JabberCard/img/renga.svg
Schimon Jehudah, Adv. 4553e8aa5c Python : Add instructions for download page;
SVG    : Add icons of XMPP clients;
TOML   : Add a list of XMPP clients;
XHTML  : Add a download page;
XHTML  : Remove unused code.
2024-10-20 17:30:06 +03:00

52 lines
32 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Created with Inkscape (http://www.inkscape.org/) -->
<svg
version="1.1"
id="svg1"
width="512"
height="512"
viewBox="0 0 512 512"
sodipodi:docname="renga.svg"
inkscape:version="1.3.2 (091e20ef0f, 2023-11-25, custom)"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns="http://www.w3.org/2000/svg"
xmlns:svg="http://www.w3.org/2000/svg">
<defs
id="defs1" />
<sodipodi:namedview
id="namedview1"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:showpageshadow="2"
inkscape:pageopacity="0.0"
inkscape:pagecheckerboard="0"
inkscape:deskcolor="#d1d1d1"
inkscape:zoom="1.203125"
inkscape:cx="113.03896"
inkscape:cy="140.46753"
inkscape:window-width="1916"
inkscape:window-height="1032"
inkscape:window-x="0"
inkscape:window-y="22"
inkscape:window-maximized="1"
inkscape:current-layer="g1" />
<g
inkscape:groupmode="layer"
inkscape:label="Image"
id="g1">
<image
width="512"
height="512"
preserveAspectRatio="none"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAQAAABecRxxAABC/0lEQVR42u2deaBOdf7H3z+012gW&#10;NZXfTJlKjUmNmUojM5JRv0aSlIiU4glDhZAULZSdFCkKKdmzZncj2ULkWu51s1+Xe7nIvr1/f9ju&#10;8izn8z3Lc87zfN7vP+4/95zz3T6v55zvCqhUKpVKpVKpVCqVSqVSqVQqlUqlUqlUKpVKpVKpVCqV&#10;SqVSqVQqlUqlUqlUKpVKpVKpVCqVSqVSqVQqlUqlUqlUKpVKpVKpVCqVSqVSqVQqlUqlUqlUKpVK&#10;pVKpVCqVSqVSqVQqlUqlUqlUKpVKpVIlqi7EdfgrKuMxPIdWeAcfYCjG4BvMwzKswyZsRzb24hCO&#10;g3l8CkfxC/YgC1uRgZ+wCLMxESPwCXqgA/6Lp/AfVMDNuBJFtIhVKn/oEtyISngKbdAXYzAf65Gb&#10;L6zd8DFsw3JMw2d4By/gYZTDVQoFlcoLFcF1uA/PozO+xEJkuR7sVn0YazEVH6I1auF2XKoVpVI5&#10;pYtwG+rgTXyF5Tjgm5CP7i2YiQ/RAvfjaq1AlUr+S/8HPILXMRKpOBGQoI/kbMxFP4RwFy7RilWp&#10;ooV9KdTGe5iBnIAHfXifxE8YipdQEZdpZatUZ1UcVdABk5CdkGEfHgUrMADP4BYU1epXJauuw5P4&#10;EKuSJuzDeQ8m4hWUx4XaHFTJomtRH58hI6kDv6APYTbeQAUFgSpxdSUexQdYq+Eexb9gClqirM4s&#10;UCVS595f0R7zcVID3LIz8Skex6+18aiCrCvwGIb4aMJO8DoL5+NVlNH3AVXQdA0aYwqOahA74g3o&#10;iX+imDYrlf/1R7TCQg1aF5yDQXhAuwlVftX1aI3FGqiuDxwOxoOKAZWfVALN8L0Gp4fejY9wr/YN&#10;qOKty1AXUwI/Xz+o3oQuKKONUBUPFcE/MAi/aBjG3UvRVAcMVV7qWrTDeg09H/kIRqCqrixQua2i&#10;eBDjdUqPbz8J2uP32khV7uhqtMPPGmY+9wmMxv3aPahyVnfjiwLbaKr97PVojl9ps1XZ10V4Skf3&#10;A+n96IMbtQGrzPVbdEBmUAOgKpuyI7vzAw7mlxzHqZzF+VzClVzDdVzPNKZzAzcwnWlM43qu5Wou&#10;40KmcAYnchSHcSD7sDPbsC7LBBUCpzAJlfSDQCXXDegblE04K7E1+3A4J3MeVzCdmdzH43RWh5nD&#10;zUzlIs7gGH7CzmzAkkHBwBI8oSsJVNZVDiP8PLmnLJuyF0dyLn/idh5kvHSCu7mBSziFg/gGa/ob&#10;Ahn4r25Yroqtf2CKP3/lO3EEv2MG9/EU/amjzOJKTuWHbMwSfoRAFtpo16AqkoqgMmb7qcGWY1sO&#10;4Vyu517fBn1kGGznMk5gT9bx2yqCN3TeoKpw8FfBd/5ooiXYnJ9zEXfwJBNDB7iOU9mdlf0zPvCW&#10;QkB1Xv9ESvybZTX24Qym8zATVae4i0s5gq390H24F2+guDZ9VXnMjG9TrMuhXMbdTCYd5c+czrdZ&#10;Ot6fA+1wuYZA8uoWjI1f83uIA7iQ2UxmHWUaJ7BNPLsMMxHCBRoKyafrMDA+Q30V2IspzAxct56b&#10;OsifOJJN4gWBdXhMJwslk67A2zjkfUOrw5FMc3yKTiJpD+exC0vFAwILUUEDIxlUFA2xw+vm1ZJT&#10;uU1/8y3qEJdzACt6D4GvcL0GSGKrEpZ72aRKsQvncY/GtIGOcz1H8HGvNxbprFOFElV/wGgvR/M7&#10;c3Ecp+kmztDhZo5idS8hsAP1tUcg0XQx2uOgV02oFedwr8auo6sO1nMwy3sHgXm4XYMmcfQg0rxp&#10;OPU5mVkar64NGq5gb6+6CE+gr84WTARdi5FeNJjKHMFN2s3nycTiBWzv1eKhJ/VjINg9/k2w1/2G&#10;0pZLeFQj01Nt55es4AUEpuIGDaRg6jYscLt5lOdwbtNojJOO8Hu2dB8BB9Fa5woGTRehE4652zBe&#10;5IIEXrgTHG3mEJZzGwLLtFMwSCqHle6O7g/iZo08X00d+pYN3UXAMXTUI0mDMeD3jptz/CtyHHM1&#10;4nyok1zJdu5C4EeU0wDzt27HKvcawOOcxUMaab5WBnu7OzjYUfsD/KpiaOved39zLtFlPAFRFoe6&#10;uZH5ItysweY/3YB5blX5W1yrI/wB0z5OdG8LsoN4QecH+Ev1sN+dyn6TGRpNge0anOremsLJuErD&#10;zh/6FYa6U8mvM12jKOA6yIlurSHIRBUNvvjr7+7M82/DtRo9CaJfONadmQKn0EWHBuOpInjZjW6/&#10;lkzVb/6E6xMY5U7H4ELdRCReuhJjnK/QxlypwZ+gyuXnbmw/uhsPaTB6rzuQ7nRVVmGKDvUluDLZ&#10;xY33gHf08FFv9SwOOz299yse0PhICqWysfMImIPfa1h6o4vQ3+nq667beCSVjjOFVZxGwDbcpcHp&#10;vq7BfGcrrinXaUQkoQ5wpNO7Cx3Bsxqg7upubHN2H5/5PKGxkLTayfecfg94XwcG3VN9HHGysgZw&#10;v8ZA0msZqzmLgLn4nYaq8yqKd5yspnpco21fRZI8yCHOIiAdt2rAOqvLnNzTvyTH6h5+qnzawJCz&#10;h4//W4PWOV2LpU5O8tVd/FSFdYxTnZwreAJNNHCdURlsdu5k3hSe1Lauitgp+KaT7wHvoaiGr139&#10;C7lOVUhH7tY2roqqU0xhWecQ8AUu1hC2oydx1JmqKM2Z+tuvsqQstnZyhqCeL2Ssl52qhhbcru1a&#10;ZVnHOYklnULAT7hOQ1muIk4N+5XgWB7lKbVa5E3ObTS+ETdpQMtUzKn5/vW4QRuz2siH+blzpwze&#10;oUFtXRfhK2cK/mMe0oastuFUp+YJ7kVFDWxrugSTnSjysvxeG7DatnPZwRkEHNLJQdbm/E13orif&#10;4TZtvGpHfJyjnVot+B8N8Oi6AnOdKOo+PKgNV+2gV7KSMycM1tAgj6zi+M6JvX1m8aQ2WbXD3sWX&#10;nEDAcTyhgR7p19+B8K/FDG2sald81JlVgydQS4O9sC7Ht06c47NPG6raRS9yYsHQcf0QKNz1N8d+&#10;+A/lcW2iatcnCFV3oi/gYQ36vAN/M+zP95utjVPtiXezhX0EHMX/aeCf1gUYb3+Zb6o2TLVnPsQe&#10;TswL0KlBAIpiiP3pvpnaKNWe+gRH2UfAPpTTJT997RZje+34U8fFC+xvK74LtyQ3ADrZ39lXV/qp&#10;4+U0+8eLbMUfkjf8G9sN/9E65UcdV+/g43YRkJasW4Y8jBP2im66NkB13J3D5+wiYBkuSb7wL49D&#10;9ob9FmjjU/vC+9jSLgK+TbbtQ29Etr0d/lZow1P7aFiwo10ETEqm8P8N1tkprPJcp41O7bN1Aj3t&#10;ImBQsoT/hZhlp6CqcpM2OLXvfJyf2APASbyTDB8CRTDQTjHV4A5tbGpf+iS/tDs3sFXiny3c0k4R&#10;VdPwV/saAcPtISAbIVyayOFfFSfNi+dBnfKr9j0ChtpDwFrUw68SNfxLYbedb3/d5U8dBAR8Zg8B&#10;M1EPv0nMLT9WmhdLZW7VxqUOhE9wkD0EfIYGuDrxOv9s7PVfkZu1YakDhICP7O0Y1AUNE+1AsZft&#10;rPbfqI1KHbBBwQ/tICAHL+M5/G/ihP8/cNz8gA/d5lMdRAT0toOAlXgBz+P6xAj/EthqPud/pTYm&#10;dUBnB75mBwHjEEIjlEqEPX+mmRfDt9qQ1IH1L2xsZ2Zgj8RAwKvm4T9eG5E60M5hDTsHirZCCI2C&#10;/SFwt/nX/0Ce4Em1OtDewgp2egJCCOF5/DGo4V8cGaaZ78yj2nzUCeC1dvYOHHEGAQHdOOxz04y/&#10;xIPadNQJ4sV25gS8hRBCeA7XBi/8nzLNdh3marNRJ5CnmiNgO5ohhBCeRYlghX9J5JqO/G/RJqNO&#10;KJ+wMzFoBkIIIYQGQdo+tIj54N8SbTDqhPNh8wPFTqHHGQQ8hSuCAoAmpuE/ShuLOiGdzarm+wS0&#10;OIOA2rg4COF/Iw6YZfUdHtOmok5Qr2NJUwTMOwOAEB7BBf5//Z9resrffm0m6gT2LPOegN7nEPAA&#10;ivgbAIYn/tzJrdpE1Anuj8w/A5qfQ4CvzxW+DnvNsviDNg91wvsIW9kdDQghhLL+ff0fb5a9L7Rx&#10;qJOkM7Ci6WjAu+cA0NivKwQeMwv/5jyiTUOdJF5q+g6wDU3OIaAhfue/8L/CbOV/WWYGvEoP8lOR&#10;92kYJLWNDxEZnecz4Clc5jcAdDPL1rzAV+g+YY53aRAktQ+xoRkAjqBtHgTU8NdZQn8xW/rbOwGW&#10;/SoA1DJvNl0juDQPAEL4l5+6/741ydDjCTH2rwBQSz3D9DOgbz4ElPELAJ402/MvLSEqUwGglvoE&#10;O5sBYAea5gFAI1zjh/C/FJvNNv2KVkS7OZPHFQDqBHUuHzRDwFf53gHq+6Ez8A2TjISi7vqTyqoE&#10;ewRiaxAFQFD8NpuwD8fwO65ndtx/XgwHBA+iZT4EPBzvycElcdDk9T8jYsEc47hz/9eU2QoAtUN+&#10;PF89lGZj9uIozuNa7orLQrTuZgiYkw8AIdwdXwAMNcnEiCivRh0LnAucrgBQO+CjLBGlVkqxIXtw&#10;JL/lGu70aE/K3Wabhp5Ex3wAaBzPjUNvxyl5FuryAE+E9VpWC1M18yP8tz+8V5j7LF/nJnG9U1BH&#10;JdnAk3r61uwdYEWBd4Bn4rdZyBSTDKSGLYxjnBSR0WN5XAGgtuX1wno64EGajvF1MwR0LYCA6vHp&#10;Cahkuud/uDCKPjDyCY8qANQ2vEhUSzU9SlUmy5gAIK0AAEL4Wzym/yySJ/0h7gtTDOmsFfPKrjyo&#10;AFAbe7Jwfyqv0vWN2TvABwUAEIc5ATVMEr40zGvQdIvbJbUJCw8FgNqKBwuXqHuVrqN80Wx14AsF&#10;EFAXF3n7+79Cnuw3Cn3L72dPwfWNuEsBoDbyW6JaSvEwZWlm7wADC30G3OclAB41Gf3fXCDrG1lP&#10;eI8a3Coq3OfsHNMcaE83aoxjEyT3hwrlTNbS0jyFU1+zY0NeKISAG7wK/6L4UZ7kTwtkey5LG2S8&#10;ItcrABQAQgAcFe7Ku9/jIUqjrsCPCwHgaVziDQBqypNbgXvyZPkA+xlXbhkuUwAoAEQAyBZdXcvz&#10;D5RxTr0DVPXm+/8HeXKn5cnuVpuBWYJzFAAKAAEANoiu7u45AA6wukk+BxQCQAg3ug+Af8uTWp+H&#10;82R3KcvarmJrk4MUAAqA0y1OtlLV+07K703yuTEMADz4DJglT+qKQt1/NW1XspXJQQoABYB8tH1Z&#10;HABwzGzT8F5hEFDZ3fC/S57MjmEyvJuv2K7mbjEnBykAFAAneIJDRVdvj8tAZbpJTlPDACCEP7gJ&#10;gDHyZG4Im+FDHGC7omNNDlIAKABO8ATfFXUyx2vaeVeTvHYOA4CncKFb4V8KJ6VJ7Bwxw8f5TdRF&#10;mvYnBykAFADSdtAybpOVNprkdWHYd4B73AJAT3kSM6JmepXpaSmWJgcpABQAJ3hMNM4+KI7zFbvJ&#10;83oCr4QBQCP81p3jP8Sn/70bM9Pb2cBmdUeeHKQAUACc4B7RtXPiCIBNJrmdFPYd4BE3APBfk9//&#10;4zG9l2/arPAyXBb2zskLgGkWyr2wEwUAB/PlKkN07VqjknPKBhuF7UezsAgo7fwEoPXSxL1nMdtH&#10;+LnNKi/BhQoABUBYACwTXbsnrgAw6gcYEhYATzu9PvB+d37/zzpFOF+7oMtyswJAARAGAJKDOKrH&#10;NfyP8zh7yPObERYAIZR3FgAjpQnrKsx6qs0OwfrcpwBQABQCwHDBlV3iDgCjfoC3wwLgeRR3Lvyv&#10;xjFpstLFmd/KurYqvjuPKgAUAAUAIPmuHh93ABzne/Icp0R4B3jAOQC0kyaqtVHm97CtraqfogBQ&#10;ABQAQFPBlT/5AACp8hwfRosICLjOqQ7ADdJELTbM/kETAubpDFyjAFAA5MnTMd4puHKfDwBwlCF5&#10;nodFAEBNZwDwT/n0nMPGBXBINHWzoB9i9rk7LeBMlz1RmLqxrqfotH82Kvk0j1IXzRMEHXaR7nEk&#10;3yCz9dpp6oPwP87jnCdv92kRAODQAuFPpAmabKsADpmen0oQbGcDPlLnCtOW5ZMm5l/nOByuklkA&#10;n/ukDA6ysrzdvxYBAHVQ1P4JwPukE3NybRfBOzYQkKIAUACc8TRB7SzxTSkYfIxNivgO8Be7AKgr&#10;TcwgRyj4llHwV+J3PKYAUACcsaQV7fRNKeySz4rJjgiAp3GBPQBMlQbhZodehORThLvm6QFQACgA&#10;DgoWAj3uq3Iw2DWze0QE3GEn/H+H47KEdHTwW6ij4LmVw04HzusD3O+wdwgraZPjKdjP/QWGvRQA&#10;571GUDcDXMiNeW+UwQYhc9x5B2gkTcgiBwvwgOV5AT25O+bdGiXooF93BUAEjxbNApzmoEexK+sS&#10;rM0+nMpU8RqDY/LWui/MPsEOvAPMkCWjPA842iB2s0bMZ1a12H2jAEg2ADTwUS1JUWBwbmDPiABo&#10;YPoOcBVOeN8BmN8bYhwh0tdykSoAJL0bb7vuaS4DYItP6+tx9uFUro7RbnfJ98tKiQiAEG43A0BI&#10;mrm1POa4U6JM+/lBcJ/nEhYAzpf5Lg/SPSjMc60f4tEkZh4m+b7m9kRNv3gcbH+Uj