images/encoder_decoder.svg

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg 
   width="633.12pt"
   height="212.87999pt"
   viewBox="0 0 633.12 212.87999"
   version="1.1"
   id="svg118"
   xmlns:xlink="http://www.w3.org/1999/xlink"
   xmlns="http://www.w3.org/2000/svg"
   xmlns:svg="http://www.w3.org/2000/svg" content="%3Cmxfile%20host%3D%22app.diagrams.net%22%20modified%3D%222022-10-22T12%3A49%3A09.898Z%22%20agent%3D%225.0%20(Macintosh%3B%20Intel%20Mac%20OS%20X%2010_15_7)%20AppleWebKit%2F605.1.15%20(KHTML%2C%20like%20Gecko)%20Version%2F16.0%20Safari%2F605.1.15%22%20etag%3D%223wwefwVyB9pRQ4u1sjKQ%22%20version%3D%2220.5.1%22%3E%3Cdiagram%20id%3D%221Zd6VaeFVCDziN12z5U-%22%20name%3D%22Page-1%22%3E7X1Xs6xIkuavKbPdhxlDJCT5CInWmoQ3tNaQiF%2B%2FQZ5bqrtmpsemqrdt7GTVSeEEQeDu4f65R%2FjlJ%2FTZ7twUDoXSJ2nzEwIl%2B08o%2FROC3AkcvF%2BE44twe9y%2FCPlUJl8k%2BFeCVZ7pDyL0g7qWSTr%2FruHS981SDr8nxn3XpfHyO1o4Tf32%2B2ZZ3%2Fz%2BqkOY%2F7gi9CvBisMm%2FbtmXpksxReVQO6%2F0vm0zIufrwzjj68jbfhz4x8dz0WY9NtvSCjzE%2Fqc%2Bn75%2Btbuz7S5ePczX77OY%2F%2BDo78MbEq75R85wdUw7OmkMmXLVc%2BYWy%2Br878hP8TzDpv1xx3%2FGO1y%2FMwCMPDh%2BroAAadnf%2FVHDelUtumSTr%2Bl678Sqa0ol9Qawvg6cwMtAK1Y2gb8gsHXrNzTn6V9%2FW7CKG2oMK7zqV%2B75Nk3%2FdV113fp1brvlh%2BNkRv4PS9TX6c%2FN%2FoJQaHP69Nv0%2FyGTpMMwT4BvQcjKZdLB5Gr2dQv4VL2Hfj9b4%2BLMH%2F1Tlzf%2F56xP3j9Tqcl3X9D%2BsFoLu3BbU8HaPLjKHb7IfQfWk%2F8%2BLn9qkK%2F0IrfqA%2Fy83nhD7XNf%2Bn6V8mCLz%2BE%2B98R9O1%2FtaBZlkWe%2F7mg%2Fwo5%2FzK5%2F2XkDP%2FXYv4wPr06gf4R%2Bf2Oz1mWIXH8R5JJ8AjH8D%2BJrf%2F19Ln9c2fP%2FwaugsnzO67C0D%2FIVuivYiv2v4Kt%2BN%2BwFfnH2ArjfxVb%2FwGf%2Fq%2FP1tvfmFb49g%2ByFfmr2Hr%2Fi9mKXf%2F9cIK%2FoX%2B9%2Fojd%2BOf1J7Gb%2BBt243%2FP7j%2FyZMRfxe3Hn8zt30I%2BmPgDCJGEKZH9oVrjMZFG2Z%2FD5zv%2BL%2Bbafg60%2Ftcx%2Bl%2FO28F%2FNjb7F%2BE0fvtXc4Dwn43X%2FkU4jf2tkf7%2F7hPhfwDC%2FRxWlu0n10Jd91vGYSNfoaDez%2BUPzkb9svTtfxwjJmkWrs3ymx7IpsyvM5f%2Bklc4D18ZoE%2FMCQifC5I%2FU6GfKVdX4RL%2BhJJfPxF26PKfkIsBjwq83UjSsOpANHOSIg0S%2FAKfJLgTFtkomiRzjspjjjJyntpi8WnkEk0ZKk3OMk3VFrMRDm%2F2GV9AIWiQi89bJzyFWdi3WKLjQabJXaUNiD9iTLfzQ3%2FeTpWWf%2B7dqEGPG%2BgpV2kzPwRzK5RKOP5nf1fvG0maT5JhSMOnSUsgyYKhyJ0BaskSBslv13064H6Z64%2F89cU8yc1gwR0LT6OXv1ovJjiQMzS5CQy5OewXm9gHaQiAP4ZJmUKhOAzHwGxBHeLO0hJVh4wgQNK%2Bma4FZWStIOKR57XEFrHPmX0jlnEvWT2k2j6q0TVuQCZr1olgOYPtsq7nwkXgtWodeEEXcs0YoyacdMktfY10IXhccSvFcpDsRvS8BiuDdpSqQfLaAS%2BHcZLORfaQ5V5iKxDTrry4najEY5FtWH158KMKkJUvbz8hlN1ga9bj6bQTbx16ZBEKiHqH%2F8wnwJuN%2BZlPXzf%2Bn%2FCJufj0BM1oioy%2F%2BGSI6Kf1zjCUxexUIVKOkRSxqZRKzwgsI5l9xFNPSzmdN%2Bn6nWw%2BC79WNaYhzA%2BvWsC5QaocRD1zTKtVxnQC3mIayYFN120S33OHKuDcNkCKIexUKHkFaMo3eN5rTOGHfCm0Uj1oThOEr1Zsw37U6iEMu1Fqx3nSoCUK0VVu8W3WmT2O%2BEPpJGjRHTiJXojahbdVr7E06nCtG%2F%2BOS4%2BepEkFzBjBBPdI6hu9uYzTP83TAm28bgDvi2p0vpTUsMXIWJh2ONQ1A55NFuR4bGwf0ENSywwN357bYDuqb8vrpMh%2BY87q7cVjaU5ci47%2Bq5nABUk%2BtA9YvLFhckb9UfcKNwPyu4LGGoJMUVUiLAQXbcSvD31QoP058Zx5vHHYL8vl3OD1TC%2FhO0yqKw6%2Fmq8FdFGAP3O5psjNxKV7yilnqxDNO6whhci9ffGQW7mv19ytbDtAOv3%2BBrfHLtxiYSWTnG%2F%2BOZ8%2BoGhgRFRMWu%2BzHMS4lLRz6eRsXTtAhsIkRti5RQO20j%2B%2FMzBONhUe4fxqbZaDxbcj46x2zFEIeM%2BmumBHC3cjAur0cpWf7YsLygxOZvnLoO%2FjNBQ6Ml7iuF3DF%2BBx9G7Y5D5XN7vzc0aQ3cfUgctdklPN9%2BCWb4I89ktz0wi8cwut8%2BL4FjYSGxbveVceD31hwREsAOdX%2B%2BdCDLL0OkFenoK9ESHk5GGwao2nz7ETEoCohMVh9v3SKgvQRf7%2BkZiSqrY8PHqUb2Lw%2B75%2FDFS46ixH57HLTZS93C89eYbMbWF86IBwju8urlwcUpUaOlDyEFb9cbsuDGfUjbPtl%2Bbu4BadPtEXLgshA4xsEz4NRg%2BcV%2BKhSTzq62v1vsYhwJ2PHMFZte9UL6YeqV9rJavJwBH9pULJ6BZqV0NZ8bZE%2F9jn1gDnFsnFJJLr5W67vIcLNICCp4jau%2Fs9u8E4enuDEduOp86sy5AaO%2BVJVl6neqhdTZY%2FdSJvPVRlhQE0AGx8vIlQTPjZrQ5B4QEl%2B0hguL0fyRau1ujl%2BuIocieFQ2QgaA26clo06XRRH3DIlacO7UFPFJVB%2FdjMzlJpYPLRFvD7FCdnHHA4gQPBspMsFDBxgPqwb85Bt62iqOZKzUMhGNRGOVk7pgp22nJSKSSnH%2BVAzmFAqvHdWwdowGmO02wvUVaRzv3xcTFX9%2Fq2ILZ7mUqggQLMbVlTlj%2BGrjrxvNXP8JJw5FjxasS%2BRxfx4YLA3jJvBBNPPcZFUkh%2FDGjz%2FZrNapY14%2BIIA7evVV%2FEEwXT%2BmJcZN75rre9LLu7