmzs5nRc/Wd1tKuGMGJDEfTdOJ72Fil/+cPNl41iy/hBZeZXkFVXjBcIMGqaMSeOaC0czMr15ic8X3l9FRXXTRoTlVfW8+/WpUovXzR/DvTdNB8Bqd/L6Z+vJK65mxKAk4qJDkEokeL1eLDYnBzKKeOmjNZgtDm5Z0FDDKixEwxtPXMPbCzdy8Fgxh7JKiI7QM/+8Idx65US+/GVHpxgzs8YP4JXP17UYS+sv89sRYgaQaphBlnEVhebtRKn64/RaKTLvxouHyTH3oj6tQIBCqmVo+JXsrV7I4oKHSdCORCnTUW0/jtFRwsDQCzlat6TZHDPi/sriwgoO1/5MjmkDUap+KKRazK5Kauw5ODxmrk/92i9jRiqRc0HC0ywqeJBVxU+xT/01ocokLK4qSiz7kEiknB//KAaF8O/11ugVF85zD1xCTlEV367Yw9JNh7Hazo1FYGJsGAtmDufi6UMI0bf+Iw4glaiJ0F1FhM7/XDqhGTs4mS+fu4U3v97I96v24vEEJzfLH8IMGu68egqXnDfUr9KoMpmUof0T2H6g7aINIt2LEGUadY4sPF5nY5XLMGV/isxrsbtrUJ2oLlnryPDr+zpQSJRj8Fq/AeU4JOrzAQlexw68lk8BF97aP4OsoVeS113U1DfjKmgsEBAIxPVk96XbGzNGU8di3lOTInnjH1ezdV8u73y3iSPZZQHSzD+S48O569qpzBjTL2BzzJo0kFmTWt+NPZOf37qjQ+Pf+Hw9v6w5wLMPXcL0cc2fS1WtmUvvfIflmw43GjMAKYkRPPew73LDt101iduuatolfsKIFLZ8/VCLetx02Thuumxch3RXKGTMnz6EzwOQ9JccH97u5naDwy5jTOQtbK98jyLLHjxeJ9HqgYyMvIEU/ZRm48dF/xGNPIKjdUsose5HJlEQox7I9Li/opIafBozKlkIlya/wZHaX8iqX0Wp9SAerxOtPII4zVD6GKaik5/dLvHpRKhSuSLlffZUfUae+Teq6rNQSQ30MUxjZMQNRKmDV9e/T2Ik/3frLO66ZiqLNxziu5V7KSj1na/UnYkK03He+P5cMGEgQ/ol9IgQg5No1Aoe+t35XDl7BO9+v4U12zJO1sno0hh0aq6bN5pr5o7qcEhZS4wa1Es0ZnogCbqpVNr2UGLZSKKuwbudpJ9FTv3PrCm6hUTdeRgdOVRYd5OomxFcZX0g0d2D174Bb+09eJHSkO3gAmRIwl7Ga/wX2FeDIh2cB/DaViJRzwTHHryOjUiU0wKmm7ie7L50e2OmpRK9bTFheAoThqew81A+C5fu4re9OXiC/KsnlUiYOKIPl58/jEkjUlvtPdJd2L4/D7lMytSxfX2eDw/VolLJqe/gl0hncfnM4XyxeIfgC6L509r2yvTWT+KOAesbH89J/He7ZEuQMiz8aoaFX+3z/OkyT0cmUTAk/AqGhF/R5hy9dONalAMwIuIGRkTc4POcTh7FlNgHmMIDbc4TDPRaFdfMHcXVc0ZxILOIDbuOs2FXVmNYZXdDIoG+vaIZPyyFySNSGT4wMWAN0WzOo1SbvyUh7LGAyG8vvRMi+Ne988m6dDwLl+5izbZjXTLkqm9yNAtmDmfelHTBQz5GDRKbZ/ZEUgwX4/JYiVKfyjuJ004iST+LQtMqMmo/A0Ali2BIxD3BUrNlFIOQRizEa3oVr3MPeN1IFEOQ6O8D5RgkyvF4HbuQqCbiNT6Ht/ZuvMhpMHgkoPtdwFQT15Pdl25vzPjbM2LM4GTGDE6mvLqeJRsPs2prBln5nRtnmhQbxuyJA7n0/KHEnUh+7ynotSpcbg8HMooZPrCpJ8Lj9fLR91ux2pxMbKUJXDBJjAll/LAUQSsDSaUSLpyaLpg8kcAgkcCw/okM65/IPddNI6+4mg27sti0J5vD2aU4nV2vuzY0hBil9YpiSFo8w/onMm5obyJCtZ0yt8VxgArju0E3Zk7SNzmax+6Yy0O/O5/lm4+ybPNhDmQWBzUELTUpkulj+nH++P70C2Ai8aDUONRKBTZH1zPiRM4elSyCwRF3Njs+IfZZinSzqXUcQyuPI1F3XmPIWZdDMQRJ+Lu+q5JJI5GoLwBAEvIoSBR47ZtBakCi+wMSpVAtlZsjrie7LxKvt3PNR4fTxbRbXhFM3l3XTOXmSzoWPtQWJRVGtuzNZvfRQvYeLaSqtnnFL38I0asZOziZcUN7M25ICvHRPfcNt2brMR57+VfkchkThqeQEBOGRNIQXrb/aBFlVfXERYfwxhPXdNn7sGn3cR5+8SfB5E0emcqLD3dOkrtIYHC5PRwvqODw8TKO5JRy5Hgp2UVVuDs5GTQyTEdKQgQpiZGkJETQv3cMA/vEBq3xWWX9RxTVPM7w5K4bQ15vsbP9QB5b9+VwIKuY/JKagBk3CoWMfr2iGdgnlmH9ExkzJJmoMF3bF4qIiLSJuJ48t9aTrdHtPTOB2HWKjw7hitkjuGL2CAAqa0wcy6sgt7iKovI6SiuNVNeZqau3UW+x43C6cDrdSKQStCoFGrUSjVqBVq0gVK+hV1w4vRMi6B0fTnJ8BDERhh4Vp94a50/oT9jjV/P14t0cPl7Clj05SGj4AKYkRnLVvFFcOmuYYHHigUAqFbZ0b3t6y4h0beQyKQNSYhmQEsvlDAPA6XJTXlVPaVU9ZVX1lFUZT/xfj9Fsw+5wYXe4sNmd2J0NfzucLqRSKXLZyX8yFHIpGrUSg1aFXqfCoFVh0KmJCtMRE2EgOkJPTISBuKiQLve5cXvqg61Cmxi0KmaO78/M8Q35WTaHk6z8SrLyKyipMFJeXU9FjYmKGhMWqwOH093wWrlceL1e5DIZMqkUpVKGXqNCr1Vh0KmIDNMReeI16hUbRnJ8BIkxod26EZ2IyLmEuJ7svnR7Y6YzyuJFheuJCtczqYuGQnV1RqX36tZ9D35df0AwWWEGDVNGpQkmT6TroJDLSIwNIzE2LNiq+EV2+Q1IpXpSot5pPJZVtqBd1zpcga8yKDRqpYIhfeMD3ldKRKQzqXNkkVv/K8Mju1huousYSKNB2vVC4MT1ZPel2xsz3aFSjUj3pdZoZeOu5r1Zzpa5k9PFJo0iXRqLYw9nNqsz24Wv6CciIhI4auxHOVb7eZczZjzGJ8GxB2nMepDGBFudJojrye5LtzdmREQCydJNhwXdrbl4hhhiJtK1SYv51ufxSP2NROpvbPXaKtNnVJm+CIRaIiIiHcDlMbU9KBi4MkExqMsZMiLdG9GYERFpBSFDzAalxpLWK0oweSIigUCjHOzzuFrRt8VzJ1HJUwOhkoiISAdxdlVjxmtHIusdbC1EehiiMSMi0gKHskrILqwSTN7F04cKJktEpLORtaPztkxq6ARNRETODTaU3I1ComNi3H8aj60t+n27rjW7SgOlln/IUsBTHWwtRHoYojEjItICv6w7KJgspULO7EkDBZMnItKZDE7ah0zStqEil0WhkMV1gkYiIj2fattBzsxfq7TtC44yAiHR3oC3/hkk7iKQJbZ9gYhIOxCNGRERH9gcTlZtPSqYvPPG9sOgVQkmTyTw5BprOF5bzfG6ao7XVpNrrKHWbsPsdJz458Tt9aBXKNEplOgVSvRKFUn6EPqFR9E/LJJ+4VH0DglD1s1rZ8rb4ZUBCNHMJj1xdoC1ERE5hcfrJc9Y2/CvvoZcYy25dTVU2SyYnU4sLidWpxOzy4Hb40EjV6CRK9AqFGjlCiI1WnoZQhv+6cPoHRLGoIholDJZsJ8aMxLe9Xk8NeQK0kKuaPXa48bvyDb+EAi1/EKivQbcx/HU/B5JyNMBbYIpcu4gGjMiIj5Yve0YZqtDMHnzxcT/Lk+V1cLGolw2FOWysSiXckv7mpvV2m3U2m2Nj3eVFTU5b1CqmJaYwvnJqZzXK5VItVZQvUVEziVcHg+HqsrZVlrA1pICtpcWUu9of+d2k9OByekAa8tjlDIZQ6PiGBObyOjYBKYk9Ean6PyeTmGqAT6Phyj7tHjuJAZF18xL8ZrfAa8HPCa81TfhlegbPDQShc/x0siuZ5CJdD1EY6aLcdxYxexF7zQ5NjupP+9Mu7LTdHjvyDae3bOa+4dO5f6hUztt3q7Er2uFCzGLiwphTHqyYPJEhMPt9bIqP4svjuxjQ2EOgajMWe+wszgng8U5GUglEkbHJvK79JHMS+mPXICGrG/u28bzOzZ0+Lp/TZ7NjYNG+D1/R+n9/gt+yzhw832EKHuGp/O8bz8gu86/HIKfLrmBkTEJAmnU9fAC20oK+CHrEEtyjnXIeDkbHG43u8qKGjcmVDI5M3r1YX6fgczqnYZW7nvh3VmoZGFtjlFI9YFX5Czw1r94xgETuDKCo4xIj0E0ZroY8VoDL068hBq7hf3VJfySeyjYKp1zFJTWsDdDuOZ/86cNFjv0djHMTgcfHNzFF0f3UmruvKo/Hq+XHaWF7CgtJEFn4JbBo7hu4HC/FuZHqssF1NA3Dlc+UqkBeSuN7tweIw5XAUp5EjJpaMB1Eun5lJjr+eLIXn7IOkyRyRg0PexuF8tzM1mem4lGruDStEHcMWwcqaGd3/jxkpTVKKS6NsepZBFo5F2v/LE0almwVRDpgYjGTBdDK1dyeZ+GkKT1JdmiMRMEfl0vnFdGIoGLpokhZl0Ft9fL1xn7eXHXZiqt7QsjCxTF5nr+vX09b+7bxiNjp3PtwGGcjc17uKpCcN3OpNz4BtXmb+kftwS1wnchC5e7gmOlc4k2/IGE8McDrpNIz6XEXM+b+7bxVcZ+HG53sNVpgtXl5KuM/Xxz7AAX9O7Hn4aPY0R0fKfN3x6vDECCbhoJummBVeZsEMu3iwQA0ZgRETkNj8fLkg3CGZBj0pOJjw4RTJ7I2bO9tJB/bF7JsZrKYKvShFq7jUc2LefrYwf49+TZpEe2fzfV7naR42eIUnsw27cjk4ahVvRvcYxKkYZKnkq9reMhbyIiAJVWM6/s+a1LGjFn4vF6WZZ7jGW5x7g4dSCPTTiPWG3XDO0SEenp+B+wLSLSg9iyL4fKWuF27MXE/+Dj8Xp5Zc8Wrl38VZczZE5nT3kx83/6lNf3bm33NRk1lbi9gcj0aYrTXYZGOYS2fjJUihSc7i7a30KkS/N95iFmfvchnx7e0+UNmTP5Nfso5337Ae8f3InL4wnoXJau2j9GRCSIiJ6ZDpBvquH9I9vZXJpDmbUemURKjEbPyKhELk0ZzOS4Pk3GV9nMfJd9gDXFmRyrrcDkdGBQqBgUHsvN/Uczp1fr1Ujaw/qSbG5d+xVzew3kzakLmp1/+/Bv/GfvWh4cNp17hkxucu5wTRkv7lvPzooC3F4PgyPiuGfwFFStlKQsNNfxxsHNbCzNpsJqJlSpZkJsb+4ZPJn+YdE+r+nofQsmv647IJgsg07NeWP7CSZPpOOUWUzct3YRW0sKgq1Ku3B7vbywcyMHq8p4cdq8NisoHemEEDMAj9fWrj4zUokBjze44Xsi3Yticz1/27ScdQU5wVbFL8xOB89sXcvPWUd4a+YlJBkCkze2OG8+MZqxpBjmk6SfiUyiDsg8AcdditfyGV7HFnCXNByTxSNRTkCivVHsQSPSIURjpp1kGSu5fPnHWF1ORkQmMCQinjqHlSxjJd9l7ydMpWm2KP/s2C5ePbiJEKWaAWHRxKj15Jlq+K0sl9/KcvnvxItZ0Cc4XeH3VhVzw+ovsLqcDIuMp7c+gjxTNbesXch5iX19XrOnsohb1n5FvdPO8MgERkf1osxaz9L8I6woyOCNqQuYmdh08X429y1Y1BgtbN6TLZi8C6emo1SIH7FgkVlbxQ1LvqHM0nkJ/kKxNOcY2bXVvH/B5SQbwlocd7gTkv8B5NIo7K62PxsOVz4yaVjgFRLpESzPy+SBdUswO4Urgx9s9leWcuFPn/LKjIs4r5fw+SFqWQTl1u2UW7ezu/I5knSzSDHMJ1ozijMbbHZVvPY1eGsfgjM3PjzVeJ2H8Fq+RBL6LBL1hcFRUKTbIa602slXWXsxOx08PXYON/Yb3eTc4ZoyItXNq4vcPGAMg8JjOT+xLwrpKW/HydLH7x7ZGjRj5m/blmB1OXlk5Pn8cdCExuPfZe/n/7Yuajbe5nZx96YfMDntvDFlAfOSTyUB760q5sbVX/LnLT+z8qI7iNOe2sE9m/sWLH5ZdwCXW7gQgcvPHy6YLJGOsb+ylJuXfkeNvZVmEl2cjJpKrvx1Id/Ov47eIWE+xxyu6hxjRqcaQ63lV8z2behUvpvcWRz7sDj2EqoRm2aKtM3re7fy350bA1IOPdjU2W3cuvx77h05kQdHTxHUxJifsowyyzbyTUsoMq8jt/4Xcut/QadIpLf+IlIM89EpurBXw3UMb+19gByJ/h4kqukgiwevFzyleO3r8Jo/xlv7MJLI3qAYHGyNRboBYs5MO/GciEtXSpvbf+nhscRqmif+Rai0zOk1oIkhA/D7gWORSaQcr6sKjLJtcKC6hIzacnrpw7h9YNOFyZWpwxgSEdfsmkV5hym11DMveVATQwZgRGQCtw8ch9np4JNjO5qcO5v7Fgxcbg/frdgrmLyRg5JISWxf13QRYdlWWsi1i7/u1obMScosJq5d8nWLZWmPVHdOmFmU4RYAcipuo9r0VZNQMo/XSo35B3LKfwd4iTTc3Ck6iXRP7G4X961dxAs91JA5iRd4dc9v/G3T8sbfQSGQICVOO5FxMc9wScpKxsf+kzjtJCyuUg7XvMuS/EtZV/wHcup/xuWxCDavUHhNb4LXjTTiEyT6+0AxHKQxIIsFxXAk+vuRRnwCePGa3w22uiLdBNGYaScX905HKpHw2I5lPLZjGUdrz35HVCaREqXW4vZ6cHsDmyzoi31VxQCMj0lG6qMBytjoXs2ObSvPA2B6vG+3+YwToWmbS3ObHBfyvgWS1VszqKgRLhxpwUzRKxMMMmoq+f3y73tU2Eqxych1S75u1g+nsL4u4M0DT6JTjSM29AHcnjoKqv/CgYJ0DhWN4nDRaA4WDCK/6n5cniqiDX/AoJ7eKTqJdD8sLic3Lv2Wn48fCbYqncbCo/t5cP2SgBTqkEnUJOvnMTX+NS7uvYyRUX8lWjOKSutedpY/zS+5Xc9L6nVsB+WoBiOmJRTDkCjHNowVEWkHYphZOxkZlcj706/m6V0r+SJzN19k7mZweCw39h/Ngj5Dm3lfTrK+JJsl+Uc4UlNGpc2M2enA5nbh9ASvWsvJ/hoxLXhFfIV+lZ7IO4jX+S4zHK9tOF5sbrqDfLb3rTPxeuGTX7YJJi8qXM9541ouYSsSGCqtZm5d/j2mHmTInCTPWMsty7/n50tvQCVr+No+3ElemZPEhT6IVjmUcuPbWBy7cbkb5pcgQ6scQXTIHwnTXtypOol0H+xuF7et+IHtpcI1JO4u/Jh1GLvbzevnX4wsQB2UVbII+oZeTVrIFRSa13Cw+k1MzvyAzOUX3jok0ti2x0mjwbMz8PqI9AhEY6YDzEhIY1p8KmuKsvgmey9ri47zt21LeP/INj6YcTXJ+lPdgD1eL/dt/okl+UcIVaqZnpDG7KT+hCk1aOVKnt61gnpn4HdVWysTKWkhklcmadlh19LmkreVXaeO3LdgsGb7MbILhQv5u2bOSOQy0enZmdjdLm5f+WNQu4QHmiPV5Ty6eRUvTJvb+LizCdHMJkQzG6/XjtNdCXiRyyKRSjSdrotI98HpcfPHlT+xpbgLLq47iSU5GTy9VcdTE2cGQLqXCuse8k1LKTStwuFp+B40KFICMJefSKPxuvPbzCPyunNB1v6eWyLnNqIx00GkEgmzkvoxK6kfpZZ6ntm9kqX5R/n79qV8fv71jeOWFRxlSf4RkvXh/DDnd0SotE3kPLVrhSD6nPxC8LYQfVxpa14m9aTnpdzmO6yq2t78moQTHplSi+/FYqm1vsm4M2nvfetsPB4vH/ywRTB5GrWCy8QQs07n8S2r2VNeEvB5QlVqRsbE0y8skn5hUcRq9egUCvRKJRIkWF1OrC4XJqeDwvo68utryTPWsq+ilCqb//Hr3xw7wNi4RK7uP5TDnVSW2RcSiQqlvAsnGYt0GTxeL3ev/pV1hYEtvSwBeoeEMyw6lmRDGAn6EBJ0BnQKJWq5HLVMjtvrweZyYXO7qLBYKDLVUWyu53BVOYeqyrG6nAHV8eNDu0kLjeDm9JGCyDM6sskzLSG/fhkWV8P3n1IaQlrIlaQYLiZC3fX6nEmUk/Fav8VrW4ZEPdfnGK9tCTgPINHe0MnaiXRXRGPGD+K0Bl6dfBnDi19kZ3nTPhZHahp2Tef06t/MkMmrr8EkkFdGr1ABzcO7TrK9vPlO2LDI+MZzXpoXc9xTWdzsmilxffj2+D7WFGdxVVrzxfraoiwAJsb2blPn1u5bZ/Pz2gOCemUunj4Ug1YlmDyRtllbkM1XGfsDJj9SreWq/kOYmZzG6NjEsw4TyaqtYmtJAb9mH2VbScFZJz8/tmUVBoWKA5Vi8zyRrs//dm9meV5mQGRHaXTMTE7lgt79GB+XhEF59t+9bq+Xw1XlrMjLZHluJhkBarD71NY19AkNZ2piylldb3NXkl+/jDzTEmrtGUBDUYB47WRSDJeQoJuGVNJ6f6pgItHfhde2DG/t/aCeC6qpTaqZYV+H17YSpJFI9H8Ktroi3QTRmGknywsyGBmV2CzPZH9VCRaXk176sCbHT3ooss6oWFbvtPOPHUsF02tAaDRKqYyD1SVsKc1lUlwK0FBJ5e1DW3wm3A+PTKBfaBSZdZV8dHQ7vx84rvHcT7kH2VnR3MCY12sgLxsiWFGQwaK8w8zvnd54bl9VMR9mbEcjV3BT/zFNruvofetM6i123v1us2Dy5DIp1184uu2BPQC7qwS5LBSZRNv24ABSa7fxfxuXBUR2Skg4d48Yz2Vp6ShbaSTbXvqGRdI3LJIbB42g2GTkq4wDfHhoV4eT+G0uF3eu/tlvffzBi6vV8xLxp0UEWJ1/nNf3/Ca43InxydwyeCSze/cTLAdFJpEwNCqWoVGxPDR6CnsrSnj/wE6W5h5rNVy7o7g8Hu5ds4hVV95KlKbjrQkW5c7DS4M+ocq+pBguJtkwD7UsUjAdA4osEWnEB3hq78NrWwo2H+sheQrSsNcbqpyJiLQD8Rennbx6cCMZtRX0C40mUReCTq6kyGxkb1UREuChYU0r+MzpNYD/7d/A2uIsrl31OYPDY6m0mdlUmksfQzhjY3qxw4dXYkn+EeocNuqddg7XlAGQVVfJG4c2Y1CoMCjUjIhKoI+hoeyvTqHk1oFjeefwVn63diHjY3tjUKg4WltOoamWq9KG8+3xfc3meXb8hdy4+kv+uXsVv+Ydppc+jBxjFUdqy7kydRjfZTfd6ZZLpbw5dQE3rlnIfZt/4v2j20gxRFBhNbG9PB+JRMJLky4lSde063FH71tn8tqX66kxCle6cv70IcRF+Q6z60l4vU72FM+if9RLRGgvCKouj29ZRblF2I7zKpmcu4aP567h4wUxYnyRoA/hwdGT+f2Q0by9fzvvH9gZ1KIg7aHG/B3lxrexO4+3acwMTw6ux1Uk+OQZa/nzusWCll8eGZPAY+NnMDo28CGOI6Ljef38i8mqreKJ31azqShPMNk1dit/27SC92Zf3uFrlbIQkvVz6W24mHDVwLYv6IooRiCNWtEQTubYBu6GtQ6yBFBNRqKeg7g8FekI4rulndyZPokfsvdztLac48ZKvF6IUGmYldiPWweOY3xMcpPxESotC2fdwH/3rmN3ZRF7K4uI0xq4Om0Y9w6ZyntHtvo0Zu7f/FOzEo459dW8uG994+P/G3Eed6ZPbHz8l+HnEa3W8/XxfewoL0ApkzEsIoHnx19EqFLt05gZFZXEN7Nv5n/717OzopBjdRUMiYjj0/OuI1ZraGbMAAwIi2HRvNt44+Bm1hRncrimjFClhjm9BnJn+kSf/Wk6et86i52H8vl13QHB5MllUm651HczwZ6G0b4Tjzf4PVy2lRYKXuK1lyGU92dfzsCIaEHltkSYSs0jY6dxSepA7lu7iMza4PSeaos6y1Lyqx4AGrwuClksTncZMqkB8OL2NOTf6VTj0KsnB1FTka6Ay+PhztU/YxSodLhOoeTJiedzdf/0ToLIAACqrElEQVTObzLdNyySL+ZdzQ9Zh/j7ppWC5dWsyMvih6xDLOjbsaaQ83svRyrpAUs3iRqJZgFoFgRbE5EeQA/4RHQOF/dO5+LTQqvaQ9+QKN6edqXPc/cPncr9Q6c2O5553d86rJtUIuH3A8c1CRc7nezr/+7z+JCIOD6ccU2HronV6Hl67ByeZk67dDub+xZo6kxWnnpraYuV2c6Gi2ecG14ZgFrrxmCrAMCz29cJKm9CfC/ennUp4arOr8yVHhnD4stv5i8blnXJHhyVpk8ASAh7lKiQ25AgZ39BKgnhTxGhuwq7K5fC6r/h9VqJCbkzyNqKBJt3D+zgcJUw1fbSI2N48/xL6BMa3KqXC/oOZnBkLLev+JH8+lpBZD6xZTXTElM6FG7WIwwZERGBET8VIucUHo+XJ95YImiDTJVSzq2XTfB5zu0xUWR8hyrLMuyuAqQSNXrVCBJD7iBUfcq75vW62Fk4HpfHyOikzSh9lKT04mZn4SSc7kpGJ25EJU/o8DwAtdb1HC6/lb6R/yFEPY782v9SZ9uCy2NEKYsjUjuHXmEPNMmHqbGuo6T+EyyOIzjcDYuUoxXNF60Te2cioWlolt1VSGHdG9TaNuJwVyCXhhKqnkBS6D1oFWfXj2dpzjFBq5eNiU3k4zlXoJErBJPZUVQyOS/PuIgQpYrPjuwNmh6+sDoOoVEOJTrkjsZjUokaz4kO4yp5CilR73K0eApldS8TH+Z7M0Sk51NQX8cre4SpEDk5oTfvzb4MnaJrJLQPCI/im/nXcu3ir8k11vgtz+iw88qe33hm0qwOX2t2FpFT/wu19iM4PPXEaSeTHn47AE5PPQ5PPRpZNFJJ8L7TREQ6C7EZhsg5xUufr2Xr/lxBZV5/4RhiIgzNjjvc5ewvvYzCujfwel2Ea85HqxxInW0Lh8pupKz+y8axEomcKN2leHFTaf7V5zx11s043RWEqic2MWQ6Ms/p1FjXcqDkcupsWwlRjSdMPQWXu5pi4wccLf9Dk7FSiQKdYhDRugVoFf0AiNTOITHkzib/zuxdVG/fw96SiygzfY1CFk2kdi4aRSpV5qXsL7mEauvq9t3k03B5PPxnp3DeoUER0UE3ZE4ilUj45+TZXDOg88NpWsPjMaGSpzQ5JpXocHtqGx/LpAb06inUWhZ3rnIiXYpHt6zE5mo9p6o9nNcrlU/mXtFlDJmTxOsMfH3RtcRqfTed7ihfHt3XYU9PtvF7lhUs4EjN+5RYNlNl24/ZeSpsvcK6iyV5F5NXL34WRc4NRM+MyDnDO99u5tvlewSVGRmm4+aLfYf3Ha96BKszm6TQu0gOe5CTewcmx0EOll5Nds2ThGqmoJY35A3F6BdQUv8xFeafSAi5rZm8CvNPJ8Zd4dc8J6myLCVCO5v+Ua8ilTSUNLW7CtlbchF1tt+ot+/BoGrohxCqnkzoiVwIh7sEizOTaN3lrRYA8HhtZFTcjdtjYkD0G0Rq5zWeq7fv5XDZjWRW/pmRCStRyprnW7XE8rxMsuuq2z2+NXQKJW/PutSvkq6B4F+TZ3O8tpqdZUXBVgUAqVSH82SS7gnksmjsrqxmx5xusWT0ucrSnGOsK/C/n8zQqFjenHkJCmlgCnD4S5xOz5szL+GaxV/5XenM5fHw352bePW8+e0aX27dwa6KZ5FJlKSFXk6osi+7K55tqp92MgqpniLzGvqEXOaXfiIi3QHRMyPS4/F4vbzy+To++mmr4LLvuGoyGnXzHX2LM5Ma6zrU8hR6hT3A6R81vXIIMfor8XpdlJu+azyuUw5BqxiA2XEIi7NpXwaP10q1ZQUyiZZI7alGY2czz0kkyEiL+HejIQOgkicRpW34UTU5/CuQUGlehMNdSqR2XhNDBsCgGkFCyO24PWZKjJ90SO4nh3b7pdfp/HPyLFJCghuL7wuFVMY7sy4lVKUOtioAqBUDsDmP4vWeSn7WKNMxWtfi8pwqWmB1HEQmPTdyx0Sa4qWhp4y/RKq1fHjBFWi7gKe0NcbEJvLAKGGKXfxy/AhZ7Sz+kVH7CVKJjPMSP2BU1COkhTTPy5VKFIQo06hzZAuin4hIV0c0ZrowH23YxeC/vsQbK1uu03+0uIIJT7zJHz74QfD5cyqqGfzXl5r8u/eTXwSfJ5DUGC08/N8fWbh0l+Cyh/ZP4OLpvsOB6mwNMeOh6gnNckgAtIoBAJgdB5scP+l1qTzhhTlJlWUFbq+FSN2FSCWnEtTPdh4AnXIwCh+9CU6GsLk99T6fW3sx2rcBEK7xXX47TDMDgFpb+xdAGTWVbCst9Euvk8xMTutwJaHOJEqj469jpwVbDQBCNLNwe4wYrasaj4Vp5+P21JFZeinFtf8kp+IWzPZt6JTnRq8lkaYsyznGMQEaTT479QJitB3vvxIM7hg2ltTQCL/leKHdeXJVtoNEqocRrhrU6jiNPBqbu2tWRxQRERoxzKwnIAGdSvi44thQA89eM5das5WDhWUs3ntU8DkChcfrZenGw7y2cD21RuHLCMtlUv522wW01K/N4WpITi8zfUWZ6asW5bg8xiaPo3WXklfzPBXmX0gOexhO5KA0hpjpmoaYne08AEp5rM+xp4wi/8q92V2lJ+aJ93ledeK4w13cbplCeWXkUimPjp8hiKxAcv3A4Xx77ICgxQ7OhgjdVXi8FnTqUyGVBvUMwrTzqbUsosL4DgByWRRxYY8ES80uQVleJQtf+IVdqw9SXVaHIUzHsKkDuf6vl5CSnhRs9QLGq3v9b455Wd905vTuJ4A2nYNCKuOJCefzu+XNPd8d5fvMQzwydlqbuXturx2VtG1vsstjFiufdSJuj4elWZlsyMthT2kJVVYL9Q4HBqWSKK2WYbFxTOmVwkX9+qMIUP+ycxnxnd7NGZgQzdYn7wqIbK1SwSWjGnZ/NmXkdgtjxuF0sWLLURYu2cXxQv93CVvixovHkprUcsflkx2adcrB6JQtNzY7M49FIYsmTDOVGus6jLYdhKjH4XRXUWfdhFreixB10/ycs50H8OnJCQgt1sDumLFkc7n4SaCyxTcOGiHIjmqgkQB/HjlZkMWSP8hlUcSFPtTseO+oNwi1XITNcRiFPJFQ7Vzk0m7SiTwAHNl+nH9c9gJmo5UBY1IZPKEflcU1bPxpB1sW7eLRz+5hwoUjg62m4KzMy/K7FLNaLu8ynsiOMKNXHwZHxnDIz+df77Dzy/GjbRb/0MkTqHUcw4sHSQvBNW6vnVp7BqHKNL90Emkfq3OO8+S6NRTVN980rLXZqLXZyKqu5ocjh3l203r+PnU6lw5o3bMm0jFEY0akU6iqNZORW07v+HDio0ORSltwaZwFNUYLe48WsWFXFpt2H6feIkyjtpZIS4ritssmtjpGdSKh3aAaQWrEMx2SH6O/khrrOirMPxOiHkeVZQle3ETrFsAZ1cL8mSfQnAxXc7SQEN7ouZEl+Dx/JuuLcjA7HX7rJZdKuWPoWL/ldBYzevVhUEQMR6qF6dshLFLCtPNB277k5Z6M3ergnze9jqXexqOf38PUy069x47uOM4j8//Dc79/m/d3PUtUYtc3pDvCh4f8D+O9bfAYEnTNq0J2B+4YNo771i7yW87CjH1tGjNJ+pkcqfmAQ9VvMTjiT80MGo/Xxb7K/2FzVzMwvHkhGRFheW37Vl7a2v5Q6QqLmQeWL+FAWRmPTpsROMXOMURjRqRTyCup5sEXGvJ6FHIZ8dEhRIfriQrXEx2uJ1SvRqdVodeo0GmUKOQy5HIpcpkUiUSCy+XB4XJRb7ZTU2ehvMZEXnE12YWVFJbVdtrzUCrkPH3PRSgUrXs1QjVToAZqrZvxel1IOuDuD9fMQi4NpcqylNTIp6myLAUkROsvF3Ses0UqaUhK93hbNxrD1FMoN31LjXUNMfqrmp2vsa4FaNYHpyWW5WS2PagdzE3pR4K+eyWp/3HYGB5YtyTYaoi0wvrvt1FZVM20y8c1MWQABo5NY8F9c/ni2Z/4+e1V3PbM1UHSUniKTUZ+K873S4ZSJuO2od0312peSn8MShX1Dv820vaWl1BhNRPdShPNAWG/o9C0iiM1H1JgWkWMpuG+1Toy2V3xLGXW7Zic+YSr0kkLWeCXPiKt882hA00MmURDCHP79mNITCwxOh0auQKry0mZyczBijKWZ2U2em8+3LuLeIOB20Z23/d9V6JHGzNuj4dhf3uFf1x6HgaNiud/XY9SLuNvF8/gvPQ0Hv9+JSsPZNInJoJ/Xz2HvrEN4RGbMnK548MfmT20Hy/f2HzH8f11O3hp6SbuvWASd84c3+Saf111AWNSk3h52Wa2ZeVjtNmJDdEza0g/7rlgIlpl83jYo8UVvLp8M7tzi3F5PKQnxnDn+eNRyX0vmGvMVqY8/XaTYyNTEvj8T9e0eC+qTRZ+3HWY9UeyySytwmx3oFcrGRgfzfWTRjBrSN9231d/cbrc5JfUkF/if9Oxzube66aR1iuqzXFaRX8itLOptqwkp+YpUsL/0WgEAHi9Tmqs6whRj0d+RvUnqURJlG4+pfVfUGVZdiLcbKzPUDF/5jlb1IreQEMjzSjdxS2Oi9TOQ6N4mSrLCirNi4jSnfosmez7KKn/EKlEQ7zhpjbndHk8rC447r/ywO8Hd78fj3kp/fmHfCUWl7PtwQHA5sxALotGLu1ZHgUh2b+xIQx3zGzfO+vjLhjGF8/+xO61h+hJ++XfZx7yM7sOLktLJ1KtbXtgF0UpkzEvpT/fHPOvAqQXWJOf3ap3RiHVMSPxXXaWP02JZTMmZ4MhWWvPoNaeAUCCbgZjY55AKulaPXp6EjVWK//auB4AmUTC36ZO53fDRyFrIZH2soGD+NuU6XyybzfPblyP2+vlpa2buWTAQKK7ScGLrkyPNmZOsu5INsfLqxmWHM+mjBz+9s1yrho/lF05RYzqk8imjFwe/nIxPz1ws99zrT+aw3+XbEQqkTAmNQmrw8munCI+2biLo8XlfPjHpmUU9+eXcuu732JzuhiSFEtyVBj5lbX88cMfmDYw1eccerWS56+dR43ZSnZ5Nd9s29+mXl/+to+3Vm3FoFHRPy6KaIOO/Kpath0vYNvxAv599RwuHZ3u9/PvycwY04+r5rQ/3r1v5PMcdpWeMEqWo1OmI5PocbhLsTgzcXvqGZ24waeREa27gtL6L8iveREv7maJ/0LNczZE6xZQWPcWFeYfsToz0SjScHttuD1GBsd+0ThOIpEzIPpNDpXdyLHK+yg2vo9akYLTXYHRth0kEvpFvYRK3nZS9G8l+dTZbX7rnmwIY3Rsot9yOhuNXMGs3mn8cjw4eWuF1X/HYt/FoMRtKGS+C0ec61QWN2zORCf5NviiT+TYVRT2rApT32cd8lvGTekj/FckyFzYx39jBmB1/vE2Q83UsiimxL+K0ZFNuXU7FlcZXjxo5bHEaMaLuTKdwFeH9jd64h6ZMp3fj2h7k0wmkfD7EaORIOGZDWuxOJ18fegA94ydEGh1ezznhDGzJTOPnx+4mbTYSJ77dR2fbdrD4j1HWfzwLRg0Km5//3t+y8ynst5MlME/C3nFgUzOT0/jvzdciErecHuLaoxc8fLnbDtewL78EoYnn6ru9MT3K7E5XTx04VR+P31M4/Efdx7i0W9X+JxDIZMxf2RDsvfR4op2GTPXTxrBwPhopg/q06SSxkcbdvHfxRv4aMNO0ZhphbSkKJ7407y2B56GXBrGkLhvKTN9SaX5V+rtu/B6nShk0YSoRhOhnYOyhYWhQTUCjSINq/M4UomGSO2FAZnnbFDKYhgS+xX5tf/F5DiI2XkUuTQMvXJIs7FaxQCGxy+isO4NaqxrMFsOI5eGEqGdQ1Loneh8XOOL9YX+N+IDuCh1gCBygsElqYOCZszYnBlolINFQ6YdtFTvwttiIYzuy66yInLq/POw9w4JY1hU+5vmdlXGxSUhk0hw+/k6byzKxeF2o2xHxasQZSohSt+bniKBZU1Ow29ShEbDLcM7VtTj5uEjeWvnNiotFtbl5ojGjACcE8ZMQlgIaSdCyMb0SeKzTXuY3L83Bk1Ds8AB8dH8lplPmdHktzEjk0p56opZjYYMQGJ4CHOH9+fbbQc4VFjWaMwcKizjWGklSRGh3DKtqVV/+ZjBLNyyj0NFTbtuny0ROo3PULKbp4zkpaWbyC7vfiFfnUWoXsMLD1/mszlmW0glSuINtxBvuKXD145MWBmQecI005nUu+Vmaomhd5IYemerMnTKQQyK+aBduillsaRGPA083a7xvthZVnTW157O/D7d15iZnNgbuVTqd8fxs8HrtaOUp3T6vN2JmF4NvzGVRdU+z588Ht1KFcTuxoq8LL9lXNSNP5Ono1MoGRIVy74K3wVP2ovF5eRQVTkjY3yXtBfpGuSdMOLHJiQhk3asZaNMImFsQhJLs46RV1sbAO3OPc6JppnRIacMlJATBkx82KmQG82JPBaH0+33XIMSoonQN4/9jQ9rqNJSbzuVILi/oOFLb2xqElIfcZaj+rSvypM/yKRSIvVa3B4P7iAskro6aqWCFx66lITo0GCrcs5ic7k4UOm/UR+t0TEkqvt6FrRyBcOjg7PAUSlScXl8L9JFGhh1fkMD1m3L9vk8v315w/ER03tOSdYNRbl+y7igd+flawaakTHC/GYfqGzZIKpzHMfurhVkHpGzp9bWEPYcrtG0MdI3YeqG3FYhwqdFzhHPzOleEskJo0F5WnL9STPC63caI8SE6H0eP2m5n+6BrjJZgKbG1ulE6IRNiNyUkcvyA8fIKK6k0mTGYndic7pwuv034noiCrmM5x+8hGH9u1+ORU9iX2WpIN6ICfG9BNAmuEyK78UugbxUHSFSfzNFNY/jcBWibEeO07nIlEvHktT3R7b8uov1329j+hXjG89l7Mzmh9eXo9IqueSPs4KopXBUWS0c8bO3ik6hZGgPCDE7Sb8wYbxurW3e7K54lirbPi7qvQSNPFqQ+UQ6TqhKTZXVQp3t7IyRk8aQQaUSUq1zlnPCmJG01Kb9LHG5W15YyWQdd3ZJ8K3f2cjyhcfr5eEvl7B8/zFCNGqmDkjh/MFphGrVaJUKnv1lXROPkUiDIfPPe+czfmhKsFU559lZViiInJ5gzIyL7wV7t3b6vJH6G7A7s8iuuJGk8GfRt7Oc9rmEXCHj0S/u5ZH5z/Pv373Jd68uJTEtjurSWg5szkAqlfDXD+4ktnfb1RC7A5uK8/ze/hsTm4i8gyE6XZl+4cK8tq15ZoyO44SpBoqGTJBJDg2lymphV0kRHq/XZ3RNS3i8XnYWN2xKpYSGBUjDc4tzwpjpKCeNn5YSNk96VPwl8kQ4WkW9yef5GoHmWXkgk+X7j9ErMowv776WCF1Tt+i/f1kryDw9BYNWxfMPXsqoQd1/8dsT8DcG/STje4Axkx4RnAVMufENvHhwe4wcL78amVSPQtarxb5G/ePOzZ44fQYn8eaWZ1j4n1/Ytmwv2fvz0YfpmHLJGK556CL6jkgJtoqCsVGAELMx3bCyYGukhoYLIieztgqXx+PT0HN77egV3f+7rLszNTmFPaUllJvNfHXoANcPGdbua784sI8KixmA8/qIBRyEQDRmfKBTNdRmL6mt93l+Z44wO8VDkhri93dmF+H1wpmG/b58YRZxGSWVAMwanNbMkMmvqsVk87+rek8hLiqE//1lAak9KEm3u5NV638pW7VcTlpo9++REqXREanRUmUVZqOjvZTUPtfksdtjwu050qk6dBci48O456Wbuecl/0v9d2WECHccGCTjPFBEqLVIJRI8flY0c3k8lJrrSTI0z9U0KHpjd4sFe4LN1YOH8Pau7Tjcbp5ctxqZRMLVg4e2EGfTgBf48sA+nt7QsIGsUyq5dnD7jSCRlhGNGR/0i4tEKZdxuKiMrVn5TOjb0KzQ64X3123n2AnjwF+G9oojLTaS42VVfLZpNzdPHdV47tc9R9idK0xs/MniA9nlTRN46212nvphtSBz9AQumDSQv9w6C4NWjGHtKri9XvKMtX7L6R8W1aEwgK7MwPBoNlvzOnfOeNF7K3IKq8tJrgCfy4ERPSPk7iQyiYRwlYYqm/+bDcUtGDNpoVexp/IFzK5idPLAFwkS8U2CIYS7xo7n5a1bcHk8/G31Cj7Ys5N5ffuTHh1DjE6PWi7H5nJRbjZxoLyMpZnHyKk9ZYj+ddJUorTdt1lsV0I0ZnygUym5afJIPli/kz9+8ANjU3uhVys5VlJJUU0dC8YO5ocd/jcKA3j6ilnc9t73PL9oPUv2ZZAUEUpuRQ0ZJRVcPmYwP+5sPs+6I9lU1lsw2ezkVjZ8MIprjLy9ehsGtQq9WsmgxBj6xzX8UMwc0pdXV2xh/dEcfvf2NwxKjKGq3sJvWfn0jgpjdJ9EduU0N5yW7z+G0Wqn3mbnaHEF0GAQvbPm5DwqhiXHkRIljGs9WISFaHjwpvO5YNLAYKsicgZ5xlpBkv970g5w//BINhd3rjGjUvScilMi/pNRU+m390EjV9DLECaMQl2ISI1WEGOmxOw7MiQ1ZAFGRw4bi+9hdPQ/iNa03axRJDDcO24ihXV1fHekYZ2WVV3Na9vbl9N419jx3DhsRAC1O7cQjZkW+PO8KUQZdHy/4yC7copQymUMSYrlmasuIESjEsyYGdE7gU//dDWvLd/CnrxiMksrGZwUy3u3LyA2VO/TmHn6x9WU1TXNsymrM/Haii2Nj2+ZNpq/XDQNaOgx88kdV/Hysk3szSthf0EpMSF6FowZzJ9mTeDD9Tt9GjN/WbgEt6fpD1ZuZQ2vLj81zwPzpnD7jLF+3YNgoVYquHbeKG66eBw6jTLY6oj4ILtOmHLA/QVKzO0KJOpD2h4kIhJAjlRV+C0jQW9oNSSnu6KWCbOsKjYZfR4/Wvsx4MHpMbGu+I8opDq08gSkLeSvzUr6XBB9RJojAf4zey7DYuP472+bMNrbLqQUo9PxxPTzmde3f+AVPIfo0caMTCrl0PMPNDk2NjWp2bG7Z0/k7tlNq/NIJRJunjqqSejX6ZwpY8qAlGbHTuf2GWNbXPQPTozl7d9f3q55ANb8/Q8tztMSqTERvHrzJT7P+Xr+APuf/XOH5+kOhOo1XDRtMNdfOJqocN+ltEW6BjkCGTO9DD3HAEgIgjHjclcgk4a3mPAvcm5xpFoAY0bXcz6Tp3N6Kwh/KLeafR4/UPVak8dOj5k6R6Ygc4qcHTcOG8GCQYP58ehhNuXncaC8jCqLBbvbhUauIEqrZURcPDNS+jC/3wAUMlnbQkU6hPjLJHJOIJNJGd4/kYumDWb2xAEoFeJbvztQavZd6a+jBMMACBTBWAQeKhpFn+hPCNGc38ZIL2XG16kx/4DbU4teNYH4sH+IvWl6GMdq/M8bjdcZBNCk66GUCrNQtbqcPo/PTf5eEPkiwqJVKLhh6HBuGDq88Zjb60XWQ3I1uzriik6kUxjUJ47/PHgpWfmVZOaXk5VfSVFZrd9x162RGBPKkL4JTBrZh0nD+2DQqQM2l0hgqBQg9hwgsQftAgcrzMzmPITDXYjVcQCPx4pWNZwI3XXIpKe8m5X1H1Na+x9AilSiodayCItjL/3jVjYZJ9K9aSmfoyN8c+wA3xw7IIA2PROby+XzuEGR0rmKiJw1oiHTeYjGjEinoFErmDa6L9NGn0okdrrclFXVU1xeR0llHSUVRqqNFurqrdTV26g1WTBZHDidbpwuN063G7fLg1QqQaWUo1LKUSsVhIVoiI00EBsRQmyUgbSkKAalxrbbeLFbHKz5ejN71x4ic3cOdVX1WIxWVBolEXFhJPWPZ9D4foyfN5LUYcmtyirJKWfLLzs5sPEIOQcLqK0w4rS70BjUxPSKpP+oVGZcM4mR5w3u0P3LP1rEys83cmDjUYqzSjHXW5FIJOhCNMSlxJA6LJkRMwYzbt4INPq2n3d30bOyhVCLjqCUyYjU9JyKMRFqTduDAkBJ7X+aPK61/ExV/af0jfsJubShlHmVaSFyWRQD4lYgl0VSVvcKpXX/o9r0BdEhdwRDbZEAUG4RxmMq0jLWFowZERGR5nS6MaNUyNn6xUOdPW2b3L/7bfbUHAdAIZXz+YS/EK/pOn0pvspfz8fZK4lQGfj3sFtI0cUGWyW/UchlJMWGkRQbFjQdln60lo8e/Zq6quY7jVaTjaKsUoqyStm2ZA8/vb6ML7JfR65oHkZQllfBy3d9wO7VvncaTTVmTDVmsvfns+zjdUy4aBR///xeVG0UHvC4Pbz/94X88NpSvJ7mXqzaCie1FUaO7shiyQdr0OjVfJLxMqGRvkM4uoueJxGin0q4KjiL/0Ahl0rRyBUthqEEkkj9DYRoZiGRKKm3baDS+D6ltS+SFPFvAByufAyaqchlDdXjYkPvp8r0FUbbatGY6SEYHXYsQXjvnWvY3OI9bouuup4U6XxEzwywvzan0ZAB+GPavC5lyAB8nL0Si9uOxWLn16Jt3NvfdzK/SPt5488f88vbK5sc04ZoSOoXj0avprq0lorCKmzmhgols2+a5tOQAQiLDiVrT07jY5VWSdqwFOJTY1BplFSX1rJvw2Gs9TYAti7ezev3f8xD7/6xVR0/fvJbvn/lVDf1uJRo0kakEBKhx+VwUZZXyfH9eZjrGhb9A8f1bdVA6C56nqRSAGMmVNXzwgtDlKpON2ZCtReSFHGqeaZBPQ2Px4zRugpoMGY8XjNSyenhZFJ0qrGY7Js7VVeRwFEmemU6BbvL3fp5dy2F5lVU2w5hd1cDEtSyCMLV6STpZqGShXWKniJnh8vjYW9pCQBjEhKDrE33RzRmgI9zTi1ox0T04+rkqUHUpm3kAiUYnsv8+s7KJobMgLFp3Pr0NQyfNgipTNp43OvxcmjrMbb8spN5vz+vRXkqrZIF983j+P48Lrh5OiPPG4xCpWgyxlxn4YXb3uK3RbsBWPn5Bn73xJVEJfo2nK31Nn56fRkAUpmURz6+m+lXTWg2zuP2kLHzOOu/3cqoWUNbfd7dRc+T1Nit7RrXGj3RmAlVqTt5USlBp2zez0KrHEG1aeEZI5vGiStkMbg9tYFUTqQTKRUgX0akbby0nE+aY/yJvVX/xeVp/v2YU/8z+6teZkTkw/QJuSyAGor4Q3F9PVd/9xUA2feJ3iV/OeeNmW1VGeysbihrGKsO4x/p1zb7Me4K3Jo6m4+yVxKvieDypEnBVqdbYzFa+ejxbxofj5s3kie+/jNyZfOPg0QqYcikAQyZNKBNudc9clmr53WhWh755B5u6ncfxmoTXo+XfesPM/P6KT7HF2QUY7c6AOg7IsWngQANBsSg8f0YNL5fmzp2Jz1dHo8gDTNDlSq/ZXQ1Qjr5Ocml4TjczXtROd0lIJHg9drx0hDj7+XM18xLK+sykW5Gjc0WbBXOaYrM69hZ8QwSpCTpZxGjGYtaFgl4sboqKLfupPjEGJUsjATdjGCrLOKDekfbPWlE2s85bcw4PS5ezvgJgChVCC+PupNIVdesenRN8nSuSZ4ebDV6BCs+29AY7qQxqPnLB3f6NGQCgVqnYuycEaxeuAmA8oKqFsfKTgtpqyisxmFzolQrWhwvJF1BT4en9TCL9qJT9LyGqIpO9s7q1OOoNn2JXjWBEM1skEgw27ZSWf8hXq+L3Mo/oZT3AsDhKmxyrd2Vh1zWtcJ2Rc4eMZcjuGTUfoIEKdMS3iRG07x3Xd/QayizbmNj8T0cqf1INGa6KCaHI9gq9CikbQ/puSwu3kGRtZIwpY6XRt5BoiYy2CqJdAJ71hxs/Pu8qycREtG5JWNjkk+9z6ymlnc5UwYnERrVYFzXlNXy+OUvUJhZEnD9ThJsPR1uYYwZubTnfc0pOvk5xYb8GS9eciv/yP6CNA4U9OV4+bW4PfX0jnoTi2MvlfUfolEOwerYR51lGeDBbN9BvW09WuWITtVXJHC0VDJYpHOotR8jWjPGpyFzkljNeGI0Y6mzi800uyr1dtEzIyQ971e+A1yWNJENM1/gl6lP0lsXE2x1RDqJjJ3ZjX8Pmzao0+c/3ZPhbaXPjkwu4w/PXd/4eM/aQ9w+/C88dtkLbP55Jy5HYBcVwdZTKGOms70YnUFnG2ga5WD6xf5IiGYmMmkIUokavXoyabFfE6a9mAFxK0iJepe0mG8I011ObuUf2F+QRlbZArxeJ1GG2ztVX5HAYRfocylydkglChTt6Nkkl2qRSnqeV7qnIHpmhOWcDjMTOTcxnlaGOa6PsEas1+slY+dx9qw+SM6hAsrzKqmvMWM2WnHaHThsTpz29i/uZ984FZVGyZsPfEJNeR1ej5fty/ayfdleDBF6Zl43mYv+MJPkgR2rhtId9HS4hTHWOtuL0RkoZJ1voGmUQ+kT/bHPc3JZFKHaeQAkhj+JBDkm20akUgMxIXehV0/sRE1FAoldoM+lyNkRoxlNneMYXjxIWtiP9nrd1NiPEq0Z1cna9Rz2lAY2CuJoZUVA5Z9r+GXMbKk8wiP7PgTg+eG/Z2LUIJweN4uKt7G6bC8FlgpMLhvhSj1DQntzYfxYxkW2nUgN8GnOKt7PXg7AT1MfJ0LZUMY121TCz0Vb2VNznAp7HR6vlwilgTRDPOMjBnBRwlikktYXL2W2WhYXb2dH9TGKrVXUO60YFFqStJFMjBzExYnjCVXoWpXxz0MLWVHaUO0pWRfDB+P+jEracp6A3ePktm0vkW9peAPPiRvNPwZf63Ps6rK9PHXwixZlPTr4Oi6Ia/tL6ofCzbyc8RN99HF8Mv4hKu1GXj32Mzuqj6GVqZgeM5Q/pM1FI1M1jv82fyMV9jqStNFckzyNefFjWp2j2FrFxopD7K3JJttcQo3DhNPjQitTEasOZ0BIErNiRzA6on1J3yfJM5ezrGQne2uzKbRUYnHbAAl6uZp4dQR9DQmMCu/LxKiBjfq3B5vZjvu0kpfadjRubC+bf9rBB49+RVFWqWAyAaZdMZ6xc4az5P01/PzWCsryGt5D9dUmfnpjOT+/uYLJl43lj89dT2zv6B6jp0OA5H8Qw8w6G6lE29h3RqTnIRozwWVo5H2sKbyFA1WvMiTiHqSSpss4t9fG3soXcXjqGBpxd5C07P5c8c2XwVZBpAMI5pnJs5TTxxbHP/Z/TGZ9cZNz5bZa1thqWVO2j1lxI/l7+jXIJe3fWay0G4lQGvgoZyWf5KzEc0bIS5HVTpG1kmPGQi5OHN+iHC9ePslZxWe5a3B6mn4h1zjqqXHUc6A2ly/y1nJPv4u5KGFci7IeHLiAQ3V5FFmryDeX82bmIh4YcHmL49/MXNRoyCRpo3hwYMtjhabQUoHVbeehve+RY2pYwJpdNr4r2ESprYZ/D7uFT3JW8cEJ4xEajMZnD3+NBJjrw6AptdXwnyPfsbP6mM85611W6k1WskzFLC7ezuSodJ4cemOrBh+Ax+vhrazFfFuwsdnrDFDjMFHjMHHYmM8vRVvRyFR8M/lvbRqfJ1FplEgkksawKbtFGFfvV//5hY8e/7rxcUiEnjFzhpM2rDcxyVEYwnWo9WrUGiU/vr6M5Z+s75B8jV7NFX++kAX3z2P36oOs+HQ9W37ZicPmxOv1sunH7exefYCnvnuo1dC57qIngEwiTFXBnlhIqytWXBQ5N/D1vSzSeVTbDhGjGUtG7WdkG38iXDUApSwMr9eD3V1NrSMDl8dKtGY0GbWf4vY2/42bEPtsEDQXEQkcghkzh+ryWFayi2xTCTq5mmFhfYhShWB22dhXm0OV3QjAqtI9eLwenhxyY7tlV9mNfFRxiI9O9INRy5Sk6GLRyJRU2Osotdbg8rqZGNX64ui5w9+wtGRn4+NIVQhDQ1MwKDTUOczsr8uh1mHG7LLx/JFvqbQb+V2fWT5laWUqnhhyA3ftfAOX182PhVuYFJXOeB+ep61VR/mxcAvQEL//xJAbWvUmTI0ewpcT/0qd00yt00yd08xnOWsosla2ea984fS4ee3YrxRZKjkvdjgOt4vNlYcA2FRxiFVle/g4ZyXRqlDGRPTjWH0Rx00NLtYPs1f4NGbCFHqO1Z+qWqSWKeirTyRRE4lKpqDKbmRPzXEs7oYkt82Vh3np6I88kn51q7q+l72Mr/M3ND6O10TQz5BIqEKL0+Om1FZNZn0xZldDQvrg0OR2GzLQUGpZH66jvrqhR0d5QSX9x6S2+3pf5BzI5+MnT5V6vuzuOfz+n9ei0viOV9aHtV/fM5FIJIyeNZTRs4ZirDax+N1VfPvSYsx1FixGK89c+zIfH3kJXai22+p5EqVAoVROMcZfMByufKrNX2N1HMTtqcOgPo/Y0PsBcHuMuD1GFLJYJJLOqbon0vmoZGJ0ejDZXv5Y499OTz3l1p0+x1VYd9FSIJNozLQfnVKJRi78e97qcmEW82YEQ7BXaH35AQAuSZzA3f3mN1mse7yeE16VVQCsKdvH+THDmRbTvsZ5S0p2sKH8INGqUO7qN5/pMUObeHbMLhubKw+ToottUcaPhVsaDRm5RMafB1zG/ITxSE/b/XV7PXxXsIm3shbj8Xr4IHs5fQ0JTI5K9ylzYEgvbk+by9tZiwF47sg3fDz+wSaL6zqnmecOn1pA3pF2IQMMSa0+X6VUTpI2iiSiGo8tK9l51sYMwOLi7bw86g5GhqcB8E7WEr7IWwvAPw99RZI2infG3ItOrsbpcXPHjlfJMhVTaqsh11zW7N6qZQquTp5GVn0xFyaMZXR4XxTSpm8ns8vGPw991Wg4LSvdyW1pc4hWhfrU0eK2811+QylgqUTK44Ov5/zY4c3GebwejhgLWF22j3GR/Tt8L/qOSGmsaHZwcwZTLm/ZA9ce1n7zG15Pw25l35Ep3Pnfm5C04lWorzH7Nd9JQiL0XPfIZUy/aiL3TX2c+moTxmoTW37dxewbmzd+7S56nkQwY0agcLVznSrT5xTVPIbXe8qrrZKf2ggw2beSW3EbvSL+Q4T+umCo2C1xClSCvLMIxMJOpP1MiX852CqcU/xjynSuHTJMcLkLD+7nH2tWtj1QpF0I+q00MjyNhwde0ey4VCLlttQ5FFurWXkiz+TzvLXtNmbWlx8gWhXKu2Pv89kHRidXt5pDYnXbee/4ssbHDw68nPkJzcPRZBIp1yRPQyqR8NqxXwB4JeMnJkQORNZCHs51vaezszqTndXHqLIbeeHId/xz2O8az79w5DuqHQ0J5xMiB3JVcsuLt0CSHprcaMhAg9F50pjxeD3c0Ps8dPKG/BGFVMaMmKFkmRrCBfPM5T4NxZtTZrY6p06u5okh13Pl5n9hdFrweL3srsliTlzzTuIA+eZy7J6GHgb9DQk+DRloeD8NDu3N4NDebTxr34w8b3CjMbP6y0387smr0PiRO1OaW97495BJA1o1EAAObck467l8kZAWy3lXT+SXtxu+GEtyyn2O6y56nkSoHWAhGm92NVrrDh4ITLbNFFb/HalERaT+etTKgRRW/73JmBD1ecikBuqsy0RjpgN0N2NGqM/lWzMvYUB427lz5yotGY3x2uCsIc5VIjQtRw/4g6EHNnMOJoIaM1cnT2v1/O/6zGo0Zo4aCyiwVNBL274vs3v7X3LWDS2Xl+zG5LIC0FsX02ouDMAVSZP5Nn8jpbYaSm01rC8/0OLCWoKERwdfy63b/keNw8SGioMsKdnBhfFjWVy8gw0VDYvmSFUIf0+/Nmix7oNCejV5HK+JQCtTNYaBjQhrGmoVpznV5O6kMXY2qGVKJkQObCyWUG6rbXGs7DRvW7mtDofHhVIq/C7g3Ftn8MW/f8RudWCsNvHK3R/w14/uQiI9u9dGpT4VplVbYWx17KovNgqeeA9gNlob/zaE+w4P6y56nkQpUEllh6fnJSx3dq+PcuNbSCQy+sb+gEbZsAl1pjEjkShQKwZgc/rOoxPxjdPdvYxttUCemQi1lrQwsZmqSNcmQqMJiFyDSjRmhESwkjgSJE12/n2RrI1u0pjysDG/XbINcg3TotvnxfHF6UnqM2KGtWlQSCVSpp/mNdpWdbTV8RFKA39Lv6ZR7qsZP7OzOpPXjv18Qp6Ef6RfS5jy7HMQ/CVGHdbsWIiiYcdBKpESqw5vck57WpjgSW/J2XK67JPGky9S9XGN96jaUc9f931IgUX48oWhUSFc99dLGx+v/XoLf7voWY7uyPI5vqaslrVfb2mSOH86/UafMgS3Lt5N3uHCZmO8Hi9LP1zLy3d90G49Fz73E/+74112rTqAw+b7NfB6vKz4bAPrvvmt8djoWb4/K91Fz5MoZDJBTP/6HhiXbHF1bhd2i2MPWuXoRkOmJRSyOJzu1j1uIk3pbp4ZtUyYfCiTs+d9LkV6HuGBMmaUYg8gIRFs2ztSZWiyAG6JFF0cRdYqAHLNZe2SPSAkqUluS0fJOC1RvZ+hfX0u+p827lA7jK6TIWTf5G/A4rbz0J73GkNBru99HmM6WJpYaAzy5q7Sk6FzBrmm2f09vby1288wHfnpIXqtRMfIJFLu6juffx9uMBp2VWdy09YXGBcxgPmJ45kYOUiwBojX/vVScg8XNi6u96w9xJ6pTxAWHUJ8aixqnQqbyUZpXiU1ZbUApA5L5tanr2km6/xrJ/PZ099hrDZhM9u5e+KjTF0wjl79E5DJpZTlVbJz5X7K8irQGNRc99dL+fTp79rU0WKysfyT9Sz/ZD1KtYLe6UkkpMWiD9Xh8XioLa8jY2c21aW1jddcdHvLvVy6i54nkdDgijc6/OuUXGe3+XV9V8TaycaMx2tDLotsc5zbU49EbNTXIbpbE8oQgcJjzKIxI9KFeXDiZADi9YaAyBc9M8IimDFjkLfPej3dO1HvtLYy8rRrFG13u22NGoep8e9IZfvemKeHtNWedn1r3JF2IXtrjnOsvqjRkBkc2pvbUud0QNvA0FrIjj8GghcvR4wF7KzOJNtUQpmtFqPTgtllw+Fx4fA4O7TzODd+DCqZkpczfqLGUY/H62Vr1VG2Vh0lRKHlgrhRXJo4kd46/5pdSiQSHvnkblKHJrPw+Z+xmhoWvLUVxhZDsFrKMdGHaXni2wd54soXMdWYcdqdrFm4udm4qMQI/vHFvfQZnMxn//y+MRm/JU4PC3PYnGTuziFzd47PsVKZlEvvuoA/PndDi/K6i55NdNFo/TZmanukMdO5YWZKeTI2x2HAQ0sOfY/XhtV5CLWi40U5zlWsLme369sSp/Pv9/gkPXGTQaTncM/YCQGVH67WMCIuPqBznEsIZsy01ajyJKf3GbG627czI/djse3xeprEzKva6SJXy04t0E6WAW4LhVTGxKhBHKsvajw2OSq9xeIBnUlrr8/Z5vFsKD/A28eXUGg5+yprvjgvZhgTIgfwS9FWvi/YTKmtBgCj08J3BZv4vmAz02KGcHe/i4k7IzyuI0gkEq75yyVceNv5rPpiE3vWHiTnQD7GahMOmxOVVklUQgTJgxIZPm0Q065s+cttyOQBvLfnP/z4+jJ2LN9HSXYZLqcbQ7iexL6xjL9wFBf/cRYaQ0OhgZTBvcg50LrH78ZHFzB06kC2Ld1D5q4cSnPLG3WTyWXoQ7Uk9Y9n6NSBzLxuCkn92/5i7C56niRKoyO7rqbd433RExdNxk5+TmGaeZQZX6Ok9r/EhT2EhKbfyV6vi+Kap3G5K4kNubdTdevOdEdDO1F/drmrZ1Jqbt8moYhITyRKq+WHq68Ptho9BsGMmfbmVdg9pwwYjSzw4QhSiRS1TIHN3aCf3d0+PW2nGVonq3y1xVFjAV/krm1y7KOclUyMGkSavmdZ4J/nruHd40sbH4cotIyPHEg/QwKx6nAMcg0amRK1TMl3BRtZXLyjQ/I1MhXXJE/n6uRp7KzOZEnxDjZWHMThceHFy/ryA+yszuTfw25pM1erLQwRei6/dy6X3zvXLzkRcWHc9s9rue2f17Y59u0d7avzP3x6OsOn+y4NfrZ0Fz0BIgWoJFNrt+JwuwUr9dwVqLRZOnW+6JC7qLUuodz4GnWWRejVEwGwOo9QWP13TLZN2F05aJXDiNS3v4fYuU6tvX3RCV0Jg1KFTqH0O0ysyNx6ERIRERGR9iKYMVPnaF9PiurTQrZOJqAHmnClgRJrNUBj8862qDxtXLiybbe6xW3nqYNf4PI2hFQNDOnFUWMBTo+LJw9+zntj/yxY4mSwOW4q4f3sU6Wur+w1hTv6XtjE63Y6+naGIPpCgoSxEf0ZG9Efo9PCT0W/sTBvHWaXDbPLxmMHPuXrSX9rt8Ep0r2IUvv/HeEFis1GUkLO3ovXlah32HF0cp6FTKonLeYbCqv/gtG6BrupIYzQ6jiI1dFQsTFUcwG9Il8Uc2Y6QHf0zAAk6Axk1lb5JaPEJBozIiIiwiBY/FO9y9okN6Ulckynyr2m6uKEmr5V0kOSG//OOC0ErDVODxU7s6yxL148+kNjYYMR4am8NeYehoX1ARr6tLyW+XNHVO7SrCrbg8fbkEfR35DIvf0vadGQgfbnRrVFiELLzSkzeX/c/Y2GsNFpYeOJ8tciPY8YrTDx+UU9aOFUYe1cr8xJFLIY+kR/woD4NSSGP01MyJ1Eh/yRhPAnGBC/ipToD5BJw4KiW3elu74vEwQINcuvrxNAExEREREBjRmAHdWt9xfIMZc15j9AQyPHzmBC1MDGv9eV72+z4ZzH62FD+YHGx2MiWk9oXVayq7F/jl6u4R/p1yGTSHl08HWNHoNfi7ax/jSZ3ZmTXi6AYWF92sy52V/nOxn8bEnURDEzdkTj4+LT9BHpWfQOCRNETmF991w0+qLcEtxcA7WiH1GGW4kP+wcJYY8RbbgdtWJAUHXqruQbu+eCvl9Y25Xt2qLEXN9tPVMiIiJdC0GNma/zN+DxtlzG99OcVY1/Dw7tTYLG/y/E9nB+zIjG6mQFlgp+Ltza6vjvC08lnUcoDZwX47thJkCRtZKXMn5sfPzgwMuJPdHTJU4dzp8HXNZ47j9HvqWslaaR3YXTvTBteeOWlewSvEAAgMV1qsJViCIwdeBFgk9aqDBN9XKM/hUR6Erk+FkQQaTrkF9fG2wVzoph0cJEVRyuEnsSCc03mQcY9eXrDP38Fd4+sC3Y6oiIdAqCGjOZ9UU8dfALjM6mYRAer4f3s5ezumxv47GbUmYKOXWrKKQy7u9/qkniK8d+4sfCLY2hUifxeD18V7CRNzIXNR67u9/8FksXu7xunjr4BdYTjSBnx41iVuzIJmPmxI3mvNgGY6jeZeWZQ1+2avB1BwaeFna3ufIwOT76BXm8Xn4t2sYLR9vuU3KST3NX8/yRb9hRfazFru0er5elJTtZVban8djYCHFXuKeSGhYhSOPMIz1o0RQMw8yLi4ayzF0Dr7d173p3oaCbhloNjRLGmDnUgz6XXYXndqynymbB6LDzwq6NuPzsEyci0h0QrADAsLA+lNlqWFu+n9+qjjA8LJUYdRhWl4N9tdlU2E99ac+NH82kqEFCTd0uZsQM46aUmXyWuxq318NLGT/ySc4qhoX1IUShxei0sK82hxpHfeM1V/Wayuy4US3KfCdrKUeNDQ0549ThPDjgcp/jHh54BQdrc6mw17G/NodPclZxa+oFPscanRZqHSZM7oYEd5PLhtllpcJ2KkxmZ3UmHq8XnVyFXq5BK1ehl6uJUoW2mrsiFLPjRvJB9nKMTgs2t4Pbt7/MjJhh9NZGI5PIKLFVs70qg1JbDVqZiptTZ/JB9vI25VpddhYX72Bx8Q6UUjl9dHEkaiPRyzV48VJtN3G0vqBJEYdLEif43XNGpOuilSuI0xkoMde3PbgVetKiKTcIxsz+/D7EhNxFfNjfWh13vPxaJBIlqdGftjhGQqu9c9tFR3pXdVW8wLEa4b3WnUGf0HD0CiUmPyua7Sov4g+MEUgrEWjaD60rtIUQEekMBDNmtDIVL478I3/f/zH55nK2VWX4HDc3fjR/HXS1UNN2iD+kzSVKFcI7WUuwuO1UO+pZV76/2Ti1TMltqXO4Jnlai7J2VB/jm/wNAEglkib5MWdikGv4e/o1PLjnPbx4+SR3NaMj+jUWCDidV4793Jh/0xLLSnayrGRns+N/S7+GefGB/2HQyzX8e9gt/G3fR9S7rDg9Lp86R6tCeWrojaTq4/koZ0UzT9iZKE+r9ubwuMioLySjvtDnWKlEyhVJk7m733z/nsxZsjujkMM5p4pZSCQSbpgzOii69HTSwiL8NmYqrGaqrBZBSj0Hm8wuvACWSQ2Y7c2/m05HKZP73SjS3snV3AJBbl2N3w1hg4UEGBIVy9aSAr/kbC7Kw+31ImuhIbFIx3lkzHSe3bEOL14eGTMdubTrGzT/272JGruNPw0dJ0hxCZHgEazXUrjSzE4zydpoPhz3AL8UbWVt+T7yzRVY3HbClXqGhPZmfsJ4xkT0E2rKs+LypEnMiBnKr0Xb+K3qKIWWSswuGwaFhkRNFBMiBzA/cTwRSkOLMmocJv556KvGQgLX9z7Pp2FyOqMj+nFV8lS+OZFX9MyhL/lw/IMY/ChbHEyGhfXh0wkP813BJrZWHaXIWoXb68Yg15KkjWJSVDqXJU1EK1MB0EcXx3FTSasyb+0zmxFhqWypPEJGfQEl1mrqnBYcHhcyiRS9XEOyNprh4alcEDeKZG10ZzxVn7z382/sPHLqh1wqFY2ZQDE4MpZNRXl+y9lZXsSc3sH9/vEXo8PepXNmpBINbk9tq2NUMpnfxozV1b5+YV2ZA5XNw3O7E2Pjkvw2ZowOO/sqShgVkyCQViJX9RvCVf2GBFuNdlNpNfPq3i14adBdNGa6L8F8LQUzZk72V1FK5VzZawpX9pril7yb+8zi5j6zhFCtGeFKg1/yw5V6fp76eIevu6ffxdzT7+JWxzw2+DoeG3zdWel1JguSJrMgaXKL5xdOeqTFc5OiBrFh5gutyo9UhXBH3wu5o++Fbery0fgH2xwDMDI8ze8mmIHG7nCxP7M42GqcM4yJTeQdAeRsKc7v9sbM/opSv0O0AonNmYVM2no/H6VMDvjnkai0WugrQEWtYLK/svXNna7OzF5pvLbnN7/lrCnIFo2Zc5hNxXld+jtNpP0E87UUzJjpIfmYIiJtsvtYIQ5X9w9z6S6MiU0URM6W4nxB5ASTvRWdswD2eC3U2zY2OWZ35VBn9Z375vXaMVrXYHUcIETTenEXtdz/n51yS/uaNHdlNgrgbQwmI2LiidLoqLT691r8mHWYh0ZPEaTQh0j3Y2NxbrBVEBGIYL6WghkzIiLnCtsPdf9FcXciQq0hNTSC7Dr/+gkdq6mk1GwiTidMI85gsLEot1PmcXtqya+8F4/3VMPbOstS6ixLW71OJjUQF/p/rY4JU6kp9LOKV5Gpe1YBO0mp2cTR6opgq+EXEuD8Xql8c8y//mmF9XVsKylgQnzbzalFeh6bOuk7TSTwBPO1FI0ZEZEOsu1Q995R7Y6MiU3025gBWJyTwW1Dumduk8npYGdZUafMpZAlMCTpEGb7Dupt6yk3vola0R+NcrDP8RKJGpU8hXDdlShkrVcXjNXqOYh/+SKZtVV+XR9s1hZkB1sFQZjVO81vYwbg64wDojFzDrK/spTSIDcBFhGGYL+WojEjItIBauqtZBV27x3V7siUxN6CLJp+zT7SbY2ZjYW5ndozQiJRoFdPQq+eRI35O0I0s9oszdweYrQ6v2VkdOGKbu1hSY7vap/djWmJKRiUKur9rMr2S/YRHho9mSRDqECanRvM/eljjlS3XHZ+TGwi3190Q4dkDvr0JSwuJ+EqDXtvuBdo6O+2Mj+LX7KPcLCqjHKLCY/XS4Raw5DIOGb37svlaekt9uQDqLZZ2VScy5HqCg5Xl3OkupyyMxa/F//Sckl3gD8NG88jY6a363lYXU5+yT7C6oLjHKmuoNJqxguEqzWkR8QwPTGFK/oOQadQtkseQL9PXsThdhOn1bPt2rsaj9c77Px4/DCLc46Sb6qj0mrGoFARo9UzPCqOGUmpzEpO83l/AnW/A3lPOvu1bA+iMSMi0gG2H84T88OCwMwTPwT+9hfZU15CnrGW3iFhwijWifx0/EjQ5lYr0gWTFav1P8zvaHUFZqejQwuRrkKRycim4p7h3dXIFVzZbzAfHWq9nUBbuDweXt+3leemzBFIMxF/qbFbqbJZcLjd/Hn9IraWNq9cV2yup9hcz4r8TN7av413Z15OvxYKc6wvyubP6xcHWm0AFuUc5Zlta3x6CqwmJ8UmI6vys3hpz2aeGD+Ty9I69v1WabPg8XqRSiSsKTjOgxuWUGO3NhlT5bZQZbNwpLqcX3OOsvf6e1uVKfT9PhMh70lnvpbtRTRmREQ6wLaDPWMR0t3QK5RMTkxmXUGO37I+PrybJyacL4BWnUe1zcrq/ONBmz/a8HuQCPNzkWwI81uGy+NhR2kRM3q1XhK/K/JVxv42e251J25OH+m3MQPw7bGD3DlsHCkhrVfDEznFX8dMI9dYQ7XNSq3dSrXNym8l+VTZLILI31dRwrM71zdp7qpTKNErlNTYrThO6/eUXVfNjcu+ZslltxCpbt7PK1arZ3pi089rjd3K/spT/dpGxSRgUKha1Cc1NKJNnd/Yt5X/7NrQ5JhcKiVcpcHj9VJjtzZ+/qptVu5fv4i8+lruHzGpTdkncXk8VNks7C4v5k9rfsLdxud5SkJvlLK2vShC3u/TEfqedNZr2RFEY0ZEpANsPywm/weLub37C2LMfJ1xgAdGTSZE2fIXbVfjh6xDQe16b9CcJ5isgRHC9IdaXXC82xkzVpeTL482b9TcnUkNjWBSQrLf1QJdHg9/37SSLy8MTlPt7sh5SanNjt268nvWFAiz8XHvul8xOR0oZTL+MGQs1/QfRu8TmxEuj4ctJfk8s31N4+K71GLi9X2/8cT45hUNJ8X3ZlJ87ybHNhXnccOyrxsfPzVhFsOi4s5a31+yjzRZtE9J6M3dwycwJiap0ZgwOx2sK8zhhV0byDE29Oz63+5N9AuL5MKUAe2ea0tJPn/dtAy318vA8GhuHjSScXG9iNHosLtdFJmM7CgrZHFuBjN7ta/dhJD3O5D3pDNey47iV2vYk71INsx8gQ/HPyCUTiIiXZK80hrKqv3rRC9y9lyQ0leQTuFmp4NPDu8RQKPOwelx88GBncFWQzD6hUUK0pV8UfbRTs0hEoIPD+3yu5RxV+R36SMFkbO5OI9vjx0URJaI/5icDhRSGZ9ccCX/N3pa48IaGnb2pyWm8N2F1xN3Wujod5kHg+J5rLJZ+PuWFY2Pbx40ks/nXsOk+KZeEZ1CyUV9BvDrJTc38Q48s31thzaM/rJxKVaXkz8NG8+yy2/lhoEj6BcWSahKTYxWz8iYBP44dBw/X3wT1/Qf1i6ZQt/vzr4nwcT/XxQRkXMEsYpZcIlUa5mZLExD1bf2bes2vUoWHt1PsblrGNEW+24q6z+mzPgaZXWvtvivNZQyGX0ECCWqtllZlZ/lt5zOwuiw887+HcFWIyBc0LufYB63J39bzfFa/ysXigjDnUPHNduFP51QlZpbB58qqmJ02DlW2/kFOj47sqexEEWSPpTHx5/fau8ig1LF/42e1vi42GRkeV5mu+ezu11cmjqIR8ZMF7RHkpD3u7PvSTDp9mFm1UYL2w/ncySnjONFlZRV11NttGCzO3F7vBi0KkL1akL1Ggb2jmHMoF6MGtCLUL062Kq3SkFZDbuOFnIwu4T8slqKK+owWx1Y7U5kMilqpZyIEC2J0aH0TYpieL9ERg9MQqvu2gmxRrON7Yfy2XOskNySagrKazFZ7FhsTiQSUCsVhBk0RIfrSUuIJD01jglDehMdFtzeICWVRtbt6j4Lp47SXd5vN6ePZEWe/6+D2enguR3r+d/0CwXQKnCYnA5e37s12Grg8ZrJqbgNk21zu8bHht7X6vmRMQmClFd+a9925qb091tOZ/DEltXU2W3BViMgSCUSHhk7jVuWf++3LJPTwW0rf+CXS2/qVqGgPRGZRMLv0ke1OW58bNOy2qXmegaGC2PctpdvMk9Vu7yy35B2VfqantQHmUTSmPOysSiX+X0Gtms+mUTCXwWsxnVSppD3u7PvSTDplsaM2+NhxbYMflx/gL3HClutLlVrslJrsgI17M8q5pvVe/2ePzUxkq//+Tu/5ZxJvcXOzxsOsHjzYbIKW97ZcHs8OJwujGYbuSXVbN6fA+xAqZAzZXgfrp45gtEDA1Oz/0huGTc/9YXPcz8+/3uSYsJ8ntt5pICvV+1hw97jeDwtv2Amqx2T1U5heS17Mgph7T4ARvRL5KqZI5g1rj9SAUKNWsLhdHG8qIpj+RVkFlRwrKCCzPwKTNbWS496PF7G3vo/QXS4auYI/u/GwCeod4f325lMSUwhLSxCkJ3bHzIPcUnqoC6dd/HPbWublbwMBqW1L2KybUYmNRCmvQSFPBGJH459oUpt760oYXX+ccE8doFiac4xfsg6FGw1Asp5vVKZGJ/MbyX+5xXm1NXwx5U/8dGcBWjkCgG0Ezkb0iNjida0XUo9+oxy63V+luruKEUmI0UmY+PjkdEJ7bpOK1cQptI0FkzIqmv/BsuwqDgS9SEdU7QNhLzfwbgnwaTbGTMb92Xzvy/XUVheG2xVBMPhcvPZ0p18sWwn9Zaz/xJwOF2s2ZnJmp2ZDO+XwF9uOJ8BvVtvYCckx/IrmhkzJZVGXvh8DRv3+dckbm9mEXszi/h48XYe+/0FDEqJ9UseNCzStx/OJzO/gmP5DYZLXml1q8ZWT6A7v98kNMT9PvHbar9leYEH1i9m6eW3EKcLrufPF+sKc1jYRZLF66xLkUp09I9bgVKe5Le8qYkpSGh4Dfzl8d9WMykhucsuejNrq/jrpuXBVqNT+Pv46Vzy02eCvK6/leTzu2Xf8dGcK7plCe6eQP92lv2VSZpubHi8nZvLdrCqaRPe36349qzkVNusbQ86QXqk/2uQMxHyfgfjngSTbpMz43J7+NfHK3nw5Z96lCFzOKeUG5/4jLd/2OzXwvJM9mUWc/PTX/DWD5s7LRkvs6BpM8nfDuZy45Of+23InDnH7/+5kO/X+r/Iq623ct+LP/DatxtZvu0oOcVVPd6Q6Qnvt6v6DyFCrRFEVrXNyl1rfsHqcgoiTygyaiq5e/UvwVajEae7FJ16nCCGDNDQ/C1KmMVAYX0dT21dI4gsoSk2Gblp6bc9NrzsTIZFxXH1gKGCydtWWsh1S76mpIvkjAmJzeXiu8yDXPbLF0120LsS4SphvmcDzZk9Xs4Wu9vV7rHhKuFTFYS838G4J8GkW3hmHC43D778U49LwF6y5TD/+mglDldgqkV4PF4+/HUbR3LKeP6ei9GoArtzmZF/qhPx2l2ZPPLmooAYBy63h+c+XYXT5eba2cJU0TkX6CnvN51Cyb0jJgq2gN1VVsQfVv7EhxcsaFcvgECTZ6zlluXfY3I6gq1KIzJJKFJJ670MOsolaYM4UFnW9sB2sPDofoZExnLjoBGCyBOC7Lpqbln+fY9ciLfGExPOZ0txPgX1dYLI21dRyrwfPuGlGRdyXq/mpYi7G4eryvk28yDfZx5qNHK9XbTvUFf1dp5J/RlhVnFaPbKzqJgYrzO0e6y8HfknHUXI+x2MexJMuoUx89g7S9plyEgk0CchkuTYcEL1auQyKXVmGxU1Jo7klAmyiFPKZcRH+h8n+cXyXbz81Xq/5bSH3w7mct+LP/DKg5cHNGH7pGdmb2YRj769JOBejpcWriM1MZJx6ckBnacn0NPebzelj+DDQ7sEWzBtLMrl9pU/8sb5F2MIYtLxnvISblvxg2BN74RCr56Eyf4bXq8diUSY+7OgbzrP79ggWHnlx7asQimTcXV/4TwDZ8uGolzuXv0Lxk7OHegK6BRKXp5xEVcvWthmM8H2UmO3cuvy77lmwDD+b8xUIjXCGtaBJruuml+OH+WX7CNipbYAcKYR8OmcqxkQHhUkbboG59o96fLGzDer97JmZ+ul4SJDddx84RjmTUwn3ODbTedwuth2KJ+PFm3jwPGSVuVpVAp6x4WTFBNGUkwYiTGhJEU3/B0Tofc7Af2n9QfavbBUKuQM75dAcmwYYXoNIXo1FquTWpOVkioju48WtpmcDg0Gxj/eXsKL918asAT60qp6iivqePydpa0ajiE6NUPT4kmOCyciRItaKcdkcVBntnK8sIp9WcU4nG27Nj1eL898uJxv/nVLwL1O3Zme+H5TSGU8PHoK969bLJjM9YU5XPzzZ7w76zL6d/KXvsfr5eNDu3l+5wZsrq7n1o8Pe4TM0ovJq7yLpIjnkcv8vz9RGh3n9UplpQDV6aDhHv7fhmUUm+q5b+TEgBYKaQmz08HzOzby2ZE9Qem10VUYE5vIn4aPF7QSnxf4KmM/i7KPcu/Iidw0aESXzaVxeTzsLCtibUE2awuyyajp/FLF5xJnhh2XW0w9euHeHs61e9KljZlqo4U3v9/U6pjJw/rw7z9d1OYOsFIhZ+qIVKaOSOXzZbt47ZsNLf7YxEeF8NFj1yOXCZ9StD+rmOc/azt5eeSAJG65cCxjBvVCqWj5ZfJ4vOw/XsxHi7azZX/r3dE37cvmvZ9+447LJ3VY7/Zy01NfYDT7jg+fMbovV58/gtGDerW60HC43KzYlsEHv2xtMz+qtKqer1ft4ZaLxnVY14gQHStf+1O7xz/0ys/szyr2eU4qlbD8lTs7rIMvVK283h2lJ7/fLu2bzqdH9rKrrEgwmTl1NVzy8+fcPXw8dwwb1ylhZwcqy3jit9WCPg+hMdm3oVNPpM6yGGPRGjTKwShksSDx/V5JiXqnXXJvSR8lmDEDDQvel3ZvZltpAf+afAGpof73s2kPLo+HH7MO899dGyk1B7/6XFfggVGT2VFayLbSQkHlmpwOnt2+ntf2/MbVA4Zy86CR9Omk17klXB4Ph6rK2VFWyI7SIjYX5zUL8xEJHGeWJd5bWcLUxJTgKNNFONfuSZc2Zr5cvguzteW48XHpyfzv/suQSju2A3fj3NGoFDL+87nvmPvsoio+XbKD3188vkNy26LeYueRNxfhcrccVhGm1/D0HfOYOCSlXTKlUgkj+iXyygOXs+NwPo+8uahFYwLgo0XbmTYyTZBqYL7wNXd8VAhP/WEeI/sntkuGUi5j/uR0Lhg/gGc+WM6yrUdbHb9wxW5umjemw/GgEknD/W4vbRm3HZHVGfT095sE+N/0ecz74RMsAibwW11O/rtrE99mHuSeERO4NG0QKpmwX5VeYGtJPm/v2866wtaNwq5AQdWDjX97cWFx7BNE7pTE3oyLS2K7wAveLcX5zP7+Q25OH8ltg0eTZAgVVP5JKq1mfsw6zAcHd51zuTFtIZdKeW/25Sz49UuyBOgpdCYmp4MPD+7iw4O7GBQRw5yUvsxO7sugyBhkAfTK2d0usmqrOVJdztHqCg5UlrGvorTLFRHpDpy5dHOfZchpamgE8TpD42dwcU4G9w6f6K963ZrOvidCvZZnS5c1ZtweDz9taLkPgU6j5Kk/zOuwIXOSq2aOYOPebH47mOvz/BfLd3HDnNGolMLdoje+20hFTcu7dinxEbz8wOUkRp/dD+/Y9GTe//s13P3f71ucx+3x8MLna/jw0evOao6OMrB3DK8+dEWL4X+toZTLeOaOhqaGrRk01UYLvx3IZcrw7p8cKiTnwvstJSScv42bzmNbVgkuO89Yy182LOPf29ZzZf8hzEpOY0xsIvKzSKKEhhCk/ZWlrMo7zqKco2e9gy+XSnliwvmsLjjOuoLOMYRSYz4LmOyHRk/hmsVfCS7X5fHw4cFdfHJoN+f1SmVen/7MTE7zq2KQy+PhWE0l20sLWZp7jO2lhX6Fkw0Ij+KOYeN4cP2Ss5bRlQlVqfl07pVc+vPnVFjNAZvnSHU5R6rLeXn3FrRyBYOjYhkWFUu/sCgS9AYS9CHE6wxo5YoWowK8gMXpoMZmpcZuo/r/2zvvMKnK649/pvftvVB2abtLb1IFRBRUxF5i7y2Jv5jEFjWJmmiM0ZiYxFgSG2rsoqCIgKD03vs2tved3u/vj4WFYcrO7M7uzsL9PA8PO7e877l37sy8533P+R67lSa7jQqzkQpTKxXmVipMRo6aWqKWC3Smo1f45t9VWIyMIbx6KKdy5eAR/G37WqDtefiyZD/z+0Cxx+6kJ+9JNN/LzhCzzszW/RW0moPP+M6fNpyUhI6LC4Xi5osmBnVmjBY7yzYe4KJpRV3q4ziHjtbz2fehnbMX/++STg8sjzMwK5kn75jHvX/+KGgx0V1HqvlhRzHTu3nwn5Fs4KUHLuuUI3MyD904m20HK6ltCj7zuWZHiejMnMSZ9LzdUDiGb8sO80Nlabe03+yw8dquTby2axM6hZLx6dkMSkgiPyGZbF0cWoUCnUKJQirF4fFgc7uwul3UWc1UmIxUmFvZ21jPweb6qAyCfj1+OjcWjmFLXeCQx+7AoJ7ZbW1PyszlnNw8VhyNnoT7yXgEge/Kj/Bd+RGkEgkD4xMZlZJJfkIS2fo40rV6tAoFapkcmVSK3e3G5nZhc7tosFmpNLe9hyWtzexqqI3aDLxKJuflc+YzJDGF57f8SFWMyvN2lWx9HG+efzlXLf4ASw8o9FndLjbVVLApyGqfUiZDLZOjkMlwe724PB6cXk/UhChEwqe/IQGpRNI+IfBVFwbbtxeN5829W9pFNx7+8RsSVRqmZfXv8FyLy8nuxlrOyuiZ4s89RU/ek2i+l50hZp2ZzfuPhtx/8fSuOxljh+aQlRpPVX1gRaRV245EzZl5Y9GGkDN4j918nl/Byc4yviCXS2aM5LPvg9dieX/p1m53Zp647XyS4rquOqPXqPjJ+WN58f3gSewdPS9nGmfS8yYBXpp5IQsWvRs1dbNgWFxOVlWUsKqXQsNm98vnrpFt+WEN3TjT3dM8M+185nzyn25X//IKAkdammJCUeqxs2a2C00UJqWets4MwPCUdN6ddyU3L/2k12vuOD0enJ7ukacXiYx4lZqxaVlsPpYv+E3pQZ7asIL7Rk32SWB3e73UWs2o5XKS1YHHFPEqNX+bOZ9bl32CVxAwu5zcsPRDLhgwlAX5BQxPSidepcbt9WJ0OigztbC/uZ511eWsqSpjbFoW7829ukeuu6foyXsSzfeyM8SsM7OvNHj9Aa1aSX5OdFQZRuZnBnVmdheHVj0Ll4q6FlZuCa7IVjAgnXMnDolKX8e5Ye64kIPLzfvLqahridqA9lRmjhvEhILoSSZfNLWIf3z0Y1CVtPLaZpwud8jk9TOFM/F5S9Zo+e/5l3PpooWnbeJttj6OF2dcwPEgmQZbbMk3A9hd+2myfERWwuMRnZeh0/PEpHP41eqvu8my2GJO/0HcWHiiRlZhchrflR/pRYu6n7FpWXx00bXc8PVH1FpFkYSu0Gi3srz8CEaXA7PTgcnpOPa3kx31J8Yth1oauWvF58QpVOiVSvQKFQaFEoNSxfj0HAaHWXG+O3lgzDSuX/ph++Tb63s28/qezSSqNKjlcswuZ/t3+pOTzuWmwrFB25qVk8efp83jkbVLcXo8eAWBr0r281VJ6Lzb05mevCfRfC8jJfpyXVGioi74DOuQ3NSoyW4O6ZcWdF9Di4UmY9cHDIvX7A05S37LRZErcXVEbnoiY4YGr9YtCPD91u778bylE+pioYjTqUO+V16vwNEOlM/OFM7E5w1gcEIyr8xe0OmcllgmSa3hzfMvJ/6kqtPdmYPQWazOXdQbX+3UuVcOGc4Vg4dH2aLYoyg5jRdnXOCzrTAp+Hfb6cTQxBQ+nf+TXlcf6+scam7g1z9+zVMbVvDitjW8vmczHx7cxZLSAz41qloddr4pPciHh3bxnz1b+Nv2tfxh0/c8vGYpy8pDl7zoKaZm9efZqef7KUc2O2xUW0wRT05dMXg4n1x4HWPTws/XUEhljErJjKifvkRP3ZNov5eRELPT2I2twX+oE+KipxoVr1eH3N9qtnU5VGrJun0h+58xdlCX2g/G2aPz2XYguErQ2p0lXD93XNT7HZSTQuHAjKi3W5SXEXK1rL7ZQn726aujHi5n2vN2MtOy+/PCjAt4YNWS0yYGPl6lZuG8q3xq3whAi93We0YFwevt2oz7n6afT4W5lfXVp2fY6KCEZN6dd5VfYdaC5NQgZ5x+5Bji+WT+T7h/5eJuy3MT6VtcPWQkkzP78e7+7ayrLqfM1ILZ6UAtVxCvUpOrj6cwKY2JYeZvjEzJ4LOLrmd9zVG+Kz/MxpoKqixGWhx2JBIwKFTkGuIZkpjC5Ix+zMzJ86vLcrrRU/ck2u9luMSsM2N3BE+yNGiiV6HboA3dltHSNU+yrKY5aBgbwFlF/butuNvQ/qF/IPcUV+MVhKj3P3Nc9wyWs1LjQu5vtcTe4K6nOROft1NZkF+AVq7gvhVf4vDEXgHKSNArlLw99woKk31n7pvttphUVPJ4uyZPLJdKefXcS7hq8Qfsb6qPklWxQa4hnoXzrgo4QOgfl4hOoeyRBPlYIFmt5Z15V/LPHet5Ycua02bioaeYlNmPslsf7Ja29934i4jPydQZumxPP0MCj06Y2aU2TmVSRi6TojhoPnTTL6PW1nF6+n5H+54Eojvey46ISWemo99oIYo/4i536C/RrlZx3rinLOT+cOt7dIZh/UPX9rA6XJTXNDMgMymq/UYzV+ZkDNrQq2gOZ98euEaDM/F5C8Sc/oN4e+4V3Prtp312gJih0/PquZcyKtV/lbPJ3n35MsV11yGV6n0KXx6uvSysc53urteLiVep+fDCa7ht2WdBFan6GoXJabw+51IydPqA+yXAsKTUmC6cGm0kwH2jJjEpI5efrfyKytNYAEFERKR7icngcomkLck/GEZr9OLuTB20pQthRzjsPBJaRCBUHkhXMWhVqDuokxPtPBOpRNJtBTn1mtDvRajikGcKZ9rzFopJmbl8dvF1PuFZfYXx6dl8dcmNAR0ZgKZuDDGzOrdhtv/os83i2BTWP5cnOqIp8So17869kvP7D45Ke73JgvwCPpt/Hdn60CvLRclnRt7MqYxLz2bpZTdz2/Bxp2W+WzhIunm1WkQkEuxON2c//i9GPvAiC1dv621zwiImV2YAUhJ0mG2BHY1Q9UYipaYx9GxQepKhS+0fPho6VCInrXsqUx9Hr1VhD7FiUdcUXVWZ9CQDGpUiqm0ep6Mv/BiMuulxzrTnrSOGJqbw5YIbeHL9Chbuj07V+u7m+oLR/H7y7JADu2ZH9zkz+WkfBdyerL+eZP31Ic9tNL9Do3lhVOxQy+X8e84lvLlnK89sXNXnQgblUikPTzibO0ZMCOv4gqQzJ2/mVAxKFU9MOofrho3m9+tX9Jr0eU+ikMq4YOAQbiwc06GjKyLSk3yyYRctFjsj+2dy7fTRvW1OWMSsMzO0Xxql1YFrARw6Wo/N4YrKoHnn4eCF55LitB0KBITCKwhBr+F4+6FWoKKBXqOioSW4mEKzKbrhKtndPFgWCc6Z+LyFg1ou54/TzmNGzkB+u2451ZboTYZEk7z4RJ6cci7Tswd0eGx31urQKAPX1lIrBgXddxyVPLq1hCTALUVjmZbdn1+uWsKO+pqott9dTMnqx+8nz45oVfDUvKgzkfyEJN6eewXLy4/w161r2dnQN97vSOgfl8CVg4dz7bCRpGi6VvhbRCTa2Jwu/rN8E4l6Dc9cP7fbc1yjRcw6M6MGZ7F0Q2AdbK9XYN2uUs4Z37UQhGaTjd0hwnLGDAkuNRsOTa3WkKFPTUYrE255oUt9dJVo55kkGqJXBEkkMs7E5y0Szh8wmBk5A3ljz2b+uX0D5hjJpVHL5fx09GTuHjkBhVTW8QlASy8UHpRJO851kkm7tpIdjMEJyXyx4Aa+PLKf57f8QJmxpVv66SpZ+jgeO2smFw4cGvG5wxJTkUkkMSns0NPM7pfP7H75bKqp4LXdm1lWdrjL+au9SbJGy/y8YVySX8iYtNNXAlik7/Pu6q1YHE7euPdKcpMTetucsIlZZ2bWuME8v3Bl0C+wd5du7rIz88nKHUGLMALMGt81Va76ltgvDOZ0RbcScldWskS6xpn4vEWKWi7nvlGTuGboSF7ZsZEPD+7qFccAIFGl4dphI7m5aCzp2sCJ4cEw9rDNRTk7kEk6dlTkshQUsujLskPbKs3F+cO4YOAQPjm0h3f2bWNXQ/Diyj1JUXIaNxWOZUF+AWp5535W1XI5A+ITOdISfHX1TGNCRg4TMnIoN7WwcN8OFpcc4KgpuFpjLDE0MYVz+uVzTm4e49KzkfWRGW6RM5s7zj2LO849q7fNiJiYdWZSEnRMGTmQH3cUB9y/63A1Hy3fzpWzR3eq/eLKRt5avDHo/kSDhpljuubMdCQuEAtEe7ZL2ckfcpGucyY+b50lWa3lN2fN5Ffjp7Gk5CAL9+/oMeWsgqQ0bigczeWDijo98DX18KqSPIxVGYA4zRwKs+d0sy1Srh46gquHjmBXQy3v79/BsvLD1Fl7toioTqFkTv9B3FQ4JqJidKEoTEoTnZkA9DMk8MjEGTwycQa7G2r5uvQgS0oOUtwaO/cqLz6R8ek5TMjIZlpWf7LEPBgRkR4jpkeedyyYFNSZAXjxg1UYtCrmTi6IqN3S6iZ++bcvQiYq33jBRFQdKDN1xJkoFayQn5lqNLHAmfi8dRWVTM6lgwq5dFAhVWYjP1SW8UNlKWuqyqKmGKaRK5iS1Y9ZuXnMzs2LyiDH6gpeh+tMYkRKOiOmnccfOI+9jXWsOFrMuqpy9jTWRn3FTSqRUJScxoycgUzPHsD49Oyoq2+9fM58Xj5nflTbPN0YnpLO8JR0fj1+OpVmI1tqq9hWX8W2uir2NNbh9HTv6q9cKmVAXCIFSakMS0qlICmV0WmZJKvFEOu+SJPZyhcb97JqbzGHqxuxOJzo1UqGZqdyzdTRnDvSf1K7pK6JBc++xf0XTuO22RP4eN0u/rdmB6X1zajkcgZlJvPY5bMZlJmMx+tlzK9e4pHLZmHQqHju81WoFDIeumQmM4vy+e3/lrF81yEGpiXx9LXnk5+R3GO2dbafNftLuefVz3jq2vMYl5fD3xavYcPhckw2B2nxes4dMZh7505G201iUIGIaWemcGAG8yYX8HWQiuYut4fHX/2adbvLuOWiiR3Wr7DanXyycidvfLkeiy34zObg3FSuPW9Ml2wHcLjEwaVIzyE+b10jSx/XPuMvAEdaGjnS0sSR1iaKW5soNbbQ6rBjcTmxulxY3E68goBWrkCvVKFXKNEplGTpDAxOTGZwQgqDE5PJj0+K+qC3ryl7dTcS2kK9ipLT+NnoSQBUmY3sbqyjuLWJGouJGquZGouJRpsNu8eFw+PB7nbj8npQymTo5Eq0CgVauQKdQkm2Po68+CTyE5LIi08iL76tsKVI7JCtjyNbH8fF+cMAcHk9FLc2c9TUSoWplQqzkQpzKzUWMxaXE5vbhc3txuZ24fC48QoCCqkMhVSKUiZDJZMTp1SRoFKToNaQqNKQqtWRo48jRx9PjqHt/zNVQvp05IMfd/DKt+sxaFQMzkwhNU5HeUMLGw8dZeOho/zhJ+czf3xhwHMbjBae+3wVH67dwZiB2cxKT+JoQwvbS6tIifN1blftLaa4polR/TP5YX8Jv3lvKVdMHsG2kkrGDMxmzf5Sfv3OYj799Y09bltn+1m9t4S/LPoBmVTC+PwcbE4XW4sreXvVFvZX1fH6PVdE+nZ0mph2ZgB+ff05bDtYQU1jcAWiJWv38vW6vQztl8aowdn0y0gkTqtCLpdhsthpbLWy80gVOw5WYnWEntGM06n500/nI4vCl5VMKsbIivQc4vMWPSTAoIRkBiUkc8hUxc+2LKYwux8vjLk9qv2UWeq4bt3zPtumpxbxzKibQp4XK+F6sUyWPk4M9TnDUEhlDE1MYWgfrC3li0BV9Ug83gYAsjP3IA0z1FMkMq6dNpohWanMKBqIQnZCgOXNlVt44cvV/Hfl5qAOw9LtB9FrlCx6+Gaykk5819QbzSToND7HrjtQxqcP3kh+ejJ/+vx7Fq7expKt+1n08M0YNCrufOUT1h8sp8FkIcWg61HbOtvPsh2HmDU8n+duvADVsZDpqiYjVzz/LhsPHWVnWTUj+/eM4EXMOzMGrYq/PXAZdz37Ic2m4GEfggD7y+rYX1bX6b70mra+ctMSOt3GySgVoW/voJwULp05Mip9dZYh/c7c2ganG+Lz1p1I0MpUUW81TZ3A40XX0OKysN9YwbKavlGgTEREpPtwufa2OzIi3UuiXhMwXOuGGWN4afGPlNQ2Bz23wWThTzdc4OMsAKTG+Qu6ZCbGkZ/eFto1Pj+Hhau3MWVofwyatt+VoVmprD9YTl2rud2Z6SnbOtuPTCrlt1ed2+7IAGQlxTF3zBA+XreLPUdrRWfmZAZmJfOvh67k139b1G0VxPtlJPL8zy5mYFZyxweHSUd1cAw6NVd1UsBARORUxOetexhsyOKbmb/vlrY1MiXnZ44FYEPjAdGZERERwe5Y3dsmnPHIpFKS9FrqjWY8Xm/AaB29WsmEQeGV8EiNO1FT6LgDk5FwwtHQKNt+vx1hKH5G27bO9lOQk0qS3j9XLDOxTfnSbO85UaI+4cwA5Gen8O7vr+el/63mi9W78XiD19OIBKVcxlXnjuGuS6eg7mLC/6mkxIcuiNXSCwUERU5fxOdNREREpO9jt6/qbRPOKNbsL+XbHQc5UNlAg8mC1eHC4XLj6kBM4tRVj1CoToqckCA5tu1ESNcJ5W7fEOKesK2z/QRa5QGQStqcnp6Mhu4zzgyAVq3kkZvOZXxBLr95ZXGXblRyvI4LphRwzZwxpCV2T6G39KTQ7TYbo6OWJCIC4vMmIiIi0tcRBCcO54beNuOMwCsIPPj2Er7dcZA4jZppBQOYNTyfeK0arUrBs599H3J1QR5mkWM44cDEmm1d6ScaueXRok85M4IAry9ax+uL1gd0ZPKyk7HZXTSbrO3F+ZQKGQatmpQEHf3SExnSL5Vxw3IpGJiOtJuLWKmUclIT9dQ3By5m2GqxYbI6MGijH4svcubRF5+3Q6Yq/lvyHTuaSzC6rAj4f7AXnf04ScoTjprFbee9slV8X7eLKlsTKqmCovhcftJ/JuOSfON+NzQe4Jfb3uDRwqsYnZjHvw9/zZbmw5hddlLVccxIHcFt+eehkfmqVLW6LFy4yje0bETCAP41/t6g19LsNLOkejNr6/dRbKnB6nagk6sZbMjispwpzEgb3plbJCIicgbhcG5AEHqnkO+Zxnc7D/HtjoPkJifw7v3XkKj3TYx/9rOVvWRZz9kWy/cgEvqMM+P2eHnslSUs33zQb59WreShG87hgimBVR16k2H904IOLgUBdh2uYsrIgT1slcjpSl963g4YK7hn8z+RIOHi7LNIVyewu7WM7+t2AXBn/lwGG7KIU5yIyW10GPnZln9Tbq0nR5vM1JQCWlwWtjQdYWPjIX5VcCkLsif59bWuYR//OLQYmUTCmIQ8bB4XO1qK+aB8NYfMVbw09k6f47UyNU8Mv5ZWp4VSSx1fVK7v8Ho+rVjLf4u/Qy/XkK/PIFkVR4W1gS1Nh9nSdJjHiq5mbua4Lt41ERGR0xmHmC/TYxyobBNZmD0y328QX97Qgtnes8WJT6anbIvlexAJfcaZeeo/3wZ0ZBINGv754JUMyolNKcbCgRn8sD144c8dMTS4FOn79KXn7Y3iZTi9bv4w8kafVYvn9n3CosoNGBQaJqcM8znn2X0fU26t58aB53B73vntq6sHjBXcu/lfvLj/CyYkDSFL4ytjurJuF9NTi/j9iOtQStu+9qptzdyy4UW2NB1mT2s5RfH92o9XSGWcl9FWa+qQqSosZ+bynKkM0mcxJaUAxUlL/O+XreIfhxbzXtmqM9qZ8XjqsNo+xe5Yhct1AK+3CfAilcQjl+ejUk1Bq70MhdxfVadb7fI2YLMtwm5fjcu9H4+nAUGwI5FokMnSUMjzUCrHolJNQ6UcB3Q9tMLp3IbNvhSHcxNudzFebzPgRSpNRiZNRaEoQq2ejVo9A6mkO8KgPdjsy3E41uF0bsXtqUTwGhFwIJNmIJcPRKu9DK1mPhKJpuPmTiO8ggmbddGx53Qfbk8NgmBDKtUhlSYilw9EpZyERn0eCkVkBbs7QhAs2Oy9PxPudhdjd/yA07WrTVnNU4vXa0QQ7EilWiQSPTJZOgpFIUrFSDSaecikfU+p8niienFtk892s93BUx8t7w2T2ukp22L5HkRCn3Bmlqzdy5K1e/22SyUS/vTTi2PWkQGYMmIA//5sbdD963eXcc9lU3vQIpHTmb70vO1uLUMqkTA11XdAMC21kEWVGzhgrPTZXmqpZV3DfnK0Kdyed55PmOjQuBwuyBrPZxXrWFy1iTvyz/c5VyaR8mDB5e2ODECmJpFz0kexqHID+40VPs5MZ0hQ6gKGkl3VbzqvHP6aMkvnZeNjnYam27HZFre/Toj/PQZ922qXINhpNT6H2fI6guBf58sjNOBxNuBwbsBoehGtZj4J8U8hk6V3yaba+gtxOre2v05JegON5oL214Lgwmj6CybzqwiCfz6ZIJhxu8243cXY7N8Bz6FUjiU9dbHfseFit6+g1fgMTtfugPs9nho8nhqcrl1YrB8glRgwGO7DoL8LiUTd6X5PIGC2vInR9DIeT1XAI9yectyecuyOVTQ13x9Wq0rFSNLTlgbd39R8Pxbrhz7bkhNfRqu9PHzTT6Ku4TIcjnU+29JSv0ClnBjyvFPtiDM8QHzcr4G258Fkfhmj6WUEwV8sxes14vUacbvLsNu/p9X4LGr1bBLjn0Quz4v4GtyeClyuPbhce3Ee+9/tLuXUBHCAyuqiiNrOzjyAVBpZArjHU43Z8g4221e43IeCHuf1GgEjHk8VTuc2LCykueU3aNTnkhD/O+Ty/hH125vMHjGIl79ey+q9Jdzyjw8Zlp1Go8nK+oPl9E9NYGxeNluLKztuqA/bFsv3IBJiJ3snCF6vwD8/WRNw3znjBzNmSHYPWxQZBQMySA6hMrW3pIa9JTU9aJFIZ5HLgn9cBEGIiUKGfel58whepEiRnpIYKZe0rWrYvb7L25ubDgMwNjG/XS3lZPL1bXr2B03+X7xDDNkkKv2VV9LVCQCY3d0njiCTSElU6vEIXjxCdFQYYx2nczvQthpTVz8fk/lfAR2ZQFhtX1Jbdy5OZ3Rlqt2eiva/Pd4G6uovwmh6KaAjEwylYlSn+hYEB03N91PfeF1QRyYQXsFEq/FZampn4HIf7lTf7W15jdQ3XENzy6NBHZkzDadrOwBebyv1DZfTanwuoCMTDLt9ObX187A7wlcfc7kOUFk9lOqaCTQ03kyr8TlstsW43SUEcmS6G0Gw09h0F1U1EzGaXgzpyATHjc3+DTV1s7Davoy6jd1Fol7Df+67knNG5FNa18xHa3eyu7yGS88q4tW7L+eswbmnvW2xfA8iIeZXZrYcOEptkyngvhlj8nvYmsiRSGDe5GG8+82WoMe8v2wbT905rwetEukMBm3wmVFBAIvN2evJ9X3peRsWl8OWpsNsay72Sdzf1HSoff/J1NlbAFhUuYFFlcHVfkwu/8FpiirwLKUsgFPUFTY0HmBF7U4Om6tpcpiweRw4vC5c3o5rB5xOOF3bEQQL9Y1X43Ltj/h8j7eBuoarSE9dFLVQHs8xZ8brbaG+/tJOOQca9ZyIzxEEC/UN1+Jwbor43OO4PeXU1c8nJfltVMoJnbDBSUPTLTgc/qu2EokOlXIsMlkmSBR4vc24nDt9nL/TFadzB4Lgor7xepzOzZ1qw+s10tB4GxlpS5HLOx6TCIL92OpGbCCRqPF4qgF3l9sSBBtNzfchk6aiUvnnLsYieelJ/PWWiwPuu+f8ydxz/mS/7QPTktj5wi/Cal8mlfodO2FQjt+2QH11t22d7WfqsAEh+7ht9gRumx3591RXiHlnZm9JbdB9CQb/Yj2xyGWzRrFw6ZagUtLLNhzg6nNHMzyvZyqlinSOOH3oMI/aJlOvOzPQd563W/PmsL25mCd2vcsVudNIU8ezt/UoX1ZtJEebzPws35AR77FZyyGGbPL1GUHbzdb6F76NttNyKl5B4Le7F7KydicGhYZJycOYnlpInFyLRq7ipQNfYHafOQpFbncpDU23+zgyCvkQNJr5qFQTkElTQKLE46nB4ViHxfohHo/vipogmGlouo2MtO+RSJSndhG5TZ4KwNNm10mOjESiRKkcj0o5EZksFakkHq9gwe0uxeXadUxdyoVEokWlijREU6Ch6Y6AjoxCPgSt9mKUygnIpKlIJEo83kaczh3YbIv95Hm93hYaGm8hI215xCF4JvM//BwZiURJfNwj6HU3BcyLcTg30NzyEC7XAZ/tMlkGSsVo5PIB7f96Os8pWni9jTQ23XGKIyNDo56DRn0ucsUgZNIUBMGB21OB3b4Ki/UDv9UbQbDQ2PzzsEIQJRJ5yPwSj7cR8F3BlUlTIBJp3wiVWg2Ge3E03uLXp0p9NkrFCBSKAqTSJKQSPV7BjNtdit2xCqv1YwTBV7ZXEFw0tz5MRtrKyGwWEekCMe/MmCzBBwD7y2qZNDz24zNz0xI4Z9yQgAIGAB5vm1Lbwt/fgE7T9R9tke4hXhfamdl5uCom8rf6yvM2KmEgvx1+LU/sWshbJcvxIpCiNHBx9kRuzzsfndz3fqep4gEojM/lV8Mu6w2Tg7Kqbhcra3eSrUnm3xN+SoLSN9Tvrwe+6CXLegsBu/37Y3/LSUx4Er3uJk6NbFbIB6NWTSfO8DOaWx/HYlnos9/tLsFk/idxhv/rskUedyVG08s4HG1hyxKJEoP+Tgz6e5FKE4NfiWDFZvsat6csYqfKbPkv9lMSuiUSFYnxf0Cnu5ZT74ecfFTKiRj0d2Czf0tT00/xCiciE7zeRpqaf0pqyoeEO1D0elsxmf51ylYJKUn/Qa2eHfQ8lfIs0lO/orbuAp/QIwlKkpL+1k3CBD2PzX4i10epHEVSwgsoFP7KqApFIRr1ecQZ7qeh6Wa/MEincysO58YO83YUiiKyMncG3V9VMwaPxzcUOCN9FVJpUpAzuo5GfR5yeR5eTz1a7RVotZeGFLtQKkag1cwn3vALGhpvwena5bPf5TqAzb4UjXput9l8OnLdhrvxHgtFvqbfZSzIEu9fuMR8zkyowdabizey63B1D1rTee69fGrIAkOV9a088q+vsDnCiysX6XmG9k8Luf+bdft6yJKO6QvPW7PTzF8PLGJaaiHfznqK1bOf5dPpv+FXwy7zcwYAxicNBtpyZ9xCbIVtHTa3fQ+dnTbcz/YKayOWM2hV5lSSEl9Ar7uFUD83EomGpITn0Wr9nVSj6W94vPVdtsPp2kur8XkApNJkUlM+Jj7uNyEdmTbbtGi1lxNneCCi/tzuMlpanz5lq5zU5IXodNfR0c+vRn0eqSnvc+qco93xo88AvCPs9uU+DhGAVnNRSEfmOBKJnoT4J322uT3lmM2vht1/X0GpHENayscBHZmTkcnSSE1eGHB1zGL5X3eZ181ISUl+k6zM7SQm/PFYKGPHw0OZLJuUlPcCrjTZ7Su6wU4RkcDEvDMzODf4cqzF5uT2Zz7goX98ydfr9nGksgGT1YHHG3tJtv0yErlh3viQx6zbVcrtf/yAuubAOUJdxWix8/GKHdz05Ht4vb2frN7XGDs0J+T+bQcrWb+7rIesCU1feN52tpTS5DSRqU4KKzE+T5/B9NQiKqwNvHRgEQ6vryPm8nr4oX5PtybzB+O4kMCpimVmt50/7/+kx+2JFdSq6ei0V4Z9fFLCc37OhSDYsFo/i4I17mP/5KQk/7dTuSeR0CZ64Pssxsf9X0ShakrlOAz62/zbNv0z7Dbsjh/8tgVyGoOhVs9AKk3w2dZ3B+2BkUhUJCe9gkTiLxISCKk0EYP+Pr/tTufGaJvWYyjkg5FIIg/dl0lTMBj8iwk7HMHzGkVEok3Mh5lNLOxHvF5NqznwzKbXK7Bi8yFWbI5MgUMpl6HXqtBrVcTr1QzJTaVwYAYj8rMYmNU9y7l3XjKZtbtKOFgefJbxYHk91zz2Nj85bxzXnDcGvaZrORi1TSY27TvKmh3FrN52BKe7bUa7rdK6GM8aCUlxWgZmJVFS1RT0mCdeXcIrD11FXrZ/3kZPE+vP27ikQQwxZPPR0R/56OiP7ds1MiVZmmTmZ0/k8twpSE4675HCK6nf1spnFetYVbeLwYYstHI1DfZWSiy1mN12Ppr6CHp512pjrKnfS5PTjMVtp9zadv9qbc28VbIcnVyNTq72yd05O3U4rx1ZytqGffx0yysMNmTR7DCzqekQudoURiUMZEdLiV8/K2t3YnLbMLvtHDK1KUyVWup4q2Q5erkGvVxNYXwuudq+V8MBwKC/J6LjJRIdBv2dtBr/5LPdav2oXeq5q8QZ7ul2R8YrmLBYP/bZJpXGYdDfHXFbev2tmMyvcrLSlcO5CZf7EAr54A7Pd3vK/bYpFSMisECCQlHUHp7X1uZRPN6GY7kcfR+97lbkssik2bWaBbS0PuGzzeU+giBYkEiCK0qejmg182lp/b3PtjZRARGRniHmnRmlQs69l0/jmbe+i2q7TreHJqOVJmNbIt+uw9V8srItjrVgQDqXzRzJ3MkFqJXRu0UKuYznf7aAm596r73fQJisDv79+VoWLt3COeMHM74gl/HDcklNDD5rJAhtA8mymibKapo5XNHA5n1HOVrbHDX7ReDyWaN4fmHwombNJhu3PPUed182lUtmjECjUoTdttcrUNdsRqdRRkVIIJafN7vHyT8OfUWZpY7RiXmkqxOQIkEArB4Hu1tK+euBL7C47dw08EQ4TJxCy7/G38vnlev5rmY7u1rKcAkekpUGRiQM4OzU4UGVyyLh+f2fUe9o9dlW52jltSMnwnuu6X82Px18EdBWY+bv4+7m34e/Zk9rGXtay0lVxXFR1gRuyTuX98pWBXRmfrv7vfYY6eMctdb79HP3oHlcP2BWl6+pp5FK41CppkV8nlazwM+Zcbp24/FUIpN1TYpfIlGg193epTbCwWr9AkGw+GzTai7p1CBXLuuHQlGIy7XHZ7vDsS4sZ6atOKkvUml8RDYEOt7rqT9tnBmd9qqIz5HJ0pDJMk7JbxHweJuQy84sZ0Ymy0YqTTxW/LWNttDGtpVQEZHupk88ZZfNHElpdRPvf7u144OjwL7SWv7w5jLeWrKJJ249jzEdhBdFQmZKHH/9xaXc+9zHmG2OkMeabQ4W/bCbRT+01SXQqBTE69XE6zVolApsThdWmxOrw4XJ6sDp6rq0okhoLjl7BP/5ckNI58DqcPHC+9/zyqdrGDU4m8H9UonXqVEp5bjcXhwuN2arHZPV0e5QN7RYqG8x4/UKPHvfRcwePyQq9sbq8/aPQ4v5snIjfxx5I2cHKDTZ5DRxyQ9P823NNh9nBkAhlXNl7jSuzO14oHxW8lB+PPe5oPuvHzAroKPw2fTfhHEVvgzQpfHMqJsC7rs1bw635vnL+q6e/WzE/fQVlIrRSCThO/PHkcsHIpcPPFZ34wRO1y40XXRmVKqpyGShc9+iQSAJZLVqZqfbUyqG+zszzg3odTeGcbb/CrwgOCMSvApUi6czIUmxiFzeH4ViWKfOlUlT/ZL1vd5WkPWN2hzRRCpN8nFmALxea8TFO0VEOkOfcGYAHrh2JkV5Gfz1g1U0tFg6PiEKVNS1cNefPuSey6Zyy0VnRa3dggHpvPLQlfz8hU9DDopPxeZwYXO4qGnsnhwHkY5RKeX89MrpPPlGxwm4VoeLdbtLWbe7tPsNC0EsPm+bmg4il8iYlhq4snWCQo9KqsDkCt9ekdhCoRjahXML/ZwZl2tvl9WRuju87DiBapYolJGEdvkik2X5bXO7i8M8NxOXy1ecxO0uRakMP5y6rTL9qe32zdDHU1EoAn8HhYNE6r8CE0kR1tMJiSS02qeISHcS8wIA0JZI/NHy7Xz5wx5aTD37RSEI8M9P1vDBsuhWox7aP403H/8JRXnB62WIxCbzpxVx5ezRvW1GRMTa86aTa3ALHna3+gsmeAWBN0u+w+ZxMioxrxesE4kGsi7MTisCFB90uTpTmfzUdjvvYIWL19uI23PUZ5tEokAewCEJl0Cz26fOggcjkANns38bdt8u92E/x1KpGHHarMwo5F1ZBQ+0vCWK64h0HTGjOTJiemWmxWzjjUUb+GL1rl6XLH7h/ZUUDEhn1ODO/yCdSmZKHK8/eg1vfLmet5ds7rEwMbVS7pNULRI5v/zJTGx2J1+t2dvbpoRNLD1v1/efyRO7FnL/1lc5K3kIWZpkJECj08TOllLq7C1kqBO5d9CFPWKjSPSJNC/jZGQy/4KuXqGlC9a0IemCTeFyatgRtBUSPFrZtRC5UwnXmWnLQXqOkwfZZst/0WmvQS4f0MHZAq2tT/pt1Wjmh29ojNORNPeZiiDYcbn24XLtxeU+gMfbiNfTiNfbjCBYEQQHgmBv+4cdQRDLSkQTaTcXej7diFlnZsXmQzz79nc0d7ASI5NKyUg2oNeq0KqVHQ7RPV4vDqcbi91Fs9HaYR7BcQQB/vrBKv7z2LWRFtcNiVwm5a5LpjB/ahGvfLaWZRsP4PZ0j7R0UV4GC6YP5/xJw5BKRWemK8ikUn57+1zGFfTjuXeW97qzHS6x8rzNSh/J35Q6Piz/kb3Go6xr2I8ECXEKDf116VyZO5WLs8/yK5wp0nfoSqx8oFl/r7fr4Y7SMKV3u4LX29rxQVFAEMKrXSSXD0SrvRSr9dP2bV6vkfqGK0lKfAmVakrA87zeJppbfoPNvsxnu0yWEVAuuq8iPcOUx0IhCC5sti+x2r7E7liBIDh726SoUGatYF3DRg6aj1Btq8XqseERPKhkahIUcWSq0xmsz2NEQiF5uvALsVfba9nctJ2D5iMctVZidJlweJ2opSoMCj25mmyK4ocxNWUiBnlk3z1ySdvw3OV1s6ZhA+saN1Fhq8boMqGVa0hXpTIucRSz0qYRp4i8gK3D62Rtw0a2teyizFJBq8sICBgUevppcxmVUMjZKVNQyzoWI7p5489weB3o5TpeG/8i0KZgurlpO2sbN1FqKafZ2YqAF4PcwEBdP8YljWJaylnt19lVYtKZee/bLbz4/qqg+xP0Gi6aVsTsCYMZkpuKUtH5yzBa7Bw6Ws/GveV8+eMe6pvNQY/dXVzNul0lTBk5sNP9BSMrNZ4n75zHz66czherd7Ns0wGKKxu71KZWpWD00BwmFvZjyoiB3SY5fSZz0dRCpo/K49Pvd/DRih0hn5+OkEokDMxKJi2x+ytrx8LzNiYxnzGJ/uFEIqcLsk6fGciZEaLgzPRE8IZXMHZ7H5GSGP8UDsdan1Ujt6eCuobLUSgKUSknIZNlIpGo8Hqbcbn2YHesQhB8J/skEiVJiX8/bULMQMz1OI7V9hWtxj8EzI/qq1g9Nl4vfpd1jZsC73dbsbqtVNlq2NK8gw+OfkamOp2nRzyKVhZc3n9d4yYWV3/HEbO/QuXxfq0eG7X2ejY3b+fDo59zY/+rmZkWQY0pqYJKWzUvHXqVo9ZKn31Glwmjy8QhczFfVX/LbQOvZ1LyuLDbXt+4mXfKPqTJ2eK3z+FoosHRxNbmHXx89EtuHHA101LCyxk3uy0YXSbcgpuXD7/BPuNBv2ManU00OpvY3LydRZXf8MDQe8nR+K/ER0rMOTNfrdkb0pGZP62IX103C61aGZX+4nRqxg3LZdywXG696Cwef/VrVm4JHpu9evuRbnFmjpOaqOf2BZO4fcEkqupb2Xm4ij0lNZTXtlBV30qLyYbN6cLl8qBUyNCqlWjVSnQaJVkp8fTPSKR/RiIDspIY1j8duSy6S5UFA9LZ9N/IKmFHi5ljB/Va36GI16u55aKzuPGCCewrrWXX4Wp2HqmiorYFo9WB2erAbHMgk0rb37OUeB0p8Tqy0+Lpn5lEXlYyw/qnRe25DpdYf95E+jBCV8IYPf6b+kjYRSzOZkulSaSmfEh9w1V+YXAu115cro7DZaXSOJIS/4G6E3LbIrGMl5bW32EyvxbyKKk0DrlsAFJZElJpElKJHolEh0SiRSrVYTS9HFAGvLdwed08vfcFSiy+eZlKqQK9XIdb8GBxW/EIvt81cQpDSEcGYHvL7oCOjEamRiNTY/PYsXlOrJzaPHb+XfwWapmKScmhi1kfx+qx8cd9L7Y7HFKJFL1ch1fwYnafEMEyuy387dCreIXbmJIyscN2v6j8mg+O+hYhlklkGOQ6vAiYXOZjdeHA5Dbzj8NvUGuv5/Kci8Ky+4illPfKPqHCVtW+TS1ToZFpMLvNuLwnfheq7bU8s+9FnhnxeKdWl04mppyZ6kYjf353RdD9150/jv+7Zka39a9Synn6rnlc8Wgt1Q2BZ9fW7izttv5PJSs1nqzUeOZOLuixPkU6j0wqZXheJsPzMrmWsb1tTsSIz5tINOmKqlOgc6WS7l+xjAaBcoXk8v6kpnwU5Z4iW2VSyAeTkbaCltansdo+iiDHQY5WM4+E+N8HzGXqDU5dMRLpPC2tTwVxZKRo1Oeh0VyIWjUNmSy0eIzZ8nZMOTPL61b7ODLzMmYzJ2Mmmer09m0ewUu1vZZ9xoNsb9nNjpbdnJt+dodtX5R5Hj/Ur8eg0HNW0ljGJo4kTzfAZ0Bea6/n29qVfF29vN05eLfsYyYkjUEm6XjV+n/ln+MW3GRrMrkqdwGjEopQSdtCvpqdLSyrXcWiqm/wCB4EBF4reYchhkGkqIJHRKxt3OTjyIyIL2BB9jyG6AehkLa5A3aPg+0tu/nf0c+osdcB8HHFInK0mZyV1PHqz98PvYbNY0chlXNB5hxmpU4jXd2mfOgRvOwx7ued0g/bnZ0mZwufVy7hxgFXd9h2KGLKmXlr8Uas9sCzWkP7p3H/1d3nyBxHqZBz+axRvPzRDwH3VzcasTvdUS2mKSIi4s9VN/yLunojX3/2CzSanl2xEuk6XXJmvP7y+xJp9+e7RINACeVerwl5DNQekUoTUavPxmb7EoE2Z0Yi0SCRaPB6jUgkEiQSA1JpIkpFEUrlOLSaizscyPY0pxYkFekcDucmTOZX/bYr5ENITvp3p+vvxAJbm3e2/z05eULAwbJMIiVHk0mOJpM56TMwuy1h5YjkarP5TeEDDDXkB835SFenckP/q9DKtHxcsQhoC7E6bC5hqGFQh324BTe52mx+X/QQGplvKGSiMoGrcheQo83i74faHFG7x8H/jn7OfYNuDdie0WXijeJ321/PSZ/JLQOv9RPnaVs9GsfIhEIe2/VHqu21ALxb9hHjEkd1mONi89iRS+Q8NOznFMX5Pj8yiZSR8YX8ruhBHtz5u/ZVp1UN67hhwFVdEqaKmXV7q8PF4hDKULfPnxTVxPtQjBsWukhmcwS1OkRERCLnaEUTdfWxl3sgEj4eb22nz3V7Kv229RXVKZk02W+b19saE2pPRtNfaGy6+1h1dlAqx5CR/j3ZmXvIzT5KTlY52Zl7yEz/keSkf2PQ3xlzjgxERwxCBEzmfwG+AjAyWRZpqYsidmRi4fk+GZP7RP5qojI8FUO9XBd2QnpR3NCwjr0g81yflZhSS3lY7QPc2P9qP0fmZKYkT2B0won6VRuatmB1Bx6fLqv9HqunbYIpVZXMjR04D1qZhmv6Xdr+usHRxOam7WHZPT/rPD9H5mR0ci1zM04Uw7a6rVRYq4IeHw4x48zsOFSJ3Rk4xlohlzF5xIAesyUlPvQMYLOpbzozP1+ymLwXX+AnH0U73EFEJLps3lra2yaIdJFTa5N09dyu1QPpOWSybKR+Do0nrLyU7sRq+4JW4/PtrxXyQaQmf4Bc1q8Heo/eTKQg2APKX4tEhiBYsdv9w/oT4h7tlKx6LIWYAaScVBR2Y9PWY2pdPY9GpiZJmdD+2uQOb1UxXhFHUXzHdbFmnSQq4PK62Nm6L+Bx39evbf/77NQpYTlioxKKfCSid7aGkVsnkXJexjkdHjcsbrDP60ZneFLzQfvt0tlRZPeR6qD7BuemourBsK6O+pL01BJRFDna2srXBw+ikct5Zs6c3jZHRCQkm7d2fiAsEhu43J0vcul07fLb1pVK7T2NSuWv/uNwbuwFS47jpdX4rM+WuLhfdUk+OxICKYZ5Oxkq5nIf5tTVBJHIcbvLAuQeSdFo5kbclsfb0KWw0u5g6knJ8A2OJh7d9QeW167G6e35FSSFVNH+tyvM/vP1A8IKuxp+ygrIqYIHAA2ORhocJ9RKB+vDK0atkqrQy09Il1fZOp5E6K/NJUHR8fdKgsLXYQ62ohQuMZP40dga/IstKa5nZSBbzaE/lLoeVpyKBi+uW4tHEHhq9rn0T0jobXNERIJit7vYvvNoxweKxDRO5y683hak0oSIznO5D+IJEGamVAyPkmXdj1o5BZttic82q/VjDPo7esUet7vMT3JXqRgR+OBuINBMv9fb0Km2HI7VXTUnxvGfYxa6wXnzeOv8tsmkyUg6UXfH4Vjb8UE9zKTk8Wxo2sr6xs0ANDmbeb3kXd4r/4SpKROZljKJIYaulwaostWwx3iAMutR6h2NmFxmLG4rTq/z2D8X7k4oO6arUsM6TivXEqcwYHS1hV4eT9o/mVKL7+/ps/tfitge8A3dC0auNrzC8rJT1Cm9XXzGY8aZMVmDq5P0dLL9wfL6oPukEgkZyX1DVec4Bxsb+GLfPh6cNp3LCgt725ywcTrdLP1uN2vWH6a4pJ7mFgtKpZy01DjGje7PhXNHMnBA6A/8lm2l/PKR/wHw5GOXcPa0oXg8Xr5dvocVq/ZRWtZAS4sVlVpORno8Y0f159KLx5GZEdkyu93hYvnKvWzZVsbBwzW0ttqwWB2oVAqSk3Tk5iRRVJDN5In55OelhbQzNyeJd17veNBzw+2vcbSibWn/L89czbgxA0IeH437eSpl5Y0s/W43O3YdpaKyCavVCRLQ61RkZCQwKC+NMaP6MXliftAk/oOHati8tZTDxXUcLq6joqIJr3CiWvm8S18M2v9PrprEnbeGFgapqm7hx3WH2LGznOLSeppbrLhcHrQaJWlpcQwbnMHsWYWMHR1+sbRoXfvpjReb/Vt02qsiOstq/dxvm1I5NiZzN4Kh1V5Gi/GPCMKJ2UanaycOx3pUqkk9bo8ngOPgdO1ELg9vhrarSKUp/v07d3SqLattUVfNiWmk0jg8Ht/8AcFrhAD3sGsEmPUPQ2UrEBbrB120pXv4+eA7yNP159PKr7B72saYVo+NZbWrWFa7iixNBjNTpzI7bTpaeWST5puatvFJ5VeUWbpn4k0rDy0PfTJ6ua7dmbF6/Fc4wnFCwiGcVa2TV3J6kphxZuSy4B+ixh5OuA9VZyYrNb5LRTp7gyHJKRz5RezVZwnF1u1l/OmFJdTW+ca5ulweSiz1lJTW8+kXW7j80vHcc/ssvwrzgSg72khDo5nHn/yUfQd8wxpdZg+HzXUcPlLH519t48FfzOPcWeE5fou/2cGr/1lFq9F/Rc9mc1JR6aSispl1G47wyeeb+ejd+5DLezbCM9r30+sVeOX1lXz82WYfx+M4zS1Wmlus7NtfxZdLtqPRKPngrbuJj/P/gv500Ra+Wba7axcYgJraVp5/6Zug+Tcmsx2T2c6R4joWL93JlEmD+O2jCzoMM43mtZ/umEx/R6e9nHALaHoFE2bLG37bdZrLomxZ9yKVJqLX/QST+XWf7U0tD5CR9l2PF50MpKTW1PxL3O4yNOrzkMv7I5Fo6K6iokrlKL9tdseqiFfubPZvO+0E9RWkUn9pXadrb9Qdz8BCFY0Igj2iQqIOxzrs9pXRNC1qSJAwP+t8ZqZN5Zvq5XxXt7p90A9tqyrvlX/CZ5WLuSDzXC7OmofypJCwQHgFL6+VvMP3dWt8tqukSnK12WSo0zEo9OhkWtQyFWqpivePfoolwjCqcIUIwDeM7bjTdjLHE/+Pk6RMQNoJxzVZ2bEIi0raOxN3MTMqTzQE/6E/UtGA2+PtkYJ8JVWNrAjhzIwf1vvymqc7a9Yd4nd/+AKXu62