4D6KGYCgCnS&#10;15wjLjTGY/w07NM+ZK7oLgqA5AJAc5/XW/kY6V/k5EhACLeabAJ2RJaA8a6E/zEeLNQZWIMrxHdR&#10;ACQTAHb4vt5axMjBLywvvef0KAB4EkWkAHhMmqXtLgHgGLPzHZ/0Efca3EMBkEwAmOH7eusTsxY+&#10;kd4zKwoAQviTFABDZI9v61r4H+Mxpp3pDKzFlYZ3UAAkEwBe8329jYpZC2vld30jCgAelYV/MeTI&#10;Hj7XVQCcZvog7jO+XgGQPADIsX3mhPtOiVkLR/m49K5jo74DXC0BwN3SDO1yGQCHbY4xKACSBwDz&#10;AlBvqy3Uw3DpXddGBUAVCQDekD26pcvhb98KgOQBwGsBqDcrPWbi/YGOo3kUADTC5dYBMF/26EkK&#10;AAWATwCwPRD1dtDS+FcF6X37RX0HuNtq+BeXzgHcpABQAPgEAEHY3KyexZp4X3rnWVEB8LTVDUIe&#10;lU4BOqoAUAD4AgCHLawfib/fs1gTi6V33hEVAJY3Cesje+xw34e/AiBZALAyELU2wmJN5Mo3B3kl&#10;KgAetgaA5bKHpiYUAMqxviVLzzGo7cp94wWAulHzUCluAOgdCAB8a7kuOkrv/XGMd4ArY4f/r3FK&#10;8sgKPJRQAHjb4h33CKtmhyv3jRcAos/GHBUnAOxmqUAAwPqQ9izpvefGAMA9sQFQTTqp8WgALAGA&#10;tTvuFlZNpiv37eZCWe208NzcqHeIDYBPwlwlAUD4584IyIfbLst1sU16720xAGChI7Cr7JFzFAAK&#10;AJ8AIBSI8C/PI5br4ki+dTCW3DIGAv7o8ByATQoABYAvAJAekN//lqLa+FB6/w9iAODf0cP/QhyS&#10;PK4SDysAFAC+AMBnAQHAAFFtpEjvPykGAJ7HxdEA8FfZ43oEIvwVAIkPgF+E8+amMJ3pHC+6pi7T&#10;IzhNsABpsqg2xJubrY4BgBDKRAPAC7LHzVAAKAB8AYD5wvrI4VEe5feiaxpHzHGO4C5LRbVxhFVk&#10;OTsYEwDVowFgsKwYNygAFAA+AMBhNhSVW/Mz1zkFgI0u9pqJ5zZ0iAGAxrgsMgBWyvozDykAFAA+&#10;AMBSYW2MdxgAPwru8ouwPsRzAQbFfAe4LVL4XyQ7C6hzQMJfAZDYADjCF2n25uoUAKx31dUW18dG&#10;KQC+iQmARyIB4HbpMmAFgAIg/gCQrgCofm4k3ikAjHfxR/OwdIPQn2ICoDGuCA+Ap2UFuTIBAdCe&#10;mZa8Qdjo1rhyXwXAUR4VbwHy2bkrnQLAx5bv8YVBjbST5S83JgAiHhzeXVaQWQkIgGA5XgDYGBVi&#10;n3oKgHXiUlvpOACsH+Qx16BGhkpz2ComAKqFB8B02TKgwzwSECcuAJwvqywP0v1xmOfuEgAg73Wd&#10;hc8ux1/OXbtACIBIZWZ9DCLVoEbEk4F6xQRAI1wUDgCbJY/pEJjwVwAkLgAyDPZQOOIwAA6znOCt&#10;WV4jadI8fmnhIyDM5iCXSTcCUQAoAOINgD7iZ893HAC7BW8fJm/Ne6V5nGUBAPfbHgOYpwBQAMQZ&#10;AFsNzgDIdhwAmyzf4UXDOqnn9HTgEBoUPi7sCelYqgJAARBfAHwsfnKbfM90BgCrLN/hQ8M66SXL&#10;ZbYFAIQ5KuR1yUNKcJ8CQAEQVwDsMNgBaLILALDeSTfBsE4myHJ5Cs0sAKBcQQB8KnnIMwEKfwVA&#10;YgKgr8GTN7sAAOtn+CwxrJNl0ny+bgEAhRYFzZY84l0FgAIgrgBYY/DcJgWe6QwA3rZ8h58N60Q8&#10;HbiPBQA0woX5AbBB8ogh4kxsZqpL3q0ASDoAHGIzg+dOcQUANS3fwfSzWTrxHJ9b6gXItz1YURy1&#10;U5Sx/aFrzWmlAiDpADDH6LmZLgAg1/L1tWzUyp2ynE62BIDyeQFwrawoFykAFADG/ogHCniLYEFN&#10;E+6RbpNBEGxXKK9OAMD66o23bdRKU1lev7cEgBo2jgRfrwBQAMTJTfi50XVzXAGA9XvYmTrXTZbX&#10;dZYA0AgXnAfAI7LC3MHDQn/gIgBiPTtRAdBVXAuxvcP3uS5peFVOobx+J7pDo7DlNcry9bNs1Mow&#10;WW4zLQEghJLnAdBYVpgHEhQANTjQkqUnt/Zy5b7xAkA/i7k576Zxx0aXMHl1AgDdLV+/ykatfCPL&#10;7QGLAPi74TSgOgZZCAYA3rKYm2xhGrdZvG9OIACwW3zXH+IOgO9dAkADy9fvtFErS6T5bWoJAA+d&#10;B0A/ye3fUAAoAETeyzJxDf9y3OsKAPZbXo3QyFatiFcEtrUEgAbnATBKcvt+CgAFgNCd4wqAD8Km&#10;yT4ArC8EGm6rVjKlOe5s8SOg+FkAzJJNA1IAKABknhNXAKxxCQDWX82X2aoV8VSgPhYBcNNZACyV&#10;3H6UAkABEKDRhSY85BIAvra8eG6PrVo5IM3zQIsA+MdZAKTJ5gEqABQAUjePGwDmREiRfQBYHbV5&#10;xXa9COcCDrMIgIfPAmCXEwWqAAg+APbzx5g+YHTniY7VuGwbkPLMdQ0AVo8kH2u7XmrJymi0RQA8&#10;cxYAopUAixQACQsA95zpSG2X40Lu52Fu5yw2sfnBKgPAc4Wu32cZRam2S084k2KSRQCEzp4RILr9&#10;Ch4S2z0AxE6N9V1b37SYm13CNG61eN9sIQAOBcrv2q7rylyf534HmRJzVUBT7o+YHtmRolULXW91&#10;cK4s99kuO+HpB7MsA+CPBgBYqwBQABh4rc2aLs30MCU2MMoV1aKWvPRM4V8KXD/H8nul/bLrKktr&#10;imUAlDMAwMaEBUBzLrNkadOZ48p9gwaAQ+xoq6anRbjr+gin51TghqipkdbirkLPHcYXLaxNmOJA&#10;yfWXpXWBZQBUNgBAZsICIGiLgYIGgHUsbZjX5lzCgxHve5CLC+2dWyvmm6oUAJvC3iWXqZzMbqwa&#10;8bp0B0pOeD7QYssAeNQAAFkKAAWAoZezrPjF/wOusXDn/VzITud6/gdxd8wrpABIjXq3g9zCBRzC&#10;5gW6BivxgAPl9oUsrcstA+BZAwDsVAAoAIz9E2tbDv23OKPQi3d053IzMwp9rTsDgCUW07CHqzmR&#10;77HymZWgTpTaCFlaV1kGQAiXigGwSwGgALDh/ZzF9lG+ncvyRQ7mD9zjcjrkPTmy+x/kZs6P8d5g&#10;1V/J0rpaAIBrxQDIMcjANPaw7NcVAAkNgNPezZVM4Th+wr7sxX4cxOGcxhXc7sgrsxsA+DqOpTXK&#10;PQDc4gkAJE5TACQBAOJvKQCGxTGtY2RpTRUA4O8KAAWAAsCC30/MN4D7POkDUAD4EwBLOCGBPMdV&#10;AHSMIwBc7AN42GAY8KCrXi8EQKz7JSoA3nOgrPsmVIk0FeVdCoAmLrf7aP7SvVGAOmIA7FAAKACS&#10;EAAPxhEAw2VpXSYAQCMxALYpABQASQiAEvwlbgD4TJbWRQIAhHCJEAAZCgAFQBICANwVNwAI59F8&#10;JwLAb4UASFUAKACSEgCb4gaALrKUzhUBoKQQAMsUAAqABADAPPH918QNAG1lKZ0hAsBNwGHJ7Rco&#10;ABQACQCAUeL7L40bABrLUjpJBICyQJbk9rMCBoDFTHHY04QNZ6LjKUhhClcqAGwBQH5WwZy4AaCG&#10;LKWjRAC4C1gna87BAoDz3ilsOFvjOICkAIjkauL7T4hbPQlPVhoiAsC9wGLJ7UcoABQAgQfAdoP7&#10;D45TLe2TpnSACACVgemS2w/iAVct2ztuucupCecsYYVsjkMarblPQgGgiSDn8wzu3zFOtST9wUEv&#10;EQAeBEZIbt9bAaAACDwA+hvc//E41dIWaUrfFgGgOtBHcvu2CgAFQOABUNPg/iWYG5daSpWm9BUR&#10;AGoB7SW3r6EAUAAEHACbDJ+wMS61JDvCBKfQRASA2kBDWTHkKgAUAIEGwGzDJyyPSy0Jj1XbLwr/&#10