diff --git a/docs/io/images/cus_abund_add_element.gif b/docs/io/images/cus_abund_add_element.gif
new file mode 100644
index 00000000000..7c52e59ff3f
Binary files /dev/null and b/docs/io/images/cus_abund_add_element.gif differ
diff --git a/docs/io/images/cus_abund_add_shell.gif b/docs/io/images/cus_abund_add_shell.gif
new file mode 100644
index 00000000000..cedca2c11d5
Binary files /dev/null and b/docs/io/images/cus_abund_add_shell.gif differ
diff --git a/docs/io/images/cus_abund_edit_abundance.gif b/docs/io/images/cus_abund_edit_abundance.gif
new file mode 100644
index 00000000000..5f07f852653
Binary files /dev/null and b/docs/io/images/cus_abund_edit_abundance.gif differ
diff --git a/docs/io/images/cus_abund_edit_density.gif b/docs/io/images/cus_abund_edit_density.gif
new file mode 100644
index 00000000000..d311e65f098
Binary files /dev/null and b/docs/io/images/cus_abund_edit_density.gif differ
diff --git a/docs/io/images/cus_abund_norm.gif b/docs/io/images/cus_abund_norm.gif
new file mode 100644
index 00000000000..88871572367
Binary files /dev/null and b/docs/io/images/cus_abund_norm.gif differ
diff --git a/docs/io/images/custom_abundance_widget.png b/docs/io/images/custom_abundance_widget.png
new file mode 100644
index 00000000000..5511a12651f
Binary files /dev/null and b/docs/io/images/custom_abundance_widget.png differ
diff --git a/docs/io/visualization/abundance_widget.ipynb b/docs/io/visualization/abundance_widget.ipynb
new file mode 100644
index 00000000000..0fd25710f40
--- /dev/null
+++ b/docs/io/visualization/abundance_widget.ipynb
@@ -0,0 +1,183 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Generating Custom Abundance Widget"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This notebook demonstrates how to generate and display Custom Abundance Widget."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "First, import `CustomAbundanceWidget` module from `visualization` subpackage to create the widget."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from tardis.visualization import CustomAbundanceWidget"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Initialize the GUI "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "There are four ways to generate the widget. You can generate it from `.yml`/`.csvy` configuration files before running any simulation."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Using a YAML file"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "widget = CustomAbundanceWidget.from_yml(\"tardis_example.yml\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Using a CSVY file"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# widget = CustomAbundanceWidget.from_csvy(\"demo.csvy\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Alternatively, you can generate the widget after the simulation from a Simulation instance or a saved simulation (HDF file)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Using a Simulation object"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# sim = run_tardis(\"tardis_example.yml\")\n",
+ "# widget = CustomAbundanceWidget.from_sim(sim)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Using a HDF file"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# widget = CustomAbundanceWidget.from_hdf(\"demo.hdf\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Display the GUI"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "No matter which way you use to initialize the widget, you can call `.display()` to display the GUI easily."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "widget.display()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The image below is just a screenshot of the GUI for a demonstration purpose. If you want to interact with the GUI, please run the code in the notebook.\n",
+ "\n",
+ "![Custom Abundance Widget Demo](../images/custom_abundance_widget.png)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "interpreter": {
+ "hash": "42180fb7a26743e791b9c1155ac51f7e87399be241c0afbd4c0781c11826afd9"
+ },
+ "kernelspec": {
+ "display_name": "Python 3",
+ "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": "3.7.10"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/io/visualization/generating_widgets.ipynb b/docs/io/visualization/generating_widgets.ipynb
index 2fbe0486591..8a3ccbcd216 100644
--- a/docs/io/visualization/generating_widgets.ipynb
+++ b/docs/io/visualization/generating_widgets.ipynb
@@ -4,7 +4,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
- "# Generating TARDIS Widgets\n",
+ "# Generating Data Exploration Widgets\n",
"A demonstration of how to generate TARDIS widgets that allows you to **explore simulation data within Jupyter Notebook with ease**!\n",
"\n",
"This notebook is a quickstart tutorial, but more details on each widget (and its features) is given in the [Using TARDIS Widgets](https://tardis-sn.github.io/tardis/using/visualization/using_widgets.html) section of the documentation."
@@ -19,7 +19,7 @@
},
{
"cell_type": "code",
- "execution_count": 1,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2021-02-18T16:10:42.838867Z",
@@ -27,368 +27,7 @@
},
"scrolled": true
},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[\u001b[1mtardis.plasma.standard_plasmas\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Reading Atomic Data from kurucz_cd23_chianti_H_He.h5 (\u001b[1mstandard_plasmas.py\u001b[0m:87)\n",
- "[\u001b[1mtardis.io.atom_data.util\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Atom Data kurucz_cd23_chianti_H_He.h5 not found in local path. Exists in TARDIS Data repo /home/jals/Downloads/tardis-data/kurucz_cd23_chianti_H_He.h5 (\u001b[1mutil.py\u001b[0m:35)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/IPython/core/interactiveshell.py:3417: PerformanceWarning: indexing past lexsort depth may impact performance.\n",
- " exec(code_obj, self.user_global_ns, self.user_ns)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mtardis.io.atom_data.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Read Atom Data with UUID=6f7b09e887a311e7a06b246e96350010 and MD5=864f1753714343c41f99cb065710cace. (\u001b[1mbase.py\u001b[0m:172)\n",
- "[\u001b[1mtardis.io.atom_data.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Non provided atomic data: synpp_refs, photoionization_data (\u001b[1mbase.py\u001b[0m:178)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 1/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 7.94275e+42 erg / s Luminosity absorbed = 2.65805e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 9926.501965 10134.733717 0.400392 0.508204\n",
- "\t5 9852.611678 10222.890845 0.211205 0.197026\n",
- "\t10 9779.813302 10144.463169 0.142695 0.117179\n",
- "\t15 9708.082813 9873.477846 0.104556 0.086941\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 9933.952 K -- next t_inner 11472.055 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 2/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.40815e+43 erg / s Luminosity absorbed = 4.77001e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10134.733717 11468.021903 0.508204 0.548671\n",
- "\t5 10222.890845 11499.835340 0.197026 0.221374\n",
- "\t10 10144.463169 11306.370330 0.117179 0.136291\n",
- "\t15 9873.477846 10953.828130 0.086941 0.102617\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11472.055 K -- next t_inner 9949.978 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 3/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.12624e+42 erg / s Luminosity absorbed = 2.54722e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11468.021903 10497.008397 0.548671 0.442299\n",
- "\t5 11499.835340 10799.075913 0.221374 0.164288\n",
- "\t10 11306.370330 10623.433274 0.136291 0.101820\n",
- "\t15 10953.828130 10226.187071 0.102617 0.077629\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 9949.978 K -- next t_inner 11360.097 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 4/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.36297e+43 erg / s Luminosity absorbed = 4.49721e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10497.008397 11615.344313 0.442299 0.497714\n",
- "\t5 10799.075913 11729.411389 0.164288 0.199205\n",
- "\t10 10623.433274 11517.190317 0.101820 0.123849\n",
- "\t15 10226.187071 11103.373456 0.077629 0.093930\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11360.097 K -- next t_inner 10014.843 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 5/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.27895e+42 erg / s Luminosity absorbed = 2.66933e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11615.344313 10549.514128 0.497714 0.443441\n",
- "\t5 11729.411389 10919.073481 0.199205 0.162199\n",
- "\t10 11517.190317 10697.303300 0.123849 0.101289\n",
- "\t15 11103.373456 10379.863073 0.093930 0.075372\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10014.843 K -- next t_inner 11328.210 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 6/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.34741e+43 erg / s Luminosity absorbed = 4.44727e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10549.514128 11567.208184 0.443441 0.504178\n",
- "\t5 10919.073481 11653.124121 0.162199 0.203042\n",
- "\t10 10697.303300 11425.955010 0.101289 0.125249\n",
- "\t15 10379.863073 11082.155938 0.075372 0.094028\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11328.210 K -- next t_inner 10044.200 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 7/20 (\u001b[1mbase.py\u001b[0m:326)\n"
- ]
- },
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.39001e+42 erg / s Luminosity absorbed = 2.69230e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11567.208184 10569.747403 0.504178 0.442290\n",
- "\t5 11653.124121 11099.194259 0.203042 0.153253\n",
- "\t10 11425.955010 10809.397890 0.125249 0.097256\n",
- "\t15 11082.155938 10454.841299 0.094028 0.073809\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10044.200 K -- next t_inner 11285.966 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 8/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.33305e+43 erg / s Luminosity absorbed = 4.33011e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10569.747403 11547.678162 0.442290 0.500345\n",
- "\t5 11099.194259 11669.739508 0.153253 0.198338\n",
- "\t10 10809.397890 11493.569590 0.097256 0.121915\n",
- "\t15 10454.841299 11083.769586 0.073809 0.092834\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11285.966 K -- next t_inner 10060.511 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 9/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.44283e+42 erg / s Luminosity absorbed = 2.70894e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11547.678162 10635.099217 0.500345 0.439520\n",
- "\t5 11669.739508 11035.731464 0.198338 0.158320\n",
- "\t10 11493.569590 10717.471486 0.121915 0.101642\n",
- "\t15 11083.769586 10404.049299 0.092834 0.075794\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10060.511 K -- next t_inner 11268.877 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 10/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.32925e+43 erg / s Luminosity absorbed = 4.25943e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10635.099217 11500.557678 0.439520 0.506895\n",
- "\t5 11035.731464 11715.267406 0.158320 0.196690\n",
- "\t10 10717.471486 11451.270656 0.101642 0.123243\n",
- "\t15 10404.049299 11094.423438 0.075794 0.092243\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11268.877 K -- next t_inner 10059.624 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 11/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.49497e+42 erg / s Luminosity absorbed = 2.65616e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11500.557678 10570.856509 0.506895 0.445926\n",
- "\t5 11715.267406 10957.336276 0.196690 0.162837\n",
- "\t10 11451.270656 10916.410391 0.123243 0.096229\n",
- "\t15 11094.423438 10441.053929 0.092243 0.075026\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10059.624 K -- next t_inner 11233.248 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 12/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.30417e+43 erg / s Luminosity absorbed = 4.28820e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10570.856509 11533.554419 0.445926 0.494814\n",
- "\t5 10957.336276 11764.967895 0.162837 0.189464\n",
- "\t10 10916.410391 11444.191999 0.096229 0.121150\n",
- "\t15 10441.053929 11084.736033 0.075026 0.090825\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11233.248 K -- next t_inner 10123.784 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 13/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.69244e+42 erg / s Luminosity absorbed = 2.74548e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11533.554419 10680.784661 0.494814 0.439281\n",
- "\t5 11764.967895 10887.379428 0.189464 0.170137\n",
- "\t10 11444.191999 10825.792025 0.121150 0.100780\n",
- "\t15 11084.736033 10402.120228 0.090825 0.077634\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10123.784 K -- next t_inner 11175.750 K (\u001b[1mbase.py\u001b[0m:439)\n"
- ]
- },
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 14/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.28354e+43 erg / s Luminosity absorbed = 4.15095e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10680.784661 11437.188130 0.439281 0.496749\n",
- "\t5 10887.379428 11571.106856 0.170137 0.196714\n",
- "\t10 10825.792025 11378.137918 0.100780 0.120954\n",
- "\t15 10402.120228 10957.211814 0.077634 0.092896\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11175.750 K -- next t_inner 10152.603 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 15/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.75331e+42 erg / s Luminosity absorbed = 2.81319e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11437.188130 10637.774893 0.496749 0.452668\n",
- "\t5 11571.106856 11002.647927 0.196714 0.166197\n",
- "\t10 11378.137918 10832.042108 0.120954 0.101284\n",
- "\t15 10957.211814 10350.602742 0.092896 0.079468\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10152.603 K -- next t_inner 11168.529 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 16/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.27820e+43 erg / s Luminosity absorbed = 4.15606e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10637.774893 11420.979987 0.452668 0.499488\n",
- "\t5 11002.647927 11711.923994 0.166197 0.186857\n",
- "\t10 10832.042108 11421.346118 0.101284 0.119700\n",
- "\t15 10350.602742 11076.434180 0.079468 0.089402\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11168.529 K -- next t_inner 10167.208 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 17/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.81647e+42 erg / s Luminosity absorbed = 2.81681e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11420.979987 10691.849845 0.499488 0.447482\n",
- "\t5 11711.923994 11042.045712 0.186857 0.164090\n",
- "\t10 11421.346118 10980.886609 0.119700 0.097369\n",
- "\t15 11076.434180 10456.662007 0.089402 0.077097\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10167.208 K -- next t_inner 11144.459 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 18/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.26680e+43 erg / s Luminosity absorbed = 4.12238e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 10691.849845 11404.686443 0.447482 0.497739\n",
- "\t5 11042.045712 11664.227712 0.164090 0.189070\n",
- "\t10 10980.886609 11444.220669 0.097369 0.117732\n",
- "\t15 10456.662007 11052.698087 0.077097 0.089141\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 11144.459 K -- next t_inner 10190.841 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 19/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 8.87081e+42 erg / s Luminosity absorbed = 2.87116e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Plasma stratification:\n",
- "\t t_rad next_t_rad w next_w\n",
- "\tShell \n",
- "\t0 11404.686443 10732.832306 0.497739 0.444436\n",
- "\t5 11664.227712 11084.302807 0.189070 0.162591\n",
- "\t10 11444.220669 10899.736539 0.117732 0.099122\n",
- "\t15 11052.698087 10465.941519 0.089141 0.077378\n",
- "\n",
- " (\u001b[1mbase.py\u001b[0m:436)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] t_inner 10190.841 K -- next t_inner 11136.097 K (\u001b[1mbase.py\u001b[0m:439)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Starting iteration 20/20 (\u001b[1mbase.py\u001b[0m:326)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/miniconda3/envs/tardis/lib/python3.7/site-packages/astropy/units/equivalencies.py:124: RuntimeWarning: divide by zero encountered in double_scalars\n",
- " (si.m, si.Hz, lambda x: _si.c.value / x),\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "Running post-merge numba montecarlo (with C close lines)!\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:84: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_nus)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:87: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_energies)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n"
- ]
- },
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:90: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_last_interaction_in_nu)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:93: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_last_interaction_type)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:96: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_last_line_interaction_in_id)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mpy.warnings \u001b[0m][\u001b[1;33mWARNING\u001b[0m] /home/jals/wrkspc/TARDIS/tardis/tardis/montecarlo/montecarlo_numba/base.py:99: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
- " np.array(virt_packet_last_line_interaction_out_id)\n",
- " (\u001b[1mwarnings.py\u001b[0m:110)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Luminosity emitted = 1.26319e+43 erg / s Luminosity absorbed = 4.10706e+42 erg / s Luminosity requested = 1.05928e+43 erg / s (\u001b[1mbase.py\u001b[0m:450)\n",
- "[\u001b[1mtardis.simulation.base\u001b[0m][\u001b[1;37mINFO\u001b[0m ] Simulation finished in 20 iterations and took 53.57 s (\u001b[1mbase.py\u001b[0m:384)\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"from tardis import run_tardis\n",
"sim = run_tardis('tardis_example.yml')"
@@ -403,7 +42,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2021-02-18T17:29:30.986893Z",
@@ -439,29 +78,14 @@
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2021-02-18T16:11:15.097803Z",
"start_time": "2021-02-18T16:11:14.753761Z"
}
},
- "outputs": [
- {
- "data": {
- "application/vnd.jupyter.widget-view+json": {
- "model_id": "9761279b548a48f69a0b7f0bf0cc823f",
- "version_major": 2,
- "version_minor": 0
- },
- "text/plain": [
- "VBox(children=(HTML(value='Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
…"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"shell_info_widget = shell_info_from_simulation(sim)\n",
"shell_info_widget.display()"
@@ -486,7 +110,7 @@
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2021-02-18T17:24:41.195180Z",
@@ -494,25 +118,10 @@
},
"scrolled": true
},
- "outputs": [
- {
- "data": {
- "application/vnd.jupyter.widget-view+json": {
- "model_id": "6844ae7639c841f5927e44f3500cd6af",
- "version_major": 2,
- "version_minor": 0
- },
- "text/plain": [
- "VBox(children=(HTML(value='Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
…"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
- "shell_info_widget = shell_info_from_hdf('demo.hdf')\n",
- "shell_info_widget.display()"
+ "# shell_info_widget = shell_info_from_hdf('demo.hdf')\n",
+ "# shell_info_widget.display()"
]
},
{
@@ -534,32 +143,14 @@
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2021-02-18T17:24:55.634945Z",
"start_time": "2021-02-18T17:24:49.354718Z"
}
},
- "outputs": [
- {
- "data": {
- "application/vnd.jupyter.widget-view+json": {
- "model_id": "e024dcf3edaa4b62968dfc1e8a2c9a0a",
- "version_major": 2,
- "version_minor": 0
- },
- "text/plain": [
- "VBox(children=(FigureWidget({\n",
- " 'data': [{'name': 'Real packets',\n",
- " 'type': 'scatter',\n",
- " …"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
+ "outputs": [],
"source": [
"line_info_widget = LineInfoWidget.from_simulation(sim)\n",
"line_info_widget.display()"
@@ -655,10316 +246,6 @@
"_Feature"
],
"window_display": false
- },
- "widgets": {
- "application/vnd.jupyter.widget-state+json": {
- "state": {
- "0010b929d769405594d196644b7b2cff": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_9fabc9f0cab3496294324a96552c8047",
- "style": "IPY_MODEL_ae4ee6b0b98344da98ca3d2eef40218f",
- "value": "Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
W denotes Dilution Factor and Rad. Temp. is Radiative Temperature (in K)"
- }
- },
- "007204f131e5417c84b9eea2fe31b764": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "01642fcb09204f45b7f7c178a9329978": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=0)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=0)",
- "id": "Frac. Ab. (Ion=0)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=0)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=0)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=0)\":\"5.245451e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=0)\":\"3.081982e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=0)\":\"1.018020e-01\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=0)\":\"6.412135e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=0)\":\"1.193807e-03\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=0)\":\"2.994701e-05\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=0)\":\"1.203353e-05\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=0)\":\"3.272569e-06\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=0)\":\"5.452822e-06\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=0)\":\"7.630235e-06\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=0)\":\"2.509362e-06\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=0)\":\"4.181961e-06\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=0)\":\"8.363748e-07\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=0)\":\"1.688869e-06\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=0)\":\"9.177002e-07\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=0)\":\"2.349891e-06\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=0)\":\"1.827672e-06\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=0)\":\"1.305459e-06\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=0)\":\"7.832646e-07\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=0)\":\"2.610865e-07\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=0)\":\"7.762995e-07\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=0)\":\"1.293821e-06\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=0)\":\"1.811327e-06\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=0)\":\"6.276639e-07\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=0)\":\"1.046013e-06\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=0)\":\"1.464187e-06\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=0)\":\"5.806349e-07\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=0)\":\"9.677145e-07\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=0)\":\"1.935362e-07\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=0)\":\"1.117416e-06\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=0)\":\"7.968744e-07\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=0)\":\"4.776248e-07\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=0)\":\"7.008731e-07\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=0)\":\"4.043934e-07\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=0)\":\"6.520337e-07\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=0)\":\"1.142451e-06\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=0)\":\"8.885682e-07\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=0)\":\"6.346866e-07\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=0)\":\"3.808095e-07\"},{\"Level\":39,\"qgrid_unfiltered_index\":39,\"Frac. Ab. (Ion=0)\":\"1.269361e-07\"},{\"Level\":40,\"qgrid_unfiltered_index\":40,\"Frac. Ab. (Ion=0)\":\"8.835420e-07\"},{\"Level\":41,\"qgrid_unfiltered_index\":41,\"Frac. Ab. (Ion=0)\":\"6.310956e-07\"},{\"Level\":42,\"qgrid_unfiltered_index\":42,\"Frac. Ab. (Ion=0)\":\"3.786551e-07\"},{\"Level\":43,\"qgrid_unfiltered_index\":43,\"Frac. Ab. (Ion=0)\":\"3.756697e-07\"},{\"Level\":44,\"qgrid_unfiltered_index\":44,\"Frac. Ab. (Ion=0)\":\"6.261162e-07\"},{\"Level\":45,\"qgrid_unfiltered_index\":45,\"Frac. Ab. (Ion=0)\":\"8.765626e-07\"},{\"Level\":46,\"qgrid_unfiltered_index\":46,\"Frac. Ab. (Ion=0)\":\"1.127009e-06\"},{\"Level\":47,\"qgrid_unfiltered_index\":47,\"Frac. Ab. (Ion=0)\":\"1.377456e-06\"},{\"Level\":48,\"qgrid_unfiltered_index\":48,\"Frac. Ab. (Ion=0)\":\"6.261084e-07\"},{\"Level\":49,\"qgrid_unfiltered_index\":49,\"Frac. Ab. (Ion=0)\":\"8.765517e-07\"},{\"Level\":50,\"qgrid_unfiltered_index\":50,\"Frac. Ab. (Ion=0)\":\"1.126995e-06\"},{\"Level\":51,\"qgrid_unfiltered_index\":51,\"Frac. Ab. (Ion=0)\":\"3.443372e-07\"},{\"Level\":52,\"qgrid_unfiltered_index\":52,\"Frac. Ab. (Ion=0)\":\"3.443367e-07\"},{\"Level\":53,\"qgrid_unfiltered_index\":53,\"Frac. Ab. (Ion=0)\":\"5.738682e-07\"},{\"Level\":54,\"qgrid_unfiltered_index\":54,\"Frac. Ab. (Ion=0)\":\"5.738673e-07\"},{\"Level\":55,\"qgrid_unfiltered_index\":55,\"Frac. Ab. (Ion=0)\":\"8.033623e-07\"},{\"Level\":56,\"qgrid_unfiltered_index\":56,\"Frac. Ab. (Ion=0)\":\"8.033610e-07\"},{\"Level\":57,\"qgrid_unfiltered_index\":57,\"Frac. Ab. (Ion=0)\":\"5.556286e-07\"},{\"Level\":58,\"qgrid_unfiltered_index\":58,\"Frac. Ab. (Ion=0)\":\"3.333745e-07\"},{\"Level\":59,\"qgrid_unfiltered_index\":59,\"Frac. Ab. (Ion=0)\":\"1.111215e-07\"},{\"Level\":60,\"qgrid_unfiltered_index\":60,\"Frac. Ab. (Ion=0)\":\"4.771668e-07\"},{\"Level\":61,\"qgrid_unfiltered_index\":61,\"Frac. Ab. (Ion=0)\":\"2.808195e-07\"},{\"Level\":62,\"qgrid_unfiltered_index\":62,\"Frac. Ab. (Ion=0)\":\"8.182505e-07\"},{\"Level\":63,\"qgrid_unfiltered_index\":63,\"Frac. Ab. (Ion=0)\":\"6.364151e-07\"},{\"Level\":64,\"qgrid_unfiltered_index\":64,\"Frac. Ab. (Ion=0)\":\"4.545803e-07\"},{\"Level\":65,\"qgrid_unfiltered_index\":65,\"Frac. Ab. (Ion=0)\":\"2.727472e-07\"},{\"Level\":66,\"qgrid_unfiltered_index\":66,\"Frac. Ab. (Ion=0)\":\"9.091558e-08\"},{\"Level\":67,\"qgrid_unfiltered_index\":67,\"Frac. Ab. (Ion=0)\":\"2.718970e-07\"},{\"Level\":68,\"qgrid_unfiltered_index\":68,\"Frac. Ab. (Ion=0)\":\"4.531616e-07\"},{\"Level\":69,\"qgrid_unfiltered_index\":69,\"Frac. Ab. (Ion=0)\":\"6.344262e-07\"},{\"Level\":70,\"qgrid_unfiltered_index\":70,\"Frac. Ab. (Ion=0)\":\"2.707241e-07\"},{\"Level\":71,\"qgrid_unfiltered_index\":71,\"Frac. Ab. (Ion=0)\":\"4.512069e-07\"},{\"Level\":72,\"qgrid_unfiltered_index\":72,\"Frac. Ab. (Ion=0)\":\"6.316896e-07\"},{\"Level\":73,\"qgrid_unfiltered_index\":73,\"Frac. Ab. (Ion=0)\":\"8.121724e-07\"},{\"Level\":74,\"qgrid_unfiltered_index\":74,\"Frac. Ab. (Ion=0)\":\"9.926551e-07\"},{\"Level\":75,\"qgrid_unfiltered_index\":75,\"Frac. Ab. (Ion=0)\":\"4.512021e-07\"},{\"Level\":76,\"qgrid_unfiltered_index\":76,\"Frac. Ab. (Ion=0)\":\"6.316830e-07\"},{\"Level\":77,\"qgrid_unfiltered_index\":77,\"Frac. Ab. (Ion=0)\":\"8.121639e-07\"},{\"Level\":78,\"qgrid_unfiltered_index\":78,\"Frac. Ab. (Ion=0)\":\"2.585702e-07\"},{\"Level\":79,\"qgrid_unfiltered_index\":79,\"Frac. Ab. (Ion=0)\":\"4.309410e-07\"},{\"Level\":80,\"qgrid_unfiltered_index\":80,\"Frac. Ab. (Ion=0)\":\"6.032965e-07\"},{\"Level\":81,\"qgrid_unfiltered_index\":81,\"Frac. Ab. (Ion=0)\":\"8.479052e-08\"},{\"Level\":82,\"qgrid_unfiltered_index\":82,\"Frac. Ab. (Ion=0)\":\"2.543716e-07\"},{\"Level\":83,\"qgrid_unfiltered_index\":83,\"Frac. Ab. (Ion=0)\":\"4.239526e-07\"},{\"Level\":84,\"qgrid_unfiltered_index\":84,\"Frac. Ab. (Ion=0)\":\"3.898398e-07\"},{\"Level\":85,\"qgrid_unfiltered_index\":85,\"Frac. Ab. (Ion=0)\":\"2.313594e-07\"},{\"Level\":86,\"qgrid_unfiltered_index\":86,\"Frac. Ab. (Ion=0)\":\"6.828155e-07\"},{\"Level\":87,\"qgrid_unfiltered_index\":87,\"Frac. Ab. (Ion=0)\":\"5.310780e-07\"},{\"Level\":88,\"qgrid_unfiltered_index\":88,\"Frac. Ab. (Ion=0)\":\"3.793406e-07\"},{\"Level\":89,\"qgrid_unfiltered_index\":89,\"Frac. Ab. (Ion=0)\":\"2.276040e-07\"},{\"Level\":90,\"qgrid_unfiltered_index\":90,\"Frac. Ab. (Ion=0)\":\"7.586792e-08\"},{\"Level\":91,\"qgrid_unfiltered_index\":91,\"Frac. Ab. (Ion=0)\":\"2.271728e-07\"},{\"Level\":92,\"qgrid_unfiltered_index\":92,\"Frac. Ab. (Ion=0)\":\"3.786213e-07\"},{\"Level\":93,\"qgrid_unfiltered_index\":93,\"Frac. Ab. (Ion=0)\":\"5.300698e-07\"},{\"Level\":94,\"qgrid_unfiltered_index\":94,\"Frac. Ab. (Ion=0)\":\"2.265911e-07\"},{\"Level\":95,\"qgrid_unfiltered_index\":95,\"Frac. Ab. (Ion=0)\":\"3.776518e-07\"},{\"Level\":96,\"qgrid_unfiltered_index\":96,\"Frac. Ab. (Ion=0)\":\"5.287125e-07\"},{\"Level\":97,\"qgrid_unfiltered_index\":97,\"Frac. Ab. (Ion=0)\":\"6.797733e-07\"},{\"Level\":98,\"qgrid_unfiltered_index\":98,\"Frac. Ab. (Ion=0)\":\"8.308340e-07\"},{\"Level\":99,\"qgrid_unfiltered_index\":99,\"Frac. Ab. (Ion=0)\":\"3.776498e-07\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 150,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "eddbf72f-d94d-475d-a808-d1c29f2c25f9",