a7HyFGuZ0s6GhO2GK9We11nemAAdxm8ugA9qAxScujvvWCscaMtfLGTF2aVtdQjBNScdsmjBcHzNTiTDuIX3j2ravbHx5ZDBsmpyQ%2FfCRPzg1MEBG6hUJVZ99D0URWRB8Wmr4BgOu0vQIhHldhgZYpju4P5kFLWtC%2BMIzqY4aTlWaZyf%2B9jPTm2ZgaaFdaKU%2FWaMFYUN%2BLum1WjAeQ0ynzI2w1BahY8EsWSa1hx7pTx65TTKGjblQRvIZRRaFeuTPT6sqFQCcWreTAUU%2BRkTvmrh%2FEgPt3DtF1TcPXtUYawpGB7b22G1TtrmWzqCJpNETY3Cn%2FOtseVGa8JYSwp%2BlGwmnqbbRlzzRr5sJQu%2BMf4uXkbkB0WNuDopm2imol6%2FZrPWaeS2o6OGVklvGGCszTLFUOsUl%2F0RSKlsOO50LvkoXI8V0Njnh3fWGvfiWT00HtRu3wOKJ1%2FR24qcxi%2B8LTwbDosD3JNuYrJJbwMh6g0xR8s2I89mt5KWuXWGcLicBcMiX8A3MZgYsR4Ea24NceBizzsK7Df1wuHuRGJ4RkThkB50vS5oOkJogz5Z0aFp3DEnDxUSDbTdsY8dSvBl6wOWYm18GfYZsw5aCcYIAKcYHQ3smjzeGdYLmb%2FT%2BUhva9%2FOgv9EeIMo%2B%2BkmS0RwZ1x%2BhGd4GuPZxCejLhqPSSwFlsTRRGe3r0rfHeYhhFtKt9lg7hjQreJvIbQTULw9DMlWoADQOuZ5W4GxosjsUEMD4wCU0cq6We%2B9WWnqCqivYzIJHQArVvbTktXCKDbZ%2BpCaQrum5%2BDcBV0ca%2BWMEt4tdreuoju3ePucQ2YT9dJ5Hz3liMzdsS0VMImumznBV8NT6p40LStMQsRMHZ6z7FefFXdLmELFPkfldihw40PB1hNSuAjrQ06WxQ0WFuYgrC4iHpqQ0HYc8jmyz9x1Q7xsKBdyxixcWOEIdZ4VzyWxhhFmI87PBPrlp4JKl7U53BPyqfXk9IRUFb4Jne7c9nJ6x5YlRia8RJLFvaT7GB7mgaRQfJtSwgwN2aO4%2FXFj4AN%2B64tl6VraCOJuuqvgVi3S681kLI3oxnxejvDtJtMV601m7lSk7kPKpjmEVTHQZdY26v5jBjjT0hX8JXZAtsp2qSxtNxZ5NoCzpbapdtCPcr92oh85Krm58e10keBZk04i2Wafa1yuUdAovcZBtcxKnUSccFmRuPGsysxdvbKKtU%2BH7R7oLPa9qRDBcV2rxfkLTyAjQSVZ%2FZpegfXUQ1ZT%2B0kb9CapNQlvk%2BExYEz62AlgjlRVSFBvoIUpeD5M13Mw3y3Cu4waK3ETe5qP2l7FXrkrVcGAQCyAFaF9HpCSH8C4s44q%2Bwg37dhtg6N1N7aIV937cXpxGbC7MFCTaXvb%2BvIwj%2FD7njBsrbhJYwZNOgCI6upSOnl3xYnZV3lH9BdJjZN%2F4T43FfYb6x3t1MvEXd5z9g5nIOqiAvtejsjw8ag8kWqrtEjkYKMsjWhxDoUE26XoFMX5XdM39SWK%2BlIP0gRPwnLBswE%2BlBv2uq6QyBHwjF4RxLyAw2ZfG9vYa7tprQOj62Q%2F1z4KzLILBXCgDmfbtmyJsdm2h8CWHTsnDR5Soept74i5VWI4hjrz1XWOMuzt25xCOF8ix5R6jjqdw4eq%2BsFB%2BWXkW2uqeAsARgrrFMd3eHI8zp1ayooNHrheTwK0GlPMVkdYM4U4aSjLjSgtrrzu5UUVtQ%2BJ983G3syX9uJk2e2xmoM5QU0cKKwDCRubDDleTqrmtAyNsGBeGFoMbvfOiDyHx8phOttTb9H21KBg8uFr3jcWXAHYTKwhhkvg8sXa0m0XD5MBPcKKYcbcCePkGJBBdVoGiqNHmATkE3WgO4AVHH3bDTm%2BoJL%2B%2BGA2temHjDNPNbxwGECA4D0IpSFid0QpkeWtLCreYQXyQS5RqpnIhmoaLAbHm44kR39p5oXdbFlrr%2BElK16HiwdUno32UiQALnrC1X5BQWmKn8WtIGCPYvfNCJ%2Bv0Vu4UhI2J%2FAfEkIPzMQGIroN%2BODSto4qvaa4ENWEFlKJ%2BJxKe%2FgAjkZ5Pjzt8gVNZfg864ppLtzdFF7142GiGZpLg6IMzoEakKEArenLDBvN1R3fb%2Bnd5sHQI%2BmiUUinGpv%2BfglDELUakylxB4EBWfXU0M6dZLhbxb9GaauIes3StbEelumZRe6eDzz3bj49eHO6eWK02mdXZfB4YdZjAoZKGpBZRq3xcq8UQBsUziFKcHedrvcRmIF4W79bb9UgI8o%2BiKy8khCF19BDc2t2TGYKBTYIzT6Ml9e%2FOQQuMCAXAV5o7%2FBoWzy04REuETuEL%2FXYoVJglMslK9rjRQ3LCEzElVBiTcxde3KLqgVEznpvhL5ayRwlXJGBQxMjvA8AbkyrnHpNQFitZvBsBLHH3ZifsbRKzeS4pwQ%2FkXLemWtCpPd2xm92xsXuiOOXsgIr%2FQBwhBWxGoT%2F7Kk2BhvfMICO16S%2BUTrrYS0ZNOLUJUYbai%2FpUVn%2BS5u8V0xVQ9kPhraGpyrBpD0sPlEunBcIMKpsl4m2nCY%2BExO6AQAZ09imn1MdtVQfKAC6vILKcdCa9KmJhrMD41AR7c2kEtPXKQcXwlvhbHnqM6o695QabMx6AESdh5zso%2BGkiKYWE57C14ulm2%2FccdlbpwVyxvfoQ5JWbasd%2BSXmbja5u%2BB2uaTESmeN7njdtWi7iGQ%2Fbuqwd5OR0A9ckr3uvJe%2Bp0sPCTIGgK%2Fo%2FRHuLlmtjp%2FtSQgVQgdQuHkZx33C482zaZq%2FwZCHYZhvkt19yd7cakK4wWUk%2F0KnJHPvhUDxLD9fk7KcnmkNXCiOGzDR36vJiy8ROLDYWmZbN1G632HuzYVntLp%2BLmDheJ%2Fubuj7PuwmhBKGHJiobCgKffssewOL466dyMTjrRFtKezZj22xpf0%2B0PwhDSgv0uniDbDAuhdgMRaXjLvRxl156RD%2B7VVJnlpIuAu8ZEsbQB6HX9yeWTgGTNODoNla%2BPTlv3rk1DFubQCo8zDUOB4cT03NnV2We6JWw%2FxB7rh0wCTNaaLujcZlTliuG9TLW9OIPfozmimBRr2iOvVJdzOy9K1HuKJKIGBiwe8Yhh9NLESc2vrYfrpC0ZatU2N45i0DGDyrLiYbDWutKVdIF49ykSnXbO28nZ2YpqOWonrF2e1tDbWwhsSzbQfuQoQZb61x3iBkperNW24fq0oQ7S0pcNepM2bQpDPiXBkxytuJTNz7yfk10GJwpt9s4TGtEbVJNWMYLxk5615qy%2FcgomItjr2cMzeJgLru%2FnpWk3F6YpraEeD8qb8PGx7dI1nD0dKJ4rTMfo%2B8VxDn5XLboxrl3y%2FFPLI39fLxEETv43uWIAUTiI%2B%2FZQ2yWQj6F2RzeWGuzhrUXRUQF31APw31E4A7pe%2FIfvGCsDFVNxoYREOiGU2qiRnMVID4lFUWKKnAy8EWEHtvx3AQORU4huWJ%2BCpDL0cot7Y3DKEwJF08VWw4v3lvBNayHq8YTN4odDy12D3P7M0OtLO5wO7d0uGyUHAwzigNFVWQvlkjtVdxDM7T9ppNIR2IIiHfjBP8hC8AT1Fe%2FvR8THVrY9J2AaCOrn96Aw%2BMbVeOCmJXwuTWOzRpq7PFGAhG8NkaNbpdUg0jZ3XH1EDkgDAGxqzubn9wU5%2BFFn%2Fe5zxJOqLyqnBeCcUuL520%2FbfarXPecSe4tjk5bGvoTQQAnVeMU9y7NnUYaRPFzQ1tBB%2B%2BZmLVS5imHSvjWzKBSGiivg1XsqamgFj28CoDwkMrxZ6NRXl36dLyHZnkeZoCOTfp7u3iMYbhbieWbOUrn8AX3nS00RdE1KywWC%2B3HbcDcIh3EJkn4TEketCe8OTUrZu93Wc0GIokGcLJQcSez6aXSC1y47kQQZLhQlM%2BkTZqCJ%2FaRNKsApfu%2BdwL6hrGSgIjKuFN3jXEbWLgJ8MweVmN4ds%2F%2Bu25TbNO1xsTSajv7uPNeaQhvGhvbjlhHO4rtY1uj4ZZ4LCmSe6jYY%2BmH6fbO0vhPkXPj2bOC%2BstFedVSoreFliHrzno5EBIU1L4z3AvGl6LMf7W1p3HJzOJ1Ane3Fu8nYTprQuzYWrFZOVlqkGVqD3DXujlG0B%2Fr7u5NIwZSbJxatnOO%2BGLc4sjfVgo79UQlsP9cHeWTQuxF2E88iu15t5GETpPp%2BSx0J39ExpAeHYzVJi3gEUlaWE0sR7W0cJNiZVs1nM0YteqBLmWckzcHRYqnChPFzHCQfhceBo8ZtllkQIVSRsHgp6BnRwuZ7uhm2%2BbZGIgig5LkQ8nxzy6hMy8to6dNYWFLB1Z3uWGnnL0LLgSfrrOY9zCrBMP5pSdUg%2Fx5Yqqd8IV0fG34k2Qz7V837l9%2FsyyVInmJLPazVmLU36dW59JOBxCrRaGkheUl91bXLk76uzJS%2FArJNR34aMCQAhjVB8B4tXGwR6nWrsDSmH4QwLoDkbm5l1k9ttr1CM8A9K73cRHGENGTLR9jyDEc6DFChlIJYQrnSKxcRED09dQcgytu2kSUH66qYe5fSspWqMKjNOVyOHv0CAau510FBscITKereYDw90uAIeCaL%2FGOG1hK9OS5HMdGXY87y3mjIZ9OjEMGc9nGg5Nfpl1p3ZPnO5nBRj9Is6BcfDnEbUmuc5p1RE17MqoCcCXhpUWX7k34Oj5aVWX95UmvdKxg%2BlOfundPHY7PMhibs7lL9qw7HQN807Hfdeb9JUPaWpRRPLMG%2FC2acJbHTXu6bYwWa8uOfa3244n4Tu0jkHxssJE%2B3p5Mktiz5MnH3eXsl7kpmC3sUZWrzRzWawrZBLfS5z6rN8gFTxRDpo5UToML240vR5EqxSBDp4rj%2B4eY08%2BXIIUa%2BMZO8LFWO7w2gvNHOIWg8mdqsbH2EKrpYO7TxT4lbWTW1ozXeTpTY2q4xnZJZL2Ex2NMRwuQyl4lW4DtFsMtSg57cNEesHWrUpKmycjv6m7A7%2Ffz%2BbQNuAKVbGdvUS86e9uERcL6cjsuMxkfk31ffLg9O7dzNayZX9qFroORBmiK%2B1jO8e7KrichvVs7zzurYGp1jaKAyCF9hUONzuqeqqKmK9w3g7tIfb1%2FW1G%2FDG9YoY8pGUFapvDlr1T%2Fob0dkJsgGFX%2BreTi7p4EWHXMI%2FTXh9OMRvJSS64W54hqqeKW7xC3VszAI9WcSEmBpuM5fX0SU1aFcc6NniJ3wQEeODmrWmXDuwTW01iQ9cCbaEkyDIqucvFTNNMdBoW1rERWdgxx61WGh29c%2BWWK9fvdBQOeca94R05cVeOf7uJ44AAoYkpUXyeSVg9jWpxkCdGcVeufYWWnQdOeNy4irqxaickKWUFA9tpOK7IEcD7JEClzvomsmCvfnHlxbNZHYHbn%2BCSwktP%2B15JPaXslpPJrNyA6oRCcHjw1BngMeURnqwgdezrnib9xpKDMqhRaZljxfjjIiSL98rkdozvACva0GyoTKe%2BfO70Qhs47chyPPLKNI%2FteHbU6NqN7ab2ZFCX0LXQpXNwX6cN2Qnak3Em8w4UVA8FSi39DpOVkeDGJg%2BIN7ELV43Jho3vxXDV8L1k5B1qVeZRm2z6Kqs8Ez%2BrGQkp8%2FqLt65VFVS4%2BJRcsxHRMTdjckHTGqd8reaKaJ0Dq4F5R9BgC8cRB1r68ISA5pScq9kDFsk5wEaqcejcVYLnRulej3EbiGqfgfPJRKsvOX5IE0%2FhsBwt%2BW1A2Bja4tyBOlbQYAEmn%2FW9VKCSSPAK5VWJWjXl1pO13lyrKwCa2QlVwUOR80AyVG702uTkPGcx8tbp8LgP%2BH6epKbp1rhbSnzx8cyCRHIfYdP0lzvk2YWP2l3x95U4L5tfLcDSXwshzrVZhXq3V%2Br%2FcIC8453p1fmC%2B2t2Dgqz3x5hxHgh65C3R7aPDi3nPu6UV5gACXFkkebu5VPRkKyLcHcQOpiFXXOtZC29Mae2e0UCb25yim0fr3ksDjUjYqMl3D1WGS0lEHoSgvQjYM15DRMGPZwi41mSTfaccMR62e1uS8Nw2FKJ5O%2FcaRW0nbUP2ryyN1atJPOODn6L6G2beheUyUkMd1oFkp%2FyObWXQpsgqq3s1biTiVTM4ssLCZeql6%2BIYH0KY%2B9UWJmGPuxPnAhhyCN9hOyMc4KMDkT%2F7Fl9sAxjynlVZQ5TOkh%2Fd1PT7mo3yirWxZ622%2BcTQ7Zdv6LUoACP7mrh08K4eFQchmlrozDLOnyFobHP%2BaYBK3rYFQ%2FC4Q312nuumYYSOz50E8JKfuNczr4NKBfzFthoKLuviX2HmTlaAGa9IqTtkIDPyqrSsfYwvIR3LQSyAPRcWXLWvvcTwy%2FYDxrJqU%2BPAAHzJ7ECOVUNZBpdqQDzwsZXYjKxEryYccFcxmfvxaTre2qt2dC4FkKGjj4LgFFbScNq2AQ3nnCwUuVYcaMAQhIW5lkzwWcTQAzSg%2FdlowzhsZ0WGVncCY%2FxCm6NdLuKHBU%2BRMK21sJpeeD5Mzsr25bClKmkSnZWobhDRW02ETysVhq2J6eVUOq%2F7cigAsgNuvqtS3ac1ec95sBA90aUTxq4jxQAwRp%2BXbErhmXAZ4V3%2FeRJ3OEAyIi3ex%2B9rg0slCTmZJi%2FA8WudNba1vtMIb3JHKf8QMYpkZZjKhXX8NvJbIGjbwcf2TfqdHTnk7LvW5IXsKGue4HkedWMkrs%2Fms2hAH2jcgoMvtIlEoe2nB6cSu%2FK%2FsWSh32WpOIPmSbyXqky0pU%2FiV1hNOgxhnJuAvZ%2BACEyARGpRRNX9mOydyHXmUQIzqxUS28hHsuVK2gIh7UiZ1z1a%2B0R6nsugK9V5v1aE6V0Aq9V0%2Fug318pI5fEWWHg6jL3IutVAndDbmNbFhip3KZrRfHcSfKTRjULR3I3pVIdD%2BBsECr2dO1asa86QW1qNECvbatoD%2BDRSLkXlUSjTqjPa2djrdXGgf1iHoVBYivLhUUcqHod%2B9jIHLRKMkQczR156S4rNHrYGufMbPRunwp2h9Uijy7jO1glrCdjpRTihUfCJ7bDPYnrW%2FpuzrAn0665ZLtim5GGGLoNAhM5RDcBnN2CuGQ1LMPr1SvYfvoPQrFyEDi8PQggIg4dpfO%2BL0RO4sE0JAJUPi3qVddbHAz90bpYn6GCGij5FuIvx2cK46ku20TV1cME8ZvU3qMclq9gO%2FQ3ahgXgGrkNK5Ys3bwp0OPClTFbxCPDKRAgnunOHM3vB0e3u1Il%2FkVCmvslevHn2HjQetTY0dNw6Qs1qRUPiIeHW2yYas42cuBmcWYmCn3dTcwXSkG%2FFjQGCpa8zYvJ%2FWojk27f7Kn1AG59K3Rsnk47Mtrf5YbyFO7ECt8bUe6sCdJD0hY5Sd2aV5ln8Bonr09lx5lndE4Z2r1diDRkwQ6qC9zcMI6d9T%2BkRz9UU8d63pGDY%2Bq8hzIFxsQACFhY225rxc5SsNAd4Pjs8pzj4grYyPd82d7BY%2BK8p4ceQS6FpJP90ANmJ9vh31pgKxqUk63IMY%2Bn7M1cVNX7yD6O2%2FVUnPSCtyp90kN0zjkl4%2BwvD8kAMTznnstfE2s1zaL694S%2FUJmh%2BqJomXFPBs05SnqCYglgo%2BLj%2F3H28vhy1MlYuSx04g5%2FqHAcPNmCIsy6IpVCQWJrWsShHggTgPgxXVlWOiF%2BlrolXlR5CtKDRjCpmZ%2Ff4Wtq%2FiMwV4Hx5qiW4Mmx%2FpUewyxdC7zxoICBu%2BhbBg5Dgs2oIzM1rUreTdsEDbStIPaV%2B9cDhQL4yhHqERMHGODqUSWOyNgEmVayCmBtHfvpPxdWz3VxwSK4sO1hB4G9JxhISmcWbb5M%2BYGd5705EilLgQaQwuDLh8pO9CaRUS7YWa%2BLl4rUMHlBnakrPatkh%2F5oQTEBQoQr2ypM9ZMRmpLZ72Ro8ZmqNSBYG6GxAZNG%2BOM7mLKRCCQZ2hsjM4n9bizipwnXq8U%2FYKOz%2FvSesIbZS3AmCupP%2FB1mTzXGBt6s1rW02JgWVAHYWQw1qHkZzLnovoKbkYy9XENt%2BNOjXh1WHvBAPbVew%2FdEnVGlie03Nj2LgKA3bwY2UzxR9srCtpn53iGADH2w6Xtl%2BgeQmAthKpRXrfwPOv0t5PS0AUad2xXFVNxeN%2BhASKmLr%2BiK%2BCNlOnu%2FoovtlyCbNyDtUWJfeBjmHHBcB%2FexvBRoQV%2Fhdy15ccEpqxX2TlZBrYRmjJ%2FPsbLBvtTUW1hFh0cxzpo7rMWFydY%2BOTcc3gcNsyar7Q%2BLeSMSiV3g%2FB2zcyyFYYKbfqRSUPbFnUtWjlPSxrdh8k4j8vLpLtOodx19niGe0dRp%2FsMmDXOu4oNxWXXI6rRPB6IaU7fuJsscvsK3dJoQICsMAnVpyVS49fWJgpn9F4aQqw3lxJMHwbKXrHUcyjMXdA08d0htMV0O%2B5A4FJKr6rQY3Lstq53dmpyHyCpPIwohX1kwW2WSieVrcI0BtdMTN8Yc93K6QCRqyI0zeVaCX4v1RWmSEXUHKltACS6M6L%2BuBZsHguwWohVju%2BqNI7MV7rhZ4SimCdE%2B%2FmLyDA4Lm7O7Xa6GmTHI4jnmTyGxUHEBd8Ko%2FYTA9loTxQV2it3hk6yyR3RstIoARVxGXhfZPCT0IyicIuyQ%2BKUbk3olS2VVdNWaX85o%2FXUzJdTOUMmP5m84qQz8P1BtDCSVEUlqIjbCOIZrQ6eHflZHuCQHBsOmQHgHWWM432p%2BrVCBmA91plEJU4GaqYNmcpQ%2F8Q8%2Bjou023Dmch4YgfdS2FQ4A5pVCCwkGf%2FMTbELUNDx77dnaeY8EK1yvOVhZ6zQ03U4RR4Ovf16aXjYsQRb%2FlCL92XvUuqCJcFf89vLHXtI0pkskuuDUTmI6zd0jwyeBQTrgV%2BCfZtM6qr0spzdeTfp13Pbs296ucYNrYR9V3rPLtPBu2pH9MB71emkDyu7UkUG7U34zCyGC9X5y1z%2BBJY1RiXb1MI7uNhH4W8ssbpQSBIVkY6QVXpxreb0mMSrIeouj93xdiy4ZV1hqpFHBa6CQMdcr8odNGtD7vhKOGTgHcR240LAP4fT7YajoyYCegmByJU3gA3N3%2BNMOh57kqcSE2l4J1QAl9zz87JzdbtsteO0z16Y4KWi0FSzsVldV63RYqBeq3r2v2yXQvs5PMI10YbriiXbeAX8FhXkp7UmhkgVgImAlHoEPlkJYw4uQtVk5B7beNiQly9TGawOsg9u%2BT0qHtg%2F3cl2WW28hEl3cbX%2FbM5iHgALd8hx3HIaysdde0IwfBrv1s%2F6At8dUMqj89OOxO8fFK9x9eGreaKufLhjaygLTihlySJpO%2Bu%2FrVWCrE8MoLPy%2Bpch2RSiNorIbeRGf6s7vY1qmsrmPF15U9W4QsS5P21J%2FDMLhZsFPW56K8UiJUf4zU9P%2FvZpGdZ5pS%2BKOjjoxeG80bG33bV9%2BTsefOV4e3ewmPSscjy0c4fzmqAeeBwgRssSbr8nP3hOc1%2FvjOAJVTspOqbEfDwit0wqvrqVRw%2B0iE7vtQJEn9eIfqd2D8H2es8kv86rl%2FZRZbYr90VVyzsfzUhhbbWK2Bo0rW%2F5P4%2B%2BQ8K%2FpxqLrcNxqoz%2B2iE%2FLg6Lwyd08Cken%2BkcelI%2FRljGV6M1T%2FYioEIA%2FDbuOwkkf8YDEmp4ofnYvcx5fjzMzLxcydf53%2F2eRfK4wuhfa1yb7SggG%2BEbWWE%2BLHLymd%2F3kYfH%2B4QtmkaZPdBruHF%2BPNLmJTh%2FODQpYU3m35dxOz%2B0aF8%2BIWv5GdQ16a8aysp8ZHzh8GffZ2aOFynMe%2BrUocl3hez62tf1q0Fwn5WozahyLXa%2BHosHYEe812v3TjYux7A1RI0%2BexcN669%2BNf%2FVNyUg%2F71jxOU3Zwu%2Fwd0C7QcwqB%2FR4mvr9CvH%2F%2F3z6lcgP%2BmGucPyp5%2BKVL4J9U9%2FTf%2B5YPvyoXvyoXvyoXvyoWfvisXvisXvisXvisXvisXvisXvisXvisXvisXvisXfvquXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPiuXPgfVi78%2FgP7E8sWiP%2F6%2BW4wAv37A%2FlnVi4gf%2F8gIqaL%2BySd%2FmcPufjnPZrvT3v83t8%2Beuv%2BB%2FL5o6cW%2FWVPHkGIv5MNnf7ryuYPno%2F5Z8kG%2F9vn7%2FyFsrlSF788R%2FVz7DcPo0WZ%2Fwc%3D%3C%2Fdiagram%3E%3C%2Fmxfile%3E">
  <defs
     id="defs42">
    <g
       id="g27">
      <g
         id="glyph-0-0" />
      <g
         id="glyph-0-1">
        <path
           d="M 1.421875 0 L 1.421875 -12.890625 L 10.734375 -12.890625 L 10.734375 -11.359375 L 3.125 -11.359375 L 3.125 -7.421875 L 10.25 -7.421875 L 10.25 -5.90625 L 3.125 -5.90625 L 3.125 -1.515625 L 11.046875 -1.515625 L 11.046875 0 Z M 1.421875 0 "
           id="path3" />
      </g>
      <g
         id="glyph-0-2">
        <path