;EJ4C/iMrhi0+BUAmp3niCcJmM9qjdE3jNH6rALDg3oZPmBEXAAySpXKbEABPA3+TFcMqnwJgdYLO&#10;+ZO4jgIgpvewvOEThscFAG/LUrlGCIBngatkxTBPAaAACDAAFtmYfh0PAAgns38nBMDzQBEckjxi&#10;vAIgQQCwi5m+sGQbuI0R75JlMde9jEv3uTiE/37pPMCJQgA0AoC1kkd8xF9c9Brh2sTzV65SALCO&#10;q3XjliXz8rJtPitbGlB5XJr7PC8b8cHqQ4QAaAwA02QzohQACoCgAmC+rfLd6nnZiE9V7mkCgIGS&#10;R9RUACgAAguAd22V7yrPy2aBNI3tTQDQVvaQnQoABUAgAbCdpWyV71zPy0a4JfgJ4TSgM30ANWTF&#10;8JMCQAEQSACMsVm+ozwvm3dkKdwhDP8zALhVVgzTFQAJCYBVHnhtHAGQy4dslm8fzwEg3LdghRgA&#10;DQHgIpyQPOZjBUBCAsCLFDaMIwDm2079ix6H/w5pCqeJAdAAAIB0yWNaKgAUAAEEQCvbqa/oMQBW&#10;SlM4TAyAeqcBMEHymDLM5X6XLAPAD3muVACAdWyVvTcAKPzcbYLrd3nUsiJ5h2stP5ynStPXVQyA&#10;OqcB8LbsQRkKAAVAwADQzZH0r/EUAAOk6WshBsATpwHwhOxBCxQACoBAAWCtQ+n/zlMANJOlbpc4&#10;/EN49DQASsuKYYQCQAEQKAC86VD6x3sY/rtZWpa65QYA+M9pABTDQcmj2igAFAABAoBzbaOfhwAQ&#10;p3qSAQD+jTNaJHlUKeYoABQAgQFAW8fS38RDAIyXpm6AAQD+eRYA/WQPW6kAUAAEBADLBPfvyiYx&#10;VgTu8QwAnaSl29YAAOXPAuBp2cPG+g4AOczwxD8Jq2WZR+nKYAY3KQAKeR9ftHz3N7iPG2L8zwaP&#10;wn8Py8nKNtcg/EModxYAwm7A130HAK8sXaG9KQ5pVACc90LBh+3p4e1QnEbA8lu8HfhyIwDcchYA&#10;RZErmwy0m/tcsCzbS11JQ3RLj5XaGIc0mtkbABR+7lbRSlRZnrJZ3/K9e525ZmTU/xrpUW1MlJbt&#10;OCMA/BHnNEO6JlABoADwOwCGiT7WTl8TfdfAdz2qDfH5xT2NAHDVeQB0lD3wax8AYKACQAEQxatZ&#10;wvKdazP3zFUZMf7Pi7rIZQVZyZ5EcyMAXHEeAPfJqrKTKxmXrdgqwdUKAA8BMJCjovpdXwEgR7Sj&#10;7tg8wVfJ0bcQE4tXLmQYhX8Ixc4D4FIclTyytAsFMVM694nVuEUB4BkA1se4wxxfAeAL0U/J5jxX&#10;Rp+D78WPzmgpAL4xCv+nkU/zpSsCnH3pGWI4NWOnAkABEOZjsqTgvm/lu/aHqP8704O6aCaNg35G&#10;AKiZHwDvSKdFOpfhndITUPL4be5RACgACrz+N7LxY7abVaP872eu18RmaQycwktGAKiaHwD3yx5b&#10;ybHA2yisroIepABQAOSzbDPNyoUGtT+P8t/tXa+JadII2GjYA3BPfgBcLFsSBK7gXge8glVs9y5P&#10;diQlVrxNmLIMz1Jm17HzsjbGHWKfu/tMmKu2CEozy1JO1ohe/8GPCt0hndH2Bcp1uSbEk4AnGwLg&#10;NhTQFNmDhzqQ2Rk2t2o+24mzSAGgAOBe7mV2jPn84WYAFL5Lmyj/3587XayHHfKI6G4IgOsLAuAl&#10;6eITe1ndKd/zJKLv5BoFgAKAe9lXWENVuTvMXeZGvaY+V7tWD+LNSw+jqSEAriwIgD9Lwy7NRkZX&#10;sq6jk0wqcqUCIOkBMEncbj4Je59dMabilOIY7nGlHqQAM9gM/OyZAEULAqAINklXBZplMofDBbO0&#10;rK9QWKgASGoALBN+/YPg8gj3GmphY5xNjtdCNitKc/CFIQBqI4zelz28vlGHyHrxV5pVl+QsBUDS&#10;AuBnVha3mIci/o5vtvAtXsHxn5wF8lbfxhAAD4YDQBXp41cJM7iH48Xz/WT+mNkKgCQEwM4YC3nD&#10;+9Mod7TWQ/Wlo58C4kVApkOAeTYDyasLsdeJL6hI3hi1d9UpN+UGBYALAJjABVE9KI4AyDXc+Dta&#10;v1GGxc/UTsx0rHWJP2EmGAPgZoTVl9KuN6u/t7mcwfIebY51J+e4NkjTUuTNCQQA+3YPAGON0lM9&#10;xq93b8trCZ0Zg5osz8NbxgD4bXgA1JYmYT5zLXir9KRT2+7AtZZSpj5tbwBQ+LmSia87IqR9vmGX&#10;8pAYZWL9PIEynOlAHYg/YnYZh//zhccATuty6XzAdyxkbL4Ds/1MpgcN4FYN7YQHwGLjyWSrYpaK&#10;5Jv8I2bbqgGD40umGgOgFiJqpLTnfWuM3/5ecQj+sy7P0QqBhAbAcpYxTE0t7o5ZKrLdpl/iZhs1&#10;MFSeh7eNAVA5MgAekyZjUsQs7eHMGNsreOFS7MNZnMeFXMqVXMM0buRW7rDJawWAHwCwyka/0jBL&#10;5SJbp/oQ1xuWfw4flOYgyzj8w6wDyLs1yC/SjZ52Rwj/N+Ie/LHeXsrzIdZliC3Ymu35Bt9hV/Zk&#10;X/bnx/yUQ/kFR3Esv+ZkfsMZnM0UzudCLuEyruAqpnIt05jBjdzIjdzETdzEzXm8hVu4hVvPeNs5&#10;b+d2bmcmt3Mbt3AzN3EjM7iBaUzjOq5hKldzFVdyBRdyDidxJD/lQA7gB+zD3uzO99iTQziBKVzB&#10;n5MYAGtt/bystlQuGSwrXFuYalT+BjMAJtsAwNWIos+lSVkaIVMf+RwAieEmnGjr1TOoAEiX/2bm&#10;67nfY7Fkxok/O380KH+D84s62egCLBYNAFWlSXkrIj1LaoB61OE5I8kAkMaattLyheWSyeZzwnuX&#10;i/iTGMlr5DnYZOP3vyaiqhi2SZOTHiFjfTQ4PUNAShIBYJXBtN/8XiMomxXiu5fmQlHpfyDPwVc2&#10;AHAvYug9+a484TOWpqHpmRsmDQAWCr/LraUkmj806HqeZ/nuW+UDmSfQygYAbooFgDLyuXeZETLX&#10;TUPTs3eArKQAwEwHPizHCktnm8FMllIWuxlzOUqegxU2wj+EyxFTi6VJmsg9Yb3aVkXVZW9+zVF8&#10;n219MKDod2dEqAMr9gYAhZ+7SXB9JvdwTJxKaqZRR+N2C3feadKZ2d9G+NeBBT0nTdLjzImQwU5G&#10;VVSBI7kl332yOJHVNMyj9D7nJDgAtltYcGTFrQ3KZ7dJPz27cHfMO8+W3zcXTWwAoJIVAFyOffJV&#10;AeEz+KM4g2U5KgI7d3JK1E2bk9ltbYR/MADQ2qF0TDMqoTTeafCsr2OCpan8rpNsfQDcAkvqJx+P&#10;jvQL1E7YmbU2apFliA59Sh5/5jIApnKpTf9oEwBOzQzdZlhG842etjrqPRfK73kKbW0B4FfWAHCb&#10;PLPfRcjkUsE93mdWzIrYztc04At5tssAWGPr/pHsPQC62EjtcIPn9Yn6+99MfseVtsL/SVjWPGnS&#10;QhHfAV60OIFilsWK2MV+GvIFvCmQAFjleTnNs5HaHIMerTJR3jgWmOSgny0A3GsdALXkiZtvI6M1&#10;Y7z6F2TnEA16mx1b3gEgm+lM5Y9cyu85n/M4n7M4mt1Zz/NyqsCdtsppu8Fu1pOd/P7Pwgu2AHC9&#10;dQBcgM3S5DWO8A6Qw8Yxrmwk/gXL0TkGeTzJpwDYwbFsa3vijnPub/udZa24M7CZk7//X9oK/0a4&#10;EAK94twL1rdRr2pnacS08JhASw39M/7ZlwDYyQY+K6dlDny2zBM+s2aEHzCD3bEPorktADwMkX4j&#10;3R8IbBTxHaB+lG6SncbfZMs4yNaqsMTwO7YbtTsAWO6rUirFkbbmSph2BoYHwHcmeZhuK/xDKAuh&#10;3nfuHSDSXKoRFiZLxMLAGk5mlxinuSSuO3KrTwGQ7qNSauZgN6asB6pW2DZrsI35SbSzCYDiUgBc&#10;jxPSZNbjTu4O452