- "layout": "IPY_MODEL_b057cdae3cfc41299c98b12b4dde897c",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "017ca4807e0e4bb8aadf2027ac301636": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"8.883934e-07\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.989109e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"1.088234e-03\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"4.325107e-16\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "5d0924f1-9a18-4324-b071-255e4f7f222a",
- "layout": "IPY_MODEL_1c033beb0bd942178e7658bd3f00edcb",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "01898807ed664fb9b9eccb93a7ca86b1": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_3ac4897840a24c25aa5b54e9493b36d7",
- "IPY_MODEL_7c60791b3ce24248a7119ae5b55b5122",
- "IPY_MODEL_b5ddd3f5e342477cb746c5ba3d73b595",
- "IPY_MODEL_b4df9ecd966c4c078dc2b2424b06b0ce"
- ],
- "layout": "IPY_MODEL_ab52e980a07e406eaacdf0d5b461167e"
- }
- },
- "0215b99d9e8745f7b054f811c621a94a": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_67ef534128de4abdb7ee62e677864e0c",
- "style": "IPY_MODEL_7327db43dfb5440da3f54511df36e864",
- "value": "Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
W denotes Dilution Factor and Rad. Temp. is Radiative Temperature (in K)"
- }
- },
- "0234d7e869c142789fedab19e73f3cd1": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DropdownModel",
- "state": {
- "_options_labels": [
- "Both excitation line (absorption) and de-excitation line (emission)",
- "Only excitation line (absorption)",
- "Only de-excitation line (emission)"
- ],
- "index": 0,
- "layout": "IPY_MODEL_c1c445f119164c6ab97cfc428bc16ce8",
- "style": "IPY_MODEL_f220cf34e1df4514b11fac3ec95d2266"
- }
- },
- "02a6a60069d44764b7c61f6dd0a6add0": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_0010b929d769405594d196644b7b2cff",
- "IPY_MODEL_ede917a8d9c448bab050d13fc4adcee6"
- ],
- "layout": "IPY_MODEL_6b48820949174fa0a4253dec6ba15255"
- }
- },
- "02ae461227b64d7b816c550e609a35f7": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "038f82a1365045448b2eda8048e8a538": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "450px"
- }
- },
- "06cbe4dd600a4d488ecdfab457b52f85": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "08eaa48ecd2e4f5c9309d773749e038f": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_b26e78871ebe4f08a69fde9d86c547c5",
- "style": "IPY_MODEL_241dfbe0cc1f43648271d56e92d46d86",
- "value": "Group packet counts by:"
- }
- },
- "0a2981a4fc1e41deabdde31203d3eaf5": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_63b4f5e77c414b6c9c45841f7c4ec405",
- "IPY_MODEL_bbe6fa1eb15949e6a4d3c2822504096a",
- "IPY_MODEL_571faffe65af4935b47fbb52ef6d2feb"
- ],
- "layout": "IPY_MODEL_4abbc92c3dfc477e8d595056c9c5e068"
- }
- },
- "0a410ca6489a41ab95824644a802419a": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_8e47fec3e41541a38144f113e0e18768",
- "IPY_MODEL_fcf442cd25294d8196e7016d2480b3cd"
- ],
- "layout": "IPY_MODEL_42d8b086762e41eaac4d2db2edd97b5f"
- }
- },
- "0a48492ab7a64c8ca95cc70ed74fca96": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_20c7158faa294082884eda685fe282de",
- "IPY_MODEL_36dc698fce484287a0cebcb15720c9fa",
- "IPY_MODEL_7232084051e24b9daeff91e9aca7486d",
- "IPY_MODEL_ff6845f748b74e87985fa7b313ea8c3b"
- ],
- "layout": "IPY_MODEL_5b19b6b7023f43629baaf68a9d76c715"
- }
- },
- "0a6c32649fda4e59a110dcfd4d3028c8": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 2)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 2)",
- "id": "Frac. Ab. (Shell 2)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 2)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 2)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 2)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 2)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 2)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 2)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 2)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 2)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "d0b76fba-bcaf-410b-ad0c-91c02a661fc0",
- "layout": "IPY_MODEL_13cd8937e491403282d523d6c32c188d",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "0b1b7673054e48ee897ef8f3b45909ed": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_f97985392c5047648cf7cf621309d881",
- "IPY_MODEL_a90de708e04741c195acf2bad1554d06"
- ],
- "layout": "IPY_MODEL_4a1f696e1bf441739363712146094b34"
- }
- },
- "0e7f25d58434435f9cca40d9e78eac36": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"2.455862e-06\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.997973e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"2.002405e-04\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"7.763943e-18\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "8ea84067-8b46-426d-9ca5-c498ffd068af",
- "layout": "IPY_MODEL_f789d67eba5d483fbef8accb1802e28d",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "10341ab8e0654ab28bfac1283df11067": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "13cd8937e491403282d523d6c32c188d": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "1565dc151b5848cc83ea569b6c1b8eaa": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "157c0c6ac2264fec8aace68692ecd455": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "align_items": "flex-start",
- "display": "flex",
- "height": "420px",
- "justify_content": "center"
- }
- },
- "16201bf7033b49b9bd9981f99cff84e6": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 8)",
- "id": "Frac. Ab. (Shell 8)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 8)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 8)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 8)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 8)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 8)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 8)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 8)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "6df97870-73bf-4298-bfe2-b7306806e171",
- "layout": "IPY_MODEL_d2ccf72d2fb249d198a2096629db39df",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "17133a96b4804976b497b099de5fb787": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "19a55198bca64884a25b805a3ea4f2f4": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "19c84113ceca48b6b17d225c7331a60f": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_510273d117024eb1bbfa0e32588ffc2e",
- "IPY_MODEL_1e315f683bc44b978035803fc0d7bf4e",
- "IPY_MODEL_2b21b24279e441b4bc624aab008891a2",
- "IPY_MODEL_46331f57bd37487e8e57dfb0e10ee2f8"
- ],
- "layout": "IPY_MODEL_3798017ccad6484a9ea62100b1d04009"
- }
- },
- "1a8cceae4e9a49319e4a06f4bcda5008": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "1ae37e14316149c18322baeb46f65ab8": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "92ed5be5-883f-4a44-abc4-9423042cd0da",
- "layout": "IPY_MODEL_900e93ef758d4654866d4a6638894853",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "1b13aac4cd1a4821aab5f490d2206ba8": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 17
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "a389a138-fe1e-4d4a-a377-690a557d2647",
- "layout": "IPY_MODEL_31c45723ff4b4b7eb61cffd6f8f858d1",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "1bd0841fd86b437ea8686d5733e46a13": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "1c033beb0bd942178e7658bd3f00edcb": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "1e315f683bc44b978035803fc0d7bf4e": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 1)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 1)",
- "id": "Frac. Ab. (Shell 1)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 1)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 1)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 1)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 1)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "5abceaa2-accb-4f3c-b365-c2d3f5b4a7f7",
- "layout": "IPY_MODEL_4a9a06b791244660972c9802b4d6b818",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "1e91335a49604ba7826099abf7fa8fd1": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_89901307de6e44a0bb04ccc9b1fbb122",
- "IPY_MODEL_f4fe11de8d3a428182028b81f84fec12"
- ],
- "layout": "IPY_MODEL_fbb77999180b49ff82063be5eb917411"
- }
- },
- "1eaffb22a059468b96400aa4a2cfbecc": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "20bed35cc1f047c9873dd85b6eea0f90": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "margin": "0px 15px"
- }
- },
- "20c7158faa294082884eda685fe282de": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "2748f5a1-c5c6-459b-85ef-0ccf61b0085f",
- "layout": "IPY_MODEL_426c9d7f74bb4ff38f5c3c351c9d017a",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "2121c74c8b2d4b82a7619be9743b7af6": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 1)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 1)",
- "id": "Frac. Ab. (Shell 1)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 1)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 1)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 1)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 1)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "f99d08d9-1920-41ed-bb6a-45417b58bede",
- "layout": "IPY_MODEL_5abc8188756b4d229c633c1b521ad97e",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "2167989ad94346bdbed6b26832727904": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"2.455862e-06\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.997973e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"2.002405e-04\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"7.763943e-18\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "5106a0c2-eb7b-4c16-b551-ee433141258f",
- "layout": "IPY_MODEL_8c4ceb3ce97d4873990140b808978ed0",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "219b8df0a2474550a1e63b309d0e8597": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=0)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=0)",
- "id": "Frac. Ab. (Ion=0)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=0)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=0)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=0)\":\"5.245451e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=0)\":\"3.081982e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=0)\":\"1.018020e-01\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=0)\":\"6.412135e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=0)\":\"1.193807e-03\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=0)\":\"2.994701e-05\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=0)\":\"1.203353e-05\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=0)\":\"3.272569e-06\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=0)\":\"5.452822e-06\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=0)\":\"7.630235e-06\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=0)\":\"2.509362e-06\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=0)\":\"4.181961e-06\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=0)\":\"8.363748e-07\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=0)\":\"1.688869e-06\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=0)\":\"9.177002e-07\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=0)\":\"2.349891e-06\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=0)\":\"1.827672e-06\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=0)\":\"1.305459e-06\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=0)\":\"7.832646e-07\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=0)\":\"2.610865e-07\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=0)\":\"7.762995e-07\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=0)\":\"1.293821e-06\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=0)\":\"1.811327e-06\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=0)\":\"6.276639e-07\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=0)\":\"1.046013e-06\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=0)\":\"1.464187e-06\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=0)\":\"5.806349e-07\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=0)\":\"9.677145e-07\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=0)\":\"1.935362e-07\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=0)\":\"1.117416e-06\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=0)\":\"7.968744e-07\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=0)\":\"4.776248e-07\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=0)\":\"7.008731e-07\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=0)\":\"4.043934e-07\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=0)\":\"6.520337e-07\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=0)\":\"1.142451e-06\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=0)\":\"8.885682e-07\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=0)\":\"6.346866e-07\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=0)\":\"3.808095e-07\"},{\"Level\":39,\"qgrid_unfiltered_index\":39,\"Frac. Ab. (Ion=0)\":\"1.269361e-07\"},{\"Level\":40,\"qgrid_unfiltered_index\":40,\"Frac. Ab. (Ion=0)\":\"8.835420e-07\"},{\"Level\":41,\"qgrid_unfiltered_index\":41,\"Frac. Ab. (Ion=0)\":\"6.310956e-07\"},{\"Level\":42,\"qgrid_unfiltered_index\":42,\"Frac. Ab. (Ion=0)\":\"3.786551e-07\"},{\"Level\":43,\"qgrid_unfiltered_index\":43,\"Frac. Ab. (Ion=0)\":\"3.756697e-07\"},{\"Level\":44,\"qgrid_unfiltered_index\":44,\"Frac. Ab. (Ion=0)\":\"6.261162e-07\"},{\"Level\":45,\"qgrid_unfiltered_index\":45,\"Frac. Ab. (Ion=0)\":\"8.765626e-07\"},{\"Level\":46,\"qgrid_unfiltered_index\":46,\"Frac. Ab. (Ion=0)\":\"1.127009e-06\"},{\"Level\":47,\"qgrid_unfiltered_index\":47,\"Frac. Ab. (Ion=0)\":\"1.377456e-06\"},{\"Level\":48,\"qgrid_unfiltered_index\":48,\"Frac. Ab. (Ion=0)\":\"6.261084e-07\"},{\"Level\":49,\"qgrid_unfiltered_index\":49,\"Frac. Ab. (Ion=0)\":\"8.765517e-07\"},{\"Level\":50,\"qgrid_unfiltered_index\":50,\"Frac. Ab. (Ion=0)\":\"1.126995e-06\"},{\"Level\":51,\"qgrid_unfiltered_index\":51,\"Frac. Ab. (Ion=0)\":\"3.443372e-07\"},{\"Level\":52,\"qgrid_unfiltered_index\":52,\"Frac. Ab. (Ion=0)\":\"3.443367e-07\"},{\"Level\":53,\"qgrid_unfiltered_index\":53,\"Frac. Ab. (Ion=0)\":\"5.738682e-07\"},{\"Level\":54,\"qgrid_unfiltered_index\":54,\"Frac. Ab. (Ion=0)\":\"5.738673e-07\"},{\"Level\":55,\"qgrid_unfiltered_index\":55,\"Frac. Ab. (Ion=0)\":\"8.033623e-07\"},{\"Level\":56,\"qgrid_unfiltered_index\":56,\"Frac. Ab. (Ion=0)\":\"8.033610e-07\"},{\"Level\":57,\"qgrid_unfiltered_index\":57,\"Frac. Ab. (Ion=0)\":\"5.556286e-07\"},{\"Level\":58,\"qgrid_unfiltered_index\":58,\"Frac. Ab. (Ion=0)\":\"3.333745e-07\"},{\"Level\":59,\"qgrid_unfiltered_index\":59,\"Frac. Ab. (Ion=0)\":\"1.111215e-07\"},{\"Level\":60,\"qgrid_unfiltered_index\":60,\"Frac. Ab. (Ion=0)\":\"4.771668e-07\"},{\"Level\":61,\"qgrid_unfiltered_index\":61,\"Frac. Ab. (Ion=0)\":\"2.808195e-07\"},{\"Level\":62,\"qgrid_unfiltered_index\":62,\"Frac. Ab. (Ion=0)\":\"8.182505e-07\"},{\"Level\":63,\"qgrid_unfiltered_index\":63,\"Frac. Ab. (Ion=0)\":\"6.364151e-07\"},{\"Level\":64,\"qgrid_unfiltered_index\":64,\"Frac. Ab. (Ion=0)\":\"4.545803e-07\"},{\"Level\":65,\"qgrid_unfiltered_index\":65,\"Frac. Ab. (Ion=0)\":\"2.727472e-07\"},{\"Level\":66,\"qgrid_unfiltered_index\":66,\"Frac. Ab. (Ion=0)\":\"9.091558e-08\"},{\"Level\":67,\"qgrid_unfiltered_index\":67,\"Frac. Ab. (Ion=0)\":\"2.718970e-07\"},{\"Level\":68,\"qgrid_unfiltered_index\":68,\"Frac. Ab. (Ion=0)\":\"4.531616e-07\"},{\"Level\":69,\"qgrid_unfiltered_index\":69,\"Frac. Ab. (Ion=0)\":\"6.344262e-07\"},{\"Level\":70,\"qgrid_unfiltered_index\":70,\"Frac. Ab. (Ion=0)\":\"2.707241e-07\"},{\"Level\":71,\"qgrid_unfiltered_index\":71,\"Frac. Ab. (Ion=0)\":\"4.512069e-07\"},{\"Level\":72,\"qgrid_unfiltered_index\":72,\"Frac. Ab. (Ion=0)\":\"6.316896e-07\"},{\"Level\":73,\"qgrid_unfiltered_index\":73,\"Frac. Ab. (Ion=0)\":\"8.121724e-07\"},{\"Level\":74,\"qgrid_unfiltered_index\":74,\"Frac. Ab. (Ion=0)\":\"9.926551e-07\"},{\"Level\":75,\"qgrid_unfiltered_index\":75,\"Frac. Ab. (Ion=0)\":\"4.512021e-07\"},{\"Level\":76,\"qgrid_unfiltered_index\":76,\"Frac. Ab. (Ion=0)\":\"6.316830e-07\"},{\"Level\":77,\"qgrid_unfiltered_index\":77,\"Frac. Ab. (Ion=0)\":\"8.121639e-07\"},{\"Level\":78,\"qgrid_unfiltered_index\":78,\"Frac. Ab. (Ion=0)\":\"2.585702e-07\"},{\"Level\":79,\"qgrid_unfiltered_index\":79,\"Frac. Ab. (Ion=0)\":\"4.309410e-07\"},{\"Level\":80,\"qgrid_unfiltered_index\":80,\"Frac. Ab. (Ion=0)\":\"6.032965e-07\"},{\"Level\":81,\"qgrid_unfiltered_index\":81,\"Frac. Ab. (Ion=0)\":\"8.479052e-08\"},{\"Level\":82,\"qgrid_unfiltered_index\":82,\"Frac. Ab. (Ion=0)\":\"2.543716e-07\"},{\"Level\":83,\"qgrid_unfiltered_index\":83,\"Frac. Ab. (Ion=0)\":\"4.239526e-07\"},{\"Level\":84,\"qgrid_unfiltered_index\":84,\"Frac. Ab. (Ion=0)\":\"3.898398e-07\"},{\"Level\":85,\"qgrid_unfiltered_index\":85,\"Frac. Ab. (Ion=0)\":\"2.313594e-07\"},{\"Level\":86,\"qgrid_unfiltered_index\":86,\"Frac. Ab. (Ion=0)\":\"6.828155e-07\"},{\"Level\":87,\"qgrid_unfiltered_index\":87,\"Frac. Ab. (Ion=0)\":\"5.310780e-07\"},{\"Level\":88,\"qgrid_unfiltered_index\":88,\"Frac. Ab. (Ion=0)\":\"3.793406e-07\"},{\"Level\":89,\"qgrid_unfiltered_index\":89,\"Frac. Ab. (Ion=0)\":\"2.276040e-07\"},{\"Level\":90,\"qgrid_unfiltered_index\":90,\"Frac. Ab. (Ion=0)\":\"7.586792e-08\"},{\"Level\":91,\"qgrid_unfiltered_index\":91,\"Frac. Ab. (Ion=0)\":\"2.271728e-07\"},{\"Level\":92,\"qgrid_unfiltered_index\":92,\"Frac. Ab. (Ion=0)\":\"3.786213e-07\"},{\"Level\":93,\"qgrid_unfiltered_index\":93,\"Frac. Ab. (Ion=0)\":\"5.300698e-07\"},{\"Level\":94,\"qgrid_unfiltered_index\":94,\"Frac. Ab. (Ion=0)\":\"2.265911e-07\"},{\"Level\":95,\"qgrid_unfiltered_index\":95,\"Frac. Ab. (Ion=0)\":\"3.776518e-07\"},{\"Level\":96,\"qgrid_unfiltered_index\":96,\"Frac. Ab. (Ion=0)\":\"5.287125e-07\"},{\"Level\":97,\"qgrid_unfiltered_index\":97,\"Frac. Ab. (Ion=0)\":\"6.797733e-07\"},{\"Level\":98,\"qgrid_unfiltered_index\":98,\"Frac. Ab. (Ion=0)\":\"8.308340e-07\"},{\"Level\":99,\"qgrid_unfiltered_index\":99,\"Frac. Ab. (Ion=0)\":\"3.776498e-07\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 150,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "a9ee9c09-b4c7-4138-9356-2fc83c970645",
- "layout": "IPY_MODEL_749a0a92b90f4b1a82c84a63c32b0601",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "23598aca18ed47379da85ec458dcf34c": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_08eaa48ecd2e4f5c9309d773749e038f",
- "IPY_MODEL_7679aa1deb0b473e803fa3ab6b89072d",
- "IPY_MODEL_7f9112d1eb474a89928d45ad085cb186",
- "IPY_MODEL_d1e5f6a4d22a478abe74c40bb14442c8"
- ],
- "layout": "IPY_MODEL_f6f128a253c24b6182f23c8bdf484b19"
- }
- },
- "237e05bd43114d78861b0e7b1cd60006": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "241dfbe0cc1f43648271d56e92d46d86": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "247053b8dc5c4fd0a96875ad05285aea": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 6)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 6)",
- "id": "Frac. Ab. (Shell 6)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 6)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 6)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 6)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 6)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 6)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 6)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 6)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 6)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "5d3f9089-6e66-471d-95d2-40ec31a91192",
- "layout": "IPY_MODEL_ff408d11c7e3422b8db258c986fd0ea5",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "25a06dda99834cf69eea38db0c51f0b6": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "27c158ee3113418592daa88b1c8eff17": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "18%"
- }
- },
- "291d2cc7993444fab3ca44feb4516470": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "29d433b80d3f4da7adf91684594bf852": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_73cecbed46d240c68948e77c7146a39b",
- "IPY_MODEL_a5f335b5e70b4d86ad8d642e8e99c53d"
- ],
- "layout": "IPY_MODEL_5465c7d09d904066828f63c22efc7254"
- }
- },
- "2b0874f95faf441bab4671d9b13503a6": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "2b21b24279e441b4bc624aab008891a2": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"2.455862e-06\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.997973e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"2.002405e-04\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"7.763943e-18\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "8af44975-1cd8-4348-b94f-b97aec969ddf",
- "layout": "IPY_MODEL_b0e9800c0259400496a5e7ba1ff3b9b0",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "2bd41bb81f8f4375ba08500d5443e724": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "2db9c108c76e496eb6c65420219b76c2": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "align_items": "flex-start",
- "display": "flex",
- "justify_content": "space-between"
- }
- },
- "2e985b015ef24c0190718906910524bb": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=20)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=20)",
