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Banner2.htm
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Banner2.htm
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title>Emulatrix Banner Generator</title>
<meta property="og:title" content="Emulatrix">
<meta property="og:url" content="https://www.emulatrix.net">
<meta property="og:description" content="Play Retro Games Online">
<meta property="og:image" content="https://www.emulatrix.net/EmulatrixShare.png">
<meta property="og:type" content="website">
<meta property="og:site_name" content="Emulatrix">
<meta name="theme-color" content="#000000">
<meta name="mobile-web-app-capable" content="yes">
<meta name="apple-mobile-web-app-capable" content="yes">
<meta name="description" content="JavaScript and WebAssembly Emulator. Sega Genesis, Nintendo, Super Nintendo, GameBoy, GameBoy Color, GameBoy Advance, MAME32, DOSBox and Virtual Machines.">
<meta name="keywords" content="emulator, abandonware, games, sega, genesis, nintendo, super, gameboy, color, advance, mame, mame32, arcade, dos, dosbox, javascript, emscripten, online, free, open, source">
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">
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">
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FHs7+1HuyjGrvVP0y1wkieEAGa0rq4qGG7rWhUVqdKHr2mEsFEfK1X2xnIt2n4V7ZnnfeC1U2C690PsT0Xt/x+AKoKAVuzvH8SHTz6M07PTONg/iP/5f/nH8c1vfiM+/SOfju9+93vxpS99WYMhAKCevvc334/f+e3fjY985Ifi+PjD+Ke//H/H7s5OdDpn8eiDh3Hj4CBaxegI9dLCP10ysHXd//qq3tpO/8/zf8pNWQOgsksA0mp2u02pL2u2AODM2dt1D8gROZfd2yGmFKlVROqtwSIIAKgqBCi6IcDRUbTbrci5jH/8P/2P8fDhg/joSy/Fn3/jL+KdH7yrwRAAUD+/9Vu/EyenJ3H78Hb81m/9i3h89DgObtyI+/ffi/39vf5V/tcX/9MMbIUASy2cJ7Zr2ry2zktogmYXonm5j1rLOgDbe6TOtcrBJQ/IuXurxlZ7J/YPDuLg5q24efMwbt48jBs3bsTu3m7vVlalrhJgzSFASin29/biwYP78cILL8Rbb70Vv/iFX4ibt25Fq92KP/uzr2ssBADUyze+8c147a//Ol544W689tpfxVe/+pW4e+du3H//vdhp70S7KC50eDNXFGlDi7nalBRTXmYx/vtc5880awm7ITvNjNeiD0+QWfvgZasOk1zzvXv+z5VSEXs3bsat2y/EzcO7cfP23bh1eDduHr4QN2/f6/79rVvRarXNBACoIAQoeosDfvDBw7h79178xhf/3/ja174SL7xwN37wg3fiO9/5rsZCAEB9fOlLfxrPn53E3u5u/Mvf/73Y3duNZ8+eRqdzFjs7rZGif+GTm8amDW/ABa8F2YSPn9JMB0rVS2JUEz5s9zSgha6eyBf3p/2Dg7h1eCcObt6J3f2bsbt7I9r7B9He24/23o3YO7gTN269EDdvHUZRFEIAgApCgJ2dnd5tAk+jVbTil37p/4p2uxUpFfGtb/21hkIAQMVlZG+A+PWvfzNe/87rce/e3fjWt/4y3njzjTjYP4gPjx7F7s7O4LZ+OS9Q/KexKsdaANte3V1T3aRL32qa5vNs4/FY4eteezjmVb7y9h9+izwo5zLa7Z24ceuF2N29EUXRiqJI0Tl9Gk+PHsbJs+PucVMU0d49iIObd2L/xs0IawIAVBQC7Mbx8XHcPLwVf/GXfxFf+cqX4+7du/H+e+/Hd77z+sgYHAQAVOJ7f/