YlVajZOTwXFJS9DgcLvbur6ayqhmvIPDRp5tobDTzxCMXd9ju/oM1rFl3mP0Hq5FIYPCgDAb0S0Yhl1Fe0cTuvRUIQtsKxrN/WUxudhJDh4SeDX7pH8v47MutPtt0WhU5OYloNUoamyzU1Rux29tmNM4/d0SPOzLdcT9ff2s1H356oqpyZkY8g/PTiYvT4HZ7qK5p5XBxHRZL2xdr4bCsoIP52TMLGZR3Qvvf4XTz2n9PFM6967aZKOSBv3iHhXh/EhK0HDx8QlFLrVIwKD+NrMwEVCoFjU1mtu8ox2prk4Nfu/4wf335Wx564IIeu/bTHZf7MK3GPxMf93BYxzc3/xKv19fhlkh0aLWXBjkjdjHo78Fs+QBBODEr6naXUN94PSlJb3Y6X+V4CJ5Mlh32OTJZBirVFJ9wIEGw0mp81i+XxhcJEokOqTQOhXwwSuVotJoFKBSR1aJSKkYhkSh9CooKgoNW0/Mkxj8dVhseTxXNLY9G1G9fRKkY7he2ZbX+D60mvKKF4SKX5wd4T1zY7N+F3ZfbU0Fj011Rtas7MMj1XJm7gMtyLmJL8w5W1a9lR8tuPEJbaJPNY+eTiq/Y2LSNh4f9nKQQg/bPq772cWQy1Glc0+9SxiaM9HEqTubTyq+wEJkzE25uDYDTc+I9DCQtfaqD8fCw+8nVhv/90ReIGWdmQFbwQj9Gi50ftxczc1zH2txdwepw8di/l+D1+s+2HufssV2LsWy0Wvl47x5WFBdzsLERs9OJQamkIDWNG0eP4vxBgwOeV97Swutbt7CmvJxasxmZVEqaTseYzEwWDCtgaj9fRZpmm41xr/zLZ9u4rCw+uvqaLtnf3dTUtvLHPy9uH3hffOEY7rptBjqt7wd02Yo9/Pmv3+B0ulmxah+jR/Xj4gtGh2x7zbo2J7V/v2Qef+hiBuX7hnvtP1jNI098THOLFbfby1vvreGPv7s8aHuff7XNx5EpGJrJHbfMYPTIfj4rG15BYM/eSn5ce4iL5vnPUHYn3XE/rTYnn3zWFocslUp47KH5nDPDf3Dj9QrsO1DFylX7GT9uQFAbJ4wbyIRxA9tfm80OH2fmkovGdCpMS61ScOWlEzhcXMu880YwbvQAFApfp8hicfDHP3/FmvWHAVi6bDe33jid1JTAoaTRvvYzAaPpJQTBSXzcg0FnfAXBTnPLb7DavvTbFx/3i4Cz1bGOTJZFUuLzNDbd7bPd4VhHbf15xBseRKu9hHB0eNzuYuyONdhsX2J3rCE56d9oNZENRpISX6Su/mI8nkgkswUEwYzHY8bjqcLuWIXR9BJq1XQSE55DLh8QVisSiQqtZgEWq6+Sptn8H2TSdOIMPyXUqpDDsYam5v8LmEt1uqFSTfOr/WKzf4fZ8h/0usA1RDqDRKJGpZyE/ZQcpNbWp1CpJiHrIKzN7lhFY9N9eL2NIY+LJWQSGROTxjIxaSytLiPL637g6+rvMB9TGDtqreSFg6/w1PCHAybfO7wOFlV+0/46XZ3KH4Y/2mGImlvwRGyrJUC4WDBODiPTyvxtMSh8FXpbXK3kIjoz3cK4DlY8Xnj/eyYU9kPXTbHnTUYrv/77opD5MhnJBqaOGBh0fzi8s2M7f1u/njiViqEpKaTpdJS1tLDuaDnrjpbz/Plz/fJaDjc1cen772FzuRidkcHwtHRa7XYONzXy8Z49JKjVfs6MXqnkxXnzaLLZONLUxHs7d9IXeO2/q7Ecy5+aOX0YD/zsvIDHzTmniNZWGy//ezkAby9cw7zzRgSdwT+OQa/mhWevITnJX3572JBM7rtrNk//qW1AtWlLCS63J2CbFqvvgHvSxHyeeuLSgMdKJRJGFOUwoih0/aLuoDvuZ/nRRhzHZNQHD0oPOJiHtsF+UUE2RQW996V5w7WTQ+7X6VQ8/vDFXHXjvzAabXgFgW07yjlvdmDlrL507b2LBLl8IG53MdBWz8Jq+wKtZsGxauLpIFHh9dTicG7AYnkft6fCrxW5PB+97s6eNj5qaDULcOo3+4Wbud1lNDbfR0vrb1GppqFQFBxLvtbgFSzHHIgqXO7DuFz7oyJFLJf1IznxHzQ03eq3+hUpdscP1NSdS2rK+6iUE8I6x6C/C4v1E3yVyARajX/EavsCnfZqlMrRyKTJCIIDr7cJp2sHNvsyHI717WdIJMqAg/DTBY36HOTyAX6CDc0tv8FmX4FOewUK+ZC2IrKCC6/XhNfbjMdbh8dTjddrJiH+sbD6Mujv9LuPbk85tXVziDM8gEZ9XttnFQABt6cSh2MdFusHPqtHEokGlWoKdvvyrlx6jxKviOOy7AuZmz6Lvx56lV3HZIePmEvY03qA4fH+dVL2GQ/h8J4I47o4a26HjoxH8GIJU475ZKoDJPIHwuQ2tztjAJmadL9jck+Z+DhsLmVEfN/Jnw6HmHFmctMSKBiQzr7SwLNG1Y1G7nv+Y/7y8wUkx0cvwcjrFVi8di9//3A1zabQKmZ3XTo1rNyMUNw4egwFqamcMzAPxUl5Qq9t2cwzq1fz6ubNfs7MB7t2YnE6efKc2Vw/yndmf299Pcka/xAWhUzGgmEF7cf0BWemqdnC9z/sb3/dUWL3RReM4vW3VmO3u2hoNLNlWymTJoReObvysgkBHZnjzJg2lGf/shi324vL5aGioilgUvw3y3a3hxFpNUoe/dWFHTpSPU133c+T89vq6004nW6UPSzSEU3UagVnjc9j2Yo9ACGLdZ5u1959CKQkv0V9wxXtKwEeTxUm87+OFerrGKk0jpTk/yCRhI5hj3US4n+PILgwW97y2+fxNmC1fQ62z7vVBqvtK4ymv+Jy7Ylam4JgoaHxBjLSVp004A2OQlFEfNwDPrVujuNy7aGl9Ymw+k2IfwqZLO20dWZARkLcEzQ0+a/C2O3LO3QYZLKMsJ0ZtXo2GvUcbPZlPts9nhqaWx6kmQeRSLRIJMpjhUr9VxgkEgUpSa8hlcb3KWfmOFq5lvsH38ldWx5oDzs7bC4O6Mw0H6tYf5z+2o7TDo6YS9rbjYTj552q+nUqu0+pK5On8xeyydJkkKRMpOlYLZcNjZu5NDt0OHVfI2bqzABcP3d8yP17imu4+rG3eGvJJiw2Z8hjO6K4spHXF63nkofe4Mk3lnboyIwvyOXCKV33ZJM0Gs4fNNjHkQG4dcxYZFIpR5r9C08dTzJWBhBJKExNJV0fushnX2Hr9jI8nrYPfd6AVLIyE0Ie35YDceJHdOcu/5ndU5kxLXQRKoVC5uPsGE32gMdt2Vba/vfsWYXExWBORHfdz4EDUkiIb5uNamq28PATH3O0MrYKpkVKetqJ/AVriO+W0/HauwsJCtJSPg07FOlkZLI0UlM+6jOFMkMjJTHhWZISX0AqiY4SZjj1JwAEwUlj0500Nt3h48jIZGnodNeREP8USYl/JznpX37/khL/TlLC88THPYxOe01AEQGvt5VW05/DtjvO8Av0upvCPt4XKQnxv0WvuxGlYnQn2+gbaDTziI97qEf6Sk76J0rlmKD7BcGK19tCIEdGKo0nJfld1OrZKJVjIpZhjxV0ci0JioT218ESDWSnJM2HEwr2TY1/YdJwsLitbG3uWOxiZd2P7X8rpQqGxweOFpiZOqX97zJrBesaNwU8rq8SU1OKcyYO5ZOVO9h6IPigtNVs5+WPfuCVT9cwdmgOY4bkMCAziey0ePQaJWqVArlMhsfjxelyY7Y5aTZZqWs2c7S2hSOVDew+Uk1TBApp6UkG/nD3hXRnrUyZVEqKVkut2YzH60UmPeFnzh86jLe3b+fxFcvZVVfLdSNHMiwlMgndvsD+kxTG8gaGd33JSSdW6U5V6joVpVJObm7Hsfcnz7S73YFjXU+2dfTI2BSF6K77KZNJufv2WTz7l8VAm9N00+2vM3F8HhfOG8mkifkxt0rVET6iDMFT5k7La+8uvN4GlMpxpKcupdX4R8yWhUBH9RYkaDUXk5DwFDLp6fUdp9Nei1o1G5P575gt7yNEWDRSItGgUc9Bp/sJatX0sM5pbL4bm+3rk7ZIiY97GIP+7k6seHkxW96mueURn61W6xckxj8TZnttjp1SOR6j8TncnvBkbRWKAhLj/4BK1RY2KpNlIJOlR5j/07eIM/wfCsUwmlse69ZcIYlET1rKF7Qan8ZsedNHECAUGvVcEhOePkmIQoZaNQOr7YtuszVcrB4blbbqsItDHjGX0Og8MSmVFSBUC/xDuHa37mNkiHCtFXU/dMlpWFj+MUMNg4hTBJ4E+bFhPbtOWpk5K2kcWlngidULMufwTe3K9uKUrxW/g16uZ0QQ5+dkbB47pZajFMQFzumOBWLKmZFI4Om7LuCmJ9+jviW0Lrbb42Xj3nI27i3vVpsykg288tBVUS3cuaq0lCUHD7KvoZ4GiwWLy4Xd7cblCTxwHpOZyeuXXMKTK79n4Y4dLNyxg6K0NK4fNYrLCgr9Vnn6Kk3NJ37cv1u5l+9W7o3ofGMHq2sJ8VqkUfJIT5ZhzsxIiEqb0aY77+fcOcNRq+W89M/vaG624BUE1m86wvpNR4gzqJlzThEXXziG/v385T97GkGA/Qeq2LytjJLSempqWzGZ7FisDpwuN06nB5cr/KJmfenae5O2sJS2cLHEhGeJM9yPxfoxDsePuNwHj8nACseUsgahUk1Bp70CubzrhewA0lMXR6WdaCKTpZEQ/xTxcY9gsy/H4ViD07UHj6ccr7cFQXAjkWiQSnXIpGnI5YNQKIagUk5CqRwfkQNitS06xZGB+LgHiTP8rJPWS9HrbsZu/x6bfWn7VkEw43LtQKkMHVlxMjrtFei0l2Czf4fd/gNO52Y83rr2FQCJRI9c3h+lYiwazVzUqmmcKhCQlbE94itISnyJpMTOFQwMRFrKp1FrKxAa9Vw0GXOw2b7F7vgep3MrHk8tXqEVAKkkHqk0HqksFYW8AKWyCKUicpEZiURBQvzvMejvw2r7CLtjLS7XAbzeZgTBgUSiRiZLRS4fiEo5Ea1mfsDPaXLSKyTzSpevu6sYXSae2P0sWZoMxiWOYnh8Af21OcSfUpm+3tHIxqatfFp54rsiTmFgdELggrL5ugEkKhPaw82WVC8jS5PBjNQpPqultfZ6vqj6un3VRC1TBZRM7ohaez2P7f4jV+deytjEkWhkbQIqLS4j39asZFHVic+3WqbiqtxLgralk2v52aDbeG7/ywgI2Dx2ntn3V85KHsfUlIkM0PZDL9fhETxYPFZq7fUctVayx3iAPa37GGzI4zdxsVviI6acGYDURD3/fPAK7vvzJ9Q1mzo+oRuZWNiPp+++MKRsdCR4BYGfL1nMkoMHiVermTFgAHPy80lQq9EqlDz5/UpMjsAP/MwBAzn75gGsKC7mwz27WVlSwiPLlvH6li28seAS+iUkRMXG3sRsifzDfjLHQ6qCoVJF53G3210+fWljtCBid9/PmdOHcdb4PBYt2c5ni7ZSU9v2A2s02fnkiy18umgL06cO5d47ZpGRHlkR0mixes1BXv3P91RUNke13b5w7b2NgK+0qEyW2TaQ7vRg+vRBItGi1cxHq5nfbX2Yzb71eqTSZAz6e7rcrlo928eZAXB7aoj8W1DeNlhXz+2yTac3MjSaeWg087q/J1kaBv19GPT3dXtfPUGVrYYqWw1fVrU9ryqpEq1ciwQwuy1+RSBlEhn35N8ctFaKVCLlmtxL+deR/wJtyf3/PvIW75V9QoY6DblURqOjmTrHiSK18zLPRStT80nFVxHZ/mjBL/jH4TeodzTy8uHXkSDBoNAjCAJmtwXhpBACCRLuGHgDKarQkSejE0Zwd/7NvF7yDi6vGwGB9Y2bWd+4OSLbYpGYc2YABmQm8c7vruOJV79mw56yHu8/KU7LfVdMY/604VENLfvm0CGWHDxIv4QEPr3mWpJOSdz//crQsZVSiYRz8/M5Nz+fGrOJp75fxdeHDvLo8u949/IromdoL6FWn5h1HDokg8KhWRGd3y+3Z2bClSo5EknbjD+A3RG+Hnw0cThCryb0xP3UaJRcfflErrpsIpu3lvD1t7v4cd0hnE43ggCrfzzAlq2l/OF3lzF6ZL8O24smC/+33kdxLi5Ow1njBzIoL5309DgMejUajRKVSsEnn29mydLIRDJi+dpFzmwEwYbD6Vv/Sq2ahkTS9YmXQMUWT66lIyLS26hlKvRynY/KF4DD68ThDBxGl6lO5/a86ymMC51Xe3bqZFpcrfzv6Od4jyX2m9xmTGbfz4BMIuXKnAUsyJ7H9pbIikInKhMYEV/AY4UP8LdDr3HUWomA4FPw8zh6uY7bBl7PpORxYbV9dupkcrRZvFn6PodMxWGdI5fIydcNiOQSepyYdGagzaF4+VeX8836/bz6+TqO1kZ3ZjUQ/TMSuXL2aBacPQJ1NygU7Wtok30+P3+QnyNT1tKCOciHLBAZegN/u+ACRv2zhM2Vp4f2fmLCiVC+giGZ3H/fnF60JjhSiQSDXt0uDlBXZ2TYkMwet6OjsLqevJ8SyYl6MUajjS8Wb+eDjzdgsTiwWB088fTnvP/fu9Dp/At6dQdHSup5480TakeXLxjHnbfNRBXkc63vgl2xdu0iIh5PFafmJ0VSZDMUXq//b7G0g5okIiI9SYIinn+MfY5tLTvZ03qAClsl9Y5GLG4rTq8TCVLUMhWpqmT663IZlziKMQkj/BL8g3Fx1lzGJIxgWe337DUepMHRhEfwoJdrSVYlMzK+kLNTJ5OhbqtlN1ifhwSJz2pKKIYa2moq5miyeGbEY/zQsJ51jZupsFZidJnRyNSkq1MZlziK2elnY5BHJgKVp+vPk0UPs894kC3NO9hvOkSjowmz24pEAhqZhlRVCrnaLArjhjI6YXjEffQ0MevMHGfupGGcN3Eo63aXsnjNXtbtKsVs61r4zHGkUgnD+qdzVlF/Zo0bRMGAjuUlu0KWoS2J63CTr/qRyeHgN8u/C3re0sOHGJOZRZrOV5J6Z20tVpeL3PjTI4ylYGgmX3y1DYDDxeFprPcWgwdltCua7dxdwdkdqKR1hPykpHGXq+MCW7V1Ruz20CtCvXU/4+I03HDtZM6ZMYx77n8bo8mO0Wjjh7WHmDtneI/YsPz7ve0qgEMGpfPTu88NucpqMgdWrYuUWLh2ERFB6L7VYodrm9+2cKSZRUR6EqVUwVlJ4zgrKbwVi0jJ1WZz68DrwjpWJ9fy3qR/d3jcwrP8841kEhkzU6cyM3VqxDZ2REHcEAriuq4Y+ebEv0d8TpIykfcnvdrxgWES884MtDkdU0cOZOrIgXi8XvaX1rGnpIbiygYq6lqpazbTarZhsTtxuT0IgoBcJkMuk6JRKTBoVcTp1aQm6MlKiSMnLZEhuakMyk1Bo+q5GgbnDxrMC2vXsrKkmGs+/JCitDQarBZ+LC9nYEICE7Kz2RRgleVv69dzoKGBwcnJZMfFoVMoqDSZ2F5djQT45RT/h3x5cTENVgsmh5OS5raZtEqjiZc3bMCgUqJXqhielsbQlNiZURs/dgBSqQSvV2Dv/iqqqls6lBPuLcaN7t/uzHy7Yg+33TS9U1Xqj2MwnKiM3thoxuXy+FWrP5kNm4502GZv38/srERmzyzksy/bwl2qa1rCOk+u8FWMt9qcEd/bmprW9r9HFOV0GC66a0/Hst6R0NlrFxGJBjKZvxKc232wy+16vPXYrIt8tkml8Sjk/jU5RERERHqKPuHMnIxMKqUoL4OivIzeNiVikjQa3r/yKp7/8Ue2VlexvaaaDL2eq4qG87NJk3ht8+aAzszdEyby6d497G9o4EhTE8Kxts7Ny+eWsWM5K8e/svzjy7+j5pQYzhqziRfWrml/ffu4cTx6duhCij1JSrKB2TMLWLZiL16vwPMvfcNzT1/lK5sbI1wwdyRvLVyDw+nGaLTx/EtL+c1DF3VaLS03OwmFQobL5cHl9vDD2oNBq8s7nG4++Hhjh23Gwv20WE+sop7ssIVCrVKgVivaV56KS+pDFjoNxMny2s0toWXYl363O+oCAdC5aw+Xl8+Zz8vndF/yuEjfRipNQiZNxeOtb99md6zC7S5GLg9PrvZUBMFCY9NdeAXfuH2N+oI+X9hURESkb9PnnJm+zqCkJF65+OKA++6fPJn7J0/22z5/6FDmD40sjGntHXd2yr7e5o5bZrBpSyktrVa2bi/j/l+/xz23z2R4kb/DZne42LO3knUbjmCxOnjogZ6raJsQr+X6a6fwxltteRnLv99Lc4uFO24+m4Jh/on2Tc0Wtu0oo7iknjtu8XcgFQoZE8YNZO36wwD8/ZXl5GQnMWSQb/hGTW0rz/5lCVXVLWHZ2R33853311Fd08Kss4cxakSuj+NwHK8g8O13u1n+/QkN/AljB4ZlM7StpmzaUgLAq/9ZxeBB6e3FKsNh6JAMvlm2C4C1Gw5TWtbAgP6+q5BeQWDJNzt56Z/LAjURkJ64dhGRriNBo7kIs+W/7VsEwUVD402kJL+LXO5fJTwUdvv3NLc+htvtuyIskagwGO6NisUiIiIinUV0ZkRiirTUOJ58/FIe+e3HWCwO9uyr5Ke/XEh8nIac7CTUagUOh4vGJjO1tcb2vIhJE6NTmyISrr9mMiWl9axY1TZo3bq9jHv+7x0SE7RkZSaiViuw2ZzU1La213zJz0sL6MwA3PiTKWzcXIzb7aW52cLdP3uLEcNzyM1Jwu32UlHVzL79VXg8XoYOySA5Sd/u/ASjO+6nzeZkydKdLFm6E6VSzoD+KeRkJaLXqfAKAs3NFvYfrKGx6cTK4MUXjI6o7srlC8a1OzOHjtRy/W2vMmp4LslJehxONyaznYYGE5fMH8sF54/0O3/OrCL++86PGI027HYXd/z0TWZOH0q/3GRkUik1ta1s3FJCTW0rWo2SG66dwn/e/qFDu3ri2kVEokGc4T4s1g99inO63IepqTsbnfZqNJoLUSiKkJ2SvC8ILjyeo7jcR3A41mO3f4crSIhafNyDKOSDuvU6RERERDpCdGZEYo6Rw3N45aUbeeb5xezdXwW0FalsNQZXbUtNCVwhtzuRSODxhy9mUF4a73ywDputTY2uucUaNLQpVBTasCGZPPKrC/nTC1/jdLrxCgI7dh1lxy7fKtkFQzN56onLWLJ0Z4fODET/fp68GuF0ujl4qIaDh2oCHiuVSrhswTjuveOcDu08mUkT87npuqm8tbAtLNJsdrAmwLVarYEVAPV6FU8/cRm/+d0nmMx2XC4Py1b4Fw1NTTHw20cXkDcwlTff+bHdmQtGT1y7iEg0kMmySUx4hqbm/wNO1IwSBCdmyzuYLe8AIJEokUh0gIAg2BCE8AR24gwPYNCLqzIiIiK9j+jMiMQkuTlJ/POvN7BlWymr1xxk5+4KGhtNmC0OlEo5SYk6cnOSGFGUw5RJg8gb4J/w2hNIJPCTqydx0QWj+fa73WzZXkpxST2tRhtOpxu1SkFKioEB/ZIZPbIfs84OnSg7e2YhhcOy+fzLrWzZXkp1TSsOh4uEeC0D+qcwe2Yh580uQiaT0j+CujrRvJ83Xz+VUSNyWb/xCPsPVlNT29p+vTKZFL1eTb+cJEYOz+W82UXk5oQu5BWMW26YxoSxA/hi8Xb27KukodGM4BXQ6VQkJ+vJH5hKUUHw2jkjh+fw5qu38cnnW9iw6QiV1S143F4MBjU52YlMPmsQCy4a0170dOCAFI6U1AdtryevXUQkGui0VyKRKGhq/iWCEHiCRRCcCEL4ZQHkshzi45/o1oKfIiIiIpEgEYQOpiJFRERERERC0NB0OzbbYp9tKclvo1HHZq2oMw2Pp4ZW47NYbV8gCJ2RIZegVI5Bp7kMne6GqBTfFBEREYkW4sqMiIiIiIjIaYxMlkFS4l9JTPgDNvsynM4tOF378LjL8Arm9rwaiUSDRKJDKo1DLhuAQjEYuXwoatV0sZaMiIhIzCKuzIiIiIiIiIiIiIiI9Elir4CHiIiIiIiIiIiIiIhIGIjOjIiIiIiIiIiIiIhIn0R0ZkRERERERERERERE+iSiMyMiIiIiIiIiIiIi0icRnRkRERERERERERERkT6J6MyIiIiIiIiIiIiIiPRJRGdGRERERERERERERKRPIjozIiIiIiIiIiIiIiJ9EtGZERERERERERERERHpk4jOjIiIiIiIiIiIiIhIn0R0ZkRERERERERERERE+iT/D200HKoZWXiNAAAAAElFTkSuQmCC",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -1309,10 +1337,37 @@
       "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Ciudad+aut%C3%B3noma+de+Buenos+Aires+&format=jsonv2&addressdetails=1&limit=1\n",
       "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Ciudad+Aut%C3%B3noma+de+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n",
       "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Trasla%2C+Cordoba&format=jsonv2&addressdetails=1&limit=1\n",
-      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Resistencia%2C+Chaco&format=jsonv2&addressdetails=1&limit=1\n",
-      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Capital+federal&format=jsonv2&addressdetails=1&limit=1\n",
-      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Formosa%2C+Formosa%2C+Argentina&format=jsonv2&addressdetails=1&limit=1\n",
-      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Caba%2C+Buenos+Aires&format=jsonv2&addressdetails=1&limit=1\n"
+      "Status code 403 from https://nominatim.openstreetmap.org/search: ERROR - 403 Client Error: Forbidden for url: https://nominatim.openstreetmap.org/search?q=Resistencia%2C+Chaco&format=jsonv2&addressdetails=1&limit=1\n"
+     ]
+    },
+    {
+     "ename": "KeyboardInterrupt",
+     "evalue": "",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[34], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m coords \u001b[38;5;241m=\u001b[39m [\u001b[43mgeocoder\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mosm\u001b[49m\u001b[43m(\u001b[49m\u001b[43mcity\u001b[49m\u001b[43m)\u001b[49m \u001b[38;5;28;01mfor\u001b[39;00m city \u001b[38;5;129;01min\u001b[39;00m cities]\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/api.py:458\u001b[0m, in \u001b[0;36mosm\u001b[0;34m(location, **kwargs)\u001b[0m\n\u001b[1;32m    451\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mosm\u001b[39m(location, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m    452\u001b[0m \u001b[38;5;250m    \u001b[39m\u001b[38;5;124;03m\"\"\"OSM Provider\u001b[39;00m\n\u001b[1;32m    453\u001b[0m \n\u001b[1;32m    454\u001b[0m \u001b[38;5;124;03m    :param ``location``: Your search location you want geocoded.\u001b[39;00m\n\u001b[1;32m    455\u001b[0m \u001b[38;5;124;03m    :param ``url``: Custom OSM Server URL location\u001b[39;00m\n\u001b[1;32m    456\u001b[0m \u001b[38;5;124;03m               (ex: http://nominatim.openstreetmap.org/search)\u001b[39;00m\n\u001b[1;32m    457\u001b[0m \u001b[38;5;124;03m    \"\"\"\u001b[39;00m\n\u001b[0;32m--> 458\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlocation\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mprovider\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mosm\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/api.py:198\u001b[0m, in \u001b[0;36mget\u001b[0;34m(location, **kwargs)\u001b[0m\n\u001b[1;32m    196\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m method \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m options[provider]:\n\u001b[1;32m    197\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mInvalid method\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 198\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43moptions\u001b[49m\u001b[43m[\u001b[49m\u001b[43mprovider\u001b[49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m]\u001b[49m\u001b[43m(\u001b[49m\u001b[43mlocation\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/base.py:410\u001b[0m, in \u001b[0;36mMultipleResultsQuery.__init__\u001b[0;34m(self, location, **kwargs)\u001b[0m\n\u001b[1;32m    407\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_before_initialize(location, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m    409\u001b[0m \u001b[38;5;66;03m# query and parse results\u001b[39;00m\n\u001b[0;32m--> 410\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_initialize\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/base.py:457\u001b[0m, in \u001b[0;36mMultipleResultsQuery._initialize\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    455\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_initialize\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m    456\u001b[0m     \u001b[38;5;66;03m# query URL and get valid JSON (also stored in self.json)\u001b[39;00m\n\u001b[0;32m--> 457\u001b[0m     json_response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_connect\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    459\u001b[0m     \u001b[38;5;66;03m# catch errors\u001b[39;00m\n\u001b[1;32m    460\u001b[0m     has_error \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_catch_errors(\n\u001b[1;32m    461\u001b[0m         json_response) \u001b[38;5;28;01mif\u001b[39;00m json_response \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/base.py:479\u001b[0m, in \u001b[0;36mMultipleResultsQuery._connect\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    475\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mstatus_code \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mUnknown\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[1;32m    477\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m    478\u001b[0m     \u001b[38;5;66;03m# make request and get response\u001b[39;00m\n\u001b[0;32m--> 479\u001b[0m     \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mresponse \u001b[38;5;241m=\u001b[39m response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrate_limited_get\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    480\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    481\u001b[0m \u001b[43m        \u001b[49m\u001b[43mparams\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    482\u001b[0m \u001b[43m        \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    483\u001b[0m \u001b[43m        \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtimeout\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    484\u001b[0m \u001b[43m        \u001b[49m\u001b[43mproxies\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mproxies\u001b[49m\n\u001b[1;32m    485\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    487\u001b[0m     \u001b[38;5;66;03m# check that response is ok\u001b[39;00m\n\u001b[1;32m    488\u001b[0m     \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mstatus_code \u001b[38;5;241m=\u001b[39m response\u001b[38;5;241m.\u001b[39mstatus_code\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/geocoder/base.py:510\u001b[0m, in \u001b[0;36mMultipleResultsQuery.rate_limited_get\u001b[0;34m(self, url, **kwargs)\u001b[0m\n\u001b[1;32m    508\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mrate_limited_get\u001b[39m(\u001b[38;5;28mself\u001b[39m, url, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m    509\u001b[0m \u001b[38;5;250m    \u001b[39m\u001b[38;5;124;03m\"\"\" By default, simply wraps a session.get request\"\"\"\u001b[39;00m\n\u001b[0;32m--> 510\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msession\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mget\u001b[49m\u001b[43m(\u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/requests/sessions.py:602\u001b[0m, in \u001b[0;36mSession.get\u001b[0;34m(self, url, **kwargs)\u001b[0m\n\u001b[1;32m    594\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124mr\u001b[39m\u001b[38;5;124;03m\"\"\"Sends a GET request. Returns :class:`Response` object.\u001b[39;00m\n\u001b[1;32m    595\u001b[0m \n\u001b[1;32m    596\u001b[0m \u001b[38;5;124;03m:param url: URL for the new :class:`Request` object.\u001b[39;00m\n\u001b[1;32m    597\u001b[0m \u001b[38;5;124;03m:param \\*\\*kwargs: Optional arguments that ``request`` takes.\u001b[39;00m\n\u001b[1;32m    598\u001b[0m \u001b[38;5;124;03m:rtype: requests.Response\u001b[39;00m\n\u001b[1;32m    599\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    601\u001b[0m kwargs\u001b[38;5;241m.\u001b[39msetdefault(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mallow_redirects\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[0;32m--> 602\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mGET\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/requests/sessions.py:589\u001b[0m, in \u001b[0;36mSession.request\u001b[0;34m(self, method, url, params, data, headers, cookies, files, auth, timeout, allow_redirects, proxies, hooks, stream, verify, cert, json)\u001b[0m\n\u001b[1;32m    584\u001b[0m send_kwargs \u001b[38;5;241m=\u001b[39m {\n\u001b[1;32m    585\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtimeout\u001b[39m\u001b[38;5;124m\"\u001b[39m: timeout,\n\u001b[1;32m    586\u001b[0m     \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mallow_redirects\u001b[39m\u001b[38;5;124m\"\u001b[39m: allow_redirects,\n\u001b[1;32m    587\u001b[0m }\n\u001b[1;32m    588\u001b[0m send_kwargs\u001b[38;5;241m.\u001b[39mupdate(settings)\n\u001b[0;32m--> 589\u001b[0m resp \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mprep\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43msend_kwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    591\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m resp\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/requests/sessions.py:703\u001b[0m, in \u001b[0;36mSession.send\u001b[0;34m(self, request, **kwargs)\u001b[0m\n\u001b[1;32m    700\u001b[0m start \u001b[38;5;241m=\u001b[39m preferred_clock()\n\u001b[1;32m    702\u001b[0m \u001b[38;5;66;03m# Send the request\u001b[39;00m\n\u001b[0;32m--> 703\u001b[0m r \u001b[38;5;241m=\u001b[39m \u001b[43madapter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    705\u001b[0m \u001b[38;5;66;03m# Total elapsed time of the request (approximately)\u001b[39;00m\n\u001b[1;32m    706\u001b[0m elapsed \u001b[38;5;241m=\u001b[39m preferred_clock() \u001b[38;5;241m-\u001b[39m start\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/requests/adapters.py:667\u001b[0m, in \u001b[0;36mHTTPAdapter.send\u001b[0;34m(self, request, stream, timeout, verify, cert, proxies)\u001b[0m\n\u001b[1;32m    664\u001b[0m     timeout \u001b[38;5;241m=\u001b[39m TimeoutSauce(connect\u001b[38;5;241m=\u001b[39mtimeout, read\u001b[38;5;241m=\u001b[39mtimeout)\n\u001b[1;32m    666\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 667\u001b[0m     resp \u001b[38;5;241m=\u001b[39m \u001b[43mconn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43murlopen\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    668\u001b[0m \u001b[43m        \u001b[49m\u001b[43mmethod\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    669\u001b[0m \u001b[43m        \u001b[49m\u001b[43murl\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    670\u001b[0m \u001b[43m        \u001b[49m\u001b[43mbody\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    671\u001b[0m \u001b[43m        \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mrequest\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    672\u001b[0m \u001b[43m        \u001b[49m\u001b[43mredirect\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    673\u001b[0m \u001b[43m        \u001b[49m\u001b[43massert_same_host\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    674\u001b[0m \u001b[43m        \u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    675\u001b[0m \u001b[43m        \u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[1;32m    676\u001b[0m \u001b[43m        \u001b[49m\u001b[43mretries\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mmax_retries\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    677\u001b[0m \u001b[43m        \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtimeout\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    678\u001b[0m \u001b[43m        \u001b[49m\u001b[43mchunked\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mchunked\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    679\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    681\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (ProtocolError, \u001b[38;5;167;01mOSError\u001b[39;00m) \u001b[38;5;28;01mas\u001b[39;00m err:\n\u001b[1;32m    682\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mConnectionError\u001b[39;00m(err, request\u001b[38;5;241m=\u001b[39mrequest)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/urllib3/connectionpool.py:789\u001b[0m, in \u001b[0;36mHTTPConnectionPool.urlopen\u001b[0;34m(self, method, url, body, headers, retries, redirect, assert_same_host, timeout, pool_timeout, release_conn, chunked, body_pos, preload_content, decode_content, **response_kw)\u001b[0m\n\u001b[1;32m    786\u001b[0m response_conn \u001b[38;5;241m=\u001b[39m conn \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m release_conn \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m    788\u001b[0m \u001b[38;5;66;03m# Make the request on the HTTPConnection object\u001b[39;00m\n\u001b[0;32m--> 789\u001b[0m response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_make_request\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    790\u001b[0m \u001b[43m    \u001b[49m\u001b[43mconn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    791\u001b[0m \u001b[43m    \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    792\u001b[0m \u001b[43m    \u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    793\u001b[0m \u001b[43m    \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mtimeout_obj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    794\u001b[0m \u001b[43m    \u001b[49m\u001b[43mbody\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    795\u001b[0m \u001b[43m    \u001b[49m\u001b[43mheaders\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    796\u001b[0m \u001b[43m    \u001b[49m\u001b[43mchunked\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mchunked\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    797\u001b[0m \u001b[43m    \u001b[49m\u001b[43mretries\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mretries\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    798\u001b[0m \u001b[43m    \u001b[49m\u001b[43mresponse_conn\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mresponse_conn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    799\u001b[0m \u001b[43m    \u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mpreload_content\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    800\u001b[0m \u001b[43m    \u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdecode_content\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    801\u001b[0m \u001b[43m    \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mresponse_kw\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    802\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    804\u001b[0m \u001b[38;5;66;03m# Everything went great!