- "id": "Frac. Ab. (Z=20)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=20)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=20)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"Ca I\",\"Frac. Ab. (Z=20)\":\"4.043450e-17\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"Ca II\",\"Frac. Ab. (Z=20)\":\"1.918395e-07\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"Ca III\",\"Frac. Ab. (Z=20)\":\"9.999998e-01\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"Ca IV\",\"Frac. Ab. (Z=20)\":\"3.633352e-10\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"Ca V\",\"Frac. Ab. (Z=20)\":\"1.809880e-27\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"Ca VI\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"Ca VII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"Ca VIII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"Ca IX\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":9,\"qgrid_unfiltered_index\":9,\"Species\":\"Ca X\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":10,\"qgrid_unfiltered_index\":10,\"Species\":\"Ca XI\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":11,\"qgrid_unfiltered_index\":11,\"Species\":\"Ca XII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":12,\"qgrid_unfiltered_index\":12,\"Species\":\"Ca XIII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":13,\"qgrid_unfiltered_index\":13,\"Species\":\"Ca XIV\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":14,\"qgrid_unfiltered_index\":14,\"Species\":\"Ca XV\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":15,\"qgrid_unfiltered_index\":15,\"Species\":\"Ca XVI\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":16,\"qgrid_unfiltered_index\":16,\"Species\":\"Ca XVII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":17,\"qgrid_unfiltered_index\":17,\"Species\":\"Ca XVIII\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":18,\"qgrid_unfiltered_index\":18,\"Species\":\"Ca XIX\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":19,\"qgrid_unfiltered_index\":19,\"Species\":\"Ca XX\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"},{\"Ion\":20,\"qgrid_unfiltered_index\":20,\"Species\":\"Ca XXI\",\"Frac. Ab. (Z=20)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 103
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 21,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 3,
- 20
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "b6a97705-64ab-4f19-9fe2-dacd536677b6",
- "layout": "IPY_MODEL_007204f131e5417c84b9eea2fe31b764",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "303526bb3dd8467d8b4af419c086b5cb": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_7b951b48055641cfba5dd097cc4da728",
- "IPY_MODEL_e5743a4cb5ee4013b5b2da1448d1da73"
- ],
- "layout": "IPY_MODEL_426a59c372194b4881114b3c7e5f0546"
- }
- },
- "31c45723ff4b4b7eb61cffd6f8f858d1": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "32067803a8524d099ab0dcbac1656166": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=4)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=4)",
- "id": "Frac. Ab. (Ion=4)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=4)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=4)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=4)\":\"6.011435e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=4)\":\"2.652123e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=4)\":\"7.908794e-02\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=4)\":\"5.411398e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=4)\":\"4.422988e-04\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=4)\":\"1.548555e-09\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=4)\":\"7.112971e-10\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=4)\":\"2.049310e-10\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=4)\":\"3.720416e-12\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=4)\":\"4.647008e-15\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=4)\":\"1.434666e-16\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=4)\":\"1.749455e-17\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=4)\":\"1.655022e-17\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=4)\":\"8.387913e-18\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=4)\":\"2.441573e-18\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=4)\":\"5.977180e-18\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=4)\":\"6.472379e-18\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=4)\":\"3.747125e-18\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=4)\":\"1.950288e-18\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=4)\":\"1.199266e-18\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=4)\":\"4.391698e-19\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=4)\":\"1.176148e-20\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=4)\":\"8.758045e-21\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=4)\":\"1.079846e-21\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=4)\":\"1.775515e-21\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=4)\":\"2.403519e-21\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=4)\":\"9.330209e-22\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=4)\":\"3.866135e-23\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=4)\":\"1.132437e-22\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=4)\":\"1.787337e-22\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=4)\":\"5.931886e-23\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=4)\":\"5.357441e-29\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=4)\":\"2.646318e-30\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=4)\":\"4.343927e-30\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=4)\":\"5.865368e-30\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=4)\":\"3.471654e-30\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=4)\":\"2.788717e-31\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=4)\":\"4.415553e-31\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=4)\":\"2.188912e-31\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 39,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 16
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "33fe1e84-5adc-4a9d-8deb-b28d32fc2871",
- "layout": "IPY_MODEL_53598020b0414a82b2b77ed71a8f440f",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "33f83d50b3574c958fb1ef64e6aaf110": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "36c10d54336a46eebf135842e68be9d4": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "36dc698fce484287a0cebcb15720c9fa": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Element": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Element",
- "id": "Element",
- "minWidth": null,
- "name": "Element",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "Frac. Ab. (Shell 1)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Shell 1)",
- "id": "Frac. Ab. (Shell 1)",
- "minWidth": null,
- "name": "Frac. Ab. (Shell 1)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 55
- },
- "Z": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Z",
- "first_index": true,
- "id": "Z",
- "index_display_text": "Z",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Z",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 15
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Z\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Element\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Shell 1)\",\"type\":\"string\"}],\"primaryKey\":[\"Z\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Z\":8,\"qgrid_unfiltered_index\":0,\"Element\":\"O\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":12,\"qgrid_unfiltered_index\":1,\"Element\":\"Mg\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"},{\"Z\":14,\"qgrid_unfiltered_index\":2,\"Element\":\"Si\",\"Frac. Ab. (Shell 1)\":\"5.200000e-01\"},{\"Z\":16,\"qgrid_unfiltered_index\":3,\"Element\":\"S\",\"Frac. Ab. (Shell 1)\":\"1.900000e-01\"},{\"Z\":18,\"qgrid_unfiltered_index\":4,\"Element\":\"Ar\",\"Frac. Ab. (Shell 1)\":\"4.000000e-02\"},{\"Z\":20,\"qgrid_unfiltered_index\":5,\"Element\":\"Ca\",\"Frac. Ab. (Shell 1)\":\"3.000000e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "b65971b2-36a9-4426-a07e-d804b0948429",
- "layout": "IPY_MODEL_b86ba11962204756b7ca3b19a5a2d923",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "3787ae2255d34f4b80bd5b8c938ba9b4": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "3798017ccad6484a9ea62100b1d04009": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "align_items": "flex-start",
- "display": "flex",
- "justify_content": "space-between"
- }
- },
- "39385de76b884567a369e30dd256f980": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"2.455862e-06\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.997973e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"2.002405e-04\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"7.763943e-18\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "aecf6a4a-fef7-452c-bd24-59182aeafe2f",
- "layout": "IPY_MODEL_6d213845ddca426893ae0761571a37f9",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "3ac4897840a24c25aa5b54e9493b36d7": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 16
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "e01282d2-8854-4032-a28d-97708ba13786",
- "layout": "IPY_MODEL_2b0874f95faf441bab4671d9b13503a6",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "3d50d122632f46919329e4abdef0971e": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "3ddc402ab35745acaafdb02dabba1210": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_10341ab8e0654ab28bfac1283df11067",
- "style": "IPY_MODEL_c0898b21d6124cc889f1ab30ec104c89",
- "value": "Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
W denotes Dilution Factor and Rad. Temp. is Radiative Temperature (in K)"
- }
- },
- "3fd83cdd62e148068282b24e2c482dca": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_dbf71db27a824d13802210a5a6dd66f9",
- "IPY_MODEL_d5093df10049420e8634c2d98a89599e",
- "IPY_MODEL_0e7f25d58434435f9cca40d9e78eac36",
- "IPY_MODEL_219b8df0a2474550a1e63b309d0e8597"
- ],
- "layout": "IPY_MODEL_5b19b6b7023f43629baaf68a9d76c715"
- }
- },
- "3ff58ed0a7c14be5bd7f2512a7f6fa58": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_3ddc402ab35745acaafdb02dabba1210",
- "IPY_MODEL_01898807ed664fb9b9eccb93a7ca86b1"
- ],
- "layout": "IPY_MODEL_be74ff6b1b4f46e48239bdbd92faaffd"
- }
- },
- "426a59c372194b4881114b3c7e5f0546": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "426c9d7f74bb4ff38f5c3c351c9d017a": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "42d8b086762e41eaac4d2db2edd97b5f": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "44f2102d70af4efa84779fa96fc8be50": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "460a99eb3d80445ca69d3070343a5f47": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_75e51eb665254321b1b46aebb3aec761",
- "IPY_MODEL_d8175891f9bf40f49cd99762a30d66ae"
- ],
- "layout": "IPY_MODEL_f61a39a08e8c474cb2235207c27a9727"
- }
- },
- "46331f57bd37487e8e57dfb0e10ee2f8": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=0)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=0)",
- "id": "Frac. Ab. (Ion=0)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=0)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=0)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=0)\":\"5.245451e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=0)\":\"3.081982e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=0)\":\"1.018020e-01\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=0)\":\"6.412135e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=0)\":\"1.193807e-03\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=0)\":\"2.994701e-05\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=0)\":\"1.203353e-05\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=0)\":\"3.272569e-06\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=0)\":\"5.452822e-06\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=0)\":\"7.630235e-06\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=0)\":\"2.509362e-06\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=0)\":\"4.181961e-06\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=0)\":\"8.363748e-07\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=0)\":\"1.688869e-06\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=0)\":\"9.177002e-07\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=0)\":\"2.349891e-06\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=0)\":\"1.827672e-06\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=0)\":\"1.305459e-06\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=0)\":\"7.832646e-07\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=0)\":\"2.610865e-07\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=0)\":\"7.762995e-07\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=0)\":\"1.293821e-06\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=0)\":\"1.811327e-06\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=0)\":\"6.276639e-07\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=0)\":\"1.046013e-06\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=0)\":\"1.464187e-06\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=0)\":\"5.806349e-07\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=0)\":\"9.677145e-07\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=0)\":\"1.935362e-07\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=0)\":\"1.117416e-06\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=0)\":\"7.968744e-07\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=0)\":\"4.776248e-07\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=0)\":\"7.008731e-07\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=0)\":\"4.043934e-07\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=0)\":\"6.520337e-07\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=0)\":\"1.142451e-06\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=0)\":\"8.885682e-07\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=0)\":\"6.346866e-07\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=0)\":\"3.808095e-07\"},{\"Level\":39,\"qgrid_unfiltered_index\":39,\"Frac. Ab. (Ion=0)\":\"1.269361e-07\"},{\"Level\":40,\"qgrid_unfiltered_index\":40,\"Frac. Ab. (Ion=0)\":\"8.835420e-07\"},{\"Level\":41,\"qgrid_unfiltered_index\":41,\"Frac. Ab. (Ion=0)\":\"6.310956e-07\"},{\"Level\":42,\"qgrid_unfiltered_index\":42,\"Frac. Ab. (Ion=0)\":\"3.786551e-07\"},{\"Level\":43,\"qgrid_unfiltered_index\":43,\"Frac. Ab. (Ion=0)\":\"3.756697e-07\"},{\"Level\":44,\"qgrid_unfiltered_index\":44,\"Frac. Ab. (Ion=0)\":\"6.261162e-07\"},{\"Level\":45,\"qgrid_unfiltered_index\":45,\"Frac. Ab. (Ion=0)\":\"8.765626e-07\"},{\"Level\":46,\"qgrid_unfiltered_index\":46,\"Frac. Ab. (Ion=0)\":\"1.127009e-06\"},{\"Level\":47,\"qgrid_unfiltered_index\":47,\"Frac. Ab. (Ion=0)\":\"1.377456e-06\"},{\"Level\":48,\"qgrid_unfiltered_index\":48,\"Frac. Ab. (Ion=0)\":\"6.261084e-07\"},{\"Level\":49,\"qgrid_unfiltered_index\":49,\"Frac. Ab. (Ion=0)\":\"8.765517e-07\"},{\"Level\":50,\"qgrid_unfiltered_index\":50,\"Frac. Ab. (Ion=0)\":\"1.126995e-06\"},{\"Level\":51,\"qgrid_unfiltered_index\":51,\"Frac. Ab. (Ion=0)\":\"3.443372e-07\"},{\"Level\":52,\"qgrid_unfiltered_index\":52,\"Frac. Ab. (Ion=0)\":\"3.443367e-07\"},{\"Level\":53,\"qgrid_unfiltered_index\":53,\"Frac. Ab. (Ion=0)\":\"5.738682e-07\"},{\"Level\":54,\"qgrid_unfiltered_index\":54,\"Frac. Ab. (Ion=0)\":\"5.738673e-07\"},{\"Level\":55,\"qgrid_unfiltered_index\":55,\"Frac. Ab. (Ion=0)\":\"8.033623e-07\"},{\"Level\":56,\"qgrid_unfiltered_index\":56,\"Frac. Ab. (Ion=0)\":\"8.033610e-07\"},{\"Level\":57,\"qgrid_unfiltered_index\":57,\"Frac. Ab. (Ion=0)\":\"5.556286e-07\"},{\"Level\":58,\"qgrid_unfiltered_index\":58,\"Frac. Ab. (Ion=0)\":\"3.333745e-07\"},{\"Level\":59,\"qgrid_unfiltered_index\":59,\"Frac. Ab. (Ion=0)\":\"1.111215e-07\"},{\"Level\":60,\"qgrid_unfiltered_index\":60,\"Frac. Ab. (Ion=0)\":\"4.771668e-07\"},{\"Level\":61,\"qgrid_unfiltered_index\":61,\"Frac. Ab. (Ion=0)\":\"2.808195e-07\"},{\"Level\":62,\"qgrid_unfiltered_index\":62,\"Frac. Ab. (Ion=0)\":\"8.182505e-07\"},{\"Level\":63,\"qgrid_unfiltered_index\":63,\"Frac. Ab. (Ion=0)\":\"6.364151e-07\"},{\"Level\":64,\"qgrid_unfiltered_index\":64,\"Frac. Ab. (Ion=0)\":\"4.545803e-07\"},{\"Level\":65,\"qgrid_unfiltered_index\":65,\"Frac. Ab. (Ion=0)\":\"2.727472e-07\"},{\"Level\":66,\"qgrid_unfiltered_index\":66,\"Frac. Ab. (Ion=0)\":\"9.091558e-08\"},{\"Level\":67,\"qgrid_unfiltered_index\":67,\"Frac. Ab. (Ion=0)\":\"2.718970e-07\"},{\"Level\":68,\"qgrid_unfiltered_index\":68,\"Frac. Ab. (Ion=0)\":\"4.531616e-07\"},{\"Level\":69,\"qgrid_unfiltered_index\":69,\"Frac. Ab. (Ion=0)\":\"6.344262e-07\"},{\"Level\":70,\"qgrid_unfiltered_index\":70,\"Frac. Ab. (Ion=0)\":\"2.707241e-07\"},{\"Level\":71,\"qgrid_unfiltered_index\":71,\"Frac. Ab. (Ion=0)\":\"4.512069e-07\"},{\"Level\":72,\"qgrid_unfiltered_index\":72,\"Frac. Ab. (Ion=0)\":\"6.316896e-07\"},{\"Level\":73,\"qgrid_unfiltered_index\":73,\"Frac. Ab. (Ion=0)\":\"8.121724e-07\"},{\"Level\":74,\"qgrid_unfiltered_index\":74,\"Frac. Ab. (Ion=0)\":\"9.926551e-07\"},{\"Level\":75,\"qgrid_unfiltered_index\":75,\"Frac. Ab. (Ion=0)\":\"4.512021e-07\"},{\"Level\":76,\"qgrid_unfiltered_index\":76,\"Frac. Ab. (Ion=0)\":\"6.316830e-07\"},{\"Level\":77,\"qgrid_unfiltered_index\":77,\"Frac. Ab. (Ion=0)\":\"8.121639e-07\"},{\"Level\":78,\"qgrid_unfiltered_index\":78,\"Frac. Ab. (Ion=0)\":\"2.585702e-07\"},{\"Level\":79,\"qgrid_unfiltered_index\":79,\"Frac. Ab. (Ion=0)\":\"4.309410e-07\"},{\"Level\":80,\"qgrid_unfiltered_index\":80,\"Frac. Ab. (Ion=0)\":\"6.032965e-07\"},{\"Level\":81,\"qgrid_unfiltered_index\":81,\"Frac. Ab. (Ion=0)\":\"8.479052e-08\"},{\"Level\":82,\"qgrid_unfiltered_index\":82,\"Frac. Ab. (Ion=0)\":\"2.543716e-07\"},{\"Level\":83,\"qgrid_unfiltered_index\":83,\"Frac. Ab. (Ion=0)\":\"4.239526e-07\"},{\"Level\":84,\"qgrid_unfiltered_index\":84,\"Frac. Ab. (Ion=0)\":\"3.898398e-07\"},{\"Level\":85,\"qgrid_unfiltered_index\":85,\"Frac. Ab. (Ion=0)\":\"2.313594e-07\"},{\"Level\":86,\"qgrid_unfiltered_index\":86,\"Frac. Ab. (Ion=0)\":\"6.828155e-07\"},{\"Level\":87,\"qgrid_unfiltered_index\":87,\"Frac. Ab. (Ion=0)\":\"5.310780e-07\"},{\"Level\":88,\"qgrid_unfiltered_index\":88,\"Frac. Ab. (Ion=0)\":\"3.793406e-07\"},{\"Level\":89,\"qgrid_unfiltered_index\":89,\"Frac. Ab. (Ion=0)\":\"2.276040e-07\"},{\"Level\":90,\"qgrid_unfiltered_index\":90,\"Frac. Ab. (Ion=0)\":\"7.586792e-08\"},{\"Level\":91,\"qgrid_unfiltered_index\":91,\"Frac. Ab. (Ion=0)\":\"2.271728e-07\"},{\"Level\":92,\"qgrid_unfiltered_index\":92,\"Frac. Ab. (Ion=0)\":\"3.786213e-07\"},{\"Level\":93,\"qgrid_unfiltered_index\":93,\"Frac. Ab. (Ion=0)\":\"5.300698e-07\"},{\"Level\":94,\"qgrid_unfiltered_index\":94,\"Frac. Ab. (Ion=0)\":\"2.265911e-07\"},{\"Level\":95,\"qgrid_unfiltered_index\":95,\"Frac. Ab. (Ion=0)\":\"3.776518e-07\"},{\"Level\":96,\"qgrid_unfiltered_index\":96,\"Frac. Ab. (Ion=0)\":\"5.287125e-07\"},{\"Level\":97,\"qgrid_unfiltered_index\":97,\"Frac. Ab. (Ion=0)\":\"6.797733e-07\"},{\"Level\":98,\"qgrid_unfiltered_index\":98,\"Frac. Ab. (Ion=0)\":\"8.308340e-07\"},{\"Level\":99,\"qgrid_unfiltered_index\":99,\"Frac. Ab. (Ion=0)\":\"3.776498e-07\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 150,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "a3f1c84e-dff7-4edb-a540-474b3c884fc4",
- "layout": "IPY_MODEL_c28088dded0c488e96832fd77f7f292c",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "4734f752158e44069d4167b46c5d981d": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "477104e4f358423c8b9236188f5a166b": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "7b084774-c18d-4454-b3a7-97c9814471b2",
- "layout": "IPY_MODEL_33f83d50b3574c958fb1ef64e6aaf110",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "49fa4718ca2641a2a999e5f5039bcd1c": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Fraction of packets interacting": {
- "cssClass": "number",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Fraction of packets interacting",
- "id": "Fraction of packets interacting",
- "minWidth": null,
- "name": "Fraction of packets interacting",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "number",
- "width": 65
- },
- "Species": {
- "cssClass": "string first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "first_index": true,
- "id": "Species",
- "index_display_text": "Species",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Species",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Fraction of packets interacting\",\"type\":\"number\"}],\"primaryKey\":[\"Species\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Species\":\"Ca II\",\"qgrid_unfiltered_index\":0,\"Fraction of packets interacting\":0.41346},{\"Species\":\"S II\",\"qgrid_unfiltered_index\":1,\"Fraction of packets interacting\":0.24519},{\"Species\":\"Si III\",\"qgrid_unfiltered_index\":2,\"Fraction of packets interacting\":0.11538},{\"Species\":\"Si II\",\"qgrid_unfiltered_index\":3,\"Fraction of packets interacting\":0.11538},{\"Species\":\"O I\",\"qgrid_unfiltered_index\":4,\"Fraction of packets interacting\":0.04808},{\"Species\":\"Ar II\",\"qgrid_unfiltered_index\":5,\"Fraction of packets interacting\":0.03606},{\"Species\":\"Mg II\",\"qgrid_unfiltered_index\":6,\"Fraction of packets interacting\":0.02163},{\"Species\":\"Ar I\",\"qgrid_unfiltered_index\":7,\"Fraction of packets interacting\":0.00481}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 8,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 9,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "9c84694c-1dc5-4ade-a503-2801a9fc1932",
- "layout": "IPY_MODEL_92f6f5be7d31477daa1a843a6c3d9596",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "4a1f696e1bf441739363712146094b34": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "4a8350a32bae465ab46fef8e5373c86f": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "flex": "0 0 auto",
- "margin": "0px",
- "padding": "0px 2px",
- "width": "109.5px"
- }
- },
- "4a9a06b791244660972c9802b4d6b818": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "4abbc92c3dfc477e8d595056c9c5e068": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "margin": "0px 15px"
- }
- },
- "4c2ca45b0bd04158b73c363601688c30": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_44f2102d70af4efa84779fa96fc8be50",
- "style": "IPY_MODEL_a016381751e2413c94fcc5bd3a704bfe",
- "value": "Frac. Ab. denotes Fractional Abundances (i.e all values sum to 1)
W denotes Dilution Factor and Rad. Temp. is Radiative Temperature (in K)"
- }
- },
- "4c48a0a1bbb14195b0ac242b0c716be2": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_a9fda71892cb4583af147196f8698f1d",
- "IPY_MODEL_d658f3646e0a4201b903ba18a177c733"
- ],
- "layout": "IPY_MODEL_9f62b5c5c8af46ac8c9be4718ba5d41c"
- }
- },
- "4ca5091029ae4dfba618634ea4661e1b": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=14)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=14)",
- "id": "Frac. Ab. (Z=14)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=14)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=14)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"Si I\",\"Frac. Ab. (Z=14)\":\"2.926441e-13\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"Si II\",\"Frac. Ab. (Z=14)\":\"6.777777e-05\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"Si III\",\"Frac. Ab. (Z=14)\":\"9.974187e-01\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"Si IV\",\"Frac. Ab. (Z=14)\":\"2.513493e-03\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"Si V\",\"Frac. Ab. (Z=14)\":\"7.644945e-12\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"Si VI\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"Si VII\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"Si VIII\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"Si IX\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":9,\"qgrid_unfiltered_index\":9,\"Species\":\"Si X\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":10,\"qgrid_unfiltered_index\":10,\"Species\":\"Si XI\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":11,\"qgrid_unfiltered_index\":11,\"Species\":\"Si XII\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":12,\"qgrid_unfiltered_index\":12,\"Species\":\"Si XIII\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":13,\"qgrid_unfiltered_index\":13,\"Species\":\"Si XIV\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"},{\"Ion\":14,\"qgrid_unfiltered_index\":14,\"Species\":\"Si XV\",\"Frac. Ab. (Z=14)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 15,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "244dc247-7980-4837-a75e-10debc2d5596",
- "layout": "IPY_MODEL_766a96108ab34a9bb42072fa7e0049d4",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "4db53e5008b34abb9d0277be508b7446": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "18%"
- }
- },
- "4e9b4c2a63cc499f89896be9f6ce9f24": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "505ffbb2247143378e1d73370bf445f7": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "30%"
- }
- },
- "510273d117024eb1bbfa0e32588ffc2e": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Rad. Temp.": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Rad. Temp.",
- "id": "Rad. Temp.",
- "minWidth": null,
- "name": "Rad. Temp.",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "Shell No.": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Shell No.",
- "first_index": true,
- "id": "Shell No.",
- "index_display_text": "Shell No.",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Shell No.",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "W": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "W",
- "id": "W",
- "minWidth": null,