           d="M 1.1875 0 L 1.1875 -9.328125 L 2.609375 -9.328125 L 2.609375 -8 C 3.296875 -9.03125 4.285156 -9.546875 5.578125 -9.546875 C 6.140625 -9.546875 6.65625 -9.441406 7.125 -9.234375 C 7.601563 -9.035156 7.957031 -8.769531 8.1875 -8.4375 C 8.425781 -8.113281 8.59375 -7.726563 8.6875 -7.28125 C 8.738281 -6.988281 8.765625 -6.472656 8.765625 -5.734375 L 8.765625 0 L 7.1875 0 L 7.1875 -5.671875 C 7.1875 -6.316406 7.125 -6.800781 7 -7.125 C 6.882813 -7.445313 6.664063 -7.703125 6.34375 -7.890625 C 6.03125 -8.078125 5.664063 -8.171875 5.25 -8.171875 C 4.570313 -8.171875 3.988281 -7.957031 3.5 -7.53125 C 3.007813 -7.101563 2.765625 -6.289063 2.765625 -5.09375 L 2.765625 0 Z M 1.1875 0 "
           id="path6" />
      </g>
      <g
         id="glyph-0-3">
        <path
           d="M 7.28125 -3.421875 L 8.828125 -3.21875 C 8.660156 -2.144531 8.226563 -1.300781 7.53125 -0.6875 C 6.832031 -0.0820313 5.972656 0.21875 4.953125 0.21875 C 3.671875 0.21875 2.640625 -0.195313 1.859375 -1.03125 C 1.085938 -1.875 0.703125 -3.070313 0.703125 -4.625 C 0.703125 -5.632813 0.867188 -6.515625 1.203125 -7.265625 C 1.535156 -8.023438 2.039063 -8.59375 2.71875 -8.96875 C 3.40625 -9.351563 4.148438 -9.546875 4.953125 -9.546875 C 5.972656 -9.546875 6.800781 -9.285156 7.4375 -8.765625 C 8.082031 -8.253906 8.5 -7.53125 8.6875 -6.59375 L 7.140625 -6.359375 C 6.992188 -6.984375 6.734375 -7.453125 6.359375 -7.765625 C 5.992188 -8.085938 5.546875 -8.25 5.015625 -8.25 C 4.222656 -8.25 3.578125 -7.960938 3.078125 -7.390625 C 2.578125 -6.816406 2.328125 -5.910156 2.328125 -4.671875 C 2.328125 -3.421875 2.566406 -2.507813 3.046875 -1.9375 C 3.523438 -1.375 4.15625 -1.09375 4.9375 -1.09375 C 5.550781 -1.09375 6.066406 -1.28125 6.484375 -1.65625 C 6.898438 -2.039063 7.164063 -2.628906 7.28125 -3.421875 Z M 7.28125 -3.421875 "
           id="path9" />
      </g>
      <g
         id="glyph-0-4">
        <path
           d="M 0.59375 -4.671875 C 0.59375 -6.398438 1.078125 -7.679688 2.046875 -8.515625 C 2.847656 -9.203125 3.820313 -9.546875 4.96875 -9.546875 C 6.257813 -9.546875 7.3125 -9.125 8.125 -8.28125 C 8.9375 -7.4375 9.34375 -6.273438 9.34375 -4.796875 C 9.34375 -3.597656 9.160156 -2.65625 8.796875 -1.96875 C 8.441406 -1.28125 7.921875 -0.742188 7.234375 -0.359375 C 6.546875 0.0234375 5.789063 0.21875 4.96875 0.21875 C 3.664063 0.21875 2.609375 -0.195313 1.796875 -1.03125 C 0.992188 -1.875 0.59375 -3.085938 0.59375 -4.671875 Z M 2.21875 -4.671875 C 2.21875 -3.472656 2.476563 -2.578125 3 -1.984375 C 3.519531 -1.390625 4.175781 -1.09375 4.96875 -1.09375 C 5.757813 -1.09375 6.414063 -1.390625 6.9375 -1.984375 C 7.457031 -2.585938 7.71875 -3.5 7.71875 -4.71875 C 7.71875 -5.875 7.453125 -6.75 6.921875 -7.34375 C 6.398438 -7.9375 5.75 -8.234375 4.96875 -8.234375 C 4.175781 -8.234375 3.519531 -7.9375 3 -7.34375 C 2.476563 -6.75 2.21875 -5.859375 2.21875 -4.671875 Z M 2.21875 -4.671875 "
           id="path12" />
      </g>
      <g
         id="glyph-0-5">
        <path
           d="M 7.25 0 L 7.25 -1.171875 C 6.65625 -0.242188 5.78125 0.21875 4.625 0.21875 C 3.882813 0.21875 3.203125 0.015625 2.578125 -0.390625 C 1.953125 -0.804688 1.46875 -1.378906 1.125 -2.109375 C 0.78125 -2.847656 0.609375 -3.695313 0.609375 -4.65625 C 0.609375 -5.59375 0.765625 -6.4375 1.078125 -7.1875 C 1.390625 -7.945313 1.851563 -8.53125 2.46875 -8.9375 C 3.09375 -9.34375 3.789063 -9.546875 4.5625 -9.546875 C 5.125 -9.546875 5.625 -9.425781 6.0625 -9.1875 C 6.5 -8.945313 6.859375 -8.640625 7.140625 -8.265625 L 7.140625 -12.890625 L 8.703125 -12.890625 L 8.703125 0 Z M 2.234375 -4.65625 C 2.234375 -3.457031 2.484375 -2.5625 2.984375 -1.96875 C 3.492188 -1.382813 4.09375 -1.09375 4.78125 -1.09375 C 5.46875 -1.09375 6.050781 -1.375 6.53125 -1.9375 C 7.019531 -2.5 7.265625 -3.363281 7.265625 -4.53125 C 7.265625 -5.800781 7.019531 -6.734375 6.53125 -7.328125 C 6.039063 -7.929688 5.4375 -8.234375 4.71875 -8.234375 C 4.007813 -8.234375 3.414063 -7.945313 2.9375 -7.375 C 2.46875 -6.800781 2.234375 -5.894531 2.234375 -4.65625 Z M 2.234375 -4.65625 "