O9ePTocRwcHMS/+pN/Fe2ddhwfP4lUdG9zMijZ0gJD2jyhutP3zVERXFOqpUv+rN3XXFXPfju65eQ0aY2P4rptuejZ/5y7i/3tHtyMnb0bkYpWpEhxdvI0nhw9iOOjR/Hk8cN4dnwUkcvIKUVrZzcObhxE0Soc6wBVFGdFEUVRxOnJ84iU4p//+j+L/f39ODk5jXfffX8QFoAAgDXXJ92B5XvvvR+vvfbtODy8HW+++Ua8887bsbe7EyfPn0VrcLu/tLyOanhUXLsz07XeYvOVarmu7Z6v3T2uLK43ogpMtWnXhYMHiwCueCtMfoKcc6SiFXsH3eI/IkeKHCdPjyOXOfYP9qPdKuL0+XGcdU67rZlStNt7sbOzG1kHC7Dmr/7umLnVasXZWScO9vbi9de/Hd/+9l/H4eFhvPODd+Phww8GfTwIAFibsuyuFP3mG2/Fm2++Gffu3YtvfP3rkXPE6clJd+dK46eNF7wn2KS7AGzabcYqLyvy7G08zYKM6/+KnL8k3NJbAS73qpi8gp/ciJFXvd7OvA9K5/tQkVK027uRUm9iSeSIFNFqd28BWLSLSK0ior/4f06R2juR2t3AIAwwAdZfoBVFpJSiLMt4/ux5/OEf/n7cu3cvHtx/EPfffyAAQABAdY4+PIrnz59HRI433nojipSic9aJSBFF0Tv/nyaVCjmmnuSapixKWX7Jlsb+X/N236rzwTMWo2lz9qr6vmoNBlOTss08a5MMzdbJOaIs89A/p9jZ249UtKIsO5FzRLu9H0W7t/p/6r522emMX7sFwFq+/lMUvbtn5d6iwK+99q3IuYxOWcbTZ081EgIA1q/VasWTJ8fx2mvfjhs3bsQPfvCDOPrwcXQ6Z1GWnWj1pjBdHDymCdXljGP8tO2V36rLiykba9ItAWsTAlx9CcBG50Mz3gFgNaVwmnlvSpXtz8vetXIt9uw8+xF7oVlSKqLTOYvnz44jFb2DN0e0d7qr/rd2bsbuwe3YO7gVKXVX/k+RouyUcXZyol8FqDgI6H4tlfHe++/Fd7/73bh162a8+cbb8eTJ8SAkAAEAa3P//v144/vfj9u378Qbb3wvTp8/j9xbObo7mEyLFaFpxrF+MxYFX0+xdF1us5qqs85l4RorwDzXIoDLL0Gn+8m83Kdc2XudYcS1+Yd5Ph885lzG86dHkTudSEUrcpQRkaLV3o29/Zuxs7PfHWT2iv+UIp4+OYpOpxMpGSIAVFX8F0XR7ZtTiqOjo3jtr78Vh4e34+joKJ49e6aREACwfmVZxsnJaezu7sSjR48i9xaYymXZnf6/6H3B8iV/zmEBwFUWSykunoa8rOKrWa3U5BOWyzsk0qr3MFa1FSZMxyiKIk6eHcfjD+5HKiKKVity5F5YG4PQNlKK9k4rnh8/jg8fP4ylLt4KwFwhQFmW0Wq1olN24v7992P/YD+ePn0aJ731tmAebU3AvD549KiXQKY4OnocZ2ed3vTlq06izbkafUwo/od/XW4FtOUhQLq6eBif7l/jgn+GT9eILdu8jZOaerTO8IAiInfi6IP3I1IZh7dfjFZrZxAAdM8ydQeZx0cP44P770bn7CyKVkt3CVBV/9878x8RUbSKOD05jQf3H0Quyzg9PYsnT441EgIA1u/Jh0/i7KwTnU4nnp08j5PT09gpisFq0xGTgoAFq/TLiv9m1AOrLZjyplWUcxZNm5ISbNDZ1zRNs6ZKtvZGF/8LPXBo8dVUFBG5jA8fPoiTp8exu38z9vZuRHunHWXZiZPnz+L5s6fx/OlxlGWp+AeofAiQBiFAihTPnj+Pow97J9si4uz0TCMhAKC6EWouy4icoyzLyL3blkw3YJ9j8H7ZbeoU/pVkBqzy+MoVBQGzH1BTPWJTjtPK2n2Jh12aNJgsIiLH86dP4/mz53HcfhxFSpEjR+esE2XZiaJoWVQKoEYhQDcIiChzGWXZ/X/368mUVwQAVDJOLntn+7sDyN7tpcdu/beCIe5VswCEAVNUYVO0/TQTNSpt64Zs5DluBVjbQyBt0H5Qg9kXC0all3yuIlrtVuSco+ycRafsXvtfFEW02zvuKQ1Q0yAgckSn0w0AIpL+GgEA1RYn3VWl+8PUPGUmOeeQ9roV6BX/yyuY0jWZQaVtfXmQkVa179W8+K96s1TTqit41ZpcepFi4RVTJrdYLnsfs4jUGv57g0mAuo7cuif9c+W3qmU7mOvHcrqmNMPPXrrE/AyVTRr6v75wjsJ5hh9LW/kJN+CD5IraIM31iGsPxU25FWANB1d5aZsvx9S3YQWgVt8DeQPHZAgA2N7yf/CbPNMj5rj+P0/ID3SGq/22uSqvybXY8xjbZGnhZ5nvEbbIcrdlmqdcz6vZxgBUMNJJemwEANS16Ji5d1qgVFBlrLdoHq5A8mZsi62pgbZlqt9KTzpv5yUAC+2meZo2M6QEAAEA1HM4O1pELOc0Z8O3QZ6tvWtZ8Of5SsK03ftPquMWybE59