sFYbJs8L+r5mzuYrj+Y7NhaLBcg1+wxwHyi72k1KN7vuKT377R3GXgy1tN3cL&#10;3gJeCXP1bJN8LLAZ/k/AQMPkCZ0QocimFPi/SvzB4Uo5621cwan8mK2NZm8Fw7U5jCuZ7VCJ1Yrp&#10;tUb3neZgjh9iDaPr2humPZZHWnz+N4Wu3MHqJjnpaBMAd5sAwGBCUAVuCVtgWXwoz3/V4XqXwj//&#10;W8EGLuRY9mE71vNRb7SpK7ItB3EaVzvyu+++tzpyADwINuUOZvNL4VXVOdfFkrJyHkFpbi103QiT&#10;ElhhM/xjbAQWWRPliR0QocDGn/uPlyJAwm1v4zou5RyO56fsxlas5VgDdSvgG7ID+3AIJ3IxNwYk&#10;7PP6PYdKYvmZ+30qePEfwkyXczchZip6Fbomw+yH6D2b4f8UDHW3PLEluCZscWWe2cmlG7N800Cz&#10;uYVruJhzOZVjOZwD2YtvshUbsprxltOypU9VWJMN2ISt2IFdOYijOZ0LuYoZPiolcy90pJR65ulL&#10;srYWpI1LL/4FPTfqzsRlmVHoip4mJZBq+/e/PIw1WZ7g1yIU1yiCQx37cnXfO7mF6VzNZVzAWZzC&#10;cRzBzziAPfkW27I5m/MltmIbtufr7MS32YVd2YO92Zf9OICfcAhHcCwn8hvO4rf8nku4gqu5lhu4&#10;iduYFaCSMAdsDdvhX5Lpee64MuaWIM8wxcN3pQ1sFTElYwr99wqzMuhqGwBXmQPgTpMkfxfhFXx6&#10;wjd5tVlnmZXf/9OeGuV/n2OK51jdxRFhodSg0IhYNpublMBq2+FfB7Y0SZ7ouhGGA9XJ5q22Z2is&#10;LnTPqRGWo82L2zvVCtYu9CG8vNB/zTIrgfdsA+BuewD4m0myR2njVxfo/JX73Qj9STPyjSnV43AH&#10;B0VNPxdn5uufGBLm/fchkzL4yXb4h/Br2NRIecJLezLQpw5CT0o7o+DvxFVRX7wXcSKncW4ERMSn&#10;x2MxB7M1X+GYMG/ARovYT9k4A9DiSQBWdDOOmyxS3cUctZpbhfs41eMopidYGSw2ewda5MDv/1/g&#10;gPqbJH+yNn41c5jD7exvqcVU5kCuYHbC5T+zUB+BJZ9Ae9vh/zwucQIA18jXBoJ3coM2fvUZL2f/&#10;iB2C5diKn3A+sxI074PNfv9nOfD7XxUO6U2ztWra8NXnvYM/cjZHsC97sBvf5yB+yRSuS/CPxR9Z&#10;wiT8D9s6Aeis/+AUAC6XnxoIgrO02auT2lniA0bPeIwD4V8HDqq+STYqc7M2AnUS+yuz8N+Jpg4A&#10;4K9OAqCo/NAwEOycgJ06arU1rzJdcPahA+HfCJfCUd1jNp1jijYEdZKOfhjufZzqQPiH8G84rs9M&#10;slOGa7QxqJPQfc3C/4Tt7T9O+xrnAXAV9phkqTF3aHNQJ5nnmE6BnupI+NeEK3rBLFOfaINQJ5XT&#10;TZdB5djc/vusb3YHAMXMugLBBdoo1EljG+dW9Hck/OujKFzS33DSJGNV+DOz1eqk8HDT8P/RkfAP&#10;oRxcVDezzL3Gndo01EngpWZz/4jDNo//PuuGuNhNAFyGDWYIGKaNQ53wzjA/r+oLh37/74HLqmy6&#10;xUOKNhB1QjvTbOMvgkizefrv+RWAl8F1fWKWyXJM1UaiTmD3MQ3/43jdod//f8EDXSk/QPzsoSBb&#10;tJmoE9QTTMOfGO1Q+DfClfBE95tmtYN2BqoT0ktibloe0esdev0P4T54pvdNETBEG4s64ZzOKqbh&#10;f8SBvX/O/v4X9w4Al2G9KQLmaINRJ5S3s6n56//nDoV/CJXgqcrLjxA/e2zSCm006oTxTnY1D/+V&#10;joW/p7//p/WaabarcL02HHWCeJB5+O91ZOuv064Iz1UMc02zXoebtOmoE8DTzcP/FHo7Fv4NvRj/&#10;L6yS2G2a/ebcxl1qdcDdyRwA3zgW/iHchTiphvnhTx25QxuQOuA2Xvqz0ZGd/067AS5C3NTTHAHv&#10;c6c2IXWgPc+s7R90bPAvhBDKIo66EAvMEfCFNiF1oL3RrOV/4GD413Zv/b81/S+yzREwURuROtB+&#10;Jr5f/yH8EXHXAzhljoCp2ojUAfYAeZtv4mD4/we+UAdzAJTgNG1G6sB6lrTFz3Mw/BvhN/4AQBGM&#10;sYOAmdqQ1AF1unzxj3MAqADf6AqsNkdASc7RpqQOqGtKV/83cyj868dz+K+wbkKuHQTM1aakDqTF&#10;G4H0cggAN8Jnqmq6QOg0Ar7VxqQOoL+Jz/Ef1eBDNTEHAFiKKdqc1IHzGvksQCd2//s1fKnedhBQ&#10;QgcF1YHzTlaVLgN62TYA/gafqhgm20EAOFqblDpgfk/aygfYDP/H4z37L5p+heX2EPAZs7hTrQ6M&#10;xRuCzrUV/o1xNXyta7HJHgLe5w5tVurAeKW0hWfZAsA/4Hvdar5TwGl34XZtWOqAeAfLS1v4q8bh&#10;/yQuQAB0Lw7bQ8Br3KJNSx0QizcG+cL49f/3CIgesTMrAAQbM02bljoQHuvVdqB3I0BqYA8A4INc&#10;ro1LHQCvkrbtY/hvovX+h1MLuwgow1navNS+d5Z0RQDRz2Dyz+8QOHW0iwDwSx0WVPveH7k/FFgW&#10;AVQRdLOPgO7cpk1M7Wt/J23VOcLwfwgBVRH0sY+AF5mhjUztY29lWWmr7iQI/6dxKRBcBHxgHwE1&#10;uEybmdrHflPapscJBv/+gECrKD6yj4BS/Fqbmdq3nixt0emWAVAegVdR9LePALCrTg9S+9Rp8sPB&#10;2lgK/+ooggSQI30BYAOu1sam9qUbSVvzl5Y2/roMCaIi6OoEAspxhjY2tQ89TNqW11kAwHVIIBXB&#10;m04gAPxQFwupfeel8o+A1jEBkHBq5QwCQlzFLLXaR97OitJ2PDxG+D+bGN//+fWsnZOE8k4THscd&#10;2uzUPnJPaStOjfkGUAIJqEdx3Jn3gHZM02an9o1nSlvwSbSMAYA7kJC6z+5+AWddkTO04al94p9Z&#10;QtqChyXqFOBYKmvnIJGCswM2auNT+8KtnP4IeC5oS4Ct63+x3SkEVOcCbXxqH3iU89OBrkXC6tdY&#10;5xQCwN78WRugOs5eJW+5Y2IA4C4ksC7HAucQUIXTdFxAHWfXk7bbrTEA8CgSWpdinDPDgmfHBdZo&#10;I1TH0SPkrfatqABo5K9TgJ1XcQzAUecQUIZfcbs2RHWcvFbeZqfHeAe4AQmuq/AO9jiHAPA5LtWm&#10;qA7KSMBeNIkKgIpIeP0BrZHmJALA97lBG6M6Dp4sb63Rtwh9CkmgG9EUc5xFQHmO4jZtkGqPvZGl&#10;pG11eYyPgN8mAwL+jBCGODVJ+Kwf5xwdGVB77M7yKcGvRAXAX5EU+itC6IwcZxEAtuYKbZRqD50i&#10;b6XRdwh8BEmiuxHCy1jpNAJKsA/TtWGqPfI2+cLgXXgh6lDgJcmCgHsQwgvOzg04u5PQcG7Sxqn2&#10;xB/KW+j7Ud8BbkLSqAJCCKGHc4uFzrsCR3ATd6jVLnuxvHVGPzD0fiSRKiKEEFo5/ykAgpU5ipu1&#10;iapddSZryZcFtY8CgGcSd1VgZASE8JXTowKnXZXjuEWbqdpFD5O3y2lR3wFKIqlU4Uy230amGwgA&#10;q3Eit2pDVbvkn+Rt8iBaRAHAP5FkKn8m4//FLHcQAFbjKG7Uxqp2xc3kLfKrqOcDFkk2BNx5LvN9&#10;3OgSPDtfcDDXa3NVO+6p8tYYfTDwOiSd7jiX+Zex2C0EgCXZiyu1yaod9RZWkrfFAVEAcC+SULei&#10;8bkCGIB97kEAfJ0LtdmqHfRgeSv8OeoxYUWSEQGl8Py5ImiJRW4iAGzCqTpIqHbIa+S7BBO9oiDg&#10;GiSlSqJhnkL4EHvdhUAFfqQfBGpH/Ia8/a2NAoAKSFKVQP08xfAS5jo/VbigW3KGDhOqbXqeSdt7&#10;LyIA6iFp9SvUzlcUXZ3bVDzarMHBTNVm7KG3cibbsAd/TJD8bOfj8na3WkcCwuliPJKvKJpiPI65&#10;DwGwDafobAEPJs/+wI9Y5Vypv8FFCZGv0SZtrltEAFRCEqsYqhQojvZY4QUCwNLswrn6SeCSV3M4&#10;64Qp9ReZwsyA5y2DZeTtbV2U84IvQFLr74WKpB92egMBsAL7cRG3a8g65nSOjzFjrgGnclug89jP&#10;pK1FHgu4EUmum/BcgSJphglObiweyzX4GZcH/pcp3t7I6XydJS0e/TY2wMu4Uy3mMp83RpwT+BCS&#10;XlfnGxM47bb43jsEnMbAR1wQ8N+m+Hgtv2Z7cVBU4GCuDWiOu5m0sEERdwe6VBFwOWqGKZouSPcW&#10;AmAFduMs7SK02M23gl+wsa0p2124OIA5X2mS2xw0i4CA2xUAQDHcF7ZwPvauR+C8S/E1Tgzs75MX&#10;g3vf8yPWdKi0Q5wWuO7Yt0xyGmmj0Noa/qf1FzQKUzxN8aW7awYiuy77cw4zNOTPjYIv52h2YFkX&#10;tnQZzvQAlcQPJrk8EvHo8Gs0+E/r2jC9ASGE0AITcSQ+EDj9G/Upv0vqNQWrOZFd5HvjCt+7enF5&#10;YEqknUkel0QAwH0a+md1GR6OUEitMMObiUKRG+gr/JLfJ1EPQSZ/4jfsw+oelnJLzglEV+xCs/yF&#10;Hw58LtFPDJaoCO7Os2Q4v9tgtju7CsrcgH05iSu4lZkJ6XTO4+fswApxKt+aHMUM35dSC5O8ZUXo&#10;CrxNAz+vrkeDiBMn2uFbnIg/BECwLNvwM87lOm5PgLDfzB/4NXuEncMXj7Ltz1W+Lq9vzXI2VTsC&#10;regKVI+yhKItZsX3c6Dw8GEr9ucELuKGQAX9Vq7ibA5nF9YzWevuul/jbB+/Z7UyydNJdNZdgq19&#10;Cvw97KjAWbfGN/HsGIzsh9iBgziVS7jel28Gm7mK8ziKPdmYpQnf+0EO4RpfAuAHsxxtC/sZ8ICG&#10;fLhRgaei7q3+Mr6O1xChNZdhA3bkAI7hHC6P03ftVq7hQk7lMPbgS3wwACEfzh18+S7Q3Sw308O0&#10;5cYorgFfWBfh/hhnrTfD58gKSjOuwOfYjt35MUdwMlO4lKnc6Nh7wlam8Ucu4AyO41C+z7fYgjVN&#10;Zq7ru4BFrzFZG0gQfXV/IOu6Ec/EgMAL6I91wW3YpVmN9diErfg6u7A3+3MQh3MUv+ZETuJkTuFU&#10;TuVUTuZkTuJEjuUIDuFAvs9ufJNt2YINWctkz1p9F7Dtz8xysQ+tC7XihjoYGHmtwH9iIOD0qUPf&#10;+WGQUJ1M7wI/s7JZHtahSaEWfIeGemT9Gc9agEArfI09GiD6LuCdx5umf0aYPQKLaqBHGxq08h4Q&#10;QhN8iFXubzOq1neB0z0vdU1TP7hQ2/2zhnl03WrpPeD09mJT/T1CoE6Ud4EU03QfR88CrbZOch4W&#10;IusPeMAiAkJoig+xAic1QJLBVTiAS+I086KLaaoP4a0CbfYmDfHYugH1LEMghNYY7cWm42o/uBaH&#10;cmUcVk9UNk1xLtrna61P6DuAFV2IChGXDEUaI5jh3pnEan+5EUdxracImG6e2hy00ncAE5XAoyIE&#10;hPACeuE7HNIA8cwbMR3fx6vEW3GSh2szOpmndGa+VvqkjgVIOgUbCCEQQjN8EL9GmUShP+bcy20L&#10;jEJOfNJRkp04g5s8AMB68+XTx9E2Xwu9RQPbui5GReHHwNkOwn5YgAMaqg77FDIwBq+GGZz9GBvj&#10;lapy7MF5ro8TTDFP4bf5yuopFNPAlui3qGaAgNPNsgdmYJcGrgM+jpX4HK9ELe9u+CF+MzQquzxO&#10;sJ0dTNN2Eh3yldNfNailuh5PGkIghBDexHik6YChcU/2fAxAc4tl/Sqm42A8xwmGuDZOsJblTdO1&#10;qMCRYZdoSEtVFGVjLhuK7pcwEN/pWIHgd2s9xhUaybbi5vgSO+KZ9oYcwsUufBTMNP90ejNfCd2r&#10;AW3WI1C+0FFjcnfCSPyIwxriEb0NM/EBWtgq5RfwPlbHNx8V2Z3THR4pGGyamuUFTgz6rYaz6VzB&#10;SkbdgoX7B97DeKxWEORxJr7FoDBLWc3dEXPjvbNTCb7EEVzuUO/ANrY3TUmXfCVTXUPZXL9BVUcg&#10;cPqXqjNGYlkSryw4iY2YgQEFJqw45xcxApnxz2c19mOKA0OGG/i4WQpSC5TLzRrI9iYKPehwQ30V&#10;H2MmNiTNrgO7sRSj0RX/dSnw87sXlvuhG7Y0O3A8V9tCwArT05N65CuR+rpFiF1dbXEJsXQOwTsY&#10;hrnI8NfexA45B8sxAf1iDOi547aY7Jc3rbr8kDOMJxQbTg3eUKA8KmkIOwGB/3OtwTZBJwzCVPyI&#10;7EAH/RFkYD5GojdaxiHsC+J1EDb4p2xqshcnc5W4h+ATs+d10+3C3dDvHOwTiOQWeBefYQp+wNZA&#10;vBnkYh1SMBofFFiP5g+/hTn+mq5dhV04jsstDx1uNZsW1LVAOdTFhRq+TnUM3hf1pAEn/QJeRU8M&#10;xWQswgbs9cX+REeRiVWYg9EYgLdtDuF54+YYggy/gbMUG7E3x3AB02KewNBafv92hUpBPwMcHSIs&#10;b3lPIWdfa9uhKwZiJKbje6zGZuxxtSvxILKQhmVIwUQMQ190wksBCPiAvAucd1V24GBO4zKmcVsY&#10;BGyUniB4Ck3DlMCfNHCd1EW4PcaBI175JbTHO+iFjzAMYzAJ05GC77EMq7EOG7ARW5CJnchGzhln&#10;IxtZ2IbNyEAa1mIllmA+ZmMqJmAEBqMfuqIj2oRtRMG2L98FCq47rMEX+S4/5ijO4EKu4Equ5jLW&#10;lH2Whcv9s7hCw9bpacN/wiMJFyaJ7rcwO8HXb26MkPNHdX2gOzMF7sPzGliBcjMMTOA9n5dHzPe/&#10;NFzd0SW4w9Y6QnU83AbjgnMgnMCzo+RZtwx3USVR1bMRArVTfg/zEmylxrgouW2kcwLc1WW4A7U1&#10;rALXPTgYaxPmk2Bw1Lw+i99pmLqta/CvuAwUqu1NIR6DLQkAgB4x8lkfv9IQdV8X4GY8pJ8EgXNH&#10;TA74lOzXYuaxrg4JeqVLcZt443G1H3oGZmN/QAHQzEL+qmpoeqni+Cse07By3bVQDlcCAK7EvbZ3&#10;dWqCvvg+3huNiP2LxdxdpWGpGEgcP3Yu9M/rYpRDfQc6CAdiSYAwMMZivv6jARkfXYG/oJr2DTjk&#10;RngYt0Xp1CqK0qjlyNSh/vg+nvsQW/R8QZ6u1WCMny7CTahic//h5Paz+DduxsWWSvs6PODIQu6m&#10;6It5+MW34b9etILjEQ3DeKsIrsFdeMz1XQYS7XX/LlwjPvuuOP7h0NBsE/TETB+OFOwSb8TyBw1B&#10;v4wV3IxKPlld6F/XQ2WUxmU2yvlC3ObglO1OGI8M30wfOoSOBihV+UpXogyq4mkN9nxugKr4C37t&#10;2FvXH40PgQvn1vgMS+LeO3ASfYxSX0qDzo/6NW5FZdRN8sB/Cvfjz/iNSyVcwdG5mk3QFZOxKW7v&#10;AyMM0/0Eimi4+VeX40+4B484cE5RcPw8auAfuNGDuWoX4s943OHUt8RApGCnx+E/10aKS2uY+V9F&#10;UQJl8C88lrA7DzTCY6iEv+BqceeeXV2Lf7swKPsqhmEhcjwJ/1Q0sZHSup6XuMomCm5BBTyMBgnx&#10;dV8d9+JWlIhzI7wMf3dgylA4t8NgpLh6YlGW7Z0adY+AwI4dlMRt+CcedqnxuuP6qI5/oixK2urP&#10;dwOtf0I11wZkX0IfTMCPDh9YshOzHNiO/S4NpeDrQpTAjSiHSngYdX01z7AxnsLDqIS/4SZc5ftj&#10;qoqjvMujMK9iACZhOXbZCPzjSMVIvO5Qispo+CTeh8KvcC1uwh2ogKp4FHU960Z8Dk/hUVRFBdyB&#10;m3EtigfwC9Pdd4HzboGuGIZvsBzbLW/vnot56O/weQzXa8AkxztCcfwe1+MWlMWduBeV8SCqoyZq&#10;4yk0sNy5+DyewVOojcdQHf+HyrgXd+J23IIb8HsUT6hjKN1/F8jrF/AqumMQxmAmliIdmcjNt1HZ&#10;KWzA13jblWeX0OBQAUVQDBfiYlyGK1AcxVEcV575ewUuwyW4EMWSbszYq3eByFh4Ce3QHh3wsotP&#10;uVQbv0oVWVfgb6iTwPMu/kerWKWKrv/BtbgPDRMQAHW1clUqq/0otyTcWVC6KFilEulK3JVAKzfv&#10;1wpVqaQqgpK4LyG2fi+vlalSmakY/oQHAr4+4zatRpXKji7CrXg4sLs66Y4AKpUDuhy3B3LP56u1&#10;6lQqp/Rr/B1PBCj86+BCrTSVymkMlAvE28Czjm20plKpCuhXuAOP+rhvoBH+VytJpXK7b+A2nx4E&#10;8xetHJXKG50+CMZP8wYq6hoAlcpbFUVJ3IPaPgj//+huwCpV/HoHyuDBOO71XDuhdm5QqQKpYrgO&#10;d8Whm7ABimvhq1T+6R+4Afd6NnugEa7TIlep/KdLcAPuQU2XRwxu1YJWqfysC1ES5fCgC5u910c5&#10;LV6VKhj6H1yBP+FuPGQbBY3xKP6GEjrwp1IF9fOgJMriX3hECINnUAU34xItQJUqcT4RTh8Ccy8e&#10;QE3UjzCK8DjuxrU62q9SJbqK4FJciRK4DjfgZtyKP6O0B2crq1QqlUqlUqlUKpVKpVKpVCqVSqVS&#10;qVQqlUqlUqlUKpVKpVKpVCqVSqVSqVQqlUql8lD/D9TDY5JeDMz+AAAAAElFTkSuQmCC&#10;"
id="image1" />
<path
style="stroke:#030303;fill:none"
d="m 7,242 c 1.0668831,-1.15387 2.85149,-1.65692 4.401235,-6.00464 1.496062,-4.19711 2.15404,-22.12219 3.212963,-27.99536 3.624406,-20.10229 11.920632,-39.43527 22.246913,-57 6.022678,-10.24442 13.255813,-19.22092 20.983795,-28 3.041485,-3.45517 5.682438,-6.5806 9.155865,-9.98535 2.798774,-2.74344 5.182594,-4.69016 7.999229,-7.16974 5.279709,-4.64792 11.185516,-9.679779 17,-13.960633 20.96571,-15.435791 46.10846,-27.587097 71,-35.540161 17.77376,-5.678863 38.26584,-9.971679 57,-11.254608 36.22037,-2.480408 75.88095,0.138977 110,13.102631 19.66248,7.470825 39.35001,16.142913 57,27.668976 8.90805,5.81726 18.10443,13.033569 26,19.983795 3.3627,2.96008 5.5658,4.72858 8.99615,8.15894 5.50803,5.50802 10.28745,11.20724 15.57947,17.99615 23.22595,29.79553 35.69718,62.76917 39.25461,100 2.79294,29.23004 -5.27762,60.40097 -18.07715,86 -4.73272,9.46545 -9.8183,18.32205 -15.89044,27 -3.25726,4.65509 -5.29947,8.50397 -5.64969,14 -0.4714,7.39752 2.27609,16.91714 4.84107,24 5.56161,15.35767 10.68267,31.24249 19.6412,45 5.41406,8.3143 16.85446,18.14758 11.65122,28.94522 -4.83243,10.02811 -26.55594,5.20215 -35.34644,3.38889 -23.31122,-4.80854 -46.7243,-13.82322 -69,-22.7338 -8.57492,-3.43008 -19.11496,-9.29947 -28,-10.84259 -7.90347,-1.37265 -15.26788,0.72949 -23,2.95139 -18.13754,5.21197 -37.75223,8.8833 -57,10.20138 -28.59097,1.95789 -59.51537,-1.02313 -87,-8.91049 -10.62329,-3.04858 -21.58273,-6.27557 -32,-10.71991 -14.17995,-6.04962 -27.9688,-12.94757 -41,-21.63501 -7.090942,-4.72729 -14.636887,-10.3978 -21,-15.93445 -2.955635,-2.57171 -5.178398,-4.98959 -8,-7.62112 -2.149979,-2.00516 -3.767838,-3.19687 -5.830246,-5.25925 -2.018547,-2.01855 -3.245743,-3.6618 -5.258488,-5.83026 -1.970657,-2.12311 -3.67744,-3.76428 -5.621914,-6 C 43.773335,344.75903 33.379883,329.25677 26.427469,313 20.042776,298.07071 15.874374,283.08588 13.246142,267 12.552564,262.755 12.521523,251.14755 11.401235,248.00464 9.851491,243.65692 8.066884,243.15387 7,242 m 157,-86 c 0,1.81674 0,7.95166 0,12 0,4.90005 0,6.48965 0,12 0,4.47736 0,5.89209 0,11 0,6.77463 0,4.68298 0,13 0,7.67801 0,8.49268 0,14 0,6.07126 0,4.53879 0,12 0,8.92514 0,7.34348 0,14 0,6.12061 0,5.0253 0,12 0,7.80841 0,6.383 0,13 0,2.53442 0,4.22363 0,5 0,3.03326 0,4.32388 0,12 M 374,163 c -0.23578,5.49063 -1.8663,13.21655 -1.98535,18 -0.0586,2.35263 -0.85611,6.75992 0.0131,9.85187 1.11166,3.95434 3.30197,3.11313 7.97223,3.14737 4.89816,0.0359 7.26562,0.7796 12,0.5455 6.70224,-0.33139 8.12317,-0.54474 16,-0.54474 8.03003,0 13.90604,-2.28058 16.97223,2.3179 2.16461,3.24637 0.65451,7.78995 0.31326,10.6821 -0.60635,5.13904 -1.42135,15.11734 -3.28549,21 M 68,164 82,176 m 29,-8 h 28 c 3.28835,0 8.34712,0 11,0 5.87376,0 7.7321,0 10,0 0.41989,0 1.73743,0 4,0 2.26265,0 3.58009,0 4,0 2.2679,0 4.12624,0 10,0 2.811,0 8.50783,0 12,0 h 29 m 45,0 c 15.57907,0 38.159,0 53,0 5.89114,0 9.67325,0.58026 15,0.58026 3.89905,0 10.79745,-0.58026 14,-0.58026 m -14,2 c 0,4.94397 0,6.14261 0,12 0,8.26141 0,18.54773 0,27 0,2.99075 -0.25821,8.66794 0.60339,11 1.95185,5.28296 4.3411,5.94043 6.39737,6.97223 0.3176,0.15936 2.37491,1.03577 4.99924,0.9043 2.53088,-0.12677 3.32297,-0.55143 4,-0.75309 2.20514,-0.65683 4.03372,0.4039 8.58102,-3.77545 2.11396,-1.9429 7.4787,-17.7457 9.09028,-22.34799 