           id="path15" />
      </g>
      <g
         id="glyph-0-6">
        <path
           d="M 7.578125 -3 L 9.21875 -2.796875 C 8.957031 -1.847656 8.476563 -1.109375 7.78125 -0.578125 C 7.082031 -0.046875 6.191406 0.21875 5.109375 0.21875 C 3.742188 0.21875 2.660156 -0.203125 1.859375 -1.046875 C 1.054688 -1.890625 0.65625 -3.070313 0.65625 -4.59375 C 0.65625 -6.15625 1.054688 -7.367188 1.859375 -8.234375 C 2.671875 -9.109375 3.722656 -9.546875 5.015625 -9.546875 C 6.265625 -9.546875 7.285156 -9.117188 8.078125 -8.265625 C 8.867188 -7.421875 9.265625 -6.226563 9.265625 -4.6875 C 9.265625 -4.59375 9.257813 -4.453125 9.25 -4.265625 L 2.296875 -4.265625 C 2.347656 -3.234375 2.632813 -2.445313 3.15625 -1.90625 C 3.6875 -1.363281 4.335938 -1.09375 5.109375 -1.09375 C 5.691406 -1.09375 6.1875 -1.242188 6.59375 -1.546875 C 7.007813 -1.847656 7.335938 -2.332031 7.578125 -3 Z M 2.375 -5.5625 L 7.59375 -5.5625 C 7.519531 -6.34375 7.320313 -6.929688 7 -7.328125 C 6.488281 -7.941406 5.832031 -8.25 5.03125 -8.25 C 4.3125 -8.25 3.703125 -8.003906 3.203125 -7.515625 C 2.710938 -7.023438 2.4375 -6.375 2.375 -5.5625 Z M 2.375 -5.5625 "
           id="path18" />
      </g>
      <g
         id="glyph-0-7">
        <path
           d="M 1.171875 0 L 1.171875 -9.328125 L 2.59375 -9.328125 L 2.59375 -7.921875 C 2.957031 -8.578125 3.289063 -9.007813 3.59375 -9.21875 C 3.90625 -9.4375 4.242188 -9.546875 4.609375 -9.546875 C 5.148438 -9.546875 5.691406 -9.375 6.234375 -9.03125 L 5.703125 -7.5625 C 5.304688 -7.789063 4.914063 -7.90625 4.53125 -7.90625 C 4.1875 -7.90625 3.875 -7.800781 3.59375 -7.59375 C 3.320313 -7.382813 3.128906 -7.097656 3.015625 -6.734375 C 2.835938 -6.171875 2.75 -5.554688 2.75 -4.890625 L 2.75 0 Z M 1.171875 0 "
           id="path21" />
      </g>
      <g
         id="glyph-0-8">
        <path
           d="M 1.390625 0 L 1.390625 -12.890625 L 5.828125 -12.890625 C 6.828125 -12.890625 7.59375 -12.828125 8.125 -12.703125 C 8.863281 -12.535156 9.492188 -12.226563 10.015625 -11.78125 C 10.691406 -11.207031 11.195313 -10.472656 11.53125 -9.578125 C 11.875 -8.679688 12.046875 -7.660156 12.046875 -6.515625 C 12.046875 -5.535156 11.929688 -4.664063 11.703125 -3.90625 C 11.472656 -3.15625 11.175781 -2.53125 10.8125 -2.03125 C 10.457031 -1.539063 10.066406 -1.148438 9.640625 -0.859375 C 9.222656 -0.578125 8.710938 -0.363281 8.109375 -0.21875 C 7.503906 -0.0703125 6.8125 0 6.03125 0 Z M 3.09375 -1.515625 L 5.84375 -1.515625 C 6.695313 -1.515625 7.363281 -1.59375 7.84375 -1.75 C 8.320313 -1.914063 8.707031 -2.140625 9 -2.421875 C 9.40625 -2.828125 9.71875 -3.367188 9.9375 -4.046875 C 10.164063 -4.734375 10.28125 -5.566406 10.28125 -6.546875 C 10.28125 -7.890625 10.054688 -8.921875 9.609375 -9.640625 C 9.171875 -10.367188 8.632813 -10.851563 8 -11.09375 C 7.550781 -11.269531 6.816406 -11.359375 5.796875 -11.359375 L 3.09375 -11.359375 Z M 3.09375 -1.515625 "
           id="path24" />
      </g>
    </g>
    <clipPath
       id="clip-0">
      <path
         clip-rule="nonzero"
         d="M 335 0 L 537 0 L 537 212.25 L 335 212.25 Z M 335 0 "
         id="path29" />
    </clipPath>
    <clipPath
       id="clip-1">
      <path
         clip-rule="nonzero"
         d="M 95 0 L 297 0 L 297 212.25 L 95 212.25 Z M 95 0 "
         id="path32" />
    </clipPath>
    <clipPath
       id="clip-2">
      <path
         clip-rule="nonzero"
         d="M 1 16 L 90.75 16 L 90.75 195.75 L 1 195.75 Z M 1 16 "
         id="path35" />
    </clipPath>
    <image
       id="source-5"
       x="0"
       y="0"
       width="262"
       height="260"
       xlink:href="data:image/jpeg;base64,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" />