- "name": "W",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Shell No.\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Rad. Temp.\",\"type\":\"string\"},{\"name\":\"W\",\"type\":\"string\"}],\"primaryKey\":[\"Shell No.\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Shell No.\":1,\"qgrid_unfiltered_index\":0,\"Rad. Temp.\":\"1.086251e+04\",\"W\":\"4.444947e-01\"},{\"Shell No.\":2,\"qgrid_unfiltered_index\":1,\"Rad. Temp.\":\"1.103536e+04\",\"W\":\"3.308350e-01\"},{\"Shell No.\":3,\"qgrid_unfiltered_index\":2,\"Rad. Temp.\":\"1.119691e+04\",\"W\":\"2.604883e-01\"},{\"Shell No.\":4,\"qgrid_unfiltered_index\":3,\"Rad. Temp.\":\"1.125229e+04\",\"W\":\"2.174908e-01\"},{\"Shell No.\":5,\"qgrid_unfiltered_index\":4,\"Rad. Temp.\":\"1.121542e+04\",\"W\":\"1.879279e-01\"},{\"Shell No.\":6,\"qgrid_unfiltered_index\":5,\"Rad. Temp.\":\"1.119446e+04\",\"W\":\"1.628420e-01\"},{\"Shell No.\":7,\"qgrid_unfiltered_index\":6,\"Rad. Temp.\":\"1.124311e+04\",\"W\":\"1.419034e-01\"},{\"Shell No.\":8,\"qgrid_unfiltered_index\":7,\"Rad. Temp.\":\"1.124690e+04\",\"W\":\"1.264369e-01\"},{\"Shell No.\":9,\"qgrid_unfiltered_index\":8,\"Rad. Temp.\":\"1.116176e+04\",\"W\":\"1.172286e-01\"},{\"Shell No.\":10,\"qgrid_unfiltered_index\":9,\"Rad. Temp.\":\"1.112850e+04\",\"W\":\"1.073689e-01\"},{\"Shell No.\":11,\"qgrid_unfiltered_index\":10,\"Rad. Temp.\":\"1.106562e+04\",\"W\":\"9.937228e-02\"},{\"Shell No.\":12,\"qgrid_unfiltered_index\":11,\"Rad. Temp.\":\"1.093918e+04\",\"W\":\"9.480017e-02\"},{\"Shell No.\":13,\"qgrid_unfiltered_index\":12,\"Rad. Temp.\":\"1.088287e+04\",\"W\":\"8.920397e-02\"},{\"Shell No.\":14,\"qgrid_unfiltered_index\":13,\"Rad. Temp.\":\"1.077571e+04\",\"W\":\"8.504642e-02\"},{\"Shell No.\":15,\"qgrid_unfiltered_index\":14,\"Rad. Temp.\":\"1.065337e+04\",\"W\":\"8.179275e-02\"},{\"Shell No.\":16,\"qgrid_unfiltered_index\":15,\"Rad. Temp.\":\"1.059985e+04\",\"W\":\"7.768958e-02\"},{\"Shell No.\":17,\"qgrid_unfiltered_index\":16,\"Rad. Temp.\":\"1.050428e+04\",\"W\":\"7.459787e-02\"},{\"Shell No.\":18,\"qgrid_unfiltered_index\":17,\"Rad. Temp.\":\"1.050167e+04\",\"W\":\"6.987617e-02\"},{\"Shell No.\":19,\"qgrid_unfiltered_index\":18,\"Rad. Temp.\":\"1.037101e+04\",\"W\":\"6.830342e-02\"},{\"Shell No.\":20,\"qgrid_unfiltered_index\":19,\"Rad. Temp.\":\"1.023320e+04\",\"W\":\"6.706797e-02\"}]}",
- "_df_range": [
- 0,
- 104
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 20,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 4,
- 21
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "641870d2-73c0-40c6-8911-6fe6d32efe08",
- "layout": "IPY_MODEL_505ffbb2247143378e1d73370bf445f7",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "5297b5c9bd98443f9f8c2363edfa698d": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_af7633dd998f4990b089784aa9df1582",
- "IPY_MODEL_a01c4a616ccf477896b95f19ca80ff8f"
- ],
- "layout": "IPY_MODEL_f2490641bc43466bacc2c6823439f819"
- }
- },
- "53598020b0414a82b2b77ed71a8f440f": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "18%"
- }
- },
- "5394cfa275bd40a69700257029f8c368": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=0)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=0)",
- "id": "Frac. Ab. (Ion=0)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=0)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=0)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=0)\":\"5.221242e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=0)\":\"3.069666e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=0)\":\"1.014225e-01\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=0)\":\"6.792989e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=0)\":\"1.356963e-03\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=0)\":\"3.982700e-05\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=0)\":\"1.619497e-05\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=0)\":\"4.577678e-06\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=0)\":\"7.627482e-06\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=0)\":\"1.067343e-05\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=0)\":\"3.537851e-06\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=0)\":\"5.895995e-06\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=0)\":\"1.179175e-06\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=0)\":\"2.445965e-06\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=0)\":\"1.333004e-06\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=0)\":\"3.429398e-06\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=0)\":\"2.667280e-06\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=0)\":\"1.905170e-06\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=0)\":\"1.143087e-06\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=0)\":\"3.810265e-07\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=0)\":\"1.133222e-06\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=0)\":\"1.888687e-06\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=0)\":\"2.644131e-06\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=0)\":\"9.220405e-07\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=0)\":\"1.536601e-06\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=0)\":\"2.150911e-06\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=0)\":\"8.549269e-07\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=0)\":\"1.424863e-06\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=0)\":\"2.849631e-07\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=0)\":\"1.654710e-06\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=0)\":\"1.180096e-06\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=0)\":\"7.073394e-07\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=0)\":\"1.041886e-06\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=0)\":\"6.018502e-07\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=0)\":\"9.713616e-07\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=0)\":\"1.703317e-06\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=0)\":\"1.324795e-06\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=0)\":\"9.462753e-07\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=0)\":\"5.677616e-07\"},{\"Level\":39,\"qgrid_unfiltered_index\":39,\"Frac. Ab. (Ion=0)\":\"1.892533e-07\"},{\"Level\":40,\"qgrid_unfiltered_index\":40,\"Frac. Ab. (Ion=0)\":\"1.317523e-06\"},{\"Level\":41,\"qgrid_unfiltered_index\":41,\"Frac. Ab. (Ion=0)\":\"9.410797e-07\"},{\"Level\":42,\"qgrid_unfiltered_index\":42,\"Frac. Ab. (Ion=0)\":\"5.646445e-07\"},{\"Level\":43,\"qgrid_unfiltered_index\":43,\"Frac. Ab. (Ion=0)\":\"5.603242e-07\"},{\"Level\":44,\"qgrid_unfiltered_index\":44,\"Frac. Ab. (Ion=0)\":\"9.338737e-07\"},{\"Level\":45,\"qgrid_unfiltered_index\":45,\"Frac. Ab. (Ion=0)\":\"1.307423e-06\"},{\"Level\":46,\"qgrid_unfiltered_index\":46,\"Frac. Ab. (Ion=0)\":\"1.680973e-06\"},{\"Level\":47,\"qgrid_unfiltered_index\":47,\"Frac. Ab. (Ion=0)\":\"2.054522e-06\"},{\"Level\":48,\"qgrid_unfiltered_index\":48,\"Frac. Ab. (Ion=0)\":\"9.338625e-07\"},{\"Level\":49,\"qgrid_unfiltered_index\":49,\"Frac. Ab. (Ion=0)\":\"1.307407e-06\"},{\"Level\":50,\"qgrid_unfiltered_index\":50,\"Frac. Ab. (Ion=0)\":\"1.680952e-06\"},{\"Level\":51,\"qgrid_unfiltered_index\":51,\"Frac. Ab. (Ion=0)\":\"5.149188e-07\"},{\"Level\":52,\"qgrid_unfiltered_index\":52,\"Frac. Ab. (Ion=0)\":\"5.149180e-07\"},{\"Level\":53,\"qgrid_unfiltered_index\":53,\"Frac. Ab. (Ion=0)\":\"8.581587e-07\"},{\"Level\":54,\"qgrid_unfiltered_index\":54,\"Frac. Ab. (Ion=0)\":\"8.581573e-07\"},{\"Level\":55,\"qgrid_unfiltered_index\":55,\"Frac. Ab. (Ion=0)\":\"1.201345e-06\"},{\"Level\":56,\"qgrid_unfiltered_index\":56,\"Frac. Ab. (Ion=0)\":\"1.201343e-06\"},{\"Level\":57,\"qgrid_unfiltered_index\":57,\"Frac. Ab. (Ion=0)\":\"8.316795e-07\"},{\"Level\":58,\"qgrid_unfiltered_index\":58,\"Frac. Ab. (Ion=0)\":\"4.990038e-07\"},{\"Level\":59,\"qgrid_unfiltered_index\":59,\"Frac. Ab. (Ion=0)\":\"1.663298e-07\"},{\"Level\":60,\"qgrid_unfiltered_index\":60,\"Frac. Ab. (Ion=0)\":\"7.174673e-07\"},{\"Level\":61,\"qgrid_unfiltered_index\":61,\"Frac. Ab. (Ion=0)\":\"4.224819e-07\"},{\"Level\":62,\"qgrid_unfiltered_index\":62,\"Frac. Ab. (Ion=0)\":\"1.232090e-06\"},{\"Level\":63,\"qgrid_unfiltered_index\":63,\"Frac. Ab. (Ion=0)\":\"9.582898e-07\"},{\"Level\":64,\"qgrid_unfiltered_index\":64,\"Frac. Ab. (Ion=0)\":\"6.844899e-07\"},{\"Level\":65,\"qgrid_unfiltered_index\":65,\"Frac. Ab. (Ion=0)\":\"4.106925e-07\"},{\"Level\":66,\"qgrid_unfiltered_index\":66,\"Frac. Ab. (Ion=0)\":\"1.368973e-07\"},{\"Level\":67,\"qgrid_unfiltered_index\":67,\"Frac. Ab. (Ion=0)\":\"4.094501e-07\"},{\"Level\":68,\"qgrid_unfiltered_index\":68,\"Frac. Ab. (Ion=0)\":\"6.824169e-07\"},{\"Level\":69,\"qgrid_unfiltered_index\":69,\"Frac. Ab. (Ion=0)\":\"9.553837e-07\"},{\"Level\":70,\"qgrid_unfiltered_index\":70,\"Frac. Ab. (Ion=0)\":\"4.077362e-07\"},{\"Level\":71,\"qgrid_unfiltered_index\":71,\"Frac. Ab. (Ion=0)\":\"6.795604e-07\"},{\"Level\":72,\"qgrid_unfiltered_index\":72,\"Frac. Ab. (Ion=0)\":\"9.513845e-07\"},{\"Level\":73,\"qgrid_unfiltered_index\":73,\"Frac. Ab. (Ion=0)\":\"1.223209e-06\"},{\"Level\":74,\"qgrid_unfiltered_index\":74,\"Frac. Ab. (Ion=0)\":\"1.495033e-06\"},{\"Level\":75,\"qgrid_unfiltered_index\":75,\"Frac. Ab. (Ion=0)\":\"6.795535e-07\"},{\"Level\":76,\"qgrid_unfiltered_index\":76,\"Frac. Ab. (Ion=0)\":\"9.513749e-07\"},{\"Level\":77,\"qgrid_unfiltered_index\":77,\"Frac. Ab. (Ion=0)\":\"1.223196e-06\"},{\"Level\":78,\"qgrid_unfiltered_index\":78,\"Frac. Ab. (Ion=0)\":\"3.899621e-07\"},{\"Level\":79,\"qgrid_unfiltered_index\":79,\"Frac. Ab. (Ion=0)\":\"6.499231e-07\"},{\"Level\":80,\"qgrid_unfiltered_index\":80,\"Frac. Ab. (Ion=0)\":\"9.098618e-07\"},{\"Level\":81,\"qgrid_unfiltered_index\":81,\"Frac. Ab. (Ion=0)\":\"1.279387e-07\"},{\"Level\":82,\"qgrid_unfiltered_index\":82,\"Frac. Ab. (Ion=0)\":\"3.838162e-07\"},{\"Level\":83,\"qgrid_unfiltered_index\":83,\"Frac. Ab. (Ion=0)\":\"6.396936e-07\"},{\"Level\":84,\"qgrid_unfiltered_index\":84,\"Frac. Ab. (Ion=0)\":\"5.896865e-07\"},{\"Level\":85,\"qgrid_unfiltered_index\":85,\"Frac. Ab. (Ion=0)\":\"3.500765e-07\"},{\"Level\":86,\"qgrid_unfiltered_index\":86,\"Frac. Ab. (Ion=0)\":\"1.033689e-06\"},{\"Level\":87,\"qgrid_unfiltered_index\":87,\"Frac. Ab. (Ion=0)\":\"8.039793e-07\"},{\"Level\":88,\"qgrid_unfiltered_index\":88,\"Frac. Ab. (Ion=0)\":\"5.742698e-07\"},{\"Level\":89,\"qgrid_unfiltered_index\":89,\"Frac. Ab. (Ion=0)\":\"3.445613e-07\"},{\"Level\":90,\"qgrid_unfiltered_index\":90,\"Frac. Ab. (Ion=0)\":\"1.148537e-07\"},{\"Level\":91,\"qgrid_unfiltered_index\":91,\"Frac. Ab. (Ion=0)\":\"3.439279e-07\"},{\"Level\":92,\"qgrid_unfiltered_index\":92,\"Frac. Ab. (Ion=0)\":\"5.732131e-07\"},{\"Level\":93,\"qgrid_unfiltered_index\":93,\"Frac. Ab. (Ion=0)\":\"8.024984e-07\"},{\"Level\":94,\"qgrid_unfiltered_index\":94,\"Frac. Ab. (Ion=0)\":\"3.430733e-07\"},{\"Level\":95,\"qgrid_unfiltered_index\":95,\"Frac. Ab. (Ion=0)\":\"5.717888e-07\"},{\"Level\":96,\"qgrid_unfiltered_index\":96,\"Frac. Ab. (Ion=0)\":\"8.005044e-07\"},{\"Level\":97,\"qgrid_unfiltered_index\":97,\"Frac. Ab. (Ion=0)\":\"1.029220e-06\"},{\"Level\":98,\"qgrid_unfiltered_index\":98,\"Frac. Ab. (Ion=0)\":\"1.257935e-06\"},{\"Level\":99,\"qgrid_unfiltered_index\":99,\"Frac. Ab. (Ion=0)\":\"5.717858e-07\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 150,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 16
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "635fe026-9b59-4dd2-bbc1-efaf224b0c1e",
- "layout": "IPY_MODEL_67e99e47fa9d4739a29faf161097853c",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "5465c7d09d904066828f63c22efc7254": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "display": "flex",
- "justify_content": "flex-start"
- }
- },
- "56086d7969e54c8f859ab773c3c07ee2": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "display": "flex",
- "justify_content": "flex-start"
- }
- },
- "569bd5d7d9484b49a3a4626164fd097e": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_b19949d1b87c4c51a7ec7cffc4a51a8c",
- "IPY_MODEL_e83df4ec404e415a8627ece82fb84014",
- "IPY_MODEL_8d487482f86e49259041000fa0e1e7ff",
- "IPY_MODEL_b2a76eabb61242c5ac7a9e7979128a04"
- ],
- "layout": "IPY_MODEL_2db9c108c76e496eb6c65420219b76c2"
- }
- },
- "56fc3972b1064286ba9053481ead2f2a": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "ToggleButtonsStyleModel",
- "state": {
- "button_width": "",
- "description_width": ""
- }
- },
- "571faffe65af4935b47fbb52ef6d2feb": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Fraction of packets interacting": {
- "cssClass": "number",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Fraction of packets interacting",
- "id": "Fraction of packets interacting",
- "minWidth": null,
- "name": "Fraction of packets interacting",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "number",
- "width": 65
- },
- "Species": {
- "cssClass": "string first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "first_index": true,
- "id": "Species",
- "index_display_text": "Species",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Species",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 35
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Fraction of packets interacting\",\"type\":\"number\"}],\"primaryKey\":[\"Species\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Species\":\"Si III\",\"qgrid_unfiltered_index\":0,\"Fraction of packets interacting\":0.48252},{\"Species\":\"Si II\",\"qgrid_unfiltered_index\":1,\"Fraction of packets interacting\":0.26573},{\"Species\":\"Mg II\",\"qgrid_unfiltered_index\":2,\"Fraction of packets interacting\":0.11189},{\"Species\":\"Ca II\",\"qgrid_unfiltered_index\":3,\"Fraction of packets interacting\":0.05594},{\"Species\":\"Ar II\",\"qgrid_unfiltered_index\":4,\"Fraction of packets interacting\":0.04196},{\"Species\":\"O I\",\"qgrid_unfiltered_index\":5,\"Fraction of packets interacting\":0.04196}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 6,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 9,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "9da44ee5-8b0b-49f3-b809-9c5076c46472",
- "layout": "IPY_MODEL_b15f52fefedb4853915dabce4da47b89",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "5738ef0c7b954c00ae457744a809865a": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Ion=0)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Ion=0)",
- "id": "Frac. Ab. (Ion=0)",
- "minWidth": null,
- "name": "Frac. Ab. (Ion=0)",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 70
- },
- "Level": {
- "cssClass": "integer first-idx-col idx-col first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Level",
- "first_index": true,
- "id": "Level",
- "index_display_text": "Level",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Level",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Level\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Frac. Ab. (Ion=0)\",\"type\":\"string\"}],\"primaryKey\":[\"Level\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Level\":0,\"qgrid_unfiltered_index\":0,\"Frac. Ab. (Ion=0)\":\"5.221064e-01\"},{\"Level\":1,\"qgrid_unfiltered_index\":1,\"Frac. Ab. (Ion=0)\":\"3.069574e-01\"},{\"Level\":2,\"qgrid_unfiltered_index\":2,\"Frac. Ab. (Ion=0)\":\"1.014197e-01\"},{\"Level\":3,\"qgrid_unfiltered_index\":3,\"Frac. Ab. (Ion=0)\":\"6.795791e-02\"},{\"Level\":4,\"qgrid_unfiltered_index\":4,\"Frac. Ab. (Ion=0)\":\"1.358208e-03\"},{\"Level\":5,\"qgrid_unfiltered_index\":5,\"Frac. Ab. (Ion=0)\":\"3.990841e-05\"},{\"Level\":6,\"qgrid_unfiltered_index\":6,\"Frac. Ab. (Ion=0)\":\"1.622945e-05\"},{\"Level\":7,\"qgrid_unfiltered_index\":7,\"Frac. Ab. (Ion=0)\":\"4.588696e-06\"},{\"Level\":8,\"qgrid_unfiltered_index\":8,\"Frac. Ab. (Ion=0)\":\"7.645840e-06\"},{\"Level\":9,\"qgrid_unfiltered_index\":9,\"Frac. Ab. (Ion=0)\":\"1.069912e-05\"},{\"Level\":10,\"qgrid_unfiltered_index\":10,\"Frac. Ab. (Ion=0)\":\"3.546566e-06\"},{\"Level\":11,\"qgrid_unfiltered_index\":11,\"Frac. Ab. (Ion=0)\":\"5.910519e-06\"},{\"Level\":12,\"qgrid_unfiltered_index\":12,\"Frac. Ab. (Ion=0)\":\"1.182080e-06\"},{\"Level\":13,\"qgrid_unfiltered_index\":13,\"Frac. Ab. (Ion=0)\":\"2.452462e-06\"},{\"Level\":14,\"qgrid_unfiltered_index\":14,\"Frac. Ab. (Ion=0)\":\"1.336574e-06\"},{\"Level\":15,\"qgrid_unfiltered_index\":15,\"Frac. Ab. (Ion=0)\":\"3.438696e-06\"},{\"Level\":16,\"qgrid_unfiltered_index\":16,\"Frac. Ab. (Ion=0)\":\"2.674512e-06\"},{\"Level\":17,\"qgrid_unfiltered_index\":17,\"Frac. Ab. (Ion=0)\":\"1.910336e-06\"},{\"Level\":18,\"qgrid_unfiltered_index\":18,\"Frac. Ab. (Ion=0)\":\"1.146186e-06\"},{\"Level\":19,\"qgrid_unfiltered_index\":19,\"Frac. Ab. (Ion=0)\":\"3.820597e-07\"},{\"Level\":20,\"qgrid_unfiltered_index\":20,\"Frac. Ab. (Ion=0)\":\"1.136297e-06\"},{\"Level\":21,\"qgrid_unfiltered_index\":21,\"Frac. Ab. (Ion=0)\":\"1.893811e-06\"},{\"Level\":22,\"qgrid_unfiltered_index\":22,\"Frac. Ab. (Ion=0)\":\"2.651305e-06\"},{\"Level\":23,\"qgrid_unfiltered_index\":23,\"Frac. Ab. (Ion=0)\":\"9.245840e-07\"},{\"Level\":24,\"qgrid_unfiltered_index\":24,\"Frac. Ab. (Ion=0)\":\"1.540840e-06\"},{\"Level\":25,\"qgrid_unfiltered_index\":25,\"Frac. Ab. (Ion=0)\":\"2.156845e-06\"},{\"Level\":26,\"qgrid_unfiltered_index\":26,\"Frac. Ab. (Ion=0)\":\"8.572995e-07\"},{\"Level\":27,\"qgrid_unfiltered_index\":27,\"Frac. Ab. (Ion=0)\":\"1.428818e-06\"},{\"Level\":28,\"qgrid_unfiltered_index\":28,\"Frac. Ab. (Ion=0)\":\"2.857540e-07\"},{\"Level\":29,\"qgrid_unfiltered_index\":29,\"Frac. Ab. (Ion=0)\":\"1.659370e-06\"},{\"Level\":30,\"qgrid_unfiltered_index\":30,\"Frac. Ab. (Ion=0)\":\"1.183420e-06\"},{\"Level\":31,\"qgrid_unfiltered_index\":31,\"Frac. Ab. (Ion=0)\":\"7.093319e-07\"},{\"Level\":32,\"qgrid_unfiltered_index\":32,\"Frac. Ab. (Ion=0)\":\"1.044849e-06\"},{\"Level\":33,\"qgrid_unfiltered_index\":33,\"Frac. Ab. (Ion=0)\":\"6.035669e-07\"},{\"Level\":34,\"qgrid_unfiltered_index\":34,\"Frac. Ab. (Ion=0)\":\"9.741390e-07\"},{\"Level\":35,\"qgrid_unfiltered_index\":35,\"Frac. Ab. (Ion=0)\":\"1.708198e-06\"},{\"Level\":36,\"qgrid_unfiltered_index\":36,\"Frac. Ab. (Ion=0)\":\"1.328591e-06\"},{\"Level\":37,\"qgrid_unfiltered_index\":37,\"Frac. Ab. (Ion=0)\":\"9.489864e-07\"},{\"Level\":38,\"qgrid_unfiltered_index\":38,\"Frac. Ab. (Ion=0)\":\"5.693883e-07\"},{\"Level\":39,\"qgrid_unfiltered_index\":39,\"Frac. Ab. (Ion=0)\":\"1.897955e-07\"},{\"Level\":40,\"qgrid_unfiltered_index\":40,\"Frac. Ab. (Ion=0)\":\"1.321300e-06\"},{\"Level\":41,\"qgrid_unfiltered_index\":41,\"Frac. Ab. (Ion=0)\":\"9.437771e-07\"},{\"Level\":42,\"qgrid_unfiltered_index\":42,\"Frac. Ab. (Ion=0)\":\"5.662629e-07\"},{\"Level\":43,\"qgrid_unfiltered_index\":43,\"Frac. Ab. (Ion=0)\":\"5.619312e-07\"},{\"Level\":44,\"qgrid_unfiltered_index\":44,\"Frac. Ab. (Ion=0)\":\"9.365521e-07\"},{\"Level\":45,\"qgrid_unfiltered_index\":45,\"Frac. Ab. (Ion=0)\":\"1.311173e-06\"},{\"Level\":46,\"qgrid_unfiltered_index\":46,\"Frac. Ab. (Ion=0)\":\"1.685794e-06\"},{\"Level\":47,\"qgrid_unfiltered_index\":47,\"Frac. Ab. (Ion=0)\":\"2.060415e-06\"},{\"Level\":48,\"qgrid_unfiltered_index\":48,\"Frac. Ab. (Ion=0)\":\"9.365408e-07\"},{\"Level\":49,\"qgrid_unfiltered_index\":49,\"Frac. Ab. (Ion=0)\":\"1.311157e-06\"},{\"Level\":50,\"qgrid_unfiltered_index\":50,\"Frac. Ab. (Ion=0)\":\"1.685773e-06\"},{\"Level\":51,\"qgrid_unfiltered_index\":51,\"Frac. Ab. (Ion=0)\":\"5.164052e-07\"},{\"Level\":52,\"qgrid_unfiltered_index\":52,\"Frac. Ab. (Ion=0)\":\"5.164044e-07\"},{\"Level\":53,\"qgrid_unfiltered_index\":53,\"Frac. Ab. (Ion=0)\":\"8.606358e-07\"},{\"Level\":54,\"qgrid_unfiltered_index\":54,\"Frac. Ab. (Ion=0)\":\"8.606345e-07\"},{\"Level\":55,\"qgrid_unfiltered_index\":55,\"Frac. Ab. (Ion=0)\":\"1.204813e-06\"},{\"Level\":56,\"qgrid_unfiltered_index\":56,\"Frac. Ab. (Ion=0)\":\"1.204811e-06\"},{\"Level\":57,\"qgrid_unfiltered_index\":57,\"Frac. Ab. (Ion=0)\":\"8.340859e-07\"},{\"Level\":58,\"qgrid_unfiltered_index\":58,\"Frac. Ab. (Ion=0)\":\"5.004477e-07\"},{\"Level\":59,\"qgrid_unfiltered_index\":59,\"Frac. Ab. (Ion=0)\":\"1.668111e-07\"},{\"Level\":60,\"qgrid_unfiltered_index\":60,\"Frac. Ab. (Ion=0)\":\"7.195665e-07\"},{\"Level\":61,\"qgrid_unfiltered_index\":61,\"Frac. Ab. (Ion=0)\":\"4.237198e-07\"},{\"Level\":62,\"qgrid_unfiltered_index\":62,\"Frac. Ab. (Ion=0)\":\"1.235708e-06\"},{\"Level\":63,\"qgrid_unfiltered_index\":63,\"Frac. Ab. (Ion=0)\":\"9.611035e-07\"},{\"Level\":64,\"qgrid_unfiltered_index\":64,\"Frac. Ab. (Ion=0)\":\"6.864997e-07\"},{\"Level\":65,\"qgrid_unfiltered_index\":65,\"Frac. Ab. (Ion=0)\":\"4.118984e-07\"},{\"Level\":66,\"qgrid_unfiltered_index\":66,\"Frac. Ab. (Ion=0)\":\"1.372992e-07\"},{\"Level\":67,\"qgrid_unfiltered_index\":67,\"Frac. Ab. (Ion=0)\":\"4.106526e-07\"},{\"Level\":68,\"qgrid_unfiltered_index\":68,\"Frac. Ab. (Ion=0)\":\"6.844211e-07\"},{\"Level\":69,\"qgrid_unfiltered_index\":69,\"Frac. Ab. (Ion=0)\":\"9.581895e-07\"},{\"Level\":70,\"qgrid_unfiltered_index\":70,\"Frac. Ab. (Ion=0)\":\"4.089341e-07\"},{\"Level\":71,\"qgrid_unfiltered_index\":71,\"Frac. Ab. (Ion=0)\":\"6.815568e-07\"},{\"Level\":72,\"qgrid_unfiltered_index\":72,\"Frac. Ab. (Ion=0)\":\"9.541795e-07\"},{\"Level\":73,\"qgrid_unfiltered_index\":73,\"Frac. Ab. (Ion=0)\":\"1.226802e-06\"},{\"Level\":74,\"qgrid_unfiltered_index\":74,\"Frac. Ab. (Ion=0)\":\"1.499425e-06\"},{\"Level\":75,\"qgrid_unfiltered_index\":75,\"Frac. Ab. (Ion=0)\":\"6.815499e-07\"},{\"Level\":76,\"qgrid_unfiltered_index\":76,\"Frac. Ab. (Ion=0)\":\"9.541698e-07\"},{\"Level\":77,\"qgrid_unfiltered_index\":77,\"Frac. Ab. (Ion=0)\":\"1.226790e-06\"},{\"Level\":78,\"qgrid_unfiltered_index\":78,\"Frac. Ab. (Ion=0)\":\"3.911115e-07\"},{\"Level\":79,\"qgrid_unfiltered_index\":79,\"Frac. Ab. (Ion=0)\":\"6.518388e-07\"},{\"Level\":80,\"qgrid_unfiltered_index\":80,\"Frac. Ab. (Ion=0)\":\"9.125437e-07\"},{\"Level\":81,\"qgrid_unfiltered_index\":81,\"Frac. Ab. (Ion=0)\":\"1.283163e-07\"},{\"Level\":82,\"qgrid_unfiltered_index\":82,\"Frac. Ab. (Ion=0)\":\"3.849488e-07\"},{\"Level\":83,\"qgrid_unfiltered_index\":83,\"Frac. Ab. (Ion=0)\":\"6.415814e-07\"},{\"Level\":84,\"qgrid_unfiltered_index\":84,\"Frac. Ab. (Ion=0)\":\"5.914372e-07\"},{\"Level\":85,\"qgrid_unfiltered_index\":85,\"Frac. Ab. (Ion=0)\":\"3.511167e-07\"},{\"Level\":86,\"qgrid_unfiltered_index\":86,\"Frac. Ab. (Ion=0)\":\"1.036764e-06\"},{\"Level\":87,\"qgrid_unfiltered_index\":87,\"Frac. Ab. (Ion=0)\":\"8.063710e-07\"},{\"Level\":88,\"qgrid_unfiltered_index\":88,\"Frac. Ab. (Ion=0)\":\"5.759781e-07\"},{\"Level\":89,\"qgrid_unfiltered_index\":89,\"Frac. Ab. (Ion=0)\":\"3.455863e-07\"},{\"Level\":90,\"qgrid_unfiltered_index\":90,\"Frac. Ab. (Ion=0)\":\"1.151953e-07\"},{\"Level\":91,\"qgrid_unfiltered_index\":91,\"Frac. Ab. (Ion=0)\":\"3.449511e-07\"},{\"Level\":92,\"qgrid_unfiltered_index\":92,\"Frac. Ab. (Ion=0)\":\"5.749186e-07\"},{\"Level\":93,\"qgrid_unfiltered_index\":93,\"Frac. Ab. (Ion=0)\":\"8.048860e-07\"},{\"Level\":94,\"qgrid_unfiltered_index\":94,\"Frac. Ab. (Ion=0)\":\"3.440942e-07\"},{\"Level\":95,\"qgrid_unfiltered_index\":95,\"Frac. Ab. (Ion=0)\":\"5.734903e-07\"},{\"Level\":96,\"qgrid_unfiltered_index\":96,\"Frac. Ab. (Ion=0)\":\"8.028865e-07\"},{\"Level\":97,\"qgrid_unfiltered_index\":97,\"Frac. Ab. (Ion=0)\":\"1.032283e-06\"},{\"Level\":98,\"qgrid_unfiltered_index\":98,\"Frac. Ab. (Ion=0)\":\"1.261679e-06\"},{\"Level\":99,\"qgrid_unfiltered_index\":99,\"Frac. Ab. (Ion=0)\":\"5.734873e-07\"},{\"Level\":100,\"qgrid_unfiltered_index\":100,\"Frac. Ab. (Ion=0)\":\"8.028822e-07\"},{\"Level\":101,\"qgrid_unfiltered_index\":101,\"Frac. Ab. (Ion=0)\":\"1.032277e-06\"},{\"Level\":102,\"qgrid_unfiltered_index\":102,\"Frac. Ab. (Ion=0)\":\"5.267995e-07\"},{\"Level\":103,\"qgrid_unfiltered_index\":103,\"Frac. Ab. (Ion=0)\":\"3.140075e-07\"},{\"Level\":104,\"qgrid_unfiltered_index\":104,\"Frac. Ab. (Ion=0)\":\"9.328375e-07\"},{\"Level\":105,\"qgrid_unfiltered_index\":105,\"Frac. Ab. (Ion=0)\":\"7.255395e-07\"},{\"Level\":106,\"qgrid_unfiltered_index\":106,\"Frac. Ab. (Ion=0)\":\"5.182418e-07\"},{\"Level\":107,\"qgrid_unfiltered_index\":107,\"Frac. Ab. (Ion=0)\":\"3.109447e-07\"},{\"Level\":108,\"qgrid_unfiltered_index\":108,\"Frac. Ab. (Ion=0)\":\"1.036482e-07\"},{\"Level\":109,\"qgrid_unfiltered_index\":109,\"Frac. Ab. (Ion=0)\":\"3.105744e-07\"},{\"Level\":110,\"qgrid_unfiltered_index\":110,\"Frac. Ab. (Ion=0)\":\"5.176240e-07\"},{\"Level\":111,\"qgrid_unfiltered_index\":111,\"Frac. Ab. (Ion=0)\":\"7.246736e-07\"},{\"Level\":112,\"qgrid_unfiltered_index\":112,\"Frac. Ab. (Ion=0)\":\"3.100814e-07\"},{\"Level\":113,\"qgrid_unfiltered_index\":113,\"Frac. Ab. (Ion=0)\":\"5.168024e-07\"},{\"Level\":114,\"qgrid_unfiltered_index\":114,\"Frac. Ab. (Ion=0)\":\"7.235233e-07\"},{\"Level\":115,\"qgrid_unfiltered_index\":115,\"Frac. Ab. (Ion=0)\":\"9.302443e-07\"},{\"Level\":116,\"qgrid_unfiltered_index\":116,\"Frac. Ab. (Ion=0)\":\"1.136965e-06\"},{\"Level\":117,\"qgrid_unfiltered_index\":117,\"Frac. Ab. (Ion=0)\":\"5.168019e-07\"},{\"Level\":118,\"qgrid_unfiltered_index\":118,\"Frac. Ab. (Ion=0)\":\"7.235227e-07\"},{\"Level\":119,\"qgrid_unfiltered_index\":119,\"Frac. Ab. (Ion=0)\":\"9.302434e-07\"},{\"Level\":120,\"qgrid_unfiltered_index\":120,\"Frac. Ab. (Ion=0)\":\"4.892566e-07\"},{\"Level\":121,\"qgrid_unfiltered_index\":121,\"Frac. Ab. (Ion=0)\":\"2.922292e-07\"},{\"Level\":122,\"qgrid_unfiltered_index\":122,\"Frac. Ab. (Ion=0)\":\"8.711321e-07\"},{\"Level\":123,\"qgrid_unfiltered_index\":123,\"Frac. Ab. (Ion=0)\":\"6.775468e-07\"},{\"Level\":124,\"qgrid_unfiltered_index\":124,\"Frac. Ab. (Ion=0)\":\"4.839615e-07\"},{\"Level\":125,\"qgrid_unfiltered_index\":125,\"Frac. Ab. (Ion=0)\":\"2.903767e-07\"},{\"Level\":126,\"qgrid_unfiltered_index\":126,\"Frac. Ab. (Ion=0)\":\"9.679218e-08\"},{\"Level\":127,\"qgrid_unfiltered_index\":127,\"Frac. Ab. (Ion=0)\":\"2.900817e-07\"},{\"Level\":128,\"qgrid_unfiltered_index\":128,\"Frac. Ab. (Ion=0)\":\"4.834695e-07\"},{\"Level\":129,\"qgrid_unfiltered_index\":129,\"Frac. Ab. (Ion=0)\":\"6.768573e-07\"},{\"Level\":130,\"qgrid_unfiltered_index\":130,\"Frac. Ab. (Ion=0)\":\"4.653063e-07\"},{\"Level\":131,\"qgrid_unfiltered_index\":131,\"Frac. Ab. (Ion=0)\":\"2.783134e-07\"},{\"Level\":132,\"qgrid_unfiltered_index\":132,\"Frac. Ab. (Ion=0)\":\"9.236790e-08\"},{\"Level\":133,\"qgrid_unfiltered_index\":133,\"Frac. Ab. (Ion=0)\":\"2.771037e-07\"},{\"Level\":134,\"qgrid_unfiltered_index\":134,\"Frac. Ab. (Ion=0)\":\"4.618395e-07\"},{\"Level\":135,\"qgrid_unfiltered_index\":135,\"Frac. Ab. (Ion=0)\":\"6.465753e-07\"},{\"Level\":136,\"qgrid_unfiltered_index\":136,\"Frac. Ab. (Ion=0)\":\"8.313111e-07\"},{\"Level\":137,\"qgrid_unfiltered_index\":137,\"Frac. Ab. (Ion=0)\":\"2.768723e-07\"},{\"Level\":138,\"qgrid_unfiltered_index\":138,\"Frac. Ab. (Ion=0)\":\"4.614539e-07\"},{\"Level\":139,\"qgrid_unfiltered_index\":139,\"Frac. Ab. (Ion=0)\":\"6.460355e-07\"},{\"Level\":140,\"qgrid_unfiltered_index\":140,\"Frac. Ab. (Ion=0)\":\"4.490702e-07\"},{\"Level\":141,\"qgrid_unfiltered_index\":141,\"Frac. Ab. (Ion=0)\":\"2.688507e-07\"},{\"Level\":142,\"qgrid_unfiltered_index\":142,\"Frac. Ab. (Ion=0)\":\"8.931800e-08\"},{\"Level\":143,\"qgrid_unfiltered_index\":143,\"Frac. Ab. (Ion=0)\":\"2.679540e-07\"},{\"Level\":144,\"qgrid_unfiltered_index\":144,\"Frac. Ab. (Ion=0)\":\"4.465900e-07\"},{\"Level\":145,\"qgrid_unfiltered_index\":145,\"Frac. Ab. (Ion=0)\":\"6.252260e-07\"},{\"Level\":146,\"qgrid_unfiltered_index\":146,\"Frac. Ab. (Ion=0)\":\"8.038620e-07\"},{\"Level\":147,\"qgrid_unfiltered_index\":147,\"Frac. Ab. (Ion=0)\":\"2.677957e-07\"},{\"Level\":148,\"qgrid_unfiltered_index\":148,\"Frac. Ab. (Ion=0)\":\"4.463261e-07\"},{\"Level\":149,\"qgrid_unfiltered_index\":149,\"Frac. Ab. (Ion=0)\":\"6.248566e-07\"}]}",