1.87896,-5.36588 3.77627,-7.20941 5.3287,-9 m -246.85185,0.0278 C 127.58917,189.99036 139.62932,191 150,191 c 3.10172,0 4.65617,0 6,0 2.02086,0 3.29205,0 5,0 0.22772,0 1.26888,0 3,0 2.79195,0 4.49872,0 5,0 3.71944,0 5.8336,0 21,0 9.80203,0 13.52646,-2.23291 16.97221,4.05862 1.32001,2.41019 1.02758,6.63038 1.02779,9.94138 3.2e-4,5.10919 -0.15125,7.49414 -0.15125,13 0,5.0101 0.15343,7.13272 0.15125,12 -0.001,2.88324 0.0358,6.94565 -1.02779,8.98071 -1.91163,3.65784 -3.75442,4.14133 -5.97297,4.70139 C 197.60056,244.54007 185.59567,244 179,244 c -7.26715,0 -8.98872,0 -11,0 -0.35976,0 -1.66396,0 -4,0 -2.336,0 -3.64024,0 -4,0 -1.88609,0 -4.08939,0 -13,0 -15.61017,0 -20.57168,3.97623 -24.97222,-4.05862 C 120.9929,238.05182 120.99886,231.53094 121,228 c 0.001,-3.6015 0.0915,-5.43777 0.13889,-9 0.0552,-4.14578 -0.13472,-6.58289 -0.13889,-10 -0.009,-7.6138 -1.2327,-14.37836 3.14815,-16.97223 M 270,217 c 0,-3.21967 0,-5.64996 0,-10 0,-3.00198 -0.16644,-9.83493 1.02777,-11.85187 2.59726,-4.38653 5.07446,-3.1477 11.97223,-3.14813 3.69339,-2.4e-4 8.97217,-0.112 12,0.0193 2.578,0.11178 5.11145,-0.0139 6.97223,3.12884 1.40494,2.37281 1.02277,5.41608 1.02777,7.85187 0.008,3.89581 0.3223,6.02777 -0.14813,8.99536 -0.80542,5.08084 -4.19324,5.71289 -6.85263,5.94602 C 293.10382,218.19519 287.95181,218 284,218 c -6.64948,0 -7.86444,-1.18295 -11.6821,0.59875 C 270.08426,219.6412 270.17523,221.95007 270,223 m 121,-27 c 0,6.31744 0,6.09772 0,12 0,9.10233 -6.1e-4,28.26468 0,38 4e-4,6.23343 2.53162,11.53741 0.39276,16.81558 -3.44668,8.50553 -5.97732,3.90726 -10.10803,13.18442 -3.54602,7.96399 -8.29895,19.1814 -10.99536,24 -1.61569,2.88736 -3.27002,6.01596 -7.33258,9.53549 -8.11365,7.02912 -10.26358,5.41367 -12.95679,5.45987 -0.64127,0.0111 -2.50284,0.028 -6,0.004 -2.17374,-0.015 -3.48627,-0.0488 -4,-0.14737 -2.02737,-0.38922 -3.7988,-0.15378 -6.39661,-3.91052 C 332.24976,308.98383 332.00018,302.97824 332,300 c -6.4e-4,-10.00162 0,-22.22821 0,-32 0,-3.7764 0.44925,-7.14789 -0.3179,-9.94135 -0.67099,-2.44339 -1.95911,-3.07492 -2.83023,-3.45526 C 326.68268,253.65631 322.1925,254 317,254 c -5.23099,0 -12.54929,0 -18,0 h -37 m 40,-38 c 1.19589,1.2641 2.96613,2.96829 5.57715,6.98611 1.66531,2.5626 3.9501,4.68033 4.47763,5.04398 2.7399,1.88876 8.19574,3.86859 12.92978,2.65201 C 329.45209,229.534 329.87711,226.83774 333,222 m -211,-4 c 2.46733,0 4.15167,0 6.00462,0 2.43541,0 13.20616,0 22.99538,0 4.84535,0 6.18718,0 8,0 0.45084,0 2.11398,0 5,0 2.886,0 4.54916,0 5,0 1.81282,0 3.15463,0 8,0 10.17636,0 21.68428,0 23.99536,0 1.93613,0 3.57865,0 6.00464,0 M 59,231 c 3.78479,0 7.875786,0 11,0 3.030273,0 8.086693,-1.70651 11.396606,1.60339 C 84.640236,235.84702 83,241.57315 83,245 c 0,7.05228 0,27.12366 0,34 0,6.96014 -0.882408,6.71341 0.148148,12.95679 0.493591,2.99029 3.947151,5.14776 5.856483,5.99304 8.165741,3.61517 13.114879,10.71319 23.995369,12.32025 8.02946,1.18591 11.77833,1.42508 18,1.72992 2.32768,0.11404 3.56104,0.25537 6,0.57562 3.21107,0.42163 5.53554,0.42304 9,0.42438 10.92889,0.004 22.96768,0 34,0 4.776,0 11.4814,0.096 16,-0.0147 2.74458,-0.0673 4.37225,-0.3898 7,-0.69986 5.61906,-0.66299 10.03642,-0.65817 15,-1.28549 M 0,242 h 7 m 325,14 c 2.54596,-1.3587 6.34692,-2 16,-2 m 44,11 c 3.10321,2.55701 6.01331,2.99866 9.11572,16 0.66556,2.78915 1.82648,7.81665 3.10495,11 2.19989,5.47754 5.75858,8.3761 9.20758,11.94983 3.74802,3.88361 8.6836,7.94763 12.57175,13.05017 M 109,270 h 29 c 3.49216,0 9.18901,0 12,0 5.87376,0 7.7321,0 10,0 0.41989,0 1.73743,0 4,0 2.26265,0 3.58009,0 4,0 2.2679,0 4.12624,0 10,0 2.811,0 8.50783,0 12,0 h 32 m 47,33 c 0,-4.78986 0,-7.19086 0,-13 0,-2.79718 -0.056,-9.05798 1.02777,-10.6821 C 273.05566,274.78036 276.87711,277 284,277 c 6.8208,0 10.38736,-0.43607 13.98071,0.14813 1.39789,0.2273 3.73383,0.38721 4.70139,3.91052 1.1261,4.10056 0.32788,7.08637 0.3179,11.94135 -0.005,2.34607 0.125,5.90491 -1.02777,7.85187 C 298.45602,306.79044 293.19104,304 283,304 c -6.54471,0 -8.31119,-2.19128 -12.39661,1.02777 C 268.80722,306.44305 269.01688,310.57544 269,312 M 61,307 c 8.26857,-6.55649 11.606812,-7.9902 21,-11 m 251,15 c -5.13824,9.20984 -6.06772,12.93787 -17,11"
id="path1" />
</g>
</svg>