    <clipPath
       id="clip-3">
      <path
         clip-rule="nonzero"
         d="M 540.75 16 L 631 16 L 631 195.75 L 540.75 195.75 Z M 540.75 16 "
         id="path39" />
    </clipPath>
  </defs>
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="0.2"
     d="M 526.125 211.125 L 346.125 151.125 L 346.125 61.125 L 526.125 1.125 Z M 526.125 211.125 "
     id="path44" />
  <g
     clip-path="url(#clip-0)"
     id="g48">
    <path
       fill="none"
       stroke-width="1"
       stroke-linecap="butt"
       stroke-linejoin="miter"
       stroke="#000000"
       stroke-opacity="0.2"
       stroke-miterlimit="10"
       d="m 440.99999,261.00003 80,-240.000011 H 641 l 80,240.000011 z m 0,0"
       transform="matrix(0,-0.75,0.75,0,330.37499,541.87498)"
       id="path46" />
  </g>
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="0.2"
     d="M 106.125 1.125 L 286.125 61.125 L 286.125 151.125 L 106.125 211.125 Z M 106.125 1.125 "
     id="path50" />
  <g
     clip-path="url(#clip-1)"
     id="g54">
    <path
       fill="none"
       stroke-width="1"
       stroke-linecap="butt"
       stroke-linejoin="miter"
       stroke="#000000"
       stroke-opacity="0.2"
       stroke-miterlimit="10"
       d="M 121,260.99999 201,20.999984 h 120.00001 l 80,240.000006 z m 0,0"
       transform="matrix(0,0.75,-0.75,0,301.87499,-89.624996)"
       id="path52" />
  </g>
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(83.918762%, 71.369934%, 33.729553%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 141.000006 21.000001 L 181.000008 21.000001 L 181.000008 261.000011 L 141.000006 261.000011 Z M 141.000006 21.000001 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path56" />
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(83.918762%, 71.369934%, 33.729553%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 201.000008 41.000002 L 241.00001 41.000002 L 241.00001 241.00001 L 201.000008 241.00001 Z M 201.000008 41.000002 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path58" />
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(83.918762%, 71.369934%, 33.729553%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 261.000011 61.000003 L 301.000013 61.000003 L 301.000013 221.000009 L 261.000011 221.000009 Z M 261.000011 61.000003 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path60" />
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(83.918762%, 71.369934%, 33.729553%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 321.000013 81.000003 L 361.000015 81.000003 L 361.000015 201.000008 L 321.000013 201.000008 Z M 321.000013 81.000003 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path62" />
  <path
     fill-rule="nonzero"
     fill="rgb(96.078491%, 96.078491%, 96.078491%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(39.99939%, 39.99939%, 39.99939%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 381.000016 101.000004 L 461.000019 101.000004 L 461.000019 181.000008 L 381.000016 181.000008 Z M 381.000016 101.000004 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path64" />
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(42.349243%, 55.688477%, 74.899292%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 660.999971 20.999989 L 700.999972 20.999989 L 700.999972 260.999999 L 660.999971 260.999999 Z M 660.999971 20.999989 "
     transform="matrix(-0.75, -0.000000000000000092, 0.000000000000000092, -0.75, 1021.874957, 211.874991)"
     id="path66" />
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(42.349243%, 55.688477%, 74.899292%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 600.999973 40.99999 L 640.999975 40.99999 L 640.999975 240.999998 L 600.999973 240.999998 Z M 600.999973 40.99999 "