- "_df_range": [
- 0,
- 173
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 150,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 73,
- 90
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "ddbcd93b-90a9-4fe9-bbaa-381f7ce7b848",
- "layout": "IPY_MODEL_81446dc25eb442cc81d4f927cdf6dd49",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "57940c6a966340448b9c734d94ba1df5": {
- "buffers": [
- {
- "data": "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",
- "encoding": "base64",
- "path": [
- "_data",
- 0,
- "x",
- "value"
- ]
- },
- {
- "data": "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",
- "encoding": "base64",
- "path": [
- "_data",
- 0,
- "y",
- "value"
- ]
- },
- {
- "data": "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",
- "encoding": "base64",
- "path": [
- "_data",
- 1,
- "x",
- "value"
- ]
- },
- {
- "data": "Vci8OBsJrkd+y+QQJaWuR3C7aTU8X69HHQ4czZs5sEcuS1RB7SqxR4OcZLGuobJHGG0HLqt2sUfH2qjgRQuzR6ySbW9FkrNHVPTJQTpzs0d66CYeQsS2R0qjuebKRbZHjlTeoZ1UtEdHcUNHpfO3RxzCEMMOG7ZHR/EiNr67tkd7+IYQOG61R6Fp9D0Z9rRHfApsqWiGt0f6BgSmg4O0Rx5XGGKX67RHmwOAcT0HtEftP7A7o+C1R3NGW5feirJHB6kdJZ6As0e7qjxmEla0R97faAtDbbdHPgDKbKDJtUc7yEobymm3Rwpi9U1blLhHdMcnRZncukdQMBp3Sxa5R9YNjxDQ+blHbKOClZcKuEfWfs4pZk+5R/Y5IBl/+bpHXFaa4MaBukeGgisWghy7R3ESaF+sRLtHUvBGx7q5v0eLtcrvaYC8R26rF551Mb1H/zKHB39qwEdAVa4qCKq8RwcDcpn5E79H8NPBOqWAvUfkqbCq+I28R5XOZS1pJ75HoeP++i/Svkfsz0e1WHG+R2IEkd+YwLxHeLNrykb9ukdv1GIoWDS/R8xumMtjLbxHBNbEvXqvvUcGdSp1++27R2QH24XNir5HsokrISP/vkeQyA9qQJ+9R1cli9dlNcBHT1Iea7siwEfVD33ojdO7Rwtl2tznUrxHJ6/N1QGev0dW7C8V3QS7R7sxI4HF979HcfJj86pIvkePUA6zvmDCR1Rstc4nHcFH6YlItdniwUfaUVjgO9nDR8DQ+LxXiMJH02PgOrS8wkc1sfcgb1fCR5wOl6OpxsNHQ2nDVePXw0c1OHqPRoTFRx63THGzfcNHpfmQkl32w0cuu1V+QWPER+888uTtd8ZHUxIeYDinwUdMp3k1gAnDR7SQsWjk9cNHAX5Q1mI6xEeRtZ6A/CrERzkO0EhldcRH8WbPjbaVxEfV1KoIG2zGR3fgvEX1CchHU4orK+XLyEd1a5WUvCjHR1mBrNrGWMZHRF7y/xzUx0c24IiQl1HJRyHoa0v2vchHWDqebZdPxUc+2YGgx/7JR8PHojcqfshHpcnV6sqvx0fDTzN+gS3KRzErnYg2y8dHkA82Q0dTzEc1DQ1ejvLKR8PQX92FOcpHI45nqv1ny0fkOGnsNa/LR0MXYW/FQs5HCgrWGBXLzEdyJqZjeH3MR4M4MoKrP8lHzMEqBjFoyUctOYIbaQ3KR24qKx1kY8xHfK1nHDubyEeM+dLBvUvIRyVN0JJVccpH64qoV7feykeCYUalGBrOR5ZMg0RfxstHXmm8Tmo3ykepoWfVTv/MR+/pPR3OsMtHbBQs5LgbzkeJjDKr+UnORxAU9KSkOsxHZWQoXLluzkeE3g2U86LNR6YgKKXcW8xHFh9MaV6dzEfvBX+2QkXQR9E1hidRr85HK4eBYt0jzUdH/oSbKPLRR6fMnTTSvdBH4pXtQUF7z0fr0KDKVRPQRzF/XQOr7s9HYv3I9cPt0EeYAa9wbZrPRzChTyhom89HfNLO8wOr0Eck/Atx6FHQRwkHZG8BF9FHjjh1gb2Ez0dcOoA3TM/SRynlAz0+nNFH0HlqEJPh0Ee0RxwXL6fRR7EaOPSxF9FHk49y+/Z10Uc8Ue77m6nSRzlEp8hGg9JHfylMLAqC0kc3rc5/AM7RR4ewQn1RFNNHhAQtFBJG1kfPQyiu0uXURxgO1beGW9RHWNqsi+Rk1Uc7mmlvYR3VR6ilFMlhiNVHGJUWKpoM10eUHPodIhLUR5YAGr6ELdRHak81O0sf2EcZGOH1vkfWR4FYceuN8dVHQTn4L91e1kfddKZ3lC3WR3TXGlHNr9ZHNhFuT49s00dsau5UA1vWR896Zd9u9tdHIepMgx4f1Ee21D0kKevVR+0E6hZ8j9hHZbcVJEIO1UeOlMOkSTTYR+jknrOgHdZHdOCCyVqM2Edr7Bf+EjrWR2kJCVT8EthHghuzX2RP10fmcN6aNoHZR7ewsWdt6dlHWsiBCQ8/2EcxiLWncWPWR9i3LMZ189lH0lfRDRpE10dRsfQYr1TaR/ComKMj+tdHIPeDOS5q10d+lgATtAvaRy5acgMzKdhHV0JAQXkn10d2r/zdZSnYR5lGTioNqtlHgUoEjJMu2UfLd/BtXxvbR8AaoCji69pHhUvbKIp620ePuiXCHIDYR/ecRIR7OtxHVo+1W0t32kdVuawNzGfcRxfm2S3n8t1HPs91DTgY2kfxRjXFiqLdRwkS+bc7VNlHnYBA5Peu3Uc6RhRA0s3cR0Rx2pMLgdxHv2W6wu3/20eBjApObGbcR+o+EemOfdtHEW1ciGBW4EfpErkABhPgRy9FzogiHd9HDBHbfIX63UdTMxlZcKzeRxOJLwlvl+BHiMNR9xhv3kf7Us0jgGzhR0FVRn/2Ct5HJF19GMS64Ef2SxmGkhzhR/SsL8y+reBHfvuxzbxm4EfUIdYWhevgR1GErKqMU+FHU6GhgOr63kf0KcZ2s6DgR/G7H2WS1d9HHdID9v5H4kdQI3JAdhHiR2bATwkZJuJHMk9Z1bME4kfsWfmp+yriR+WICLDSGOJHYkEBXQ0T4kdvrC/2TmziR3RqKaaFU+FHyCP9fUXY4EeNFjCbAHbgR08pkmAFGORHPGwN+mxX4EdV7yxe5VjhR85ud3u6heBHKbql7WM84kdIB23S5HniRy7/xsd+WuBHcKjMFc064UdV6a66BNLgR+sbmBDhF+NHle9w6DTt4UfNvPXWzCziRy9HM/5TjuFHRumhYyeE4UfyDeoDO1njR/5KwDhDqORH62L5Dwme40e3vGWS4DPlRwrSkRqA7+NHmsTEaN+K5Uf+G7NCHqjkR7z05EcNm+RHuEANNZVr5EdjMtQBTuXkR2g+ArQiuuRHJipQPmJY5kfSl7PE66PlR0D1XoAUl+ZH9Tg9MfbK50cUDcwIStDlR3Wd+CwnL+dHLp+e6TjT5UfKjwpWUwroR2ZY7T9KXOVH0in1+Mdc6UcyvyDQ7V/nR2Xearc57OZHHlctP7+/6Ed9muPn3QPoR/0u/Az2kOZH9PJIS8oW6EfsFNmJiD3pR33MLbPx2OhHOfhshi2u6EcMrjP6H0/pR3c5kwJW/elHfH5kaBr46Eeh+IX1CRTqR/UOd9tKkOZHGiyUywwu6EfGb8ZpN5bpR6Z79GYdIulHPFWSD9A96kdBpF28Bc/qR2yJ9MmCEulHbP2bTI5Y6UehOy6ZJKfoR5cuJUaZv+hH2uOvD6fD50eOLt/Hd5bmR3nKVlIo6ehHRKr7ngDO50e+zZ93q0DmR2eDWYQ4DedHDmeVyjTL50dfzSqIMtnoR2QeFUJzyeZH8NQp+8iK6EfoPTBeTJLoRxGKUKEsO+dHF45c1UiB50dMa9oDa3XpR1ue+CUnqeZHg0xeaYK66kc9ahxXigDpR1SOuc4bL+tHosgw/FBq7UfSoq+uA8DqR4TWuZZ2Oe1HyGviNuDB7EfLE2wdbTHvRwN7nDISXu9HmQg90wsG8EdqKYpNKbvuR9Q3KZx8AfBHrr5ulm0w8UeEScxCWbrvRx5eeIMxX+9HfxYVUMgL8EehX7AgfcXwR0S+zKRbQPBHOKHrACQY8Ud0bdnxTCjwRxsdKMn1mO9HLvfHuXGj8EfBdH0QlTbwR8CxUlYuL+9Hcj98TxRH70fbcjPcP1DvR3zq6xZkIfBHJdNmxD8V8EeMHs4/xwbwR4lnubqgyO9HAoo5VcPE8EdfeS4smJLwR9KbWT0wDvFH3KV30KkK8EebjmaEY4TxRwCCLKN+8vBHiEt1/1x48EcgbtGnLnbwR9F40hQv2vBHd0T7XASU8EedPSZlwsTwR+wsTzjg5/FHXd9bKLNO8EcSitDDCAvxR6AffDLs4fFHCuUchdAn8kfndsg6aZbyR+frLgYL3/BHJ4PhhuMT8kcuRfQjHCDyR2UX+K1OfvJHeg9mlZ/A80dCaLDhiv7xRxeti80t6vFHHqRSjV5x8kcpbWsHbKP0R+ZGxFkUHvNHUMJW+Ved8Ue6XqkaGb/zRxwbhuBD1/JHbdHQiNGa80fMKINAY5LzR4rrcAIKXvJHB+fMSYZQ9EeZBiFOGmTzR6LWSBGdTvRHO9zVgESn8kfgn2rlkdD0R2yujDaAKPRHArWAq4Zq80fMjiStTef1Ry5z9ZlK0PRHHg5+7h9+9EdZ4AKvA5HzRy1iS0VojPZHGJd5uPp39kd9xvosXvb0R6zimctfcvZHInsrwqTe9kcBNqv/m2D0RwnFgCvxIfZH5YWLNuU49kehjPhuLRP3RxiWkH7dwvZHQpAzM2/c9EeE8+7Ywbv1R3wocB1w3/ZHWCoBoic09UegounboUz2RzDnvyAwWPZHDlTdmliB9UcO4aP1Asz2R68qC5Yf6fRHSlWiyi8L90doTRYKv6f2R73YIw03zfVH7Q3jL/No90ezB04m6sX2R++ideuH0/ZH/WmAJKP890fruFbrB3v4R6rBR11PGvdHPc2TERmr9ke5qH+/KiH4R5n69cyuNfdHFFIAGvWf+UegOG+vJnH5R/nNJnC+vPlHD4yCvYq7+kfbSf6Q65X5R3AKFY1RdfpHgTsZfvwS+UfyC2lwMZv4Ry/Ll1nJ4flH+O2uR6p7+EccUN/cQtb6R9X4Tr/SqPxHBRXz7XOV+ke1HMyDXwX5R3gyNAO8GftHcsIbfA+3+0ekfjQKUc/6R1yDpsXwovtHTG2iGkvB+UcptOGFCUn8R8DJHcZcBftHA0HduZxK+0dtSwklng/7Rwh8NtZ0LvlHLRMjEuz+/Ee/C3SgBS/7R1bnF+/x6/pHUezxxzu/+0eLeEE875r8RwaICnphVfpHOuYpS15S/EefeMcbg6b9R8Gnb1I4YvxH9wy1o+Q6+kc06cJZP+L7Ryu4u6DlcP1H2ppKtQCq+0fVHXSKaer8R/JUS//prf1HXwvGbdUA/UcYJ6VEC7v8R/dzORVx4fpHwiMRwRwp/0fgxoRWOHb+RzYySpCiDv1HkcXhL+l9/0c4l1YEgPz8R2sGFbl+6/xHnpTq2XxF/0dkjq0dLq//R5gJDM6oOQBIT6eoWxGP/keUsUjBRBX+R3raD9kgM/5HwFo6ArKo/0cSxHoCDs7+R3A2anSr+/5HmWNqcKcx/kdJnLMizm3/Rx2f0fkxZgBIX+yW5asrAEiAELIE813/R5pgibyqmQBInMQAl2A1/0c26lDnVSMASGciGH4s+f9HAoxq5EsiAEg7wz+iTAMBSPF9/7dVmv5HoRlUZGrv/0eSY/05WTD/R4vQsHQ+G/9HefS4DrVqAEhO139ftuwASC92lMk7VQBI3AMDDFrt/0eAWlwjIn4ASIShlxzdAwBIWDuT9Bg8/0floQA4MnIASK9HDRUdggBIL9RE+hxB/0fu+OvsqwkASD/AqWAe3wBImpJS/tnwAEjEDZKCdBgASACo2sxbcgFIt2dhcIChAEg2xpARJTgBSKlDrr/HSQBIINgN0LM3AEjPgAJMyjEASEBhqRYwqQFIOYLqaPD1AEiDCL+nBgYCSLKk1o94KgBI4R9IszM5AUhgrebuq6oBSM2p3/z+GgJIDZoV8lkeAUilsPB77xUBSMMobTEhmgBI2Pp9s/lAAUjxXdLVN+oCSBhsdCAKbQFIPMNEY84PAkidSSQ/WTYBSPgAhl4cLwJIV6HsXaMwAkh0zKwjKYEBSMVD3YSHbAJIrOgX843PAkgl21I7wxwCSLSEwSuxtQJIUp0XlIYGA0hmJuqzDW8DSHugPbrJ+gJIcWdOx1yGAkiHfoQZYvICSMEN57F6YgNImSAAKx72A0iMN0lJo0MESCOylV8wkwRI5oPAGUsRA0gWsu/p8XIESCXu6RqTtgNIt1fZkfXVA0jCPiWBe80CSPTghiSwTANIyJ0QY4alBEi5TwAZu+UDSIAZjEIkBANIcWSoV1jlA0guu/kxrtYCSG0MgGJzCgJIFDkE7yS8BEjsX6OjIXkESFKCGlKI6AFIDyVIZwJoA0hrrHL/gd0DSBX6iMzbJwJI8Nw5OQbXAki4VNGM+7kBSE4ONYPoWAFISwkkZ1kiAUhJVkh2lSEASKjW6mWxff9Hc0MA/Jrt/UcjjL9ug5AASJ173T70IwBI1OEObWKB/UckPQybP+79R2bDIhHMKvtH8D/AbgL3+0e23nlMnnj7R5b3yiAsBvpHwCWKmaaZ+UeEgLsL1b36RyHasmbrIPxHQSTrwlDr+0cMZH0hVgn9R8gPKUsEbv9HscVtMg+f/0cpwu5GYa4ASIOYgpTv8AFI73IXPnW6A0gPrf8xmkYCSL2L2HA1AQRIaQA7eMDGBEjapB5sp54FSD0nIykTewVIEKZvsk/aBUgOIAl2Iv4GSNm4F/uVsQVI9ia3Kw7OBUhqR46doPwHSEBToNZpOAZIyPWmY1hxCEhtwL4qXEcGSP1yYG60RgZI7d1v7hIACEiIcOELlt0GSCBrIv3yeQdI8SIPVGojBkhJpGsRzB0HSPTGsXKzlwdIWNkv02o/B0hNfsE1XEoHSGk5bp6hzwZIwUc3b1x3CEgiGcizzVsGSNqrik7RMwdIkW9kyBplCEgMlHYY/jgHSBnvqmuAdwZI5phyRf6yB0jttVVYc9UFSLUrw05rRwZIERCb5X9TB0gA36QrcCkISI0nsxX7bgdI4fkG7CtHB0jM1bkgCKcHSKBdZDOcpAZIldy5QDUqBkjAsugkN8YISH6KARJyhQhIImm3S3u/BkgWpFdG13QISBqHPRE33QdIpMett4hWCUhzcFY1lGYISBV+URGryAdILKWwlTxtCUjWCb6NnrUISP/+SGIz5QpIkGFf+Dp8Ckg2bSlpoxoKSPkMCkxLPwtI7UhIyB17C0jP7FOGqkcKSNEpsa+lfQxIfJVVyRtkDEgezB5VgisKSL6eF+DqewtILFW3aaFICUj1qyFkT7gISKhL0JX68wlIw+qKv/4nCkiw542cMXsJSBd9zurDDghI7vVVmnM5CUiemFE3I/sJSLyQzdQ8uAdILAr7KiBDCUjpilnPnRIGSLF/miQQ1QdI1NOrF5ZiB0hsAbay3EsHSIUym6a5oQZIwT6aT0WQBUiTf55n/W8GSCbfWqiHYwZIiRvUxy2NBUitw6aH8UcESO/D6XyBnAVIhQGetAGwBEid69412akESFEqxTq2ugRIMsStHntYBUgaHp8HsNICSEjNQgp1bgRIMgVrsy42BUhPmV70dSEDSFgaASwLKgVI2YcOaP6DBEhLtLAUe2oFSCUaTpW4GAZIwxy4kkTTA0jPGSb3GSQFSKLQJa3XYwRI7ogIyMj9BEhPBTs8WCIFSMI6Cc87DgZIWkNAEWI/BEjy4xBcrn0FSJ3UFt8HeAVIG1T+Vn/8BUhM91Lc934FSEj8ODEdjAdIFvgPDiknBkjyV2zSj8cHSKuuhcOvwQdIol81Hv2JBUhpq7IXT9wGSISfioFe5QdIlgE1KPxXBkjIdaeE6LgGSKq/QAQjyAdIaH1nhgE7BUhSU5f/sVkHSDrWEBKNbwdIELP27PlNB0gUpacPLE0ISFtlX6z5VAdIKthtKqviB0jQvgwnLHgGSIeb3RnZ8wVI9BYIodmgBkhYQ2AkIaoFSPqaFVQjmAZIXJ4X6nNNBkhLK/LP4yIHSIQpbQavHAhIr3zgu1+SBkgk6c7TQj8GSPVqJMKAjwZIrc8bXNc0CUiodABfqbgHSJnXJyZ5jghIhp3cV206Ckjw0/N86z8ISFm/ZR+cTwpI3/rpuTy2CkhBqSSMzE8LSDxae58T6gpIvebEo2UdDEhFW7a1UGcMSHxzt7VzDQ1I94CC8XsLC0hTiVN9zwkMSCyDPtg/ugxIKB95UaeiDEioNLpSC94MSM/XF/U4fgtIoEdJeDZPC0i9iD27RRQMSP/MSbRqPgxI2t5CCl0TDkig930s6mILSETim9TCnwtIBmIkd3ZxDkg/5lUmoL0LSFLsKN0OrA1IqTBBEwazDEixVlkofuQLSMB/vlNVDQ5IAIOoXd9dDkiG/r/f41gOSI40WsJj/AxIk35vcbumDkjjzzmNco4OSAn3DBJsUg1IZpsW5vKiDUiFi7QF7rUNSBD+YDr/cg5Iz+oQUzohDEjG59xF1FgPSGRK+X2LQwtIng9BsIz+C0iwEj0QWdUMSHK1Y/P9hA1IAR+vJn8SDkjmnE/oYl0MSDlAx+sq/wxINutCat4mC0h1o5XNSG0PSAqBoNedWhBI6l7+uTIODkgCle522b4NSPknnkH95w1IqX2UbokHDkhdyC/HWs0OSBawtvwVaA9I+gM+UO0yDkiQVYkLuJIPSBBNqNOF5AxICM6q6UDODUhNW6VqTSMOSHUPW7Sa1A1IQltYGFhfDEgmUSoJukcMSE17Q5/a2wpInQHDVH1ECUhukzNNat8LSEH4kKgEeAtIuPuMvUbaCEhURKyupv8KSJWqHSS0uApImgtLeF5dC0jI3OBYlPoJSIe6vT5a/QhIZL47G05gB0go2z3FX24JSDMMoiBbOwlIydkO4ofjCEjDoKGxG8oKSLpNwR0ldwxIiVgaZS/+Ckh8eKKJwkMMSDZR5lQdmAtIWg3P0wSKDUiReE/PXvINSK4036U3hA9Iew08+g6kDkgQ9QQGLx4QSBo854K9bg9IO5fLyAphD0gghCxkApsQSJ75cuMkuRBIf79YkwzXEEh71474Mc4QSPXWh5HwkhBISks6anKPEEgUh+2h7IMQSNz90qL4HhFIfCpEfLqyEEg25ukP7A8RSLv7aSQ+qBBIN/BqnhWXEEgo08FW9jsRSB6UjoOPFRFIfR1GZfnOEEhI9i4w3hYRSIJKDW2iRBFI5wtWNrtLEkgrVRPew2kQSB7SlEhyiBJI1KHHEa6jEUi7bwvpclcSSK7Slz2OHxFIexFvkRnKEkjysQ+sCfwQSM62ZPs6DhJIIzT5olc/E0ilp/i/ceMRSPajndkX0xFI5RCvVnLmEkhUcA57/v0SSLlx+zkulhJIyE0KB/3zEkg8DMpM8UsSSA9y+JYsEhNIJAFMjhl+EkhParaxPpETSCFypfC/GRJINwe23akOFEjADefUoX0USIyQUgNf2hNIslBspyQKFUjyFjjjlYgUSGfU/LeWMhRInyAI6+ZNFUhamEe+zSoUSG0roH7agxZIAqTj0R91FkhoakGgoXMWSJ/v8AtSyRVI7mj1xARAFUgnf843fgcWSBtCOO8GqxZIEh/7GVPwFUi8Lxj95DAXSJwpaWtLNBdI4JAjIWXqFkjr0PxBCfAVSMunSE3h/xdIMQJA2//yFkipuPZHEHYWSIqMQDVURhdIJKpjBMeBFkjZbWkPxR4YSNwF4tOijBdI7iwQX5f+F0hBKc7lIiUXSH1/CztzSxZIcYYKGM+EFkhpFFz65lYWSHJ0y/QF6BZIVzxhqOeGF0jOgYTaH0kVSAPX8oQyjRVIJgVzuzrHFEiNbWJzSwsVSPLqukhRbhVIbKdTZrCcFEjzbaTHdisVSIWvtmaf0hJIwlZueiYYE0iyqB+IaWATSAy7sOWusBJI64Ykrc2bEUhFo1/kLK4RSCHO7lFuzBBIiHXRWOqoEUi9v079d88OSE7/KIg4sxBIk1bNvRN3D0jC5HK041cLSJPy8Tn74gtIqe0mLQ6tC0idbOuLkOMKSPNpPjiIOApIlonixrY6CUjJiwko12cISL+s7wjkSQlIuckAvugPCUidR38lgNwFSJfWdu13qwZIhXeYUj/PBkiaZj+9/j4HSNjxJAdpyAdIll8R7/2lBkgExOilw9gISKe6qupHBQlIKrzEtzanCEhhl2wifuMKSCwSSHwDKgtIg7K32WYUDUiGd85sK9EOSD++8hsfyg5IPAdZaSDDEUgNepZh3hUSSKUzwVuDMBFIfTsGFy55E0hbEAnYz9ERSFCHLh1h9RNI19qbGI36E0iavX7fXxcTSMO5sB2SMxRIi+ImLyqoE0g1qlJa29kTSNeLRpxzLRRIjSh5mQx4FUi7058bsusVSBIaTazEFBVIoV+kPatIFUigPnpipd4VSMMvkdy2yhVI7W3ddOfPFUiKoCAinIQUSPKhfFCcrxZI5rpSU6/JFUiOR/DM03gWSLzwnIx+ohVIzdVwcr6SFkgy/F2WMmkUSDR65TbsqhRI7Sn0vfQcFEh2iSXQ5CEWSO0JkYEMoxVIHh8Dv9wZFEjj1fIsoMMVSPxrmbueIBRI7n0A0vtKFUiCD0ZfSvYVSNrv/FMPShRIZlQWAhrGFUhF5pueNXsUSMxVSIyzNBRIemdQQQejE0hQlprYFYYUSNsvWqFulBNIckIpPmzOE0iUR8pgbDwTSGt1UaS1ARRImaKEGtJ+E0jgzLiv17kTSPtMC1U7OxNIlXctX5hFFEj2EYnDQwcUSDgIyDUedBRIjjLoOoCxE0g4/0azKYoUSA74u/AuehRIU1LO8lNsFEhVyaQ/Hh4VSHqUVEU5/xNIYHniqpt3Fkj/LBtenwIVSBteDp6h8xNI8aPAD54lFUhCBUZb6y0USCnQrwEYghVI58z5D/vSFUgSveVtFIQVSDcyjksPIRRIR0tnQ8guFkip+ME9fAUVSIq4aoiPVBZIg/F+1IyZFEh5UWkh2HoUSPRccRDu5hVI1txgDcYVF0hVg0+edE4USD1Z67A1KBZILfMXZQNqFUjgvgty2/IWSCJqyXzFQBRIqihrMFctFkgk6GVkdqcVSEWbUoPWhBVI42DTAM2aFkhVcdWiLDUWSEWYLCWCqBVILlNVA9Z4FkjxS/Gi8l0WSMoBJMmc2xZIdBMiidmBFEh/2M9232MUSJOrVuLl9RVIQerbSdT3FkjcTwXjWLkVSFnclTkeMxVIZkWi/dViFkh6w4vA0OQVSPtcA/V6MRZIFyb3F82IFUiGg6QVnMwVSCtXJbVyjRdIqCQDDx6VGEhiOQrZLVcWSKl0ZR0qABdIHFGCzHFRF0icjyt+cNoVSKA1z2jjDxZIYsSq3hogF0i2EQFOYHIYSNLDZN11WhdIsJkcm27OGEjlLAUfgUAXSBs5dqO1NxlINpG+8/JgGki/DYehFLMaSKaSX5Mv9RlIv7gZBmZIG0jcVh0mwhAbSNWWA3EQCRxIuPTxf9McHEhpCuArkhsbSD9mnxu/Mh1IOUJ3ZO/MG0hHCkxhvLUdSKEyQYNmWhtI+NNmb9+4G0hiN4umhm4cSOlnQ2qvwhxI0HBYotN+HUgw3pdpNG8cSCcPBQmFKRtItUDEUN1rG0hMCdxwEbgcSGIj9t681h1IzejqgJ9dHEgRujiUtqwbSKzCOOuoLhtIj3b5mz3WG0h3dQkDLtIaSFcJjAtvORpIB4sbK94DHUiiziHnltobSLxFC5CJjBlIXmFTwMI8GEiGW0AClQgZSJ1pJMYF0RlI1Pbf8p7uGEgOtU2rKBYaSIHRHycXzRhI74EJIetpGUj6DgRQXzMWSJLDJO58WRdI2BA3r54eGEivUcMqeasWSPathYU6sRdIYynO2SJvFkhudFm4DSsWSPeMtULmOxRIUcaIayMIGEhNTKfZT48VSA33ESO4pBNIVUc7McaOFEh3S5E/OwgUSFxpO90uCxVIT9HF0p1aE0hRXjv1+msTSFNIDpHu5xNIHF3Ow10oE0irlsTWDQgTSN/+7NaflBJIEWx1GZONE0jk4pcCWywTSAfO21laEBJIGMRY/t6TE0jU3Klskc8SSPXTBK0tKxNIDuJmZkaLEkgtwZbWe3ETSOwDefZEFBRINjzTr1pME0jXshUtVtcUSFW9kqgjLBNITmAjSCl7EkhGuCriLoYTSKS067OvoRRIP+TCijSVFEj+UDO1aWUUSLuxMbRoiBRIZRFj8un/FEiqLr3xoygUSJGUgKSfYxRITgfJtr0OFUinvMB9NpIUSA2Y+eSI0xRIKvEhcWhsFEhDk58XH8wSSOm/0AggdxRIJPX9nfMeFEgt4f4Sq8gTSGdnimp5KhJI39g8t1T6EkhEr7n2pf0RSN5r0Xn3DRNIYNjjtm1XE0iUm8asijoUSFW6Vsx7PhNIMLevJpuaFEj3tPKZS98USD5pYsAN3BRI+3IB5hr9FEhhI7schgwVSOMUHcqbxxJITU7EvSJRFUi75cXU9joXSNLlXgstuxdI6QjQ2SuhFkgUv6FytGwVSEeMWtDqrxZIl5mfKq0lFkiSny8LkMAVSFvljGadMxZIuSq+mPDxFkiEceDI2MAYSLGIZBj+KRhIEW+5ktRCGUhJ+L0+aGQWSN8eAZokTxdIDsWsy1t0GEjIhoNm4SQYSJjZUcNLjxlII1xQc4fCGEhO8534W+UYSEluraRaTB1ILzttOsvQGkjiMid4va8aSGeXB149aBtIkUTDRDSxGkgwYjV8S3YbSLPangb+vx1ITVkUuztjHUhCqP6w/LobSKjevXZYNhxIf0THo3R5G0gCLblzrKMfSOo1wPxZLx1IZ/oNlmacG0iW4cMu7bIdSGXeWKO2Yx1IL2zW2wnCHEjk5VCgv/AeSI+zrqPz2BxIv1CMJnRFHUgxsQU1cTAdSEoJSwf9Jx1I8YbQqE2bHUjpKN5NldcdSA2BmWG0GB9IXZvj7+IiHki11H1kXjIfSP7N8/7E4R5IzeV+ik4cIEgBFRzjRogfSCUZjQTHvh9ILIq5xLBRH0hpTg67Pq8eSEgXgIieUR9ITWSgy3AhH0i6PwtMCgkfSDvoX7U80h9IZ/N+szfRH0h03ZrZVjAgSGIVsPfRUyBImMbkZy/nHUhq02GmgdMdSFWYB8P/Oh5I0QvdvAYyH0jS+G77KJUeSGfNjDPJ8R9IEjayMYCKHUhdi6D+kyQgSGrPW18onR1IQzlELOxmH0iipVPMFRUeSOf3xI5ZwB9Id8loB/M8HUjCBx5/dDUgSFO+0PNR5B5IEFW4CKcEIEgR59bu5QAeSMpjGHnvDR9IgtH0XZBwHUg/ksAI9VQgSF9bqlm2WB1IcIIwzqEeIEgtK4a0/uQeSJWoRT+pjx9IdITqgND+HkjhPhb6wxogSDnFsD8F9h9I/k2tZItWIEgha9IX168dSCrXxC2HwxtIYIakJen0HUiRHowfJTcdSKXIomFFtB9Ipm1jDvFnH0iG4TXhIIMgSLcM+JBc9R5IKIzTGxaNIEh+ZbiJf4QeSNygxiziCx9IWV72bzucIEiYgjA7wYogSIHszxFRGCBIkI8ZNo2bIEi9AzVjdZcgSBc+Cth6TR5IL9+wINMWIEgjK7nBejEgSKvYvLhF4yFI5JTtAMasH0jAcrcdSIEhSCfbWOMkeyFIGGnM/sgZIUiZXtQnoocgSEqPpqXLSCFI7PsJcnfrIEiU6ZkrWH4fSB/cfPOdCCBII1UklMNIIUh/XJQ/kVQhSBNvuvrLDyFIHiOheeVNIUh205BYjv4gSBKU5LteuCBI19GKAbQtIEh77qXqXz8hSKtEXOUf0iFIODh6k81cIUjtl96llOggSJeI6TvRvCBI2IzlUI/IIEgl0C0QS6YgSJYYyMlssiJIkJovOhgkIUgnzz7rIzQhSO4/Xv1+6SBIuWApVv+yIEi2IHrsKfohSHNSt501DSBIQM7kOxuHIUguGss07t0hSN6rmSqe+SBInidGfXVZH0i1JmPyA3MhSAIcjHNZPCBINM/K89fSIUjppFx27SEhSKwjN/T/mSBI/cahJN6fIUgNWnyPqWkgSJCKD8y6DyNIN1kiqUsnIUgbjkfAnxQgSDlUul1E1iBI+daBk9jEIUizqjIylXchSKNbcmFpJCJIItYDK+PCH0jqgym79bYhSNyCrC0AryJIlU2W+FFbIkghRahKta8hSGct6ISBFiFIpXlEM46sIEjTiclWix4jSAXKFhpVmyBIgJMeXWMCIUiSoqEq7WQhSO60VkIO1iBIzR5a/lQnIkihMPN/Ob4hSBIFdTxjZSJIWpPHuIXJIEi3QrI33bQhSL8U6ibqFiJInDH95MEaIUiakZzcTxQhSNrZNO78oiFIPmWyZiwzIkiGBLg0VhIjSHxkn40X3SBIlSVgbsYBIkisPLN2knsiSJIaKvNV9CFI3Ir4WhmmIUi2tBvh3O4gSMRhbIClsSFIpyZmP7L1IUiELXJ+ksshSGIlteBy/CBIjNg8XCoOIEie1RSDF8shSIc1b2NkiSJIA3caqispIUjQ1bQ419ciSFST3ua77B9IiG7F/NqJIUi6NKEs5S0hSP38UCPXmiJIhUN9WBeDIkj4rnPqEf0hSExHfbA0tyFIJkWt5dw/Ikhk49DwIPAgSIGrUUpUpCJIrP5TsBQ2IUgx3KdlDi8hSJItos/HlyFIZLfXK9INIkh3oP860rAhSFt0r/rumSFIv9hcz3j2IUjcYAEVQK8hSM/Ln9W5+SFIQ6ZzBi2ZIUiAVPRzT74iSPyz8iIAHyFIU8/BMXjaIUhA+e0sHQMkSHfqgo7YRiJIjxpkYULoIUhN8qmr7AEiSFOtyX4tXiFI+YDJV0SWIEjn3jeiWpwiSOpxwQfalyFIi8fn+z4FI0hF4UtQmE8iSPonrkJrjSFI4epFinOeIkis5gMqS9whSIuFZCm7piJI3CZ9rkptIki0plwNZd0iSK0Ti7qAvSJIzxW+ecNjIkiv9QRrD4ciSI/haaEKtSJIEb78E2FII0iW6fufNKkjSFZRVUOFKSNIjrhZjBK9IkhzbZa1PeYhSH6KWHTuzCFIXAt8teGpI0ikVdtZNNQgSITLIM2TFSJIfpQ6A3bFIkhaMbXXrAQiSPdVBDDRUSJIh5H80D27IEilv/9Tk7ciSN8O29KdfSNI+Va1mGZEIkj2Y3534QAiSCv1lTsU6iJIpuJuk/fXIkjCPX4WURMjSOhMHiqyayJIENxBT9dBIkjFegKVEEchSD6OGv7dPiJIYBxECqUbI0iryIf+r28jSPtH60LmMiRIchk8OfsEI0iJq3CQZHAjSPJROT7kHCFIHzWD76ZdI0josi9mAsgiSC7Yv0Ru9CJIcGnuc/NDJUi54K7C7yEjSOZ9oFUj4CJINVNNDw/uIkjkXteOkxwkSHGkfO1hRSRI2tO2083OIkhTwmyP5jIjSM2JTQ3fPCRITWysiup9I0gHBZAcx+IjSH5WDd1qfCJIa5KjvV9OJEiwFGke048jSFwf613IhSJIMafItV4pIkiCL5YmuKYjSLkT+0pG+iRI8pjTfbEjI0j9S7ut1LMjSN1kAduxBiNIM1fxlR+BI0iUfQpyDUEjSIUpStSccSJIXwBiY2FTIkhKvlECkcUiSL6TvCz0WCJIrUFT6rD4Ikh4Fn/QG+0iSFVp9Etf4SFIrTA0tXLUIEhBFzKK8ZEiSHc7XluAqCFI4yuxbEdHIkhiay3l/7EeSGJeHM1NMyBI4o186CgdIUjc9/cramIhSOvRCUkxdCBI+RHIqDRNHkjaGZsSYtEeSKT8PbgvTRxI6lf5MKn7G0gUB0FYfh0eSDlqeYmhmB5I7eNIAhwOGUj4XAVV4MUZSNgI+hWIrRtIXtOUcHEoGkhNwXQ5pCcaSNM9EqeH+BZIsKKn9qjCFUje+KkockEVSMprXhzGhhZIGgB9KAO/E0hl49/+2KATSG3eKAtcnRNIZxAm9kayEkh0z4G7HyMQSPfqoRgdgRFIwt/vqp0NEkhgVzlgveQNSJlrlFlTjRBIW31uYGTJDUhLjpKcOjMRSI8nRTS68Q9IwdGo5kxOEEj0fxthp1APSIXA2OHcpQ1I3EH3uYcMEUh0UTk10EgRSIga+GZ1PxFIFv0Nt/MQE0i2x1bN1YkTSNbZaS2OCxFImkNeDrq+E0jP9BxH7zQUSNx1sp3ciRRINBwY9OHHFEi5oq9d+kwXSLhwEVeVihhIG7YSUaQwGUjO8AYu7IkZSDPIw5oFrxpIYj2gyIOTGUgYdmeNjxAbSNnsdPbjqBpIHeDq4kJAHEiOJlq/NpwcSJ3Reckkzx9IIksq47ANIEjp7fcm7nQgSLlnhZB7bB9Ietev89udIUj1rqpDB2whSJCCjoBGQyFIA4avwLAUIUiOalTVQMIgSPquKE/xxCJI26wCQDbDIkiWHIb1wzUiSE9l5pJUSyNI2HjjSfvsIkinTUe3lgokSOC24yUhWyNIeTlDBmq+I0iaR9PuXjMkSGLAwM7VMSRItRrnZdrNIkgdr7+28VElSMcwlspXmCFIsj+8AoiDIkicetLgWygjSCs63Wu2AiVIBS1xVyxRJEikavRUkkMiSKBbqelMAiRIFi4ZJ5OFI0hC3S6U52QjSHC5jLdjoiNI/5tC4pO2IkgtCmvMuwAkSIjccEjnFCNI1EHYhLD0I0hCtllsUgolSLn22a9W9iRIyluwdXapJEimxfgR3TMmSNEs/gylRyJIEVIHhBhII0jaAzz54hUkSMm804YB4yNIUNSLi5ufIUio9P7BJ+IlSCBhnucuSiNIVCQQFzj1I0jDfokaY7MjSIJ/aOmQXiRI7p+6iofFJEgUC7X5uHQkSEHp124GuyNIil0vM2kGJEj0QWYA5HMjSFaKlKq5RSNIIXVfzM6iJEgRBXshwLAjSBHBPfdX0yNIW/mZwctKJEjZjWNn8jUjSFQBY3LQTSNIhpxsCbOOJEht8eKCbNglSG7yaxL5tCVIuCZq0jNiI0i2We/HvlQkSFp8uJP6ASVIkjKFDHavJUiOsbqy+2AlSHdil6GzaCZI1n/Ici+UJkgy87YXQM4mSKkx0TeHqyZIRtnoHo5QJ0hzT4Q8AvsnSIJkaTmHXidIe+v4lFIzJ0hcQPZ3z1YnSHE/7kg4XyhI0RBc+zyQJUgrWsNQK8knSKSgsIaQMShIZe4RFYBwJkgPPUf0/oYoSOUz0fzJliZIjcNcoF2QKEjFwIFhwccnSOChC1g35yZIeGWDT623KEglnN1rrGspSAMzhH1q6iZI7F+rie9eKEh9KKBI9J4oSJBKohKvrydIBrrf5bxQJ0hF/x6xFRQnSOUa8ktLmyZIvMn5wiekJ0gpMxPud3smSPYI7Q7aLSdIrHEj4z6JJ0hUGPZ7xgMnSMi8KcX5UidI6GFDX6M7J0jYRRAQOLUnSKGhZBxFByZIg2gxzvh+Jkj/7z7ew8ImSGyIksfu5yVIyRoTe3CtJkjdG4Jqc34lSIjYkzhBUiRIw+U7l2GAJkgUIq/9YAskSNcVPV8aUSZIedr55/cwJUgBdGibEi8lSJ6nVemsZCVIrD5OEtv+JUjpdcXnWKwjSDtVgHjNxSJIGNq+dg/rJEhstevQK4UjSAJoW1CkGyNI2/3FPTeLI0gQojGEaVgkSHw0TnqEWiFIltAHWzdFIEgEs6Ai8QcjSGt4fOMoKSJIo5HGluO6IUhO+cpNSlsgSDLP9+zu/SBIhkTQDtq9IEh49Few0jgeSN1w+TU+rR5I2j9Dz8UYIEh4ue1KOiEeSJadTeZ9tB5INYES5bnzGkgNplhg9HkZSCbSI4wPXhpIUZmZOYxoFkjOgRb9PX4ZSO0GAPiNZxdI4PfgxEHZFUhDthz4EFMWSGtncNik7RJIgGCqeENVE0iwoCh/Zr8USNdL3PD62RBI3t4IhQxzEUiZcBIkzloSSBWN7MpW0w9INEwc1GSaEUikxaX31bQOSAvDURCUOg9IS8tajMgGD0hUAz93ahkJSG/q1BE0hQ1IdKwGLiAbDEh7SSmBCoYMSHaCCet24AtIeNiRvnmeCUgOoZF4tPMPSBtz2ZBFtgpIsU2IF2H5CkhbP6457xIKSFR+FUDjqwpIEgXNNK5UC0jZjAargqEJSIt1f0kLWg1Il31+c51ND0iA3EHJyeoMSOmURCWYhw9IvDOmJRY7D0ietZaiTQkQSH9eaUw8rw1IyLnKgRRDEEgErg6OwC0RSOD99PgXYBFInTqzxJylEkjtD5wYEvoRSFHp/o1HTxRIDmOpuc0GFUi9jhwtuWkWSF/d5MIC1BZI2BSYLJu0GEgXkeuDPmkZSL/DvNY+lxdIRdSoUsb7Fki8SPMZDqYbSCspB+1TsBxIW4w3rRXzGkhpk2lE2YAeSEDp7K+Q7x5INdRm+F6sHkhjCJj5kAMgSDHhgRYwvCFIRBZRV4eLIEgE8qq2UoogSAhbxvVguCBICXcuWcngIUiZQkx0niMiSElVj3x+jiNIwA6g4KtGJUh6t9izebYlSAEMqsGL6iRIabhqVDUFJUjc+Bq4wqglSMuIQuGb3yVImp+pfPRWJkhObytrKrAmSF3i5YhaRiZIDpsYsQf2JUjYqw4bA6MoSHXLD+g2eShIrGPZCKK7KEjyri+dXAknSN1Gtx7gMClIxPtABA9CKkgstN7WR3woSCprwOptWSlIH1Hw7BpRKUiFFCBP6zwoSDeURJy2ASpI/7bmN5RWKEgEe1gTGYYrSMb5AkVRtyhINt8dCmsPKkipoNTngGopSGD9KKETEixIid3QgtmRKkiB9k8l4WUsSDdFT5bRqSpI1NNAhqlUK0hEidF1c/ErSDPuYMxeTixI1/Z0RdfjKkj9B73YjtAsSNVNYoHLbixI/caLm9ccKkiDeA+nYUUsSK844LaVOSlIlT9jaFIVLUjMyhCiQEsqSPMauBt2/CxIDO0SuY+dLEjNji5yNAAtSBOKtr5iEStIY16mCw0FLUi8EhYQQFAsSNFLoCEyLy1I+pewEFr8LUijW5p1bdotSIR+0QWATSxIHzJynFuYL0hNxa+Ei5YtSIAghO4IXStIP4uMlJRmLUjICWUJorgsSBvPhqFRSS9IEF68t3elLUiVl6CBqzktSNltswM6kS9IuQX0O1gZLEjGzkP7pZgvSHEdvHNxLi9I0NSmpW1dLkiQKDmXeeEtSGwXUZ3l1itIUETfjgZ5LUgKd1fs824vSLI0IkBBmS5IPhSYP11YL0gKfDZKJEwtSKIMHL6b3C9IOfTwl8v1LEhKrG78TcYtSBSjcL/CpC1IfxyMabrILkjN+wc+BHUvSPRqwEpLJi1I0JpF3HW4LUh5mZyO3/orSB+hwHK4YS5IJNGkL2ZqLEj8hQzdbOkuSAKtDqcTmyxIc5GAGW2RK0h0wMlLIJ8uSPJl80no8yxI95CnG8s3KkgBw5FpbPwtSO/Fdj/UuytI5yzkIyD4LUg7GV5CSgYrSDmNOphZBC1IsgQDwW40KkgUishKL10sSIMymR/CKylIV/yLcu2yKUhfPVdILb0qSG7NTZ8/HC1Ipdoaa7gZLEii//rekxAsSC0iulVqzSpInNXRywmLKkjTaunDkxoqSPt6m6b9XSlIzdqQ9RDuJkgiinIHwQIoSBzL/idCISlIVQ/eJIvuJkjlYmvgfjknSN9J+4E4VipIMtMSpveHJkh4g5nQmvgoSOinzMCs/CZIoQ9/L9AkKEgeHhQavQQnSBbc0ElG7SNIJP6iGKuEJUgrxrkS19AjSJzwtN0YFiZIzmv/vnj9I0hxVE4U8WEmSJuXZ2qrfyRI3YcPDVTiIkhMVRP932wjSGPVQndtMSNIjie9KdYmI0g+fQQDG7oiSEUh1CgOMyFIngeY1F9IIkg8IIvU2h0hSHAkgrvo9yBI3eRvkygsIEiZKk0xBIchSMq3u3clFiBIGr9BDwSGHUhGyR3Uh+4hSDe+ALWtXCBIHe92w562G0h18OD0T80cSPI5D1oqZiBITvockjGcG0j95KpSjlIaSEK7fBZiAxhI1rA3oJaEGEjMKsEgeOoYSPsTLJyOzRZIC0KQWJHDGkijOjtuSQkYSB+uX7HBCBdIwIvWvlVnF0jN7XU4ywIWSCIL2LNIDhRISo/FUtOQE0hSaCU+ElgWSDA5slJIMhVI6Wh9uYNDFUgENuh4rd0TSPeRFgghDBRIs8SUjHS7EEi6ZfNMZqcQSAYHJtn0ABJIwd3t05TpEUiozfWVjLcOSImDFq/mDBJIBUlAjbN0EUhVcMKwed8ISBD1/oPa0ghImVj7IZFYDEiM2kVo7HgLSAx2IkRQZAdIFXPrzjrlBkiS10RhDXEFSGrheB00BQZImQzExhlmCEjKeu/BHK0HSHF1m7kPcgBIwxabQqssA0jURCw/WckBSNWSPVS5ZQRI56G/5nvDAkgTVUPOneoFSDDvDVUhLwJIziVM2+aVAUj61HKizAYFSIzyYIWgs/9HSdPp6IzgBEgcohVpgnUESIGXLuGs+ANIiKDF4xbr+ke725YE8aEDSDLimT976f5HanhDAleVBkgRxUxjlTkCSNJR0Jgw0gVIU5NxaYirA0huLOH7nEAESHb/Kyxzg/pH2GNr+YNX/Ef4aVzRHssASJ4/bXQ4NQFIEyf52TtqAEhm3VYyciUBSE8nP0rSVABI68TM5G2mA0gLOcROllgGSGxhKBPwAwNIBYlRvJJ0/keuv6F0ExkASOadjSyqwwFIP89iS7cKAUiMCOxw9GQCSIhBNC8L4QlIuuVUWUS+A0it/DnC71sBSGZU2sLA3QRIMQZFOv5MBEiltEhBLtYFSLF0WdBqFQFIN5jga4nlBUg6y247kVYFSLGV2Blz+gpIE55oTmLGCUiAlGB8hX0JSAZy7bHDSw5IfLwcpg2mCkjYiZ273LANSCk6ByKOYg5IEYIukSQGEkjBB4Rs0uwQSLp03wo+/hNI6uSL1nheFEie0NIN7mAYSPrT/6spJhdIm104hmfCFUhoJqnQGI4XSD93EsoQeR5IZWUydRJAGUhUn9re9+sbSPG/fcSOUx9IDBQlF6YqHkih5LlHzB8gSA2jDTbrOSJIvx+hPoinIUjySXWZBxshSGT/+Gad3iJIi3+xGh+uI0i/loK/n7skSGD+124j7yRIPGZOoj6aI0hjj4jmOD0kSNA/ksXu5yJIOjs+ZaPbI0j3jjLDFQskSO1gvUryMyJI3+nFFN4WI0hOsqBwG0QlSKKE7sop+yJIEMCB0AwIJEgTX9cI0LkhSKvCD8NDvyNICxeJY3maIkjydpgCKzUjSAE37ug2uCJIYVvglO16IUiPLeeouqgkSPwGf71e+yNI8/EUtAgNI0gKCvtSODwjSLpAFON10iJIcBhcd/6cJEjHmbf9qagiSIAya7AUcyNIegyFjgkZI0jJWE02oAUlSJU7juYamyNIk2w+ZpToIUgwfTpAfEohSLX/Ek19LSFIeqnnv5+XI0idsbqBXHUjSCQrhJjcVyRIsmjn3wuuI0j891LKPFghSJPVbjXW0iNIYyjQJaoOIUiZVqnU78EiSLt7e5lEJyNIy6G/HEJ3IUjLy6JPSQUkSH/5BETNICNI0z/MxB4xIki62Pr09SQjSLz2HcQtnSNIuFtb8Y1MIkhnorT1BgUhSPT3QRhoYSNIoF9ceJiwIkj4jhaByqwhSNz8u+VoRCFIIxNDYNP/IUiDhMLoP4okSEmdst9qWiFIGr0a5tpNJUiKQmXzw/MjSFCCTDlzMCRIY3Qxg+iRI0g7d09NwAckSLJXmsvcUSRI7fz9bnZFIkgayBCh/twhSEVYpfGlZCRIdu1r0aN5I0gR6u+eWpUhSO+XsQ4G3CJICrFQoOXtI0gHMmESOTAjSNEc3HSqmyNI2MFi5Zd0IkjEMZ0NgP4iSA7PT6bXACRIxcyFBBIKJEjedW/tpGwkSImF3kx+iiRI9XrbQHrhI0jDqxlJzVEiSIgP/ah6CyJIi3i0fQ8ZIkh61vjLTI0iSOF/9+f40CNIMH2bdxyFJEjjnGkjWz8iSEO8X7HpVCNI5t9t2g1YIUjZFsa0s8kiSIlCU5pwTiRIi6eQOrJyI0iXHYky88AiSHuw9+pxniNIW9CNCksbJUhDazHRkKojSCQ+h7b0PCVIuvNJOjhHI0hLKapydjEiSFKm3YPBmSNIvBarDH91I0j03IZnaQYiSK0Or8U0kSNIvIEMESX0IUhOX04OkfgkSCYyQ+yn2yJII+vKtDXzI0gZhJMTT6IiSIgAFsKcYiRI9WZGpvU4JEjLxiQag4chSLusnQJWPSRIE8xK6w69Ikgo9oQl8xgiSEYU64rBSSNIe82XFsgzI0gUGcvubBsjSMyXY9ChDiVIosKS8NulI0hKgQu6jK4iSHDewGmIkSJI8lZeUatdI0h7gI5bxhokSMDPg6rX0yNIYuD5gn4nI0gtZ5UKOQgkSO0bdRg8VyNI+iloCqZBI0incXtzm/4iSOFQ7IdnkSJIYWt+JtBNI0ijNGnh7iQhSMsAzFWW6yJIbxUN2CinIkg2GFnTZc0jSPIoSVChUSJIANR171ktI0jJRGy/I38iSJVlOdt6WSNI6bnyzDeYJEiqJPGogAgiSBTHC7TDViJI276WQjNvI0g/Wj6inNQiSFUy17eMVyJIUIj19np4Ikjd+01j8FciSP3OHkJhuSNITin8T6MXI0h4PGtFRcEiSEJvV22ibyNIONHCW2NDI0ggZz9L+PQhSAp8vWC+hyNIiDJOaCzmIEjtHpKxpnEiSHJgLKfZJCRIDi0Ch9I1I0jxK1alqy0iSNW0awecFyBIGGpNsal3IkgpATGFDxUkSCnAzle3DiRIj3ySsKmwIkgfmUh4yishSPsoPrsD5yFIUbCE77FtH0hV780vB64jSOIIdq6onSNIH5OuPiZEI0j+99ToUbQhSD8OTTAhRCRI2lQuDKuzIEiolUJOpygiSNZHIMvIHCFIDaK9cjlSI0h20vbDtzcgSJTfm3YuxSJInf3saXZ6Ikgibwom2tMiSKHd0J2oBCFInS/Bnd/jI0iI2IZ+Vr8gSHIRfHrpjSFILmIIeAdsIkj97Bz+fI4gSDA10uL/7h9IKBkqkV8qIkgTtvcSAkAjSGYkWBHytiBIQaV8v+xZIkgd7TniUBohSIRW+GLp3CFI4dyaEfouIUhBzmTEUPEfSHignt7yKyNIcpqOQHe5IUi0KaUqAJYhSKGuti8L6CBI75K3Ac9nJEincHSq1fogSFWDIRKj6CFIHblbevp9IUgPVcN9UkogSIiJVrGdhyJImCgVZRXLIEg9In3H8ZkgSD5Rup/weiNI3wtGI/3wIUjnmDwIlUUgSA2Hgt5GNSFIi5aSYAUvIEhnx1la9tshSDy0WHC+BSJInzl5NxFbIUjQ+/aVmRMiSF6VP10QPCJIjKb+feBrIEhwurOfqechSLSeJFBWcyNIM4uWq1HGIUjJo80NbvEhSJ/p3abfeiBI0igZk9j/IUhtqxklzKcjSDSnwo4CTyFI/TtCa/V6IEi05DrA1IIfSIGxDUJp+CJIW/BWyRG2I0gVoy3mnmggSENjVJEYCiJImRrsTVwqIEhmQxjCCAwgSDYrIJaB4SFIDmlEgrzNI0i+NfCmeXghSBx7T7KqCCFI5u2wc5MfH0gFjpYAdzohSK3PmbeBtyFIDQ+gB8X+Iki2C+2nhyUhSLTN6vVvnSJIPXm5RDf7I0gTwKpHuXsiSHyhz9TpAiBIDnQLnDxOIEgrd8da+mEiSHGF9HSktyFIOHFC2fLfI0gWHPIMBhQiSNf1A7bPyCFIMYxzqMeWIkhPR1Ry8gsgSI9A7tgJ/SFIimPeG2tOIUjWqXK8H08iSANxdr5egSJIm7do4xi3I0h2EXt6YJEhSJJKiZ2d9iJIHtlNZ8vKIUgBMbRpQf0gSFqrTJTTMyJI3nWpiI+uIki85j