\u001b[39;00m\n\u001b[1;32m    805\u001b[0m clean_exit \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mTrue\u001b[39;00m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/urllib3/connectionpool.py:536\u001b[0m, in \u001b[0;36mHTTPConnectionPool._make_request\u001b[0;34m(self, conn, method, url, body, headers, retries, timeout, chunked, response_conn, preload_content, decode_content, enforce_content_length)\u001b[0m\n\u001b[1;32m    534\u001b[0m \u001b[38;5;66;03m# Receive the response from the server\u001b[39;00m\n\u001b[1;32m    535\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 536\u001b[0m     response \u001b[38;5;241m=\u001b[39m \u001b[43mconn\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgetresponse\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    537\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (BaseSSLError, \u001b[38;5;167;01mOSError\u001b[39;00m) \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    538\u001b[0m     \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_raise_timeout(err\u001b[38;5;241m=\u001b[39me, url\u001b[38;5;241m=\u001b[39murl, timeout_value\u001b[38;5;241m=\u001b[39mread_timeout)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/envs/asoc_members/lib/python3.12/site-packages/urllib3/connection.py:464\u001b[0m, in \u001b[0;36mHTTPConnection.getresponse\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    461\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mresponse\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HTTPResponse\n\u001b[1;32m    463\u001b[0m \u001b[38;5;66;03m# Get the response from http.client.HTTPConnection\u001b[39;00m\n\u001b[0;32m--> 464\u001b[0m httplib_response \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgetresponse\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    466\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m    467\u001b[0m     assert_header_parsing(httplib_response\u001b[38;5;241m.\u001b[39mmsg)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/http/client.py:1428\u001b[0m, in \u001b[0;36mHTTPConnection.getresponse\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m   1426\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m   1427\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m-> 1428\u001b[0m         \u001b[43mresponse\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mbegin\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1429\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mConnectionError\u001b[39;00m:\n\u001b[1;32m   1430\u001b[0m         \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mclose()\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/http/client.py:331\u001b[0m, in \u001b[0;36mHTTPResponse.begin\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    329\u001b[0m \u001b[38;5;66;03m# read until we get a non-100 response\u001b[39;00m\n\u001b[1;32m    330\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[0;32m--> 331\u001b[0m     version, status, reason \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_read_status\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    332\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m status \u001b[38;5;241m!=\u001b[39m CONTINUE:\n\u001b[1;32m    333\u001b[0m         \u001b[38;5;28;01mbreak\u001b[39;00m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/http/client.py:292\u001b[0m, in \u001b[0;36mHTTPResponse._read_status\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    291\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_read_status\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 292\u001b[0m     line \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mstr\u001b[39m(\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfp\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mreadline\u001b[49m\u001b[43m(\u001b[49m\u001b[43m_MAXLINE\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[43m \u001b[49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124miso-8859-1\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m    293\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(line) \u001b[38;5;241m>\u001b[39m _MAXLINE:\n\u001b[1;32m    294\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m LineTooLong(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mstatus line\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/socket.py:708\u001b[0m, in \u001b[0;36mSocketIO.readinto\u001b[0;34m(self, b)\u001b[0m\n\u001b[1;32m    706\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[1;32m    707\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 708\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_sock\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrecv_into\u001b[49m\u001b[43m(\u001b[49m\u001b[43mb\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    709\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m timeout:\n\u001b[1;32m    710\u001b[0m         \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_timeout_occurred \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mTrue\u001b[39;00m\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/ssl.py:1252\u001b[0m, in \u001b[0;36mSSLSocket.recv_into\u001b[0;34m(self, buffer, nbytes, flags)\u001b[0m\n\u001b[1;32m   1248\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m flags \u001b[38;5;241m!=\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m   1249\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[1;32m   1250\u001b[0m           \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnon-zero flags not allowed in calls to recv_into() on \u001b[39m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m%\u001b[39m\n\u001b[1;32m   1251\u001b[0m           \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m\u001b[38;5;18m__class__\u001b[39m)\n\u001b[0;32m-> 1252\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43mnbytes\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mbuffer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1253\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m   1254\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28msuper\u001b[39m()\u001b[38;5;241m.\u001b[39mrecv_into(buffer, nbytes, flags)\n",
+      "File \u001b[0;32m~/.pyenv/versions/3.12.4/lib/python3.12/ssl.py:1104\u001b[0m, in \u001b[0;36mSSLSocket.read\u001b[0;34m(self, len, buffer)\u001b[0m\n\u001b[1;32m   1102\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m   1103\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m buffer \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m-> 1104\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_sslobj\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mlen\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mbuffer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m   1105\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m   1106\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_sslobj\u001b[38;5;241m.\u001b[39mread(\u001b[38;5;28mlen\u001b[39m)\n",
+      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
      ]
     }
    ],
@@ -1322,40 +1377,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": null,
    "id": "1dce9443-a8e3-4309-970e-608276fb98ab",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Buenos Aires None None\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "print(coords[0].location, coords[0].lat, coords[0].lng)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": null,
    "id": "917a6bb6-5f0c-4c1a-8a09-c25cd3b04c45",
    "metadata": {},
-   "outputs": [
-    {
-     "ename": "ModuleNotFoundError",
-     "evalue": "No module named 'plotly'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
-      "Cell \u001b[0;32mIn[36], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mplotly\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mexpress\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mpx\u001b[39;00m\n",
-      "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'plotly'"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "import plotly.express as px\n"
    ]
diff --git a/pycampana/pycampana_report_2023.ipynb b/pycampana/pycampana_report_2023.ipynb
index 5be48bc..834f03b 100644
--- a/pycampana/pycampana_report_2023.ipynb
+++ b/pycampana/pycampana_report_2023.ipynb
@@ -287,7 +287,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.7"
+   "version": "3.12.4"
   }
  },
  "nbformat": 4,
diff --git a/pycampana/pycampana_report_2024.ipynb b/pycampana/pycampana_report_2024.ipynb
index bd901e1..bc6e00a 100644
--- a/pycampana/pycampana_report_2024.ipynb
+++ b/pycampana/pycampana_report_2024.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 1,
    "id": "eafb1160-3ab0-4215-9874-48eebc91898b",
    "metadata": {
     "jupyter": {
@@ -20,12 +20,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 2,
    "id": "633b12ee-bc6e-480e-9d26-f4b3e52f0fd0",
    "metadata": {
-    "jupyter": {
-     "source_hidden": true
-    },
     "tags": []
    },
    "outputs": [],
@@ -36,7 +33,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 3,
    "id": "977fcb91-ae0a-464f-96a0-8c52bba9c932",
    "metadata": {
     "jupyter": {
@@ -110,7 +107,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 4,
    "id": "5d47a5d9-3eb5-43be-8516-faa136867383",
    "metadata": {
     "jupyter": {
@@ -121,7 +118,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -147,7 +144,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 5,
    "id": "6324a4f0-7cf4-4344-8dd2-b4aa09abdc73",
    "metadata": {
     "jupyter": {
@@ -158,7 +155,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]
@@ -185,19 +182,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 6,
    "id": "4cf210b9-6707-4a68-aecd-6a1fd0220a33",
    "metadata": {
-    "jupyter": {
-     "source_hidden": true
-    },
-    "scrolled": true,
     "tags": []
    },
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x800 with 1 Axes>"
       ]