     transform="matrix(-0.75, -0.000000000000000092, 0.000000000000000092, -0.75, 931.874961, 211.874991)"
     id="path68" />
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(42.349243%, 55.688477%, 74.899292%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 540.999976 60.999991 L 580.999977 60.999991 L 580.999977 220.999997 L 540.999976 220.999997 Z M 540.999976 60.999991 "
     transform="matrix(-0.75, -0.000000000000000092, 0.000000000000000092, -0.75, 841.874965, 211.874991)"
     id="path70" />
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="1"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(42.349243%, 55.688477%, 74.899292%)"
     stroke-opacity="1"
     stroke-miterlimit="4"
     d="M 480.999978 80.999992 L 520.99998 80.999992 L 520.99998 200.999997 L 480.999978 200.999997 Z M 480.999978 80.999992 "
     transform="matrix(-0.75, -0.000000000000000092, 0.000000000000000092, -0.75, 751.874969, 211.874991)"
     id="path72" />
  <g
     clip-path="url(#clip-2)"
     id="g76">
    <use
       xlink:href="#source-5"
       transform="matrix(0.692284,0,0,0.692308,0.75,15.749999)"
       id="use74" />
  </g>
  <g
     clip-path="url(#clip-3)"
     id="g80">
    <use
       xlink:href="#source-5"
       transform="matrix(0.69229,0,0,0.692308,450.05998,15.749999)"
       id="use78" />
  </g>
  <path
     fill-rule="nonzero"
     fill="rgb(100%, 94.898987%, 79.998779%)"
     fill-opacity="0.8"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(0%, 0%, 0%)"
     stroke-opacity="0.8"
     stroke-miterlimit="4"
     d="M 161.000007 111.000005 L 341.000014 111.000005 L 341.000014 171.000007 L 161.000007 171.000007 Z M 161.000007 111.000005 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path82" />
  <g
     fill="#000000"
     fill-opacity="1"
     id="g98">
    <use
       xlink:href="#glyph-0-1"
       x="154.72266"
       y="111.74999"
       id="use84" />
    <use
       xlink:href="#glyph-0-2"
       x="166.72852"
       y="111.74999"
       id="use86" />
    <use
       xlink:href="#glyph-0-3"
       x="176.73926"
       y="111.74999"
       id="use88" />
    <use
       xlink:href="#glyph-0-4"
       x="185.73926"
       y="111.74999"
       id="use90" />
    <use
       xlink:href="#glyph-0-5"
       x="195.75"
       y="111.74999"
       id="use92" />
    <use
       xlink:href="#glyph-0-6"
       x="205.76074"
       y="111.74999"
       id="use94" />
    <use
       xlink:href="#glyph-0-7"
       x="215.77148"
       y="111.74999"
       id="use96" />
  </g>
  <path
     fill-rule="nonzero"
     fill="rgb(85.488892%, 90.979004%, 98.81897%)"
     fill-opacity="0.8"
     stroke-width="1"
     stroke-linecap="butt"
     stroke-linejoin="miter"
     stroke="rgb(0%, 0%, 0%)"
     stroke-opacity="0.8"
     stroke-miterlimit="4"
     d="M 501.000021 111.000005 L 681.000028 111.000005 L 681.000028 171.000007 L 501.000021 171.000007 Z M 501.000021 111.000005 "
     transform="matrix(0.75, 0, 0, 0.75, 0.375, 0.375)"
     id="path100" />
  <g
     fill="#000000"
     fill-opacity="1"
     id="g116">
    <use
       xlink:href="#glyph-0-8"
       x="409.23047"
       y="111.74999"
       id="use102" />
    <use
       xlink:href="#glyph-0-6"
       x="422.22949"
       y="111.74999"
       id="use104" />
    <use
       xlink:href="#glyph-0-3"
       x="432.24023"
       y="111.74999"
       id="use106" />
    <use
       xlink:href="#glyph-0-4"
       x="441.24023"
       y="111.74999"
       id="use108" />
    <use
       xlink:href="#glyph-0-5"
       x="451.25095"
       y="111.74999"
       id="use110" />
    <use
       xlink:href="#glyph-0-6"
       x="461.26169"
       y="111.74999"
       id="use112" />
    <use
       xlink:href="#glyph-0-7"
       x="471.27243"
       y="111.74999"
       id="use114" />
  </g>
</svg>