5w6f0gSA7OYN7GrCRIjiM7oLybI0h7iUc8L6gjSJvJaZkW7yBIMqQjr1C2IkhGHFxeAmkiSEbMiS7RWyJIl3lZ5VqPIEjxokFEOL0kSIriWwgStCBIOJaJRHagIUj1UTyD9Q0iSBVJhElityJIuDbddGt7IkhfXlwFUeciSKTWgoRU1CBI3kBRmZAQIUgNqfYdlhMiSAkCKz3vSCBIFqtXRResIUg/hnPigssgSN7S5dNKEiJIxJPte8+5Ikg2q1QQFyAiSJqUyHcLQyBIRWdmjHWZI0hA7OZSrrgjSFLuxF5KjCFIgca4ond8IkgHUYxmiTwiSJghGLayIR5I5db1pO2OIUhPwORmSbshSLthbahAjiJImaepppqPHUjo8wYvesUgSKsbvlM9yCFIIEqGfAYeIUirqc4kfDwcSF1fnugQSCNIhrOpCHknI0i8+BW6kNEfSEJN3au08iFICG/r/OUKIkgdMz3aV8ohSEGWDLOKCyFIQb7CW3JnIEh8O/U5hFIdSNXGWXz4ZiFIiRwRUYCFIEiwsRtaHlYfSP0VV8yMJR9IYmO/71+5IEhrYzVJqSQcSFYvyf8FCCBIOHRCfiEMIUhmSwag4MMfSD+liqynhR9IhpVNYA6GHUiaCcJTyTIgSAY+5owwFB1I/aWqOV+2HEi+hfH2IcUbSMAXB7fZTh5IlrcZhNLdHUhL0FK533weSDQ4qI/Rfh9Id0txtbefH0iGoOFxLu0dSFRGQ7+eoBpIKK7ferNsHEgZPXzaNiobSJtBJ1D4/hhIDauMsuYbG0jBM37EbpIZSEqO1r3aAhtIBLxMY32wH0g0VLnAl+caSH8Dz2EUah5IdxwcVeUyG0j4GCWqKFkeSPeGm7oMRx9IpTBIZUlDGUjov5iPB8kZSA86C5Pm0BlIrcjEQ+ZEFEgrpXWcerEaSF5+xHTySRpIELwKS2pcGkirDK/L8SkXSBEY7X5I8hxIWIvHAAlIGEhsB4OCyLIaSMVv9LeJNhtIalrtl5LIF0gx9fVDVXEYSLWqiiKUchhIiC3G+ZHQGEi8nghdjacXSC659ygS9hlI9EqHY0c9GEgACNuo5bUVSFps1pl84xZI/F7J2bnQFkgCzJ1inJEWSPXvK0P1CxhIaw4TmA7pHEiBSg/hSQsbSDHEEw/OqRhIflibAM1GGkiV/tm8stIYSCZ+Kgr8VBhIiV/TW+gMG0ivQugEEXwdSOkqjak2ZBpIan7CCIMLG0j/Ok0qaCUaSKp8R2T4HBhInToTuow/Gkj+U9PK8C0aSIFcWgKWdxxIVeGg08a1G0jSl2oXS7weSGCf+qqwDxtI9j18zS95G0i/auGi044eSMHUSDZbnBpISJFz/yoDH0gjXK27t6IgSBgQxR9/6R9IYVbLGShNHkifyN89l2cbSKK/37M3NyFIzBMhLL8WIEiUeNgVpxQdSIkMzO0cFx1IPdPSlkyuIUg960U5qEMcSGOBxkwR6SBI5HgjsRSnHEge8CNqV8wZSDRWuiWS7RxISMyQ+q7hHki4NWink7MfSFfD/9/drB5IMty8A+F1IEigvDOoioodSE9VYWIhdh9I6Ms3vVY/HkhbREdVCEgeSPBJm174GSBI10XzM+4bIUhlx6U0ztggSEACCy955hxIxGiOVmoRG0gXgZOWeTUeSGPOQnzryh5IM3JD5U2NIEiDJkXKjqcbSJ1pRYXy3yBIPTmHVDAzGkhodXU+V2EhSHYxvfAz4B9I3prOUKrHG0hICFJWs9wZSLNkCLmIVBtIZGHmlbfYHUjsr2VPHlccSLOe7wSr3h1IPYq+aOkUIUhYhLfyuFEcSGeoAgKlPRxIwzbHeN2pG0gBn3SbjzYeSIxqBWOZwx1I/NKFqv44IEg80yP0OEYfSOxWwNlf6RlId5emy8thIkghZJqimRIfSKuR4BSncx1IByi4NOmJHEg1/VTOVswdSBw60sEnnSFIo5fqLc95G0iyO3iTR/0gSCRS1ndUrCBIj8/Wm3w+HkjYkCKijNUfSNRbUPT4hiBIe4XyLcheHUjD5ntjeisfSE8kAnMTqRxIMSluFarMHUiSj2UbUfgdSEY46uot5B5I8XcU5IUAIUgNwEJY3PIaSOVLSxrF1x1IjApdlo7oH0japLJXna8eSMDRT5BFiyBIYIdYeaNsHEh88WC1YoAgSLNA/qh9ziFIx9s1lSJkH0h7kdkbeCkhSK4WCVDDdSBIlDdVyNpEIEiejSMaDf0gSKcHeFWJ0SFIpfT30WGSH0im+W7wZFMgSF/E5g3EVCBILjwRA0AaHkgA6GLraeAbSI8Y+WkcaSFIwh01NwVpHkgGaMqy6nwhSNkagE4Ahh1IiBuAnZZIHUht1MuBLhwhSGvDzNE+oh1Ii4PJg8mGIEiKSQO8lvAiSLPQhvWOeCBINoCpHGaPG0ibFYO8rccgSJ9WQmRatCBI6/Vd6mAJH0gn7OI2gEsiSIKk8nqF/iJIwh5ykbMUIEjPIwWwSuAeSCZNq973eB5Icb4nnm0xH0gBrmvXlz8gSItX5oxU6yBIzu84yk38Hki1mlQIxV8gSJ0kiCzFVSFIlkl8WWJTIkgpVtOG8bQfSCbDzLkvziFI4zVdvvLkHEiQTxpIYSghSLorFg8UlCBIR0qroguLHkiaUvKHzhAhSFX1Z+9jMiBIBuYsz2miHkjjMnZp260gSKZga0cbHiBIL4teUlPYHkgSsK3IBH4hSK/uG9h9NB9I8+c4oN4oJEj8A5xX69ogSK+ssz7y5iJIIaTA5CQxIEhI7JcjWUAiSC3SA/NqFiFIrcQ2v/4eIUh0ZNYEjughSMVoB5BSwyBIKYK9eIclIkjMwmrro9AgSApNxASfHCBIWnNDKEJhHUjrMdmSoRgfSGBy6tNrUSJIJyeddFggIEhDqiTQw0EhSAtGfT9SUSNI78dMEd6CIUgqgG+5ZG4hSMZnDaym9CBI94VQ5J4hIkhUkPKIu7AdSDYDgaFf+SBIedDX7KwwIkhwhVqUXjYgSD69UQ9ICCBIBzf/gktbIEiZ/d95fB0hSPiJooK+tyFIxPd3ymIOIUhj52EYocEdSBEyYRtxsh1IvNznAUpAH0hy+yITX7ogSHD2inpbCyBIY0CDwIuLIEjDTF4eL8scSPqkgR181yBInzxMEDuNHkgDKbUBA9ggSNMw86SQ1iFI5yO0dzn0HUgumbmENaMcSB3gOTgN2yBIarHc5DMzIkh41FYOZIggSMBKx5CiDB1IzB2Z+cn5H0hT7XJ3PKEgSNEJ4V+9+B1IjKUMPlAZH0gnHTslKuIgSDlEGLyFER5InSm4r6g5IEh3jVBxQQ0eSJoGFO7eHh9IGnoilOY0Ikj9qlS5OLEcSOPy4TQYeh9IlP/J/Th4Hkg3/uKayRwfSNtIBdeu9xpIaE+gdBZBGkiKlw8CDTYeSBGpbTJ6EiBIUVnr1lVzG0gA2//9GG4WSFfkggQCDBtI+ag0LxuFG0j+HMRNMWEeSJnc8Nl/qhtIoPQ9h6/WHkh/n3XLsxgfSOZUmeb1VBxIPV/sizWYHEhPwq1ZXaEfSHcbwk1+CB1IS3k4+xzzH0itdLX/xt8cSHHXhD3aTB9IVB85Z+NRG0iqpziQRQIdSNXTKonH9xtI5fUNj2gFGUjJq6uhb9wcSL1uQ8Y0oR1IyPl+Dq0qFkiLFSkDkQQcSFAxJENhxhtIuFcwLjIfG0hG0KBRdzAaSGZDp7kb1xlI3uBNSGiSHUjJmJos0BgcSKbUz0GR0hVIwvFgAB7OG0gAX5jymCwZSJqmFH1C1xhIjGzgEalwF0g3f3FCquEYSCaWXR6AMhhIgC8GADnCGEjoo+yU+ucXSN/IaZTY7BhIktguMTA8FkiOfPe9J2sXSJZCysUuuhhIU2rMkJPTF0hMvtYiW7UVSGQoHH092xZIx6fRHoDNFkhD9f0TtogSSO7Ukx/nvhdIWbG3E1rsEkiRZadI2M8USOotiCo7hRNIxIscwQcEEkhZEMTDtEYVSMv9B+0cqBFI8Cgyq6wRFkhg7nV9cwoRSKtoiRYUPxRIxcg0GWGeEkijsMC2xwAVSMu7MnyWXBJI6HG0idolE0jGu9C4znUSSGAZwM6oRxBI8nWJeNbiEEgqXV6koSgTSKU4rMB26hFIYufjeXs7D0gNmQkfSj4RSBsqBRd8dhNIeYr9vlYCFEjQaHuMdB0RSLZ+7ttF0hFI1O2GFKhUEUi68+IEQzgTSE1/rEhTTBVIwNJjDeIGEEhvv73OhrQSSIyKay7txg5IAKZkBtQ9EUh/2f2PX58SSKSG6EWMkxFIfu0vfzQeEkg20gMSdAgNSHDXNvZ84BFIcWiumSBJEUiUiAZ7VpUMSBvAdlACAhFIV6FFVZ1ZEkhcyT73CXkMSOpzn8wDOgtI4iPSHntKEUjU31Wmdd8KSMeHXrNaGBBIy03aKvYEEUhZeIAeQPAJSGBHus9g9g1IMUJ2QUroD0gn0nyrltcLSGM6Qby03gdIbG9/aclwCUinVOUzbBcFSM4/VRcOjwZIqwJzFGzKBkguVteA6UQISNBfUQUhFQVIHJgU5lacBUgu2rx9F7MCSECwnUOm1wJIvLejwU26BUhNGLJrKm4FSPF9Rffm9QNIdxkyMH8TBUj3GUAXG5wFSB2EaFrmhwZIPcw617W9BEibjPpRcXwCSJ1XtgL6lQNIptxpX2mwBEi0x25WNKECSKNJardf8f1HV4v4ltbMAkjVqAzFnOADSCPO5UonlQBIMOlKa30hA0gutgDtmGwISEZ4UUJLSQBICpgbBo8rA0hVCyq9E+gCSA85Pd9XYQRIdTNdXjBYB0j9Er1ruiEBSAuvA/hUUQVIVRrqrb30A0ieH0/0MkMFSPv5PIL1+wNIs1rWXoycCkj0v842vwwESFxTvsGAFgNI9+LE/b0PBUi2B0dr1V8GSGt/u2aIoQFIAKOA6iOaAkitk8bGl5j/R2LPcnw6OQNImaup5lhv/ke7edYdnIsFSP837ywceQRIy9KB6CYJA0jWilaVhRoASNrZ1goBrgNIGIi+S8HYAki9MgYr4v8ESP8A87numwhI6v5Awgu/AEhdFp7r/oQESLIBZ0DMnwRIreX5GyFgBEjxOXnD5bsCSEMjOh0fOgBIcToVGdS8AUgiSejZWtYHSD8tz0ES2AJIqf8xPJlXAkhnlxNNq00ESLmNSTF1zv1HhMXrxfYa/kc7MWEOYg//R30ciDRIWgFIgvnS6rBbAUj2PkOl47r/R4HXV6ge1f9HldGYQKYuAUh4mOHCXSf+RwI40lDZrP5HwiKh0R9iAEibIxkJ8Tz6R5i7SsLKbPxHFtd2p4PV+0dDWFhTkVgBSCEg/Iz2p/lHgmKvUMp1AEiHbv+CS0f4R9OF4oxdDvtH/+gRU0qV+0ejl2PRyVv7R7MoXgy7FwBIDu2YIIC3+kdTntx94vn5R4d4dRtJofpH41oGtvKx/EcZVSdH9FL4R9Jrf/UDxvNHV2boWSM89EdsE4cfgeH1R+o2giHYFvpHCdNGZqSI+UfkefVQ34j6RyOCP3ltqfpHpjfW5w+r9Ef7RM/odEH9R1QIiS0tMABIoz7ZsdVx+kfzdasWALj8R3ACTCM9b/pHN7RxCLz0/EciOmGjkhr1R0guhHv1ZvZHrB2xpi0W9Een19TdBGP5R6et2zKaQvxHGcxgJ58q/kd1DY5FySUBSJlKjuI4QQBI0Dthqbz7AEi8lXZkpyT8R3gldF9uo/9HDSmPIJCr+0e9Y1IBZ3f+Rxf5y0/yQ/lHtTlFf/5d/0dA3+Wjdx0BSFp2sC1oMAJIKxYztvOH/Ed71LXp5KIASPgZ7bBmJAJIZCwjm/P/A0gUFMBX3ogBSHSFJX/JOQVIPD8MBjJsAkjvvEWCb2YDSNmR7J5eAwdIFEav6WNEBEhLp7jXuMkFSCoU4VbCcwZIJ+6fP8JgAkh4t/cjjfQFSC9ByRvoxQJIPMYj+WmvCEi/q8xU/OwHSO7t+8k9cQlIHauc+5xeB0in3isLVOoHSP3CtRaD0glIv8AZ9lBbCkgfYDiPB/kJSFnk1EhC8QxIC9cGzb06D0jRBRcr+rgQSPWKiqCclg5I0CHTbZhHC0ivn7d39hgRSFY/naFroQ1IMVa0sDllDkh7WYjrtScNSKOAJ9ajnAtI7oNvcrzCEUheP79f8ToQSG8eG6jscA9I/3/EMkALEEhlqRRdA2YSSItwGd9NOBBIB9WOrmJtD0jUHWOOsIYRSPcAfcMW0RFIcYPAobmmEEgnnd/eXmwTSNARL4BCdRJI6ET2Pw+WEkji5myO2xcRSKGMBgJPww9ImdwnVwLoEkhT5gbfKhwSSC7Brd/BShJInoOp+dEhE0jRDoI0vF8QSNPiS6IGzxJI+oZcQwPbDEiw26p9zmkQSEKyRaUPPg9IwbI32teFDkhn8Xrdcn4RSGTXK95x/BRIgxgt5Wv8FEgBurz9xjYKSH7iwdzUdRJI2EScTlpME0gBzZPYf48RSNK0C0PBGg5INhk8fn0kFEjovwBxTCAMSIy94TFzjRFI/SCA21X+D0i00DxNHrYRSGqp88cbphJImlRtDXUTE0hBVS5ewGYSSFv52+nnoxJIkg1Nj1lNDEhLcMcyAsoUSHTGswZ+QBJIeBEqvVhoEkiFUNZ1C+EQSN2KuKqtfg9ITVIH7yjzFUgcQydzwmYRSGj2hfrwzxBItXzHjESTE0i0twFQaOgOSOQcjfmd4xNIyDfdZOgeEUjXlXZ3yHEUSPS/f2UD7hFI+9JfkOA0EEg4/fTxbZ4LSI0yOiNP5g5IEm3e5ITPEUhXo0pmBrcMSDoYbY4cERNIygtOxQzJEUj1Fo+4eJURSMstw9aFlRBIFa9bsDTTEEgN6oWHu1UUSBr5yt+2GA9IDIhJD1anEkjBsUblsVgOSKeinx0qpxNIYXa/1FXrEUiqcgXZVLMQSH4nSb+ibxNIBGXhxG+hFEhLImDJTVYWSMgdRfEvnRFI+SNPMfPCEkjp3sV8TpIUSBkDxN3R/xFIrNSaRrA3F0hbBNp4lpUVSKUSyHomyxhIV81ILrACGEiwqF8E1ZESSHFAiUD/1hNIwrzJmKTrE0hgLMNQ0nQUSLG5r1MjWBFIJWiYcVi8EEg8zRBoI7IWSFrYoHFouRZIQtha00VdE0hrL+vbmRkWSE7+ZU1yHRVIjqmy5QPxE0j3ngTKNdYWSB0OjHrEVBVI3hjnARx0FUihyFWCoiAVSD/jHE+EkxdIdxdz6j7oFUj7ZHC0fc8XSJAmi66uMhVI3gIQIHGMFkgbCBAfeE8YSMeIure7exZIRUQ2bHe/FEjH2CfPBfUYSAqWkQwhYxRIK0bc9U8wFkj1Si7mRy4WSMSbQ0w3IxdIaKPbzHh4FUjkIXDFZBMWSFpO8NQo9RdIWiGhVphqF0hEPcT1qWQZSDv+20bAbRlI10v2ejtmE0h24Im1Ig0WSEZEaaDaFRdIZr7sHVCTFEiOYuKsdIIZSDEDZXJfsxVIBxhHZMbYGEgMVSsR3UMUSHIHdHrL4hlISSjdyOR4FEjo/id3hZkTSMZvn1e97xZID4O28V8kEkgCkE+vQvQTSMDV/FmqyxdIpV8m14YMFUiIxzRtDisYSEDIU0y8txJIXuH4cNz+F0jOFI4NfFcVSOtHu5VhsBZIf6jAoM96F0ggBVaBwscXSLaxli7zcBVIEo9jfXMAF0gHhLIZZpUXSJPCV0QQ7B1Ij5OsBconFUiAnqHUcHwTSHEP686x4RdIPeg1AYSlFEi2EZ/wBUEZSInDre+VSBtI6Z1YaSNaFUjnk8IPvtAWSLYTh0nIWhlIxQ6ufnfaF0hlr5BDtjoXSDawu/VBLBhIZDxR+H0CFkgq08IjdhwWSLqaN9cKTRVIRfLzo1fRE0jFB3husuAUSAZsTUWCwBRIrnxzyAI9EkicRHkgBYcYSKF5myysjRJIzudzKXuJF0iHuGbBOE0aSKTKjrRuDhtI7vsWNT4TEkjlN14LUXUYSEZAmG1ABBZI18SHIdAEFUghXHnyklQXSFiBs6ZU5RdIc4JGs1qzG0gJWl45ibsSSE7LUSlDSxRIph5MdaahFUjkmxbrEBYYSJPeunbQMhVI+YP2KjXSF0ju9relomgXSNF2fffUVRNI80AKqifNFki0O7HsrDMVSO+Y6Hf9wxRITNMkAg+SEkgbucf219kYSMZ3yOGIKRVI+rpvfl38F0g2IyttBNYXSMBpCvY7yhhImJzLBuzqGUiPQ4br8CUXSNU3i1GloBlIZUvwSTuOFUisU2TgA70WSJazTTDr3RNIN1wGQsFCE0jW4Pd/98cWSM/g8bbKVxFISWTPNQY2E0i3hPCjl+4QSGIriR1OTBZIIXL0dFtUFEg63uCE0u4TSKWe/i7RkRNIxKeXO/VUGEgYrgo757kXSL2f1GS4pBdIocG+nsn8GEhj70lcUl4VSKWUv9/99xRIXSU1JfxGFUgUH/CWuOYVSKYYeb6m8hVI7uWeFIBmF0jLcGw2TkYYSB4+T2gDehRI61CkD8roFUixpNTrKKYVSL5O24VhQRdI+Rl3cmJFFkiDXfknohcTSPzW/EL6rBxImq8sWDHvFkh45lZtkccUSJmyy3q+wBZIbSi4ca2lEkjHRxYimiISSKk2a3ybuxRIS/OJ06xKFkiU6a0o2SMVSHm8CN/ZghpItpiliXvCGUjbcMLdVkoXSAtO3N4/2hhI0Zbmj2hPFkj8O9iyImsTSHmGOglJvRdICsIu9puMFUih9V94ITcUSK1pRFs+XRdIIkxKr/XuG0jfVnzWVosUSA/oiU81RhFIYy+G28X4FUjxvCEaMqIXSN2GP1dDSRVIShUIs9YyGEg54MNDYEIWSJ/QPb10gBdIvIGs/3RhFkhkOme1bTQTSOzm+e6FIxVIloe30KXqFUg5DhQQlGITSDqkhWAyVxZIlv8EskOKFEjF749l+ykVSOvfevg79BhIwmxxO4hgFUjgvVKYQkUVSPtQP3MSKxZIAmAKVLJTFEhRbp/Ts6AZSCr9QQ6yRBJIwyqfT2bgGkgD8NAkKlkYSN53S3+7XxNISRlTaqXZEUigYPvHQBsXSJHi9s00aBlINPmUfw5BF0jUj77PDLAYSLOd80HNABpI2G+pknJ8GEh6WH0jMS8SSK3n+zA1WBNIYOnLEEZuFkjR1kbqdqsRSDGNYkZ85RVIA1xJ4Im3GEgwF9LMcrMaSLrMBA3K/xRIPp161qWDGEjUdQU3KJUTSK2nsLqouBZIg1u1kdoOGEhAjPQOtJcYSPoFpwEHhBNIs2D8FiAoGEjQ6gc3YvIWSMzwWkessBRI9pNE1qnpHUgG+4bV3EkYSMQJTehOTBhIXaZVQ1NkGUiIbJMyGIgVSP4iVNRV1RdIKxlG8nuFGUin/+gMnnIaSF7SSJCi7hlIMMP8k3e9EEhvs+PfBAkWSOPZuqJ/NBZIqb1VgPyLGUg2ZjdyKnYXSL3pUnJMZB1I00nsDXX/FUionV978YcVSFa+svTcJRhIxrzkBuktFUiF4gW0XrMXSBxX85wDnxpIQe2u/CxMF0hklsRK2+EYSAOKGc/qRBZIpIZSJquDFUhbfBvTTm8VSLimYfAwdBlIxx00XZbKFUhAuBUfyQwZSLPDoaysqBdIP4eduP86GUhJX0436MQXSFUoRa7QNRpIsZof33CcF0itq70bFZsYSPXQLQ/N1BZI86J19yubFUgnPPbNhCgUSJZQm6o4PBRI+DwHESq6FkjYI42i+ncTSGP2ElOVBxlI5fuXUQ1bGEgZWAvwh1gWSJPGBfR0jRdIc1oDkv1pFEgBJK22GGcYSOntBsnTKBlIALPDA461G0g4B0sKu4YXSCnQ0odmhRZI1QPb35bhFEjKe+cdJq4YSNjvw+jadhRIR0cEsn7hFUg4uQHWLB0YSNsLkNyzrxdILKv3utDOGEjHJ39IwEkVSJ6q36Vo+BhIeRA519iqE0jZWTbIAiwWSFYVmzPUCBtII9sitISyFUj2ZFiHyk8WSNibqnS50xJI5ShrYOpWGkivT3KRrMMSSD9+B8L2aRZIggPdXOunF0hpIuDDdFAVSEhX5BXnzRRIqO1UD/ULFUhcOZNeu9AWSPufv0VDcxRImd7vPjD4FkhMuqenBWoTSPZjRHzySxdIdh3/6EtQGUh0uC8Mg3cSSEBX6Fa8CxdItNc+/OxVFUjoXr/853MWSL26efXXAhRIoRFslq2VFEgp0m3jLvUbSKekmZnFqhJIJdSjjckzF0h591Y0XpUZSGzYiooQ0hNIMSBpB4r3FEjmoX3ldzITSEOuPkwYVhZIdrApZwfKFkhMg6K/LIcWSPKdi6wJPxRIUEsox6MHF0g6GkhqvPwSSGasNnW3EBJIsKA42fTuGUjzLpH46MYVSG3+avVPuRRIu3T/Dl5OF0jes7MtGtcUSPbWhxQujBJITfyIm0G1EkiIAY9tQoIRSPFUAUO2fhVIZ+y1y1GIEkhJGIwWrv8QSEY+nkIV3RFIZIscKyPNFkgNZYR9EiYWSMPpuMaPuRFIV+2cZaLNC0iwx1c3huUTSBMxOl2DwhFIDt0B1ss8DUiNqxOr/+INSNXCqOZ60RJIars9hSh0FEiKZp6vu5oOSCw6o/AC4xNIgk+HGa9gDkiLVxcusp8SSGSp9anTSQtIxhri0HIlDkj6SJNMutkLSMfcIXm4VRFILVwJ9FhKCkhKBmKAgMEKSA5hejFOqgpIar/L5DPHB0gbajXaEg8QSN/u/mMXmA1IpeRFWxuVAkggLZPHjBsISKm+4xPTQgFIgRD3dfB8Ckhd1/44mS8OSEAoi/7M1gZIP0k1wBM5C0gGv+ys4CEBSKEyEtedJwRIAo6ZAxXPAUhUr3im+p8CSIJhzs/16f1Hyj+bOHo4/Efy+z1e59v2R005pOgY7vtH3b1dOyWWCkhEIClmMzH0R9smai9CzQFIMXZcZU8Z9EfFjcve00b+R0HBnX66TgBIsRIG7urS/0epb0ObGUv+R/EJMdMlV/9HE5BEqbjo8EeXV5CSHDP/R16f402Su/ZH7RQhdYIv90dWpgJnXUn7R6oXoonocPFHxAmhiphM+Ucttihd8f/zR5s8jB/mxfRHi78PnFh29keL9ornIHvzR3n2VXj1WfVH/cpoTmKT8UdiGs2LPMH4R7DxeceQ//FHOaiH8Omg8EfUGbkJmkvsR/kUGLgL4vNHde4tIPWa9EfY78GkiEftR3uzWCtyPelHs9A/ztR15kcvr7P7LO3zR5kVBZLW6/FHKQA5FNKx5kdNwXTWz/XyR36JmXtbGuxHyvf07LXf2kdelxRDNQfqR7Xu5QYp4vZHEzqJcc3t5EcTDy/UBwDwR2PYyJfuZ+xHhuDTiOv+60fNj3tpSr/vR6LuuOFc8OtHne3P72RS70c98MbutW71R7AG9yXvcfRHzVOy2NAP+kfWOHyq/3LuRyvy51dh1fdH3FIVu0hu+kf7uW+9ktH0R03pEYWjkO5H9kL/PVDe9Ufe4qoXQenyRwbuBYFdHu5HnjiqQ/Fw8Udo0Vm1rx75R5KbiHNIyetHkLA9pNKC7kd89MkFO27+R9R+mOWKZe1HSS9rW92KAEiF3YNAE2vzR/mREDjAHPZH7EMwFc8w8EcLXvo83IgBSEL3NWquD/5HPPYF8uPb/EcBPvu+eDb9R7q4q9wwbQBIhlKLGehUAUjMa6qDeTr0R+SxcrIg0vhHpidLdPTp+UcZsPGOPTcASIMC3+BdmQBIVyeq/doo/0cl478yhGL4RwZ4uI5s8/VH7XOPZEt5AEjWzfEKe6P8R4sj8TXgLQJIZJTiNDV0AUgRcw1ZHcUESGfXidHxGgFIVwzY6RxSBEjGPrHHh00FSNB41pwGLghI8qmRy2mR+kf+yie7oHEESDIVM6fHcgRIJLq+WxUd/kcTNYDYxDYJSFw2LIy2PARIYxhPmAgPBEgLAW1YZvYESBg/N5WgbwVIliWYGUF5CUiSRY+M2u4ESK1Mkmm+RQNI9RtLQkLXC0iT/YkwAX0KSINL4ZcFjQpIFLSKYV0sCUiFBIuIVnsISFFn4pCbwAZIHJ2J5lJ0DUjs8zkRx40OSCrnDhJgKxBIRjyR6tLGD0iQpHO5ekUMSGx1ncEa+A1IvcIZQlvqCUgsJbmEUYUJSEKYZK9NeAdI0K2Hi8N8D0j06P114wMLSFEszfJNoQpIK2QjpIteEUhM8MWHA6MSSGPF0nah8hBI5flq5d30DkiVCWdV/h0RSB+zz1tNTxJIzCbRuP25DUipcCHl/UEPSJ5AKdTzvRFI+ZcVhvr/EkiUMHyoFR0USKgfwUChUBNIfh8UmYBPE0gVfY7/L+EMSFms3q7JKg1IIViau3D+DEh4bW4FtpkTSKqCrPC5BxJIW35e3TwlF0hFj82fH14QSHv9fsZqERZI6KMnfCg2E0gV0fhkdokOSERrBtjHKBBICmMLzeXIDEiNdWUCGvoSSARHjZvoSBJIx64c0ptFEkiUYqETCGsRSOoM9ucAwhVIg5tG6Q/YFUh51dT4iZ8USPSBz8m9sxNIPEfjI8kiEEiF9xX0UK0USNKcwkW66BFIUGCgeM69EUi5JAXmC28USD5Xu5hSvRVIQDSS9wrjEEho34ibn4YOSPiFTNqbkxJItFkcQ9rpE0jkuddp0DMRSKVwN+a5LRRI85e5arsrFEhud+jYNLYRSI+HmVO4HhNIVBf38YprFUiyUjIUniETSMSzQFXvgRRIP8pJiGnwFkjxhpjFFckVSA6Hn3lEVRZIMJilaOqKE0izxaGHwTIRSFLf8IvOVxRIdrSbEjwQFEg5lL5vRSkQSMcCE46S0A5IYawCApXgDkhENtN6gowRSKH+GqiPyhJIudV19UWvDUinO/SjMc4SSHlSu9keehFIt3wRZcDtDkgUj+yEdM0VSEOFlAt3yRFIoqjgj4PLDUjQqupE06kQSCYJdtwxhhJIjp5Hig0ZD0jnAZDdzAYRSPnJYGP+CxVIQYVQuf98E0igfg8Azm4SSLWVEDAJQRNIo+AjN5srEkhraCVV+9MTSBfakAr4XRVInVn7yK6KFUikVIjBoowTSEpZas3EbRJIxFjUFGsyEki7WiZif/MVSIirNByACBFIeL8Vk+IdEkg05M/HyPUSSPAB1Yh6+RNIUbk0XXSfEEhT88KmZTcRSLGTjQVG2BBIj12ODs77Ekhl33EnfIMOSKLcVEa3UxBIN6vLR0akEEhGJlkISqsUSESNVtL9kw9Iv8R9Cb6sEEhpP8orCTILSJxeRKC4uw9I5eUJTL5UEki2Q4hkOowOSJzUy5iXiRJI/HtBYjR5EEjIgv7aE+cQSJ2kb/RCuAlIxVa6Z6DvEUicCDbqPkoSSGGd9ucrOhBIIEEadFUPE0hOvsUHtnQOSBuUmPRrhRFIUzN9eud+DkjfPZFYVo4QSLM4iIvX4gxItaGA6tm6D0irydJ+Pv0ISO9fHRum+BBIz3+3b5N+CUghuu1ZDKkHSNHNuXL70Q9IIHzuGCtBDUiROMtozyMSSHdaC5Gu0Q5IvIHqK3/mCkhWbN9SVtgKSMhcLy0YbhFIikFvSHW0CkjAJzmgv00QSL+vhOGKrQVIHKfmmxl4BEgSeh5KTm4LSFB4zZMRORJI6N1bIH7FDUgaYPn1rg4ISMmyKaxGGQRIAqT+8x/bDEiyjhgTRH8NSKVpmD0o+AtIde1+4pKSB0iWg3nwmf4LSKYEdEHnkQlIMiryhjwWC0gqRe23qYsKSFdNiaoBPwlIdDwedmDpB0il3XdjR28FSKtWjQ8N2gdIlMJif6JTC0giYzLA61MFSIqK1FwzxQFIUrEiiNyjCEjG9q5d8PUDSEd2Rh7rTAVICOKLX2xAB0hPg0AIzooGSLPzRpgkdAVIuNKmKSo1BkivxQTVYRcGSBtN4tN1yPtHAl7HhPAw/kd72bZCLeYESPwtNHfMVAFI2o2mILtF+0dx06gMhUf/R5pGJ6WsOQhI5CTXQorHA0i4TAL/ZVYCSAu9iJxwgfJHaIL8U0j0AUgq+lzVKgcASAEQKGcrQfJH8t0tbfJT9EcVv0dLEgwASNxNsnsuCv5Hi4gz0/CyAEghaA/k8mjwR3yWBHPn8+tHz0yszlLV9EdVqKGHJ8D8RyswWg6/cfJH3uCstFXa9Ufp8gRRQgP4R4LuRbA9k+pHJxQ28SX29UeYy+fpWSfbR2C4dcamXOVHTlRN6u4m8UdMgMOAgnjxR+nBZLla0vRHEq/Uzwib8UdEYxvheur2R8XcC5PunvlHC7XmxWk/5Uf95kqGpivoR6kKHyWoJeJHP4g7qFtV9UfYi0yQ0cfhR1nJJ9boOOlHzNE9WfsW8Ef1U+ckamHpR0bNlr8OCvJHZgOJTyNF7UcHHcCQ6bbsRxqXPYnIYfJHAi78cBfu9Uc++9wp+KzpR/jYIBrzIeZHE6CMYKyq3Ud8VZ1WSpLWR5P3UKU40/BHkKAaAbn73UcOAwW+WDbqRwx1/01Iet5HXxKpPhAJ40dKjbrZ+GvmR3+LZePR/M1HwfWOEjTk7EfuQrID7y/nR0JBpxNjCOZHhRPnZiWz5UcEzCadZ3XwR/z5A4/LkNZHIy2htQBV3UfBcGUaZkHyR/0EF50XXuZHwUQLvQt96UeWWuRnON7WR3aw6XmOxtxHOoiNRh5b5kfbejQYlAjVR5FPjt3CJuFHESrb7PQB10cA6sjoDGHOR4HfdUWF2uFHZGHO91cP30dppxzI8NbiR28Nk2bwVM9HEunFvijo4UcORk2TG8foRwZJdJsWMMxHjOJs/m4U4kdaSk5nhvH1R5uUVsklleRHtPXzHCdK4UcdCDCRuMXcR9UfR1Bned5HVZFzfn6A20cv7st6yOjUR2OeDj+xOeNHu4tfC6+t4UfI1Z8lt9DoR5kl5JanG9tHb64RIZYk5UeJkd1nj/7rR1An5XC0p+hHUCMk9+K31UdcBXgrCEfiR9RIa5iGj9VHjobaToUv50etiO5IQ3HlR3xTnTAgReRHFkT4FiF36UeacWTylgLUR62W6DMpiOBHyaSghhuq4kdhNOIgJwvmR5oeMgYuPfNHcBWRbDj75Ed0ECYUuGHjR0F73Ai4oPFHq5WL5UaQ8EfXISPJGn3hR+YTtQUwLd5Hd85kalxu+EcvI63OcA7kR88EnOPlJe5H9dVlci6k4EeOrB3sQKTlR6LAQr4XhulHYeLIucRD8UeDCdDex2roR2TaBwNDfupHR90LJkHr50dHWs+UEqPnR8l/rVOQyvBHmOa+xl/L7UepSAjFsCDiR+KWqlGw2uJHVHj8FXru2UcddTBeN3zyR2jwKNJEMuZHyRPLYSRM8UdtG7sw5GnpR+SQPvXI4+dHjOlgUjhY50fzTB3bSn/1R6ibBxBQP/ZHllH5YeQ070dVl7OyMOTwRz0eNnkAVOBH/5FRSBDE6UeFz0qfp0LeR0gl07Vob/JHVdHmVZFA4UdWSOlsg5/3Rx1XVBcBe+9HyM7ldDjM60cn9XikdmrrR/umysn4zPNHjAsyfAyP8UcXX8fiSGPxRzR9Vte23/ZHKvGzYvwC8EcfBnInLKb0RzmeZry4ufZHcDOPs3N28kfMF0iILmT4R4p1bmW5iuxHebzKKFLN80d1h2+h2qfxR631qX8BvvpHYLMeEiIK/EcbAuO0mSz4R2WqB2TLdvlHdaGoAEor/kd7V8Xp5BPyR+azbucX0+5HjBmc5ya38Eez/y9uIgL2R1+lhmY80/hHu8iFvrcv9UceoeNgE7b4RzxYsRvjK/tHf1G+1lpg9EdPSwr1Hp31R3nSwhRX5fdHrVGGsM74+Ed2AIt2I131R/AGccB/l/JHVeCfnzmH/EfMwCPRZzbxR5lb8Icx9vJHzu+Sz+j29EcP6LjtZH33R0BivWyc2fxHbNX11x+s/kfGcsVtVSkCSIEvxi26sgJIv/cLmH0Y90dPCgRJ7Fb3R37htEICCvtHilc6ZhsgA0iGdmG00xv8R/Rqlb9j/P9HQvYqryNG/Eec5uDZKv3/R/GOfkJyrvpH1aRncYHvAEiBEWqyb5b6RwwCIgH3FPlHK8MqRryTAUifHfpsL1H5R/6m6nl/tvhHaQ+DCihS/EfUnPSy7VkISE/wS03cggVI6DO5376F70dTAneUXmD9RyaAp/8qDANIb0km+9Gs/Ef9Gzk3doUBSB9tmhEvdAhInaNFpRE+AUit4SfJPOMESPVU0xay1QJInPbhaJSK+UfLI8wEpZQDSF3oZcozFv1HLKYrSFLYBUgSszvNhscBSHWDF+aw0AJIhtSrYhb2AUj+CDV1LVQBSHMa62kpnANIqNhCnY57BUh/vWRFThgASGR6Kz3qugRIv7hJ0XYdCEhraSOkyfYGSKugD0YUNgRIZReic2KrB0j4ABCmsyoKSNfVKnPyRQhIjkIcXTL8/0d4cH/n3qf4R274Gj8VcgVIEGDUViRyBEiO4X5bH1gFSNQp2EBB3fhHtj2rrW+z+0fKZ7WRNHUCSFtYKhv+9wVIasyEfXkWAUi2rn4vf4gDSKJGeiRgdwRI9gc9duZFAEjcOo6K84kCSH/mkaHKwwpIRsgETgKGBUhNQIun8X4FSEPZHG5cTAFIfeOHWxBkCUgEeGWUeUIESLuuHiTPewVIe8wScV/lCEiqmbJsEUMLSB/qYSJHdgJInpRqdXAZB0h3svF2ykIMSG7WGGcOyf1HYtz2Son2AEjvWPN9DXYFSN+W1OLDiAJIwt0Xlymn+0eUM03osTIPSEQN1Na0/w9IE4PsyWINA0gWZp2djyoGSP9kI0o2fwFIZCVzOtWEDEjd+nz09RILSDljA80HF/9HZB647Ou4BEhNiVBilTsJSNx+hcw1UQlIGWz8rW0TB0hVGv0RtWIESIv8quEe3QdICvVJbBPr/Eeow0uMh8AJSE/9wWo9dQRIKK8H7ivTBEiT078Ot1AFSCXHRwOo3gVIHkH4ceg+A0hyFRl0ApADSOGISgQEEw5IqvK4n1ZlBEgRJVhx/VMCSHU9x7CL/gBID7YgEvIVBUhp2vanW8oCSIZsIaJPmgZIhZw2DyWcAEigexVSkrf/R5oZcmWkwwFImBex6En+CkhLn35vD5n7R3xhlFRVsARI4q/wMZCRA0j7NYsE6GENSG2OSK/Yb/dHDfrNATsV80c6conWMRoBSKhO+AK0ef1HAkQc5DmH90eqv31qPnQASMMnr025bQNIP5N7VD/FA0gyHCxYzAv8R0jcJn0CoP5HlSt6GYGqAUgJ2TRr6Sz8R5xcfUK2QQNI8uPfSy2TAUjenrEtpm34R5YW8HCCZvxHiy3bXeTC8kf7H1UpOGX1R4o/xVjutAJIpbodaJpD8kc09O89VY33R5GfOdWt9vNHJIthjlW180dXM8ALy4H9R+eceBVr/vNH3q5sB142AUhOhZYR06P7Rwz97X4HRehHPK3w1oK4/EeoPqveZ6T0Rz+PsfDag+xHxJkicfiT/kfVzN8gK7H0R77TYtfRSPtHlPutyqBf90fVadyZx1boR7Q5t6GOmeBHCJv4fiAG9UcqA2a9M7H5R67bHOBU+PBHhZn0OTGR5Uc7Ie3mptn2R5UUKZ1BGtFHKHHCOJfx7Udz1cqX7s3lR90OfgNeMPNHPQsD+HPt7UddTLbmkkjuRy2eKfi1bdFHYEk05yyG6UcN40eNPkjlR4zhxcKId/NHd//oM2eJ5UcnRbXxI6fuR+JA4t8kK9pHE6ElfFfO4UepYQ2SOLjuR0Tr7VO4KPFHG7S8Z1AY8UdBJXnLA1viR7q71rw3R+pHFBLspvPk7kfGPkuv8APyR4ca8JvkKvFH7Pge5snw4Ufb2MqhCcnhR89FsfchltlH3kiEhS8F9Ed/N2HtVVjqRynqeSfAPeZHY1BbdvITf0dGdhl0bqThR29blR8/9ttHsdEmsoJ27kcNvfC2Hm7iR+VqU/kBv+ZHonWKvpFm4kfF9rBKY7jhR1w13PHPdOVHDin9CA5q50fL3bk1OwHbR4Pfz0/B7+VHy+flGrfA5kd4S+1H2P7QR+TtTh9EneFHSybMiYWt20fPdejzf1jmRxx9b09fxu1HLzoLsI/B20eoWCwFbU7bR1IEgpnMEttHoKibpnYA4kfuXWjhQMTDRwfUcVTcfuJHSuCwZN3F4Ueze9S6rdvpR77JkatQBOdHg/ejGymu4UdFAriZPb7qR4vwG+jkmNtHE9Mvw3982kfJSVzomZHbR7TjaCPrqthHfE1Z9/9R60dwP7zDZuLiRxzdWdkbb8JHkhY5Rqj400c8O7vXDLv0Rw06uRo+V+hHhr+i1EqG3Uf9QepPSKzxR+4Nl3ENPexH5TQOxtK78Ud9umj83CTbRypppYYBhtpHKAC1QEdU0kftjLoPKjLhR9iorodqp9pHUVlSq+Km60dkaR+580jjR19clmXEnOJHskWpneVR9EcpU1rpmHTURwmSF43sKOJHHSTnHhWS9UcfqEA7qpjGR0PLY9U/ZOJH/Vs/GulT4UdqNUIVTdzYR6FaTuXpT8NHQzamBJXv/Uc2V0T0BVDsR+Dos+yA8PNHxNrbevXQ40epRjaZLT3ZR+g1IsVShe1HbvXKuNDX0UejQ2Ob7l3gRx5uYKL7keZHj3F4ce563Eegof7JZJHHRymnqbkLHfRHTcfa37Fe3UdfMZo45q/iR0hBIEcRHuFHW8L8FePv9EdAB0/+2wzxRzhyz1fjK+5HYX3JeVm24EcOCXm/csjcR/OzP8GhCuNHndDK8Pga9Eddw0q3OxzsRzmukyG4v8xH1O64mbNH5Ecbp48Op2j3Rzmx6859NO9HIndcBFF55kfPjRRz/zTiR+qaeRJF1d9H378xrauG4keO23X9mm3mR5h/qKXUAexH27DT6CfM5kcmL+nq+lLyR5NK/yrdHvBHOynHD3KY00dwnfrDdqbjR25z0Hj/qedHZ9PX5eUd5kdumzjaKuvqR0jcWkgW6OJHffnZB4Gr8Ef/iAFHRVToR5Due+/Sb9RHl71C38q28EfUQ77+rrDzR9+CPI3aT/JHVNXymG1m3Ucwl9IwA7/sR2knCNYvnvNHDrSOKLtE90cB3jFe7VPwRwNZjTHiuelHvpmylMR26EchCB5bsHLwR8XxQtqDAeNH42t9UOlx4keeE+Kkl5ezRxoGr29MLvFHHGvFE02a40dARkh4MQjoR0bYj1YHYelHfvxuu8b150cqRdX3+3TsR6qMidCgnNZH6B/18lS250dhm09N3yLmR4E1j759CPJHZ44heO4L80fgEhye3wXTRySPCHUUtd5HzJW19ij+2kfnj+cAGx7gR699o7doEupHkqP5Kybp5kfyNG73Dt/iR7iRmN878u1H+74CSfP38EcDukTztiPmR/GNbY/YHtRHT4F2xnFVv0e3Jhl+T+ntRyA30ZQDGeVHPzfH1Oxq7EenLlg6VIfZR+VEtf4LYvBHDb9KCJv11Uc7kAznFSvrR20e2YptAO5HzSX92mfHy0fCuhAIM4TgR25osEQHRuxHAj0M3ak36EdJqOHkdQXKR+3Z+NOCnOBHxptBIcFC0UdM6K3zk6TNRzAiTloh4uZHS2tVEsZD10fX92MrVFzXR1dd3wfFxelHBIz4usaD5Ec7LRDxFnLeRxV+MmmizeJHOQYpUdFw5Ee/k2QSLMnSR/9n1sTdButH3WqbA0yHx0dnwwzLA17gR2EJk7GcU/NHaRcg8a897EeFiTK62HbjR+KLw5FOqdtHxvmSImqp7UeXS2hRBRvYR8uHa75rnedHKTCHdlc+yke0VEMHedP7R1irtDr9lOZHNc990y0J2kdem5fqRQbpRyZR+0gTXdlHun+gsRXa1keW/qBePA7qRzSyMJrQMfFHH6IW2XqO6EeGEK+vrWbjR4cUQV6kKvBHvT0TqLr+70eqElD84CHjRyeSVu49LeZHqthwxHPN6UcjdUvPKDrKRyTDfXqfXuNHpit0sulZ7EdNXJCeixXwR+9JXIRQPOVH4+fwjxD65Uf4RdmTRWjwR9cXKZpl6uFHdtZgyn3A5UcqfJeaEYjiR1RKo/FzYfJHTwaryuAQ6kdW6EJs9HTlR4QRzJTGuuJHQYIcXuw+4EdmxSQqPsn1RxPwpyF9Dt5HSMVeTZ7d50edIPGGPF/jRy6+nk8T7+NHPiIGfvpc50dUBvB//HDcR4PpyPxkE+pHHoUQ8Dhk5kdu7eWI1x7jR39t/8rk5OdHKia44cpb4kf823fIGJfuR92LTM5PKOpHBzZskcoZ30e6OsT3NcztR5e3WUQyC/JH4DuYhKne5Ucdb1G+DSfnR28jRGGlDepH6oskxc5s80fkJU/E/PX0R1Rkgx4r/OtHbhhW4BjH30dN1uK0abnlR1bM9ZakbfBHSM/2YgOB50cZlWrtlqriR9jy49yiZOtHGazqLNrd6Udv/252Io/xR88wePCNh+ZHslqt4dgY/kdlTgdxHYbqRwJeClUWBvFHn2jlEebj6UfopgmFPLH1RzXzy0UsjPNHudi6Utg37kcnvnIzTvvhRypAYPDe8vdHrFGrg+xu50cKWfbIrtnpR6fCGLEFouNHddz0Un2f/UfaC06ykSTrR5Z572U2SO1HUcyRtHRc30dHQZyLu7z1RxMx0HQGQehHa1ygRHxt80dNI2+13rrgR5UAU3H0QuVHxImDQ0MV7keSqM28XnP1RydNWS++4fVHl6yhLfTN8EdbzX2m15LrRzfUKPix+vBHs1CaeFGY8kffnkiuAkroR6Th/XlZQeZH/XyvirzB7UfMa0K4aezgR1vl9zt93+ZH7bGI6EDC/kfRTEcH4FzuRxeuE4/T6/ZHxszCf5C85UcUyLbM40XpR73au4ENFfFHYFfijMph9Eflvh0jE1PuRwzC8BObI+BHKoVIlPdjAUi+WUlf+mThRzPKLrl4RPJHdLCakWHd8EfX0cDsjWHvRy+aQXsRHfBHMj3pUmAf8keYcsdA0CzsRyB6QufoovJHUsjK8FmN80d2rzHgfHXSRyaig/asAe1H+F9++5iQ60fj8nJ4LlHvR5qw+Hzfx+ZHqO/EP8ea60dLpMuOgaj5R8sdi8B9BspHEhUduGjK70equnzZJln0R+lXBhvnAP5HP6bgxhaW6kcHYcgEntLrRxzXcNCq0eZH1cX82EA18UezupCnCqvyR/tInxBfTPZHXHkoV64H3UfRbEcyN8LtRwSDV5VowvFHeD36oxuz6UcXr/i1NsrsR6U+7Tpdd/FHl3NFtaO840dmAL/IWX7zR0C/5gkM1uxH5Eqib0Ce3kexMGp5uljqR0lepxXSmeBH9dsELMgd5kdzgAvsXv/mR/nv3eX9KPNH4lH4sqzC5kfUccqoB1PhRx3dI5RA7uFHB+rFfVb61Ef6+FjImOjmR+0DdPJU6+JHpYTapCoh8UfGXccDia3kR/nig5ilYeZHvx8qNcH54EcBrLfmkGTnRxjk2wLniPZH6lHuGbcB5kdFVXwRfzbqR5wOSdOjjNJH08sZ00Fc6kdPsoB+767wR2GHU9l9F+xHmwtEcvLr7EcOGfmvgnvfR9hdiICj7OBH3BIe8vYb3UdG7YOEPCjnR/kvkqK1X9ZH5fwDsxwx5Uf5/xyJJuboR9Iel9CkaOBHstN6JCbl0Ef3p3igOy7yRzETBaztj+VHEzwRXBOU2kc55048uhfiR/IH1ic+D9hHfraa7o+Q3kekoVWZ5zznR0cuv28DX+FHy4Aijftz4kdSzPNJc9vfR6YneC6IjshHZgTGFDrVr0foqcYze4/gR2q7oqE0JdBHcXkqOzSy60d7VmfpStrkR0ly9LK3jbFHC+IjA8+u40fzW6SBQyntRw2NfQfwF+JHzkKR6pBczUcYD0ADr//tR+V2tjeQB8ZHrn7ecNHo4Edys7Jp2oTnR2ckZWM8+7JHgXpvkXM24Edrrnq4Zj/UR/MkBpyDHNdHRkXoW2yw3kfZWchq/XHOR5qgiezUgnlHKnxbcUwf40e9qQ0JWR3ZR2VNvTwe3+hHA7qWHk9oz0c2sGj2oPPWRyhKpstaDNJHBhWG/XU+0keAwYi+oxfaR2Gypq0f38hH2F51cI5bp0ctDLuzkR+uR7k3tUoAA7JHOxnczRi84UftPq1XrL+sR322Ar755sZHik/eNPqwykeyfbND2sfHRxh8WX5ePNJH68Zf3CnqxEcwNK7l5STNR9x1H0j2Id1H9YA8LCiO0kd1DTS1kEulR62Ohp/e37BHUzjFt/EHs0d4L1LcopDGR0G5YrJVisZH97no8rvN30cGhSQX5RDHR3E/w779E8RHPkmQCsPc00dX6zO2JErQRye8evYMfNNHH6X7tXmDv0eWV2aR7HObR+MjbO2S851HJ52nc2kts0eC0TwUUZDWR76I9cLcystH6Y/ayb3TrkfMFjapVyXWR04sjW62mN1HVpOpalw6v0ehL/+RXZbhR5chJMcg/uNHkOKnu/Hdr0cwo1c0D5C7R7i24Ku1SZ5Hh57ZJ45OwEdRvrg6aXzJR5pmnqvpnrpHlFXQs+gWx0dWfIpgr1m9R3/43g2irtRHBGMUcadNvUdEiq7PVjmmR2fetD+BEcxH8DXQJJ6/5UcIH7AvtpvIR5Jh0fqqptFH6AipOL8y3EdzfF03sVnAR3Hwz2Eu4tNHWlawc1Q82kfkyJurhw64RxRYHQzme9lHCjmkzDP50EfT9aw+yBjOR9lqR9F41dpHjPTHUHKiz0foBEOHe1jWR9iGtL1eDOBH8Ofap2TD2Ef8582uEQLMRz2GZ4yQCdxHnaDmrwKS10dfZ7XECjnQRxolSEqXxbJHitg8SvRny0eMtKGSg6/RR+74GnQqapxH0gCTtKwF1Uco2jpCIK3VRzQzt90xltBHIoUs3Tr30EeVjK4+K13jR0xKkSjqYu5Hj5y42h3L6UevI7GmvdK7R7p4AgjYq8JHiFSDR/xB1Ueu6FHtqBbaR1zf+mJ5+dBHq26NKvtfx0cMC9RK4WfSRwn42Cc5vtJHTpdwPjXxpkfbJh1iHR3ZR+qjftp3UuFHSct+Nz2xykcJuWWFJoW9R4N5d+ZbqNNHKCH6s90hzke0s3V8t/jORxBch5I+/9FHj00fjsYk0UfJEuEsJsbhR/wqsyRb9MxHYOF/Y1pWxkfRjLeHFqvCR63urlRoiMZHyCuiFI/hx0fs6ol8Nr7SR81QsMeJXc1H95rQf9y10keTG7/tRKXNR/50rt57leNHQi/JZrQF0Ec4ZYHA6PfFR72dxQbBbtFHGnHVziEH1kc4vp96fw/CR/izq2OqprhHBK4Df4BOv0f15Iqfb+GxR/hb6Bzb07FHjMDt1Uakz0fpuixuyIHDR0NS/0sTZqlHbhQnR+i7y0fxu1LQu3KpR2JALcBlIdFHe4dfnGrbxEcUH+IN+ZrBR1Zvm56slMdH1hM39KJIwkcsEWRTizzaR9JYcyvLnrpHPoyQKLwn4keinI4NIdjXR67Rx65LU9JHpeHz3Yf1pUeDIvmQdxG3R8OXnGOJ4dhHCanXtU1F0EfGT6tFA4S6R5k0Gskj1m1H2/CAj7g82EezuuCxmPPTR1NCfnmA+sNHtQ72hc1stUdyDmM20VDUR8IzwcOaislHRhWGZk6A0Ef5fCR6IhvfR450AIrfs7tHSZk+R4ZaqUcH6Emr+4/GR1vhoaulu7dHbgldWyIjz0eCUE+kU0LNR5ZHbtYDkd9HLioZcRvgh0f5PztpGR7WR9etfvavoJRH/O4N9IsKvEeZg8PBbyDiR7Q8Crw5jMlHeilf7XpArUelTGFqyCvWR80l6QAmj9VHq1WmvpEWukfHSVrf1HO/R40dXfSIfLBH0oicxWCotkc9Wu30oHbTR8OTtCMVMdRH66yNxU69vkffiKPhEGC8R86aXEIqGstHauWKg3LmwUdcnJfe7G3GR/YswCPQH+FHDqErOWCVs0cCmOILwL66R7Tk//Q2u8dH3kASH8kn1UdYl+PIRezLR4z1wKvECslHCzbZEM7U0kcMi1r84yrCR4Fq1uvOB+NHcPcgkrDvxUdFY9IFuyvTR0ixyO0Yl8hH9S1CitdC4Ed/JmGuUb2YRz/P9IXkANBH2rPqF1bH0EeUVQGpT77PR1mL0Q7hpKZHg8XVwmO0YUcpGKvYyobLR66/1wr+id9H1QxyLeLUpUdi+Aei85TWR5qizyiW8sJHKJNQx+ZB4EcFJIstgxecRz2JQgPQscBHEzhVMte14EdyJWsilzi1R7miEIRTp8dHToNoN4/+zkcCwLH/a2HARwm08LiX0OFHWDiFsuWbzEdWBtGQEB3VR7B1DuDgyslHAU65rFw7xEcAAAAAAAAAAJQYu1+J+OZHDMfzO0AguUcSPVPakgfWR4Vu9g9rdsxHSPibcI9FxEca6vi/wWnMRwmE4Ggo18lHY2LMSmhG2EdDMvy9lFirR/zcq30FzbpHMWBtpJfOz0fKqrZtykvgR9cysZGVR8hHz1SjU8E900f2gtozwLnQR3XieF/ZVeBHeCF0D+e4xEdgANf4XbbdRy3TP9ZmD8ZHk/sc/pREvUfEqm6/a8S6Ry43S/B4p71HMhCjtcFRzUdJIPtI6EO4RyDP0VS5gcdH6oI64/CE4UcaskT1xGriR57mMRfpfa9HJ+av5qE95Edd1/EBXcm6R4vhuSpm7MBHEjglMBcHtEe/tq17QJjcR/PQRXb2T7ZHEZL/CnWA2EfNrMyqzKXcR9XY/EO18rRHdIxPgJeg2ke6GVgDAHTTRwq1sS5SS+FH/0mr11OK30e3whxsrOreR369SeXAv8pHjfJH3diN10do7159e6CqR1nedmUtz8FHISnJM0bS1UfYfizWI5rbR09HuzsDCLNHxixy65VNtUf1veC1KTbJR4GElvIeS8xHrrJplJIuxkclzHJ+gKzVR60lQNCfttFHiAn18Gswu0cb3WoOsu7DR3kxL57hFjlHZ3+LachJ1Udh6CGtoBO6R+8PMgIfL9lHEr1fzrEW4Ec57AAULj3iRyiIo6KMGMtH6mRmf/Ky5EclTk57Pj3TR5vHiJ53UrBHhcru1Bqu50dDcDYEZ1WbR68zWLWoUbdHNJ6qwtva0EfxRMd8viXkR66eh5jTmcRHt+y3/ROYmUd7PRY96tbSR+WVjTqpsLdHlPLtzl/ZvUcBHd5wOk22R873PmHyusNHEC0oOJF2eEeMo5lPDe+wR2AfhE3oht5HFSYzH6l0xEcz7VDuGOTPRxGL/89fn9VHIM1knJkj0keDSE5rGtfURw7JxwBrKdpH/gBf7eFg9EYAAAAAAAAAAIRfzgpNDeNHP2/+grFn0kepnHHx3L+gR+q08tUpmN9Hcwjo7KW72UcAAAAAAAAAAGX/BTCBatNHs4OyhgPJ1UfXRt4SdX/ORxUHNlKhoLdHRBnIHByVyUfkcPr6luXSR3JcM7lSq5xHTiKybnUl8Ef53fmUex7jR7hKCdr1ktxHy2385iSQ0Ufj73+ffRmpR5UvPqFDhM9HEXS5Y356y0f3A9TulxfWR5l4OowdU7tH7LzQGlI8yEdk/LPO1gzJRxmKbBF8SfJGXMlv0lKI1kdrD3cyIAPQRzqK+nH1ksxHne47n9q53kdsAT2DG1hdR7n0MVeKy9BHS0GoOCLK3Ef3MUgYAVHCR9cNj8ompsdH8s8f1LhY1EelFEE/9DIKR9EQXqPapd1HqHZAQB5f2kdhaR32hSzaR3RcBrBsT15H7fgnRNag2kefHIb05lbjR69Zpxnsz8hHAcY3Lsndy0eWpq2gEprpR5hRe65Y6tJH5S6R/f+w50dCRB2V1sW9R/kBEhzhA+NHI9uCA25dmUdEPq0Z/dbZR8bNdDrjN9ZHMXhCPeOZ2EeT3hUhZKXRRzUIYb/MFtFH7aYir2284Ed839akSszdR+PDo7xAPdxHklxOkrVN4EcAAAAAAAAAADMLicd13dpHwy26p/WQxEd2z+9lVPTeR/Xstr+1PM9HwXoPkLz240cAAAAAAAAAACHF+/ak0txHdm4b2zJ200cAAAAAAAAAANAXj+LEn8lHNvIjdRgjxUcAAAAAAAAAAAAAAAAAAAAA9SDISCJu2kf6miQHQSXKR9kHRCqmYWFHJhk5EARM1UcAAAAAAAAAALdHrc6Q5MFH7bcUY52w2UcSocgG936+RwAAAAAAAAAA0PhRZQOFyUecY1BPKuvHRz3KMWp0AmJH9oBjHFXot0fZQ+x7MEXKR1AJNTQyQelHPChLWfo60Ec+CLtVMKn4RhaF2LDfLuNHwCg/1Afd0EfZb20bv7HWRy9eyTFXVOZHLb0X2d7D2kcuNoStWP3HRwZhIcvXZ9RH4CxdzCQD4UfGhhQcOc7iR8AzmjdBS8xHttm23zVxxUdAm1/A6na3R53Bz0iVWslHGwFwze9/ykdp6h/UxpDjR9/LCAb5SL9HjCeHR/8b00fFmHVQvmjUR0jmGXPKcrdHA7FKe1rQyEdWclTI5hO1R7fh72aRltNHJiI3FGLS20eSoW6xpzbUR9lSeJFHqfhGAAAAAAAAAAAzPCX9TeTARzFDnI+/7sRHRMfzwBoM4keaey8nim7QRwwFUB/1WOVHH4u35gwZF0fJJYXeGlrURzXxIMBeSbhHG7VuwEe44EcAAAAAAAAAAPpAxPbNZ8pH+QhPWSc6zEe8BdHk0RvER8+42MzymtFH5sl2nVMP4kc6LtIk/MWqRwAAAAAAAAAAjhAF+McZ00c60e1HlYbFRyPccGs7/thHAQMJJUGD1UeDPCyQzOHIRy0Y9WG8W6tHVrYbkifdukemjRetxjDlRwAAAAAAAAAAkrdiksYKyEd2w/sTeWjdR1n2gy7xG85HVzqGjKoqxEesg3nF9XXSRwAAAAAAAAAAkqHAOCKax0ebMPN/wOjJR9hYT1j2nMdHAAAAAAAAAACdEPrpgBERR20iIBynM+NHXDgl6B5EwkevSUNglCXVRwnYIwF1PthH2HmVfgkg2UfuTh8luEbKR1RnL2S+G2NHuXbVtx3ayEeDVwaU4sK+R6cUs6WevOVHuU36cRlcwEeuD/p7cYBiR3iZWje1qclHeobhl3vX1Uc/uz3IIMPXRyysCpvxmNFHL+oJO5x/t0e7ELjhovnQR37T9pahotpHYSfkp76tsEe60P+CJM/AR4ri2N4LYMJHWi54DFcS5Ufh50tO2IDBRyI73tAEgWNH4sjLH9MtzEdRveTHAgfERwAAAAAAAAAA+WpqiBT+6kbmvhGkCGvIRxRljJWDgMJHT2O54o9AwEcDBNZgkO3DR/Ka6wdxydlH01VlaS+uwEcyXexUjrPARwY/DvSh9stH1dxGumQNw0cTNukqQWDXRx1SHfLwjHhHAAAAAAAAAAA//xthjC3YRwAAAAAAAAAAbTVDha2wykemxJUh/s+PRwxzuYLq6MhHSs3v0Ue/yUdAnn14JYLJR9+nlFKYAQZHe0PTF+V6y0cAAAAAAAAAAILvxBXe38hHAAAAAAAAAABDIykaRNPAR+Zw1+nKB9tHAAAAAAAAAABgrRnyVX3KR29bcfWzxclHu/6tFs1Ty0dr7qiuj5+0R7/rW/gEtMdH6BfdgNayZEeGNOkXMtfJRwTQYC7disBH+Y0qon2Iyke80WehNz3URwAAAAAAAAAAM6SDRoEFy0dMc7K1q7DIRw9TtzExFtZHd1raAvsDKUdbBNAfB17AR8JIomYQ9bRHDohM2Tsi1ke+dKhKymDaR2LLhSDCVtBHo1aUbVK72kcAAAAAAAAAAMgDu8S3KyBHAAAAAAAAAABiV02gvpVkR6S29Q+iI9BHqARO9ABWNEcOwwX+FqzLRy0FGAMbXc5Htk8PzdEl1Uf+vEb8YZPXRxy/HmVNgA5HCjc3GZoWFUfGIxMpn1HTR5eG3u3omblHAAAAAAAAAAAAAAAAAAAAAE3CXARExL1Ha53q/J5gzEcbCfIU4hLLR8p4efM0AiNHwk0j7m4wyUfwXXN+u5zKR7ncnHgd3bBHd3XMoIgIy0fu1HMKWiPLR5fGTXOcMbdHcn2LcSUqwUcAAAAAAAAAACvPD0j+CsxHAAAAAAAAAABkzE+FXsuAR+DTI1S/f9NHDrZLhJTr0UdbVaTWhMwyR6FKdmJrUsxHqtOFKgKzzEd81lRR66dlR78bwAGs/8xHAAAAAAAAAABH1F0raVncR/0r7ZtyncpHAAAAAAAAAAAAAAAAAAAAACIO7eAr0ipHdoqtSXMkskf6bt/ayMYKR/EHmeW7rNZHTOzZCbgHu0dyORTXoRyaRzEvwq8RP9RHRlLUY/B8a0c20//puQVwR1qBfrd1XcBHybUZBUjSuUdMU37tEMa2RzMVWYoHSNxHTKJBqkB0zEdKCkTcZuPLR7iiN9W3x8FHSAPdnGsvzEcAAAAAAAAAAFT/nAdWFmVHBYmsZ12Gmkdb7F3LeODIR6PLoc6xNetHuQMI2xf8ukcAAAAAAAAAAK25iVbeL4lHJckMDtugy0cAAAAAAAAAAAAAAAAAAAAA123vvS3RkkeRj4/6f4LFR6yyAecUKtFHAAAAAAAAAABHP2z87NPBR1oz2ytUhSxH0e1Y1hTMZEcQ3oHPl0zTR3/MCmAnTdpHChGwqgHLxUfErwwZ4T61R0qG4O/DqfFGAAAAAAAAAAAyrL1sP7TSR/QDuwHX5cBHcf3aND9Ey0cAAAAAAAAAAGs6uTwQhG5Hj/h7tb721Ee7VdR8+S7FRwAAAAAAAAAAjJk60yGR00f30HRyDPrRR9zBEhG7sMFHSU1xhbko3EfTvqiHfgXORwEPW1iIzs9HAAAAAAAAAABOHP1vFw7XR8q4n1q6sstHoMWxkQEoNEdB8lezNmSVR7b3zPM8OMBHatk9zJLGFkfg0zOyhCq7RwJJODYEhApHAAAAAAAAAAAaBzm9oXziR+rV4oMXJs9H0HeqGP4nykcAAAAAAAAAADV9SxRPosFH2seyaTHEBkf4mSu9lO/LR9+Y3LtSCshH60AL4pK0j0cAAAAAAAAAADn00EyHTtBH3dJXV9boeEeQy14KfivDR0DVmgejntJHmJe0Z7jlb0cp9fqF8wjOR3DJDGET+79H4Hy1bineu0fJrsa3F97FR/JjHzpiBdhHAAAAAAAAAADd4+OBp7xtR1k0yxMLyclHvNclPCKeo0cLErtda5S2R/c9AjsI4tVHLxCsjK0sykeVDHOw0h6YR6DTttWM5MNHSg8Ai0he3Uc51R+zfqazR0g/MQhKX6ZHlQLTUu9Sq0f1YtKESdSbR9656TYtrnBHG+yiCHdNwUcnUH9mYjZFR0oyy+cam3FH29NlkHhEe0ddJp1glgHWRwDdKE0xUWZHZe9aebJqUEcNKnRz+fLBRxPOiwA2Jn1Ho228j7+kz0fwLNviGsHIRzJbgrFHoq1H/amGMYHfs0dVBScXWhWpRwAAAAAAAAAAghamyQMttUdlB9VTW+zQRzpl0wkyv0xHas2lZ3KgnkcOobQ0iFy8R/UFkkxYudFHOzOh/wRi4EdhANSj5lbIR37cENk+cMtHoZhZy/IZvUcM34Lj+oiwR0pEaDSYvn9HtL2o1bOG4UfDPZfNbzfTR1OazwI89r5HKhUllsRxoEe+cmkSUw1xR1jijW0KHdlHJr0fZbZ4o0eEvtxAWoBERxkdqmjOGLJHc4cErMdXr0cCUxE6BlxBRwAAAAAAAAAA+Hkrud6/3ke5wPb5RZHXRwAAAAAAAAAAAAAAAAAAAADpmivo1h/CR1wy50V7t8NH5I/MIvFkpEc0V079sK/UR3yu4UshtLlHCnASlbmQykcDGjUZqDKrRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM+ipMiITtBHrNYHFCQLtUezSZ9JLbesRzYewhwyOVdHRDRKEArHo0cH8wUNgfubR1dP4ekqEmBHTaVI8qxGwUfvElq7mliiRwAAAAAAAAAAWY5bn9b1kEfB54Q/Ds7ZRwAAAAAAAAAAiGFvvKVKyUcsrIshXsO2RwD1NMuOi81HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADOLq3C123LR9Hs5zr8n7dHX+AGS6cehEdUFOPBAqrIRxEIZIBiUEJHAAAAAAAAAACgXH2TH5nDR7Rl48nv5aJHfE2bQviBukcAAAAAAAAAAJ4n6kUOhdhH1zjclsUNQkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACS4m/wDZGzR/1XgSxr76lH7XPD9vRoQEcAAAAAAAAAAAAAAAAAAAAA/gS7OUifzkfc8M7149tBR2ITcFOT0aNHAAAAAAAAAAAAAAAAAAAAAIxjTtcBUnhHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0Vhr+yIc2EcQ1a8fyS+9R1KHwNLm48tHAAAAAAAAAAAAAAAAAAAAAHm551JEQb1HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvBk6vUadQUfcC+OZY9/MRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA2ic0DKZEwUdP9hB0tutCR1wH3fnZ5atHAAAAAAAAAADsj0js1BN3RwAAAAAAAAAA5MSm/hEAzEcAAAAAAAAAAI+TC43CrntHAAAAAAAAAABh66ApgYWVR2ySRAamS8xHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAELh+cbiWQke4nIu6dElCRwAAAAAAAAAAXvJ1KUteUkf1ye+a/tC9RwAAAAAAAAAAh7hp+CjAzUfQUrkmJ+l4RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAItDqjyeWzUcAAAAAAAAAALVtVjZ2zsdHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALntElAvGiEcAAAAAAAAAAAAAAAAAAAAAy9JlkTcExEdVJJK6rLDORwAAAAAAAAAAPfTRAXGoxUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAImQ4R+uKs9HAAAAAAAAAACykfqZRTuKRwAAAAAAAAAAAAAAAAAAAAAaKqRmD/bNRwAAAAAAAAAAAAAAAAAAAAD4R2dgsMXORwAAAAAAAAAAAAAAAAAAAABroxweVDBeR5QKiqxmc0FHL8q2vqjNFEdZYcecIvbNR6nb0rW6atlHAAAAAAAAAAChj/jWt5nORwAAAAAAAAAAAAAAAAAAAABwvO2RuSvNRwAAAAAAAAAAAAAAAAAAAACtulhwjeq+Rygp4CtXuMBHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALQwq0Hkes1HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABI8zTrxRW/Ryim/PA80UJHA3QFjtOYCkdHKwsODMTORwAAAAAAAAAAAAAAAAAAAAAnx8MB8PBARwAAAAAAAAAAAAAAAAAAAADHoABd/6u8R1ahyifOd9NHJjipwO1ojUcAAAAAAAAAAE1hLJ7ujsRHc2bH4miUvkfKFZHlxiDQRwAAAAAAAAAAltaeswoczUcAAAAAAAAAAAAAAAAAAAAAA3Xnf52ZzkcAAAAAAAAAAAAAAAAAAAAAomtV2KnXzEdRaeQYFBfJR7f6Lf8Fh0JHafO/QD2DeEdyuxu2YTzQR5hWBt20VgFHAAAAAAAAAAAAAAAAAAAAAJ+ASk1zGtBHT/WYh0tNxEcLimZ01LF4R+WLsO7be9pHpXw4cVoKzkcAAAAAAAAAAHWBJaki6bVHQDg8aMPnzkdfUoKHTTnQRwAAAAAAAAAAAAAAAAAAAADbBljyQajNR3o9b4lfBpFHAAAAAAAAAAAAAAAAAAAAANUd8gi1wM5He8C/9ynC2kcAAAAAAAAAAIMArFjNaslHxw2vFjBlrkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD9+RI+nRxUcNxHrZ5CPTRwm8QITIzL1HAAAAAAAAAADmsjwd0CajRxH3M6CFDMxHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABztv6smscxHAAAAAAAAAAAAAAAAAAAAAOCsY8+m0MFHyfrzgYtR0kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFe/BWUD+4R8JJMgf1Y7RHAAAAAAAAAAAAAAAAAAAAAGVe33xCyrdHLWbg5INoNEcAAAAAAAAAAJa9BzfxUpRHAAAAAAAAAACVtJnj/ZfQR5CimHaUYc5HAAAAAAAAAAAAAAAAAAAAAAXe8AdDizVHCgyHRDniz0eJMf62CGHARwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALyo91lphjVHAAAAAAAAAACD+LM+IHriRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIXD4/ThQpdHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPmpcMtmj9FH6FPyF39Q10fZlqEwslGORwAAAAAAAAAA4DEGzZAlJ0cNf4o5p1zdRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKRA+r8wazlHvD31SEUxxUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACM/80rzwLQRyb+OJAX6c1HXyp7qNuTzEdCPtfJpOqWRwAAAAAAAAAAAAAAAAAAAABCExMpiSYoR9jF+ncBbpVHMyE3Ash0v0cAAAAAAAAAAAAAAAAAAAAAsB62m7la0EcAAAAAAAAAAOKowtwlosJHmgaRpnWnt0cAAAAAAAAAAAiB/kogbN5HAAAAAAAAAAAAAAAAAAAAAGF7pMl96bhHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf9Jx344vsEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAzmhLVTnvpEdcP0kVRVLkR65od0b3UdBHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHxrERwg8zkcAAAAAAAAAAAAAAAAAAAAAJ8GOwFlqx0cAAAAAAAAAAAAAAAAAAAAAdsIno6/6yEcAAAAAAAAAAIhJYSWSx8ZHAAAAAAAAAAAs52pun8/LRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADUpEU3novQRwAAAAAAAAAAAAAAAAAAAAAtuUObYYzLRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAN6/WUnrBM1H8LguHCJgykcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOx/U3CvJMRHAAAAAAAAAAA1LjyDBG7ORwAAAAAAAAAAAAAAAAAAAADJXoH2hVbQRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACt+rCOyW7LRwAAAAAAAAAAz/1/uSmOzEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFTZBugBgMxHAAAAAAAAAABktWC4vsjKRwAAAAAAAAAAo0L1YGrq0EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZXKPYeqLLRwAAAAAAAAAAAAAAAAAAAACEM6GfZ8jPRwAAAAAAAAAAmwiVPyEJzUfh0HS6mahcRwAAAAAAAAAAAAAAAAAAAABjRFmL3tPNRwAAAAAAAAAAvvXf+to+3UcAAAAAAAAAAAAAAAAAAAAATNwtxAxQy0czobUHaejKRwAAAAAAAAAAAAAAAAAAAABhqkZJymi8RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZJEIjgNo3UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC50i1YJbLcRwAAAAAAAAAAV3JyvLGHy0fXRI13I8TQRzmSOrHLnspHAAAAAAAAAAAAAAAAAAAAAEeIh1Ltd85HAAAAAAAAAAB38Bm2kTfMR8ud6LYR7tBHJKNPK/bAzEeXRwoYMMfMR/GPD3KEnc1HUipnXwWjzEcAAAAAAAAAAAAAAAAAAAAAZeGkiY6kzEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAO/4NQuNfOJHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACISlzX2SMxHAAAAAAAAAABN1DHACDHRRwAAAAAAAAAAAAAAAAAAAADPEyihS4e7R6Y5X0C3hcBHAAAAAAAAAABicbDc+AzPRwAAAAAAAAAAMwgMptkv0EcAAAAAAAAAAAAAAAAAAAAA/Cmx5fJP0UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXaXiHHaH4EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACeENwyUZbQRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADmuzTwV+fARwAAAAAAAAAAAAAAAAAAAAB55rRCx4XRR7gYsRTCSDxHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8CpMLWj8vEcAAAAAAAAAAAAAAAAAAAAAyjSCMgDv0EcAAAAAAAAAAMf0VTQ03dFHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACLJDxmLfu0cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABW1AaLc2i/RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPZrznWvBtJH2hkC5uX40UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAV5vj2ITw0UcAAAAAAAAAAAAAAAAAAAAAdtocdN4h0kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMvfCd7YRtFHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAI1IqHXPmHRHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHPLVyNNQtBHm2OQRzpX10cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACRQEuMv6DRRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD525dhe7TARwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADZWuaDUgLiRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADrnndz6Qq5R10L2QXII7RHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwUnvo+j0EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABXPehjHUm5RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABuwrHiKvXRRwAAAAAAAAAAZq/jzPUFuEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA2NVrHKkDSRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA635HWVT60kfRFTVBvUXSR8yxo8opicJHAAAAAAAAAAAAAAAAAAAAAOH9oQ8SnrRHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH+NIubPCbxHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABgv0iyO6O0RwKE94e0z7RHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMor2b8LBbpHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABpVpIarYNNHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALDNYzV7Y1UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9GhoPJL7vEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAkXVqOTXjRRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAtf6V9p4/w0cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAV+fjCnT6NHcL4ryJxP0kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPUsQIfc7RRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAClGDBk4ozBRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPZ61iuz79FHAAAAAAAAAACHd8Autm/QRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANs/uz2g00kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACaNj3negqpRwAAAAAAAAAABpvbXyGiykcAAAAAAAAAAPGxnIvUCvBGAAAAAAAAAAAAAAAAAAAAAL4bzSpBEONHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXqSthsgdxEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZWayM12v/0YAAAAAAAAAADg0Rb3bOstHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASI1cztgDkUcAAAAAAAAAAMNXRjObKs1HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAq+je3QlicEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEKhZ5aDL8VHvGr9wLXP/kYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADE+Xno7LTMRwAAAAAAAAAAAAAAAAAAAAAzKcdEemPLRwAAAAAAAAAAw/d3LPYMiUdRzjvTBEKvRwAAAAAAAAAAAAAAAAAAAADS/S1HuILTRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALrEk3vA8nVHAAAAAAAAAADKhc6fk8bCRyDDNk8JUNFHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABKUQ8LYd+9GAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADBfG1MyRyxRwAAAAAAAAAAAAAAAAAAAAAKyhiZKOrTRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOx047QhFEkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADqW5OfOSJ1R1T01UCzxYlHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhH86qglYuUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACI+emzjS1pRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbp0uaY7VURwAAAAAAAAAAAAAAAAAAAABmd6aBWgVXRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf36Y20DEs0fHUXB5sRHFR+PTq6koCshHeVy7ggRxaEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACkVtBWxv+CR3gZhkySpztHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAe8wKXehCxUcAAAAAAAAAAIFzy+DGV1dHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADC9x94zsVDRwAAAAAAAAAAbv3xqAKQ1EfyJ6hqFm3IRwAAAAAAAAAAhebL+wmQikcAAAAAAAAAAGBr7z51BkpHAAAAAAAAAAAAAAAAAAAAAN7CKKxcEcJHi2BHYzpgGkcAAAAAAAAAAPLyoE3MFgNHAAAAAAAAAAAAAAAAAAAAAJeXmrVOy0lHAAAAAAAAAAAAAAAAAAAAAIQqdu281cBHAAAAAAAAAAAAAAAAAAAAAKh+Z0aZch5H2Csv/s6Q1EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAY3dFnAPsFHAAAAAAAAAADhqtQl7TpYRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANMoahLCsc5HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABwZOhBFiBWR1y+JBJaukxHAAAAAAAAAABedRB6tA7HRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACMciwo6FtEcpj6n2A8YQR5nSvwF8UBZHAAAAAAAAAADEUDxHbNRMRwAAAAAAAAAAAAAAAAAAAAADJg3bcpvGRwAAAAAAAAAAAAAAAAAAAAB8eVjLTUTBRwAAAAAAAAAA+Gx0XZU/UUcAAAAAAAAAAAAAAAAAAAAAUpF6WGo0TkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAovvpFXSAVkcAAAAAAAAAAPtSX5fFAlNHwkKaf/vta0cAAAAAAAAAAKOEein0OxxHW+5dvu1mJ0fWUMcnF/bJR6Ay8m31tsFHAAAAAAAAAAC+xjtFrOrrRgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGRNAJ4jzcNHAAAAAAAAAACc95F9gOxQR0DNjtcjHHJHfVG/3zjAQUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPThI3ORBGhHAAAAAAAAAAAAAAAAAAAAALgC3PRlFxtHc9FLkzVT1UejJ2uU1QCxRwPMcunspftGAAAAAAAAAAAAAAAAAAAAAN7CmAErIktHHwzCUaGETkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADMIljw/FpQRwAAAAAAAAAADIf8Zxu/EUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABFh/kSHhcCRwAAAAAAAAAAAAAAAAAAAACXI2a2NITIR52dMl8va9BHEGC4OAUVYkfvkHEo1z3ERwAAAAAAAAAAAAAAAAAAAACvLswMDrXCRwAAAAAAAAAAgud9R8vfEUcvsirFrkqGRwAAAAAAAAAAdm5WoTQjIUd8a3c8u3AiRwAAAAAAAAAAAAAAAAAAAAAkaiMerkUXR5Hfdn2CJ29H5HGS7l5qjEeEN1Hona+wRwAAAAAAAAAA3WBRUFB3tUdjMOhpS4NARwAAAAAAAAAA8b6RvgeDWUcAAAAAAAAAAGjVYDhNAZhHzENz40JRh0cFPDQagNBMRwAAAAAAAAAAO25TLMZlsUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB32daka9qwR1B87wUw7ExHAAAAAAAAAADxuiQ4yybARyCGI7NVOFpH0+SS3/xAUEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANw10O8QW0UcAAAAAAAAAAFlxtnLuLspHzCSAZyMZ2EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXu/O7qe8rRwAAAAAAAAAAAAAAAAAAAABh6SoOhFTFR+xs9NMq+rFHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEQca/bHeLFH/bHA9N48y0cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAL9rJooSFakcHR4lIscwSRwAAAAAAAAAAcf135OXUy0cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANeaYFiq4lpHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHGZzZy6H/0YAAAAAAAAAAAAAAAAAAAAA59BATXPuXUcAAAAAAAAAAAAAAAAAAAAA844IFMskFUcAAAAAAAAAAAAAAAAAAAAAL+0HV/eexUcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALdNIRXrvVJHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAc0vGfy7ATkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAbci2VDeeAkcjqx1MRBLGRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOlisVPCP5GAAAAAAAAAAB4x717dSjMRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD0kONwSdstHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACU2T3+8DzSRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKrqS36xZU0cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwmtpEsai1kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFKyaR4hT+RHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAjr2ENq5l1UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACEYZwoEaqGRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOUpM4NzVNZHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA056vHqOl00cAAAAAAAAAAAAAAAAAAAAAIAbAXAXC1UcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADnHhB3UV1kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUbFLRSKnnkcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADe7eZ7AIXWRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABjBeoY0legRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKAQaDfcb9dHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFzMXN9PFddHAAAAAAAAAAAAAAAAAAAAAErFr4tn59ZHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAhM/kgR6L2EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC0eMPmPB+3RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApYcmeFTIsEcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB8f+GMmVNdHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABt0lSvvdvRRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyzxy99Jx2EcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABfPJXvuf7YRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAL49L2oyf9NHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwIalp7kH2kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAekAagnIvaRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAO1mtvTMANtHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB1wHzMl/LaRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABSgSdwV6/bRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACVZtQN8B13RwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACq9osAtHbhRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfRee2egr4kcAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHVqBB5mneJHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcAHgls9z40cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFEfj2KLpeNHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADzVV/IVMHkRwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEvMDGziu+RHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7KvyLWkOVHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABQJPRdLseVHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA=",
- "encoding": "base64",
- "path": [
- "_data",
- 1,
- "y",
- "value"
- ]
- },
- {
- "data": "AAAAAACI00A=",
- "encoding": "base64",
- "path": [
- "_data",
- 2,
- "x",
- "value"
- ]
- },
- {
- "data": "vUVCPY/CpUc=",
- "encoding": "base64",
- "path": [
- "_data",
- 2,
- "y",
- "value"
- ]
- }
- ],
- "model_module": "plotlywidget",
- "model_module_version": "^4.8.2",
- "model_name": "FigureModel",
- "state": {
- "_config": {
- "plotlyServerURL": "https://plot.ly"
- },
- "_data": [
- {
- "name": "Real packets",
- "selectedpoints": [],
- "type": "scatter",
- "uid": "6f4fefa4-c9d3-49ff-9e6e-842206e0fa61",
- "x": {
- "dtype": "float64",
- "shape": [
- 10000
- ],
- "value": {}
- },
- "y": {
- "dtype": "float64",
- "shape": [
- 10000
- ],
- "value": {}
- }
- },
- {
- "name": "Virtual packets",
- "selectedpoints": [],
- "type": "scatter",
- "uid": "02f5f89f-0e48-40a3-9fbe-4f394b36137a",
- "x": {
- "dtype": "float64",
- "shape": [
- 10000
- ],
- "value": {}
- },
- "y": {
- "dtype": "float64",
- "shape": [
- 10000
- ],
- "value": {}
- }
- },
- {
- "marker": {
- "opacity": 0
- },
- "mode": "markers",
- "selectedpoints": [],
- "showlegend": false,
- "type": "scatter",
- "uid": "2d7164b7-327b-4569-a4d5-c6f905080c0d",
- "x": {
- "dtype": "float64",
- "shape": [
- 1
- ],
- "value": {}
- },
- "y": {
- "dtype": "float64",
- "shape": [
- 1
- ],
- "value": {}
- }
- }
- ],
- "_js2py_relayout": {},
- "_js2py_restyle": {},
- "_js2py_update": {},
- "_last_layout_edit_id": 8,
- "_last_trace_edit_id": 3,
- "_layout": {
- "dragmode": "select",
- "height": 400,
- "margin": {
- "b": 60,
- "t": 50
- },
- "selectdirection": "h",
- "shapes": [
- {
- "fillcolor": "lightpink",
- "line": {
- "color": "salmon",
- "width": 1
- },
- "opacity": 0.5,
- "type": "rect",
- "x0": 8747.727085941635,
- "x1": 10501.128696549624,
- "xref": "x",
- "y0": -5.851755367820039e+38,
- "y1": 7.326866165585928e+39,
- "yref": "y"
- }
- ],
- "template": {
- "data": {
- "bar": [
- {
- "error_x": {
- "color": "#2a3f5f"
- },
- "error_y": {
- "color": "#2a3f5f"
- },
- "marker": {
- "line": {
- "color": "#E5ECF6",
- "width": 0.5
- }
- },
- "type": "bar"
- }
- ],
- "barpolar": [
- {
- "marker": {
- "line": {
- "color": "#E5ECF6",
- "width": 0.5
- }
- },
- "type": "barpolar"
- }
- ],
- "carpet": [
- {
- "aaxis": {
- "endlinecolor": "#2a3f5f",
- "gridcolor": "white",
- "linecolor": "white",
- "minorgridcolor": "white",
- "startlinecolor": "#2a3f5f"
- },
- "baxis": {
- "endlinecolor": "#2a3f5f",
- "gridcolor": "white",
- "linecolor": "white",
- "minorgridcolor": "white",
- "startlinecolor": "#2a3f5f"
- },
- "type": "carpet"
- }
- ],
- "choropleth": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "type": "choropleth"
- }
- ],
- "contour": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "contour"
- }
- ],
- "contourcarpet": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "type": "contourcarpet"
- }
- ],
- "heatmap": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "heatmap"
- }
- ],
- "heatmapgl": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "heatmapgl"
- }
- ],
- "histogram": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "histogram"
- }
- ],
- "histogram2d": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "histogram2d"
- }
- ],
- "histogram2dcontour": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "histogram2dcontour"
- }
- ],
- "mesh3d": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "type": "mesh3d"
- }
- ],
- "parcoords": [
- {
- "line": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "parcoords"
- }
- ],
- "pie": [
- {
- "automargin": true,
- "type": "pie"
- }
- ],
- "scatter": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scatter"
- }
- ],
- "scatter3d": [
- {
- "line": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scatter3d"
- }
- ],
- "scattercarpet": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scattercarpet"
- }
- ],
- "scattergeo": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scattergeo"
- }
- ],
- "scattergl": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scattergl"
- }
- ],
- "scattermapbox": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scattermapbox"
- }
- ],
- "scatterpolar": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scatterpolar"
- }
- ],
- "scatterpolargl": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scatterpolargl"
- }
- ],
- "scatterternary": [
- {
- "marker": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "type": "scatterternary"
- }
- ],
- "surface": [
- {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- },
- "colorscale": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "type": "surface"
- }
- ],
- "table": [
- {
- "cells": {
- "fill": {
- "color": "#EBF0F8"
- },
- "line": {
- "color": "white"
- }
- },
- "header": {
- "fill": {
- "color": "#C8D4E3"
- },
- "line": {
- "color": "white"
- }
- },
- "type": "table"
- }
- ]
- },
- "layout": {
- "annotationdefaults": {
- "arrowcolor": "#2a3f5f",
- "arrowhead": 0,
- "arrowwidth": 1
- },
- "coloraxis": {
- "colorbar": {
- "outlinewidth": 0,
- "ticks": ""
- }
- },
- "colorscale": {
- "diverging": [
- [
- 0,
- "#8e0152"
- ],
- [
- 0.1,
- "#c51b7d"
- ],
- [
- 0.2,
- "#de77ae"
- ],
- [
- 0.3,
- "#f1b6da"
- ],
- [
- 0.4,
- "#fde0ef"
- ],
- [
- 0.5,
- "#f7f7f7"
- ],
- [
- 0.6,
- "#e6f5d0"
- ],
- [
- 0.7,
- "#b8e186"
- ],
- [
- 0.8,
- "#7fbc41"
- ],
- [
- 0.9,
- "#4d9221"
- ],
- [
- 1,
- "#276419"
- ]
- ],
- "sequential": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ],
- "sequentialminus": [
- [
- 0,
- "#0d0887"
- ],
- [
- 0.1111111111111111,
- "#46039f"
- ],
- [
- 0.2222222222222222,
- "#7201a8"
- ],
- [
- 0.3333333333333333,
- "#9c179e"
- ],
- [
- 0.4444444444444444,
- "#bd3786"
- ],
- [
- 0.5555555555555556,
- "#d8576b"
- ],
- [
- 0.6666666666666666,
- "#ed7953"
- ],
- [
- 0.7777777777777778,
- "#fb9f3a"
- ],
- [
- 0.8888888888888888,
- "#fdca26"
- ],
- [
- 1,
- "#f0f921"
- ]
- ]
- },
- "colorway": [
- "#636efa",
- "#EF553B",
- "#00cc96",
- "#ab63fa",
- "#FFA15A",
- "#19d3f3",
- "#FF6692",
- "#B6E880",
- "#FF97FF",
- "#FECB52"
- ],
- "font": {
- "color": "#2a3f5f"
- },
- "geo": {
- "bgcolor": "white",
- "lakecolor": "white",
- "landcolor": "#E5ECF6",
- "showlakes": true,
- "showland": true,
- "subunitcolor": "white"
- },
- "hoverlabel": {
- "align": "left"
- },
- "hovermode": "closest",
- "mapbox": {
- "style": "light"
- },
- "paper_bgcolor": "white",
- "plot_bgcolor": "#E5ECF6",
- "polar": {
- "angularaxis": {
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": ""
- },
- "bgcolor": "#E5ECF6",
- "radialaxis": {
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": ""
- }
- },
- "scene": {
- "xaxis": {
- "backgroundcolor": "#E5ECF6",
- "gridcolor": "white",
- "gridwidth": 2,
- "linecolor": "white",
- "showbackground": true,
- "ticks": "",
- "zerolinecolor": "white"
- },
- "yaxis": {
- "backgroundcolor": "#E5ECF6",
- "gridcolor": "white",
- "gridwidth": 2,
- "linecolor": "white",
- "showbackground": true,
- "ticks": "",
- "zerolinecolor": "white"
- },
- "zaxis": {
- "backgroundcolor": "#E5ECF6",
- "gridcolor": "white",
- "gridwidth": 2,
- "linecolor": "white",
- "showbackground": true,
- "ticks": "",
- "zerolinecolor": "white"
- }
- },
- "shapedefaults": {
- "line": {
- "color": "#2a3f5f"
- }
- },
- "ternary": {
- "aaxis": {
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": ""
- },
- "baxis": {
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": ""
- },
- "bgcolor": "#E5ECF6",
- "caxis": {
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": ""
- }
- },
- "title": {
- "x": 0.05
- },
- "xaxis": {
- "automargin": true,
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": "",
- "title": {
- "standoff": 15
- },
- "zerolinecolor": "white",
- "zerolinewidth": 2
- },
- "yaxis": {
- "automargin": true,
- "gridcolor": "white",
- "linecolor": "white",
- "ticks": "",
- "title": {
- "standoff": 15
- },
- "zerolinecolor": "white",
- "zerolinewidth": 2
- }
- }
- },
- "title": {
- "text": "Spectrum"
- },
- "xaxis": {
- "exponentformat": "none",
- "range": [
- 5375.085330327811,
- 15125.060952951017
- ],
- "rangeslider": {
- "visible": true
- },
- "title": {
- "text": "$\\text{Wavelength}\\,[\\mathrm{\\mathring{A}}]$"
- }
- },
- "yaxis": {
- "exponentformat": "e",
- "fixedrange": false,
- "title": {
- "text": "$\\text{Luminosity}\\,[\\mathrm{erg\\,s^{-1}\\,\\mathring{A}^{-1}}]$"
- }
- }
- },
- "_py2js_addTraces": {},
- "_py2js_animate": {},
- "_py2js_deleteTraces": {},
- "_py2js_moveTraces": {},
- "_py2js_removeLayoutProps": {},
- "_py2js_removeTraceProps": {},
- "_py2js_update": {},
- "_view_count": 0
- }
- },
- "594441bc49844214a6086954ccdc005e": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "5981fc1c49d345f58430c308df382391": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_93d8d5c800b14f15be6268d10bd66714",
- "IPY_MODEL_19c84113ceca48b6b17d225c7331a60f"
- ],
- "layout": "IPY_MODEL_8b8e03ac56c24d17a2bcdf26f2e5b2e9"
- }
- },
- "5abc8188756b4d229c633c1b521ad97e": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "5b19b6b7023f43629baaf68a9d76c715": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "align_items": "flex-start",
- "display": "flex",
- "justify_content": "space-between"
- }
- },
- "5e928ae00b0b4e8c97d9aac839ae510e": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "611d3857cae543ab881b586711f55509": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "align_items": "flex-start",
- "display": "flex",
- "justify_content": "space-between"
- }
- },
- "6127718e00a44bacbf8b712c52ab8e6c": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "62994aea8b6f4ec389a85b1cc448a64c": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "VBoxModel",
- "state": {
- "children": [
- "IPY_MODEL_f9087c0431d4469a910c4962ed90041f",
- "IPY_MODEL_b4fac3ebea4d4ec8b18c4524c0ab06a1",
- "IPY_MODEL_49fa4718ca2641a2a999e5f5039bcd1c"
- ],
- "layout": "IPY_MODEL_20bed35cc1f047c9873dd85b6eea0f90"
- }
- },
- "634230b3f77841bfa31a4cd899547444": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "ToggleButtonsStyleModel",
- "state": {
- "button_width": "",
- "description_width": ""
- }
- },
- "63b4f5e77c414b6c9c45841f7c4ec405": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_4734f752158e44069d4167b46c5d981d",
- "style": "IPY_MODEL_a01f7bf200374e489448d381abc522e7",
- "value": "Filter selected wavelength range ( ) by:"
- }
- },
- "65f871d452874968b5d8e69ad010498d": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "BoxModel",
- "state": {
- "children": [
- "IPY_MODEL_a26ec5d4f79b4063b49ee7c645c27c37",
- "IPY_MODEL_2121c74c8b2d4b82a7619be9743b7af6",
- "IPY_MODEL_2167989ad94346bdbed6b26832727904",
- "IPY_MODEL_eb655a8bdcea4265afee0ad92ad27da0"
- ],
- "layout": "IPY_MODEL_764c3203a04c4f4e896cc2739b135a86"
- }
- },
- "67e99e47fa9d4739a29faf161097853c": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "18%"
- }
- },
- "67ef534128de4abdb7ee62e677864e0c": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "6859f24838df4880b2dfc16dcfb84186": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "18%"
- }
- },
- "6b48820949174fa0a4253dec6ba15255": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "6bbfd12a40d14c4e83123663de7900e4": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "6cd31b6a75ff4ba0bc0e360fb6db6ccf": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {}
- },
- "6d213845ddca426893ae0761571a37f9": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "width": "24%"
- }
- },
- "70cedff3cf1f492fb174481b0ef5e890": {
- "model_module": "@jupyter-widgets/base",
- "model_module_version": "1.2.0",
- "model_name": "LayoutModel",
- "state": {
- "flex": "0 0 auto",
- "margin": "0px",
- "padding": "0px 2px",
- "width": "328.5px"
- }
- },
- "7232084051e24b9daeff91e9aca7486d": {
- "model_module": "qgrid",
- "model_module_version": "^1.1.3",
- "model_name": "QgridModel",
- "state": {
- "_columns": {
- "Frac. Ab. (Z=8)": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Frac. Ab. (Z=8)",
- "id": "Frac. Ab. (Z=8)",
- "minWidth": null,
- "name": "Frac. Ab. (Z=8)",
- "position": 3,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 50
- },
- "Ion": {
- "cssClass": "integer first-idx-col idx-col",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Ion",
- "first_index": true,
- "id": "Ion",
- "index_display_text": "Ion",
- "is_index": true,
- "level": 0,
- "minWidth": null,
- "name": "Ion",
- "position": 0,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": 20
- },
- "Species": {
- "cssClass": "string",
- "defaultSortAsc": true,
- "editable": true,
- "field": "Species",
- "id": "Species",
- "minWidth": null,
- "name": "Species",
- "position": 2,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "string",
- "width": 30
- },
- "qgrid_unfiltered_index": {
- "cssClass": "integer",
- "defaultSortAsc": true,
- "editable": true,
- "field": "qgrid_unfiltered_index",
- "id": "qgrid_unfiltered_index",
- "maxWidth": null,
- "minWidth": null,
- "name": "qgrid_unfiltered_index",
- "position": 1,
- "resizable": true,
- "sortable": true,
- "toolTip": "",
- "type": "integer",
- "width": null
- }
- },
- "_df_json": "{\"schema\": {\"fields\":[{\"name\":\"Ion\",\"type\":\"integer\"},{\"name\":\"qgrid_unfiltered_index\",\"type\":\"integer\"},{\"name\":\"Species\",\"type\":\"string\"},{\"name\":\"Frac. Ab. (Z=8)\",\"type\":\"string\"}],\"primaryKey\":[\"Ion\"],\"pandas_version\":\"0.20.0\"}, \"data\": [{\"Ion\":0,\"qgrid_unfiltered_index\":0,\"Species\":\"O I\",\"Frac. Ab. (Z=8)\":\"2.455862e-06\"},{\"Ion\":1,\"qgrid_unfiltered_index\":1,\"Species\":\"O II\",\"Frac. Ab. (Z=8)\":\"9.997973e-01\"},{\"Ion\":2,\"qgrid_unfiltered_index\":2,\"Species\":\"O III\",\"Frac. Ab. (Z=8)\":\"2.002405e-04\"},{\"Ion\":3,\"qgrid_unfiltered_index\":3,\"Species\":\"O IV\",\"Frac. Ab. (Z=8)\":\"7.763943e-18\"},{\"Ion\":4,\"qgrid_unfiltered_index\":4,\"Species\":\"O V\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":5,\"qgrid_unfiltered_index\":5,\"Species\":\"O VI\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":6,\"qgrid_unfiltered_index\":6,\"Species\":\"O VII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":7,\"qgrid_unfiltered_index\":7,\"Species\":\"O VIII\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"},{\"Ion\":8,\"qgrid_unfiltered_index\":8,\"Species\":\"O IX\",\"Frac. Ab. (Z=8)\":\"0.000000e+00\"}]}",
- "_df_range": [
- 0,
- 100
- ],
- "_editable_rows": {},
- "_index_col_name": "qgrid_unfiltered_index",
- "_interval_columns": [],
- "_model_module_version": "^1.1.3",
- "_multi_index": false,
- "_row_count": 9,
- "_row_styles": {},
- "_sort_ascending": true,
- "_sort_field": null,
- "_view_module_version": "^1.1.3",
- "_viewport_range": [
- 0,
- 100
- ],
- "grid_options": {
- "autoEdit": false,
- "boldIndex": true,
- "defaultColumnWidth": 150,
- "editable": false,
- "enableColumnReorder": false,
- "enableTextSelectionOnCells": true,
- "explicitInitialization": true,
- "filterable": false,
- "forceFitColumns": true,
- "fullWidthRows": true,
- "highlightSelectedCell": false,
- "highlightSelectedRow": true,
- "maxVisibleRows": 15,
- "minVisibleRows": 2,
- "rowHeight": 28,
- "sortable": false,
- "syncColumnCellResize": true
- },
- "id": "1c0bb0e0-1a27-491f-9cdd-cec25f184e77",
- "layout": "IPY_MODEL_b61853f2f8b643cc99e66d9604c298ec",
- "precision": 5,
- "show_toolbar": false
- }
- },
- "7327db43dfb5440da3f54511df36e864": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "DescriptionStyleModel",
- "state": {
- "description_width": ""
- }
- },
- "73cecbed46d240c68948e77c7146a39b": {
- "model_module": "@jupyter-widgets/controls",
- "model_module_version": "1.5.0",
- "model_name": "HTMLModel",
- "state": {
- "layout": "IPY_MODEL_70cedff3cf1f492fb174481b0ef5e890",
- "style": "IPY_MODEL_8920b539e40d41baa354dad2d6e35bb5",
- "value": "
* Select a checkbox to lock the ' + "abundance of corresponding element.
" + 'On clicking the "Normalize" button, ' + "the locked abundance(s) will not be normalized.
", + indent=True, + ) + + box_norm = ipw.HBox([self.btn_norm, self.norm_warning]) + + box_apply = ipw.VBox( + [ + ipw.Label(value="Apply abundance(s) to:"), + self.rbs_single_apply, + ipw.HBox([self.rbs_multi_apply, self.irs_shell_range]), + ], + layout=ipw.Layout(margin="0 0 15px 50px"), + ) + + box_features = ipw.VBox([box_norm, help_note]) + box_abundance = ipw.VBox( + [ + box_apply, + ipw.HBox([self.box_editor, box_features]), + box_add_element, + ] + ) + box_density = self.density_editor.display() + + main_tab = ipw.Tab([box_abundance, box_density]) + main_tab.set_title(0, "Edit Abundance") + main_tab.set_title(1, "Edit Density") + + hint = ipw.HTML( + value="Save model as file: " + ) + box_output = ipw.VBox( + [ + hint, + self.input_i_time_0, + ipw.HBox( + [self.input_path, self.btn_output, self.ckb_overwrite] + ), + ] + ) + self.read_abundance() + self.density_editor.read_density() + + return ipw.VBox( + [ + self.tbs_scale, + self.fig, + box_head, + main_tab, + box_output, + self.error_view, + ] + ) + + @error_view.capture(clear_output=True) + def to_csvy(self, path, overwrite): + """Output CSVY file on the specified path. + + Parameters + ---------- + path : str + Output path. + overwrite : bool + True if overwriting, False otherwise. + """ + posix_path = Path(path) + posix_path = posix_path.with_suffix(".csvy") + + if posix_path.exists() and not overwrite: + raise FileExistsError( + "The file already exists. Click the 'overwrite' checkbox to overwrite it." + ) + else: + self.write_yaml_portion(posix_path) + self.write_csv_portion(posix_path) + + @error_view.capture(clear_output=True) + def write_yaml_portion(self, path): + """Write the YAML portion of the output file. + + Parameters + ---------- + path : pathlib.PosixPath + """ + name = path.name + d_time_0 = self.density_editor.density_t_0 * u.day + i_time_0 = self.input_i_time_0.value * u.day + custom_yaml = CustomYAML( + name, d_time_0, i_time_0, self.velocity[0], self.velocity[-1] + ) + custom_yaml.create_fields_dict(self.elements) + + with path.open("w") as f: + yaml_output = yaml.dump(custom_yaml, sort_keys=False) + + # Add YAML delimiter + yaml_output_snippets = yaml_output.split("\n") + yaml_output_snippets[0] = yaml_output_snippets[-1] = YAML_DELIMITER + yaml_output = "\n".join(yaml_output_snippets) + "\n" + + f.write(yaml_output) + + print("Saved Successfully!") + + def write_csv_portion(self, path): + """Write the CSV portion of the output file. + + Parameters + ---------- + path : pathlib.PosixPath + """ + try: + data = self.abundance.T + data.columns = self.elements + first_row = pd.DataFrame( + [[0] * self.no_of_elements], columns=self.elements + ) + data = pd.concat([first_row, data]) + formatted_v = pd.Series(self.velocity.value).apply( + lambda x: "%.3e" % x + ) + density = self.density_editor.d + data.insert(0, "velocity", formatted_v) + data.insert(1, "density", density) + + data.to_csv(path, mode="a", index=False) + except pd.errors.EmptyDataError: + data = None + + @classmethod + def from_csvy(cls, fpath): + """Create a new CustomAbundanceWidget instance with data from CSVY file. + + Parameters + ---------- + fpath : str + the path of CSVY file. + + Returns + ------- + CustomAbundanceWidget + """ + csvy_model_config, csvy_model_data = load_csvy(fpath) + csvy_schema_file = os.path.join( + BASE_DIR, "../..", "io", "schemas", "csvy_model.yml" + ) + csvy_model_config = Configuration( + validate_dict(csvy_model_config, schemapath=csvy_schema_file) + ) + + if hasattr(csvy_model_config, "velocity"): + velocity = quantity_linspace( + csvy_model_config.velocity.start, + csvy_model_config.velocity.stop, + csvy_model_config.velocity.num + 1, + ).cgs + else: + velocity_field_index = [ + field["name"] for field in csvy_model_config.datatype.fields + ].index("velocity") + velocity_unit = u.Unit( + csvy_model_config.datatype.fields[velocity_field_index]["unit"] + ) + velocity = csvy_model_data["velocity"].values * velocity_unit + + no_of_shells = len(velocity) - 1 + + if hasattr(csvy_model_config, "density"): + adjusted_velocity = velocity.insert(0, 0) + v_middle = ( + adjusted_velocity[1:] * 0.5 + adjusted_velocity[:-1] * 0.5 + ) + no_of_shells = len(adjusted_velocity) - 1 + + d_conf = csvy_model_config.density + density_type = d_conf.type + if density_type == "branch85_w7": + density_0 = calculate_power_law_density( + v_middle, d_conf.w7_v_0, d_conf.w7_rho_0, -7 + ) + time_0 = d_conf.w7_time_0 + elif density_type == "uniform": + density_0 = d_conf.value.to("g cm^-3") * np.ones(no_of_shells) + time_0 = d_conf.get("time_0", 0 * u.day) + elif density_type == "power_law": + density_0 = calculate_power_law_density( + v_middle, d_conf.v_0, d_conf.rho_0, d_conf.exponent + ) + time_0 = d_conf.get("time_0", 0 * u.day) + elif density_type == "exponential": + density_0 = calculate_exponential_density( + v_middle, d_conf.v_0, d_conf.rho_0 + ) + time_0 = d_conf.get("time_0", 0 * u.day) + else: + raise ValueError(f"Unrecognized density type " f"{d_conf.type}") + else: + density_field_index = [ + field["name"] for field in csvy_model_config.datatype.fields + ].index("density") + density_unit = u.Unit( + csvy_model_config.datatype.fields[density_field_index]["unit"] + ) + density_0 = csvy_model_data["density"].values * density_unit + + if hasattr(csvy_model_config, "abundance"): + abundances_section = csvy_model_config.abundance + abundance, isotope_abundance = read_uniform_abundances( + abundances_section, no_of_shells + ) + else: + _, abundance, isotope_abundance = parse_csv_abundances( + csvy_model_data + ) + abundance = abundance.loc[:, 1:] + abundance.columns = np.arange(abundance.shape[1]) + isotope_abundance = isotope_abundance.loc[:, 1:] + isotope_abundance.columns = np.arange(isotope_abundance.shape[1]) + + abundance = abundance.replace(np.nan, 0.0) + abundance = abundance[abundance.sum(axis=1) > 0] + isotope_abundance = isotope_abundance.replace(np.nan, 0.0) + isotope_abundance = isotope_abundance[isotope_abundance.sum(axis=1) > 0] + + # Combine elements and isotopes to one DataFrame + abundance["mass_number"] = "" + abundance.set_index("mass_number", append=True, inplace=True) + abundance = pd.concat([abundance, isotope_abundance]) + abundance.sort_index(inplace=True) + + return cls( + density_t_0=time_0, + density=density_0, + abundance=abundance, + velocity=velocity, + ) + + @classmethod + def from_yml(cls, fpath): + """Create a new CustomAbundanceWidget instance with data from YAML file. + + Parameters + ---------- + fpath : str + The path of YAML file. + + Returns + ------- + CustomAbundanceWidget + """ + config = Configuration.from_yaml(fpath) + + if hasattr(config, "csvy_model"): + model = Radial1DModel.from_csvy(config) + else: + model = Radial1DModel.from_config(config) + + velocity = model.velocity + density_t_0 = model.homologous_density.time_0 + density = model.homologous_density.density_0 + abundance = model.raw_abundance + isotope_abundance = model.raw_isotope_abundance + + # Combine elements and isotopes to one DataFrame + abundance["mass_number"] = "" + abundance.set_index("mass_number", append=True, inplace=True) + abundance = pd.concat([abundance, isotope_abundance]) + abundance.sort_index(inplace=True) + + return cls( + density_t_0=density_t_0, + density=density, + abundance=abundance, + velocity=velocity, + ) + + @classmethod + def from_hdf(cls, fpath): + """Create a new CustomAbundanceWidget instance with data from HDF file. + + Parameters + ---------- + fpath : str + the path of HDF file. + + Returns + ------- + CustomAbundanceWidget + """ + with pd.HDFStore(fpath, "r") as hdf: + abundance = hdf["/simulation/plasma/abundance"] + _density_t_0 = hdf["/simulation/model/homologous_density/scalars"] + _density = hdf["/simulation/model/homologous_density/density_0"] + v_inner = hdf["/simulation/model/v_inner"] + v_outer = hdf["/simulation/model/v_outer"] + + density_t_0 = float(_density_t_0) * u.s + density = np.array(_density) * u.g / (u.cm) ** 3 + velocity = np.append(v_inner, v_outer[len(v_outer) - 1]) * u.cm / u.s + + abundance["mass_number"] = "" + abundance.set_index("mass_number", append=True, inplace=True) + + return cls( + density_t_0=density_t_0, + density=density, + abundance=abundance, + velocity=velocity, + ) + + @classmethod + def from_simulation(cls, sim): + """Create a new CustomAbundanceWidget instance from a Simulation object. + + Parameters + ---------- + sim : Simulation + + Returns + ------- + CustomAbundanceWidget + """ + abundance = sim.model.raw_abundance.copy() + isotope_abundance = sim.model.raw_isotope_abundance.copy() + + # integrate element and isotope to one DataFrame + abundance["mass_number"] = "" + abundance.set_index("mass_number", append=True, inplace=True) + abundance = pd.concat([abundance, isotope_abundance]) + abundance.sort_index(inplace=True) + + velocity = sim.model.velocity + density_t_0 = sim.model.homologous_density.time_0 + density = sim.model.homologous_density.density_0 + + return cls( + density_t_0=density_t_0, + density=density, + abundance=abundance, + velocity=velocity, + ) + + +class DensityEditor: + """Widget to edit density profile of simulation model. + + It provides an interface to allow the user directly change + the density, or calculate the density with given type and + parameters. + + Attributes + ---------- + shell_no : int + The selected shell number. + trigger : bool + If False, disable the callback when density input is changed. + """ + + def __init__(self, density_t_0, density, velocity, fig, shell_no_widget): + """Initialize DensityEditor with data and widget components. + + Parameters + ---------- + density : astropy.units.quantity.Quantity + Density data. + velocity : astropy.units.quantity.Quantity + Velocity data. + fig : plotly.graph_objs._figurewidget.FigureWidget + The figure object of density plot. + shell_no_widget : ipywidgets.widgets.widget_selection.Dropdown + A widget to record the selected shell number. + """ + self.d = density + self.v = velocity + self.fig = fig + self.shell_no_widget = shell_no_widget + self.input_d_time_0 = ipw.FloatText( + value=density_t_0.value, + description="Density time_0 (day): ", + style={"description_width": "initial"}, + layout=ipw.Layout(margin="0 0 20px 0"), + ) + + self.create_widgets() + self._trigger = True + + @property + def shell_no(self): + return self.shell_no_widget.value + + @property + def density_t_0(self): + return self.input_d_time_0.value + + def create_widgets(self): + """Create widget components in density editor GUI and register + callbacks for widgets. + """ + self.input_d = ipw.FloatText( + description="Density", + layout=ipw.Layout( + width="230px", + ), + ) + self.input_d.observe(self.input_d_eventhandler, "value") + + self.dpd_dtype = ipw.Dropdown( + options=["-", "uniform", "exponential", "power_law"], + description="Density type: ", + style={"description_width": "initial"}, + layout=ipw.Layout(width="300px"), + ) + self.dpd_dtype.observe(self.dpd_dtype_eventhandler, "value") + + self.input_rho_0 = ipw.FloatText( + description="rho_0", layout=ipw.Layout(width="300px") + ) + + self.input_exp = ipw.FloatText( + description="exponent", layout=ipw.Layout(width="300px") + ) + + self.input_v_0 = ipw.FloatText( + description="v_0", layout=ipw.Layout(width="300px") + ) + + self.input_value = ipw.FloatText( + description="value", layout=ipw.Layout(width="300px") + ) + + self.btn_calculate = ipw.Button( + icon="calculator", + description="Calculate Density", + layout=ipw.Layout(width="300px"), + ) + self.btn_calculate.on_click(self.on_btn_calculate) + + self.uniform_box = ipw.HBox( + [self.input_value, ipw.Label(value="g cm^3")] + ) + + # Formula to compute density profile + form_exp = ipw.HTMLMath( + value=r"$$\rho = \rho_0 \times \exp \left( -\frac{v}{v_0} \right)$$", + layout=ipw.Layout(margin="0 0 0 100px"), + ) + form_pow = ipw.HTMLMath( + value=r"$$\rho = \rho_0 \times \left( \frac{v}{v_0} \right)^n$$", + layout=ipw.Layout(margin="0 0 0 100px"), + ) + + self.exp_box = ipw.VBox( + [ + form_exp, + ipw.HBox([self.input_rho_0, ipw.Label(value="g cm^3")]), + ipw.HBox([self.input_v_0, ipw.Label(value="km/s")]), + ] + ) + self.pow_box = ipw.VBox( + [ + form_pow, + ipw.HBox([self.input_rho_0, ipw.Label(value="g cm^3")]), + ipw.HBox([self.input_v_0, ipw.Label(value="km/s")]), + self.input_exp, + ] + ) + + def read_density(self): + """Read density data in DataFrame to density input box when + shell No. changes. + """ + dvalue = self.d[self.shell_no].value + self._trigger = False + self.input_d.value = float("{:.3e}".format(dvalue)) + self._trigger = True + + def update_density_plot(self): + """Update the density line in the plot.""" + y = np.append(self.d[1:], self.d[-1]) + self.fig.data[1].y = y + + def input_d_eventhandler(self, obj): + """Update the data and the widgets when it gets new density input. + + Parameters + ---------- + obj : traitlets.utils.bunch.Bunch + A dictionary holding the information about the change. + """ + if self._trigger: + new_value = obj.new + self.d[self.shell_no] = new_value * self.d.unit + + self.update_density_plot() + + dtype_out = ipw.Output() + + @dtype_out.capture(clear_output=True) + def dpd_dtype_eventhandler(self, obj): + """Display the input boxes of the specified density type. + Triggered if the density type dropdown is changed. + + Parameters + ---------- + obj : traitlets.utils.bunch.Bunch + A dictionary holding the information about the change. + + Returns + ------- + ipywidgets.widgets.widget_box.VBox + A box widget that contains the input boxes of certain density + type parameters. + """ + if obj.new == "uniform": + display(self.uniform_box) + elif obj.new == "exponential": + display(self.exp_box) + elif obj.new == "power_law": + display(self.pow_box) + + def on_btn_calculate(self, obj): + """Calculate density according to density parameters input. + Triggered if the density calculate button is clicked. + + Parameters + ---------- + obj : ipywidgets.widgets.widget_button.Button + The clicked button instance. + """ + dtype = self.dpd_dtype.value + + if dtype == "-": + return + + if dtype == "uniform": + if self.input_value.value == 0: + return + + self.d = self.input_value.value * self.d.unit * np.ones(len(self.d)) + else: + if self.input_v_0.value == 0 or self.input_rho_0.value == 0: + return + + adjusted_velocity = self.v.insert(0, 0) + v_middle = ( + adjusted_velocity[1:] * 0.5 + adjusted_velocity[:-1] * 0.5 + ) + v_0 = self.input_v_0.value * self.v.unit + rho_0 = self.input_rho_0.value * self.d.unit + + if dtype == "exponential": + self.d = calculate_exponential_density(v_middle, v_0, rho_0) + + elif dtype == "power_law": + exponent = self.input_exp.value + self.d = calculate_power_law_density( + v_middle, v_0, rho_0, exponent + ) + + self.read_density() + self.update_density_plot() + + def display(self): + """Display the GUI. + + Returns + ------- + ipywidgets.widgets.widget_box.VBox + A box that contains all the widgets in the GUI. + """ + hint1 = ipw.HTML( + value="1) Edit density of the selected shell:" + ) + hint2 = ipw.HTML( + value="2) Edit densities for all shells:" + ) + d_box = ipw.HBox( + [self.input_d, ipw.Label(value="g/cm^3")], + layout=ipw.Layout(margin="0 0 20px 0"), + ) + return ipw.VBox( + [ + self.input_d_time_0, + hint1, + d_box, + hint2, + self.dpd_dtype, + self.dtype_out, + self.btn_calculate, + ] + ) diff --git a/tardis/visualization/widgets/util.py b/tardis/visualization/widgets/util.py index 05d6af9da6c..5592c71b09b 100644 --- a/tardis/visualization/widgets/util.py +++ b/tardis/visualization/widgets/util.py @@ -3,6 +3,7 @@ import logging import qgrid import ipywidgets as ipw +import asyncio logger = logging.getLogger(__name__) @@ -226,3 +227,71 @@ def _create(self, key, value): justify_content="flex-start", ), ) + + +class Timer: + """Timer to implement debouncing using an asynchronous loop. + + Notes + ----- + This class is reproduced from ipywidgets documentation, for more information + please see https://ipywidgets.readthedocs.io/en/latest/examples/Widget%20Events.html#debounce + """ + + def __init__(self, timeout, callback): + """Initialize the Timer with delay time and delayed function. + + Parameters + ---------- + timeout : float + callback : function + """ + self._timeout = timeout + self._callback = callback + + async def _job(self): + await asyncio.sleep(self._timeout) + self._callback() + + def start(self): + self._task = asyncio.ensure_future(self._job()) + + def cancel(self): + self._task.cancel() + + +def debounce(wait): + """Decorator that will postpone a function's execution until after + `wait` seconds have elapsed since the last time it was invoked. + + Parameters + ---------- + wait : float + + Returns + ------- + function + + Notes + ----- + This decorator is reproduced from ipywidgets documentation, for more information + please see https://ipywidgets.readthedocs.io/en/latest/examples/Widget%20Events.html#debounce + """ + + def decorator(fn): + timer = None + + def debounced(*args, **kwargs): + nonlocal timer + + def call_it(): + fn(*args, **kwargs) + + if timer is not None: + timer.cancel() + timer = Timer(wait, call_it) + timer.start() + + return debounced + + return decorator