WZjrq/UgQKAAADmrctnnqOaZ3uBy6oLJ7HmLNHS9Jtpzis2at0Em/BZUprrbHSua7OmVe/TTNfWWZsBQIO5CwAVDb/TfC+Qe3VRpMjWslptu6+leFv+Z7kyr0ixOTtNv/if8VBZzmEx37Okte9LK0qotuFOAGnjDmiAjdS9NR8IAFBeLn3wmSNHu2jFew8/0NAAANTGSy+9pBHYCC4BYDlmmlU63xTUIhXx/OREWwMAAAgAqEw6L+1XZWdnJ46On2prAADqVVQVLq9iM7gEgKWHAEv8wbl+HAAA1j8QtsgqAgCaJM/6g2nG59WpAgCw0QNhEACwBf3dTH1emv91AAAAmIs1AFhaBhBp2tJ+zvtQuxQAAABAAECF0uhts6ev053SBwAAEACwWeY6qT/DYinO/gMAAAgA2NQcIE8fApgsAAAAIACg+qp/+jUAnMoHAAAQALCZ0nkQcL089kCn9gEAAAQAbIScz+v52cv5FGYFAACw2YxnEQCgu7vmUc7+AwCwBbJxLQIAmpYA5NE+8Op+cPbV/8uylK0CAFC/+l8TsCHamoClBwERkdK0D8hx5RyCscsLJFYAAADzUU9RodluA1ikIjoaDQAAQABADer5maShX69/cDL/HwCAGkoGqggAaF7PV9mDAQAAEACwMjlH5EUWPbVcCgAAgACAzZC65+7dChAAAEAAwNYW/92yP0ees4wfvgOAIAAAAEAAQD3lvMD0fwAAAAQAbIy00CNnuATAGoEAAAACAKqT5566n2er8M00AAAAWEhbE7CYtMBjVPUAAAACABrAvH4AAAABALWX567hsxAAAABgzawBwNxSpJj/NgDDlwG4FAAAAEAAQI3lBc7f56EQIE3/EAAAqNuo2L2xEQCw/eX/ojV5jlkuAdCtAgAACACoQFpKZT79g1OyXgAAADUcFxunIgCgeUkAAAAAAgC2Tl7qM5ngDwAAIACgllKkiEix2JonUy4EaJYBAACAAICqEoDzM/fz1ecpRhcCvCJJMEEAAABgIW1NwLz6Z/7nX/Mkj/3qND8AAMCqmAHAgiFA7t33dN7ifcpLACLkAwAAAAIAqpIiIqUi8txz9PNKfhQAAAABAEuPAPIcj5n0ZxU+AACAAIBaypHnqNvzJYW/Of4AAAACAGoppbSkut3ZfwAAgFVyFwAWK9vzIrcBdOYfAABAAMAmVP/dIj5H5LmKeJcAAAAACACovZRSpJQiz1n+K/wBAADWxxoAzK17/r8bAix2Db/r/wEAAAQA1DwByL11AOY9i+/sPwAAgACAetf/qbcGQHQvA5jzWXohwPWPFxUAAAAIAKgkAeiW5Wk5T3St0pUCAADUcVicDVQRALDt0vmv/RggLfxklzvrRNyybCUAALULALQBAgC2vv5PkQZ1e57rGca6zut3WHssAACAAID1yzn3Is80RwyQx35//SyAUpMDAAAIAFh7+T9H0X+ZNCEUuPynAAAAEACw3vp/CZX58F0AlPgAAAACAOpV/6ehAj4vUr7nsV+n+FEAAABmYk11FgsB8nxX/1/kzD8AAMAqmQHA4iFAzLsI4HDx79Q+AACAAIBa6t4GcBln7ofvAJCve1EAAAAEAKzfQhf/XxEEAAAAIACgJqV/7q4BsLRZAMv7MQAAAAQALC8BiH7tn/MyKvO0lB8BAABAAMAype5dAHLOkeauzNPYr07xAwAACADYQuMFv1P8AAAAq9DWBCxkafV6nu5JTRAAAAAQAFCBPFSzL1ycO/sPAACwKi4BYMHiP3Wv/885Iq2hhJcRAAAACABYs9RNAXLkQWWeF3oy8/sBAAAEAGwxp/UBAAAEADSkhs9L/TEAAABGWQSQGji/hAAAAIDVMAOAzSInAAAAEACwyXJMNb/fJQAAAAACAAAAAEAAwKrkiLyuM/MuAQAAABAAUJG0SH2eZqvuXQIAAAAgAKDCDGDuM/N5tureDAAAAAABABXqXQPgBD0AAIAAAAAAABAAsNnSep7DFAMAAAABABXJEXnhyjxNV+VbAwAAAEAAQEXSMuryPFT4q/IBAAAEANRPXtbM/DQhDLj4WgAAAMyurQlYTt2elv2EM/8TAAAAlzMDgMXliLSUU/NXnPkf/hEAAAAEAGw6p/gBAAAEANS4Zl9W4e4UPwAAgACAeurfBtDJewAAAAEAW6x/G8C8wBNM/P01PwoAAIAAgPXKS3l0uv4ZXSEAAAAgAKCq6n8ZVXmK0bsAONUPAAAgAKCW0kJle57u0XIBAAAAAQDVlf798/fLkef6JwAAAAQArEmu8NEAAAAIAFhx2b/c0j3N9U8AAAAIANgY44sBAgAAIABgS4v//u8BAABYlrYmoB6Ff8Q0dwIoS60FAAAgAKASi5+zz9O4DwlcAAAgAElEQVQ9Y4rIHe0NAAAwD5cAUCPpkt935RSxY2kAAAAAAQCb7pq5BCmipZEAAAAEAFQlLfl58qX/eqaxAQDY1uEwCABojqtv/9eKiMcaCQAAQABAlYX7Mk2OUAvJKgAANWSYigCA5mUAaZlPBgAAgACA+oYAS30yQQAAAMCytDUBS5Fq/4QAAACNZgYAy7HUSwAAAAAQALDFJAgAAAACAOorL/uJ0rKfGAAAQACgCagvMwIAAAAEANSvTl/6TIBRnTKipbUBAKiZbOIqAgCa0+ONBQELSzHpNoCdTsThgeYGAAAQALAl+rcUuJgoFPZYAABqOHoFAQDMJV3ajZpeBQBAHUevIABgu+WIlFb0xAAAAAgAqIcUEXn4lHxe9rMDAAAgAKByObpT8vPKnh0AAAABALWQxq4BWN55+yQEAAAAEABQqxBgqOzPS35mIQAAAMBytDUBC9XnEZH7RfpSL9tX+AMAACyTGQDUVBr7FQAAAAEA1VjZSXpFPwAAgACAemUAOZ+X60sNBLIgAAAAQABAHaSISIP/LLNed/0/AACAAIBaybn/n5U8uzAAAABAAEDlxf9wCBDLrtVTuAQAAIBNGhdD3bkNIIuX6kuv09NQNyoEAACg5uNhTcCGMAOA5fR2SfIJAEBTGQkjAKABtX8uc28dgGXOBHD2HwCAzRoXgwCArZYjIqW0gksAxoMAAACo+8gYBAAAAABbzhwABAA0oJ8b3KgvLfNugDpQAACAZXMXAOaXIyLn4XUAl/jEQgAAAIBlMgOApZTrm/KsAAAATWUGAAtJaeg6gKWftB8OAcwIAACgnpy6QgDA9hf/K6/NFf0AAADL4hIA5tY98Z9H/2LprwAAAIAAgHqkABGDOwIAAAAgAGDbpNE1ANJKZ+yLFwAAAAQAVCNH5LzKwjxd8nsAAKgPI1UEADSmo8uRu3/Iy352Z/0BAAAEANQnAVgJxT8AAJvByBUBAI3o6FJKkforAJr7BAAAIABg+6T+GgApzNgHAAAQALCt+vX+YCFAMwAAAAAEAGyflPqXAMTgVoBLfoXer6YWAAAALKqtCZhb7xKAPFyrL/sFYmVPDgAA0ChmALBQed5d+++8QF9+qa74BwAAEABQgxQgR6Q8WAPQZH0AAAABAFsopXSeAyz/2Yd+L1oAAAAQAFBN8T9cm690DYCVvQAAAIAAAKYq0fOqz8078w8AACAAoNrif20FurP/AAAAAgAqlVLq3gVgJTmAwh8AAEAAQI3kNT2/ywEAAAAEAFRT+vfXAEixghP244v/mREAAAAgAKAGacCqnlThDwAAIAAAAAAArtXWBNRbCmsAAAAACACoujxPvQn6+bxcX37x7xIAAAAAAQC1klfybHkoEAAAAGAe1gBgsRI9DxX9K63PFf8AAAACACqRxv/gEn0AAIDacgkAc1tPve/MPwAAwDKYAUDNmVYAAAAgAKBhIYAwAAAAYF4uAWChujzFKmvzNCEEAAAAYB5mALBQfZ77ZXqKyEu/XD9fEQgAAAAwCzMAWEJ93i3MU17liyj+AQAAFmEGAPPrVfw556GpAKuSw2UAAAAAAgCqMJjzv6riPA39agYAAACAAIBKpH5dnlZVoI+v/i8EAAAAEACwdrl/4j+bmg8AACAAoAHWcWZeyAAAACAAoNq6P238iwAAAAgAYGoruw2g4h8AAGBRbU3AIrV5WtcLAQAAsBAzAFioMM8R56sBOlEPAAAgAGALpTT066qrf+kCAAB1HRdrAgQANKWvW9ttAF0KAAAAIACg6hhA8Q8AQDMZqiIAoDEdXVpHx2deFQAADWUojACAOiQAI4sA6vkAAGAVw24QAFC1NFqTr7Q+1+sBAFDfYTEIANj6fi4N/8klAAAAAAIAtk+O3uz/lNb4igAAAAgAWK/B4n+9NQBcAgAAACAAYLszAAAAAAQAbKs8dl5+5WsAiBsAAGgeo2AEADSsN1rXrQYBAEAMgAAALnZDWZ8EAEDD5a15EQQAUAfSBQAAAAEADSDxBADASNioGAEAAADAlkqX/B4EADSg2wMAAEAAQHXMRwIAgOUPs50LQwBAw7o9TQAAQCOlwR2xc5gZiwCAepTl+iIAAFhRCtD9T3ZiDAEAAADAdhqc/AcBAJVxxh8AANYXAhiCIwCgsk5ICgkAACuXIiKl4RgABABU0RGt9dUAAKCZA++ce//XGggA2H66OgAAGjoSzsOzAEAAAAAAsJXSYOptMi8WAQDVcV4eAABWPObuTf83+EYAgOIfAAC2WH8CQI5sDI4AAAAAYKsTgLAGAAIAKu+HpJAAALBSVv9HAEBdYgBBJAAAgACABsi9ICBEAQAAsHzJ9H8EANSi+DcZCQAAo+JVP/3gTgAgAKAqKa+hw+u+ksYGAKCeY+IVj1X7o22zABAAUHVvt6ZFScSdAADUeEy84qdX+yMAoFJ5pMNToAMAwNKL/17ln90JAAEAlXZG/S4oyyQBAGAlcm/drZSNuBEAUGlf1A0CzAAAAIAVjrm7J9xyNuxGAEDVnVLOvVkAAADAso0s/mfYjQCASjqiSIME0oqkAAA01grPyqd1vAgCAJiqn0spIiXdEQAAEoDVDrw1MwIAqu7olP4AADTd6orz4RG3WbcIANjCbg4AABgfc2fn3hAAUKksDAAAwJB4pc+d+9W/BAABALXo9FbdGYkYAABoONcAIACguqI/De7+l1ZeoEs7AQBoYM3f/09KkQyJEQBQZQTQ/SUrzwEAYGUJQEQ25kYAQE36IyfoAQBosNUOhnsTAFwBgACAiru6PJ4EAAAASx1zhzUAEQBQsTRU96v/AQBo7rh4PaNh9T8CACqOAHqdUV7fawEAQE2HxUbECADYTjnWuRCJvBMAgAaOubMRMQIAakACCQAAsdLpsMbcCACoXRJgRVIAABo9IJYAIABg2zu61PvVdCQAANT/IABga/XK/qz8BwAAEACw1eV/HssCAACgkQPjVT11NtZGAEDNWAMAAAAJwArG2RoXAQC1KPr7HVISSgIA0PSR8eY+PQIAAAAAKpYH/wEBABV3Rv0OSSgJAAAgAKAJYYBUEgAAQADAFnPqHwAAVjvcNuZGAEAtOPMPAADG3AgAAAAAWJAZAAgAAAAAttvwXQCyqQAIAAAAALafiQAIAAAAAAABAAAAwKZKKZz6RwAAAADQGDkiWwIAAQAAAMCW1v053AYQAQAAAEBjpN7lACAAoMJ+CAAAAAEA2178uxcpAACAAIAtp/QHAAAQANAYLgIAAICVDrcNuREAULkcEbl3EYBOCQAAVjTm1gwIAKhYkkYCAMD6sgBBAAIAKo4Ber2RlgAAoLGl+XpG3k6+IQCg2n4u96LI9XR6ZanZAQCom7T6p89mACAAoOL6P+fcjSLXEEe2W2U8eqbdAQBoVv2/ttdAAABX9kNrnIdUFCJPAAAaKPfH3poCAQDVRgDdMNJ8JAAAWG0OYMiNAIDKSv9u5d+9DAAAAFhDCqAJEABQRd+Tu8W/PggAAEX5mrgMAAEA1Ujd/6WkJwIAoMH1v9sAIgCgAV1dUvgDANB4axgTuw0gAgCq7edStxPq/kd7AACg/N/oF0EAAPohAAAw9kYAQIMN5iDpigAAYOXDb02AAIDKpP4igGFFEgAAAAEAW6t36X/OViQBAICVc84NAQBVZwDdzkhvBAAA6xl8gwCAKqTe/3VGAACw2qG3c24IAKjU4A6AEgAAAFj10BsEAAAAANtc/Ft3CwEAAADAFksREdn6fwgAqNqaO6JcRsSeZgcAoElDbhAA0MD+KOeI2NHoAAA0bswtB0AAQMUs/w8AAKsfdbsAAAEAtQkB1qPU2AAANFJ2C0AEANSnQ1pXAHCgsQEAaJB+3d+9AYAUAAEAlRb+ec0dkUsOAABoWgqQjIURAAAAAGyzHNE7/a/4RwBA5dKWvx4AANRh1J26Y2E5AAIAqi3+9UIAALDKcXceH4KDAIBK6n8AAGC1Q+8U4cQbAgCqk/v/kQQAAMAqB965VPwjAKD6BCAkkQAAsGIu/0cAQNM6vVIrAADQrCHw4Hfm3SIAoAbdUVrby0k9AQBoKmNhBADUJwdYQ49nhwUAoHnjbef+EQBQG3k9IUC23CAAAE0cbnfP/bsRAAIAqi38leQAALDSEXfuZQA5SwAQAFCZ1O2AsovzAQBglaPuwYDb5QAIAGhKz5clDQAANHEo3K/7DYcRAFBtb7Sei/NTiui45AAAgEZW/0n1jwCAGsj6IgAAWFntn/uDbSEAAgAaRYcHAEADR8E59yYCmBGLAIAq9WckAQAASy78z++9lc28RQBAkzq/QtIAAEDDpIiIlM6XAgABANufANhhAQBoWPHfK/pzzpH70wFAAEBjUgAAAGjQ8Ddn42EEAAAAANte/w9JFgFEAECT6PAAAGje+Ldb9/cuAwABAAAAwPaV/8Mn/ZMTYggAAAAAtjEByBPWAQABAAAAwFbJOUWOiJS61/9niwAiAAAAANjKCOD81+wSAAQANK3vAwCABklDA2IzABAA0JwAoK3DAwCgWeV/7o+FQQBAg/q+iI5mAACgSfLgvxYCRABAswKA7JonAACaORhOKVkDAAEAAADAthb+XXno/yAAoBF0eAAANDsGAAEADan9TXkCAKBxg+BB4e8SAAQANKfva2sGAACao1/wp9S/AMAcAAQA2GMBAGBr5ZzN/0c5RcOUmgAAgAZJwxfBSgAQANCkvfVMpwcAQLP0p/2n5Pp/BAA0RYooLXoCAECzqn8n/hEA0MwAQN8HAEDzxsEp3A0LAQDNUtphAQBoqJy7CwGCAICmkHsCANDA6t9MWAQANLPzAwAAQADA1jMHAAAAQAAAAAAACAAAAABAAAAbwRoAAAAAAgAaUPtbAwAAgKZJkQyDEQDQuABgRzMAANDAobCJsAgAaJyk5wMAoHHlvyZAAEADdcx9AgAAEACw/XtrRzMAAAAIAAAAANYsb+2LIQCAqiT9HQAAxsQgAKARnV2pFQAAUPCDAIAtl/V/AAAAAgAaEQDYYQEAaNoY2HWwCAAAAACawDRYBAA0k/gTAABDYBAAAAAAbJMUZgAgAKDJPSAAAAACALa69i/NfwIAABAAsOX1f4oozQAAAKBJ3AUAAQAAAAAgAGAr5TKiEH8CAFA3acXPPfz8hsMIAGiEMqLY0wwAADSYK2IRANCYzu5UjwcAQIOMrQFgNIwAgMbsrbnUDAAANMjYJQDZJQAIAGhE35ciOpoBAIC6WWdRbgoAAgAAAIAt5DaACABoZN+XBZ4AADRQOh8PuwYAAQANSQAiWuJPAAAAAQBbroyIljkAAAA0TO8cWEr9/4AAgCbQ3wEA0LTxrzEwAgAa2fmdaQYAAJrMJbEIAGhKAAAAAE2r97P6HwEAAADA9hu6C4D6HwEAAADAthpaBDBZBBABAI3p+JLMEwCAmkkrfu50Ph7O2XgYAQBNCQDcBhAAgKZKEcnCWAgAaEqH5y4AAADUTl7jc6v/EQDQqBAAAAAaKOf+f0AAwNb3eBHR1gwAADTV8IIAIACgCX0eAAA0ciicw40AEQDQnOLfGgAAADR5POw2gAgAaEyHV0o8AQBomDxU9FsDAAEAzUoBAACgScPfPKj9lf8IAFD+AwBAZfJaXsPsfwQANEonSo0AAEDNrLAyz/2nT07/IwCgOVqpFc/jWEMAAFCv8n9NZ+bV/wgAaE7HancFAKCmI9WVPnXulv8uAUAAAAAAsMXyIAkAAQAAAMDWVv+pX/y7BgABAAAAwJZKEZGy+h8BAAAAQJOyABAAAAAAbCOn/REAAAAAAAIAAACArdG9F6C7ASAAAAAAaEQIEOGaAAQAAAAAW1r3p0Hhr/hHAAAAALCdcpj6jwAAAACgKSFACAEQAAAAADQgAcguAUAAAAAAsN1SikgpUjIDAAEAAADA9uqd/c85uwgAAQAAAMBWStGdATB0LwAQAAAAAFQir+X5XQKAAAAAAKBSaT3Pn90HAAEAAADAdspxvgaA1kAAAAAAsKX6l//nfhoAAgAAAIDtTQFSihRJBIAAgKbQ3QEA0LARcB4dDVsDAAEAjdApc+zaYwEAqHOVvmRp8Pz9/4MAgIYEADf22xoCAIB61f+rfPL+DQBy9w8iAAQA6F0BAGBbdZcAGM4DQACA+h8AALZ5EGw8jAAAAABgW6X+vQDNAEAAQKPIPAEAqFl9vurhbzYGRgAAAACw3VL/FJgQAAEAAAAAIAAAAADYbP07ALgUAAEAAADAdkcAI7+AAAAAAGAL5cGZfwkAAgAAAIAtDwEiIrKlABEAAAAAbKsU5+f+zQFAAEDDuj8AAGiOHOc3ATQDAAEAjSn9TXoCAKCJ4+BJvwcBAAAAwLbonf/q3gpQ+Y8AAAAAoDrqcgQAsAKuAAAAoKlD4WwwjACAJpGuAgDQwPFvzhEpGQwjAAAAANhaOfprAJgQiwCAJnV8ejwAAOo4UF2hNHiNbEIsAgAAAIDKrKEqz9G9DAAEAAAAAFuaAOSh/4IAAAAAoCpOzSMAAAAAYCG5O78gpRRuAoAAAAAAYFsN3QbQVQAIAAAAAGpQpIMAAJbZt+pcAQAABAA0IgLQBAAAAAIAAAAAQADA5jMBAAAAQABAA1j5FAAAQAAAAACwdtk0VQQAsOyeNaJoaQYAAGo2Sl3TNFU5AwIAmtOz5kitHe0AAAAwh7YmYNPcu3MYOY+mrCkuXx5g9N/miE3HH5Kv+DdmaMgpfjyPPSzXoc3TjJ9u6E2ntCGbKa1yy17ePheebdIOMHpUp8G/57GdJk/xBtMcO9VV77f773mek0A12DfSyh84/2dMaZ7HX7ZPpAmd+dXfJCPPkK95yFV/l2ZtiTRxv7/+m4/5duR8TT80/T6zAUfuEvrs6UZemyZf0sL5kh8uivWdT03GnQgAaOzX9IQeMF3x5ZgmfqkvMC7QAS84oJpyrJCuqbVqX/zHZhX/C7zPtHCbpimeNY0d18PD0XTx+dIq3nm65nFpviasSQAwV76ZVruHxNL2rTTFe0rXP9O8T7OUhCXVoF23/TtrlvZv4jaY9ks5bdVecOnfr/Fj5ojIec6QGYa4BIAGyNdUmTOOiiOcdJmr+M9Xb6LLxrW5jvvSNh8ueeatnGqwp7HcvTvN+sB83eGh0wQAAQCstTyYYarvZbOOVRpzlhNTtP2k6iPVLQiYPPNkqre2pZF9Xtqmyct/VF7ffrD4x9+C/SOtuc0AGjyqBQEAXNpNzjGwztc8pUsvV7sd8oTf1+IbLy9QY6bN2GfmmIqelraPzLc18jaMkmp0ichc3ZviH6CikQgIAOCSbnKBQWh/RJyv+Tuu2A5pOZtxk6mDVtKkae37TW5Eu2btBlC//tlKgAgAoMLKy2UBq2vTSQt216J+yPPtXVu8n+TtOqrnGY3pNdX2AKv/vs0RVgFEAABTj04X7DCHC1Nn/ldXJg637aRZFwrgNYwuGnNUa/e1HiHSUgBjDgQAoMdtgLT4w9UOW3545M39xFtWvK8mWNGBAlQ8moKIiGhrAnSZeuDabaa8eW2dt2W3mHM6e2ryQbVFlwAsdO3/1hwEAHUeJwlUEQDAekenycB3vpIiTbeJJrXxNrRvzlt5rfjwVTGpoteuxbbdkiAhL3LYuRMAwIq/brJFAFmYSwBgmjFrvmKUzAwlxeoftr6dYkvLmxmL2eVd3Z3nekSq2X6wTV1fWupmtHAKwMJ9s+IfAQCsuMjIV4yOc1jbaqZyYsYCINW11rr8LgC5ufViZaVdnma3A4Bt+K7NbgLA4lwCANPWruO3plP0z1GmpemK/g0LVvLUOxKrODyv3DCafb0HgssAAFb8nScBYDFmANCwAnS9D2XGwf/4xeR5iz5hzvalDTv0m9oxmDgBUN8O2lUACACo5Wg7b8j7nPkh42f+jZJX0+6XhQC53p8jT/O4TdhnNmh+YbVXludaPc0yP9VcIUCq99YC2KgRU869r+M81pNKAFiMSwBY6qgx54iyzJFz3QZ6Kea6Dn1cOWGgazw7ZX3TWwU/l5fE192yY1B45Bj5/XCz9+vTOqbg+aqKavgPueLDIV9TxOXZdu7lnTVOc/10Xv0bu+SJ0/J2nDTb5M5VdEP9nrJcuOnyxXZKsZx+eK6BtH4Y2Bz9xf5yWY70X93htQ4NAQB1qHhyjlQUsbe7G+2Uo91uRaSixpd8Tjm0zXV83xv7dTb223RFkXzhm/D8my8NPcm0zZGH8vKFUoP+Gfw5nqP3ummp23Ko0dIcj7liW6Upd/7+TxUpLb0mrv0xk9K1++GsV7OkSJGv2bXzFQFAWmBPGn/8fHcBSL0myZe310oDgMn3EDVeBjYtAMg5x9npabR22nH0JA0V/mYAIACgJhlApBTtnXYUqYzdXgCQa/cuZz1nli7mBZVeILupnX4aPrffmwkw+aMN1/h56EfThK2Y52ixRWcNTJp6N140XaiBe4VPTqvZgmkZH2zC8TzVa4/Mxljv/pkGoUO+ohBP63gjtR9IDv96/d6UF/j3635u1R1oGtsss3x2gPqMWcsyx2mRomi1BrF8/2vP7FMEANSjuM7nBdys04fXHFXM9vP9CrQWyev4e9iUZc7zaMtPOh2XJ2+l/o/OuxRAHqvTFj8T2N0nchQjz35lvNQ/KHJEXnIhklLvXOsyT3H2zjxM277dwciak7Hee0wjmdKkDdzsUVJRFEO7YZ7xiFmkD81L6oMX6SPP47icS1/TwEboBpbdy2mHR09pdLgNAgAq765Gxl5b1TkND5prcxZp0oqE9Q8BtmbaWo7zU99b+CnznD+fKjguc5xPlaxopHb+fpxlrtEAep2hA8Ayv94mnxE5v3gquwqAhbgLAMup/Qen/fP6C4EqwoCcLcIyd2m52e2WU7pwFn84jknTVyVLGygsu/hNOUfK88YA1e1ZlfYJtSyCmzxCzBcH0gAbOWbKY8OIJNdEAED1CUCZy5GBcCP6pcoG15t25n/8fW9DUbLAHr6CgmQVhd4slyqkGmyNSotdZ/9r2dfknAdTaQE2bqTRWxQpDy0+bB1ABADUqh4qiqK7SEkTxlrjF5Ov9UPn5Rakm1A0L7FOW3jTD113Pl4AXzu/YUWF4rLPcs66TkG33EqVHIepfyxW3fHUsONbxeyQjflCiuFLQ4yUgc3sx/rFf1F0v+9SCjNQEQBQlz4qRavd7o2ztmixpZRGC7ZJq8hV0hHnsf/XfYA7vCBXtZtzlVujyj2/ykKv6s9thffL9vfU2Lbphx/JctnAFgy0W4MFXZMZZwgAqEPBcb4IVkrbMsV7qLifuGL90JncfkiwtgIsjRXVm/HlNfret6f4H94qRWWfbbmF3qzX/6eqtuvQQoCV71gGZDWTLvk9wIaMsXP/TgAR5dCfu79qIwQAVLHzFL37Kxfd8dWzZ8+jaHVvLFHmzV/sbebqcW0FQB76dZOmt+axXyupFZfzXOnyT5cq+WwrWFcgz3azxXL8Vo91PEbrvmOx5OLftgE2PwSISPH82fNIqXspQK7yOw8BAA3feVqt6F6XVERRpDg+fhKt9k5EStEpy+0cexnsL2FAvr1fWlXFXlVP8650fsfwbfgq271TLfuHpq8BEE1ZkwbYwj4sRdmbWdsqijg9PYmiVURRtAZ/BwIA1q7dbvcWJSlip90989/tmIrIpfZZX1G9OV9mVb/nZRUDad7nWVGhvooib56FACvdqFXfBaDq9wDAlhT/vWn+ZRk5zi/x293ZjaIoIsLaNwgAqMjh4WEvBCji1q3bERHx9Olx7Ozs9S6dz9tzxnx4gJ/qsgBLv6jelDbesstCqkwg1hQCzHYZQEXHREqu8Oaq3QNg44YKZe5eWNdqteL4+DgiIu7efTHa7XaklGJ3b1dDIQBg/W7c2I/9/b3IOcfh4a2IiHj44GHs7x9EjjI65ZYWe/1go9JwoxlT6mu7C0yYApBiyiuPV1Gor2C191mK/97diSuLd/IK23a7uq585Z+v+/lZf666yw/SWPFvvwA2Z4gZEZHLMsqyjJ32bjy4/6AXALwQZdmJvb29uHnzhsZCAMD6HezfiBfuvBDHx0/i3r0X4+DgRhw/PY7Ts7PY2d2LTmcLrgO46haAa135/9KSZxO/3mqxORcrji/OvMgTgoB1FnZVXgZQ+T0e+oFclcdkg8OH+gUA57ONzt+CEACo//goR/f7vOx0oijacXJ6Ek+fPY3bh7fj5Y++HE+eHMf+/kHstHc0FwIA1u+lj74UP/KZH4lHjx7Fq69+Mu7duxcREQ8/eBg3btyKTtmbBbCJA+PxRb0uKywqDQH6Jdcmte82zVZIi+1bdR+GzPg+c1Q3ByD1F0Mavj3nuvuLmm7X4Zkh47NErps1Mu2skuKSxaiKyhepGp4ZY6YUUPPv3ZwjckRZduKs04ndvf148KB79v+jL78cn/3cj8XR48fxkZdejNt3DjUYc2trAubR6XSi1WrFJz/5ieh0yrhz+3a8eO/FePPNN+Lx48dx586dOLhxM549fRL7uzs1KZZnrGauK2aGP0sln2u4+N+Edt2093v1R5lrk6/wGEgpLf2Ma565WdJKQoDLCtEc3UsV8lDhn4b/flLpl1bRV0zY1WsxmJw8wEyRBu9x8OdL3v91/37dz037+OVukN5FKb3VaNe9WFZ2KQowc79RDvqP05OTaO/sxrOnT+Po8eOIiHjl5VfixRdfjO9859vxyisvR7vdjrIsaxC0IgDYsAJ2MGRN0w84L45emvlF3x/gHN66FYeHt+Ks04kf/dHPxl/+1V/EyclJPPzgg/j4xz4WuSwjpRw77VZEig1ctXS4aL3kuvtU9fvblHas/n0vZ/frbv/uGfI08VOl9byRCU+3vOed9T7DqRcArKq/znl81ePh67xTffqXGvZxqT9DYUkTJKqaaHFtzd8LbvNg30hre/3cG8AXRRGtVsvoEqroA8b6qQyJh9YAACAASURBVNqPjFJ/PJ177zdH5/Q08u5e7O7txxvffyNyROzv7cXf/ts/Haenp7G7uxv7+/uDsXhzA8fparFJ7ZOHTvI1tb9ubACwvA3ezGmF7d5t/z7/Y5+LT37y4/G1r349PvGJTw063KPHj+NbT45jp13Es+cnUcTQ9SZpUqVRs1xl1pn1Nd0N8pwfZ2O+8MfbP1+zPdPyNlW+Yrtfug7AyCAlLedd9FbBz2neAjxf8qf+tPY8wyGQlhoC5JyjKFLcvHkzdnd34/T0rDvDoH92P1+cbzD++ktv8utaoYZ9waBNUrFdAcBIc6fJwccgAJn0M5c8euJmTCOD9pHWLVIUKaLVasfTZ8/i+MmTKMuy4kAqjSUjLoGYrhirw76drqhsbctJ221Swb8p55ty7l33X0aUnbM4OXkeu3s34vnzZ1GW3VkBu3t78Xf/zr8Vb739dnzyk6/GD//IpxpdvM4yCHe7RAHAiF/8xS90D5wcsX+wH4eHt6PVKgbF7a1bh1EURezs7MROux2tdrv7+53dKIo0OGhjZBCaIucyzs7OBgftVcPndaR2l3eM59OFzw+O2b5YyrKM27cP43Of+3x88PBxfPTlj8Z/9p/+5/HGG9+PnZ3utP+9vb3olGWcnXWiSBFFmtAoE6dFL6k4mrm90qCwGO40Vv+Vmy5WtOmSIveq4GTCDpB6+1oatHOqWSqQx9r5/LMPjqzhDnxQyA9vnzxU6OSJW//ix500+B9unzSyBsR1m2PaTTJ1kwy//FV79KC5+rOZxvbdPP4l2P8kq7iPcJp/l5/QCEUqolOexf3334/Hj49ib29vcDY7DU35T2NTINOF7TG0z6/kaM6RUnFhb04T9qw8XkHnfLH6zGOhRV5y1zj0RJPKi+VmJWsoWHptmIeOm9QLx84veRi7RGY8PMoRKeWInAZzCPLgrFyM9CvDn6bsnYFLOcfJyUnceeGF+KGPfCRarZ3ulN6RbR0RaewZ8nmQN/KX+YoKZvCY8x8d9J79dhja4Tbp6ruFvkMmXAY11Z1ZrggDho/lPLJt5ti9Z/3ZjdwSeXI3P/TZB5ds5Qtfs3Ptp+dD2PPea/TwyWOvX004ka4YNOTIUZY5zs7OIiJFkYo4OXkeERFPnz6NH/uxH49XXn013n3nnbj7wt344OEH8eT4OIpUzNXHno//++8tra0uuRjQpGuGCCl2dtqDSx3S0IP777ssc5yensTp6Wl0zs7i9PQsTs9OoyzL+PDDozg7PYtIEZ1OGUdHj+PZ02cRKaLsdOIf/Sf/qJmRSW7o3JGf/ImfihsHN+Lg4CBu37kTL957MW7euhn7BwdxeOsw7t67FzcODuLGjRtx8+atuHHjRtw6vBWHt27FXu/Wd51OJ8qyjLJTRlnmKHMZZS7j7PQ0zs46vcJraHpPb2XP4b+77ICbdGBcnAI7fxCQ0sWp7WmGznG4U9/d342ddrv7+929KMvO4DMWRRFFUURZdgcrRRodvwwKmLGxz3LP2KWpq47U+1LK/eIojYwtLm+fdHltk4a+kMaLgvOOe9IwZfTylMF4buozFGl03Dnx/Z5/qG74cfXwP40VpXlisTX0KSY097WxyoRAKg2dvZt8HFy8LGO8ZL/4aunKEVpKRUQuR0KJ0WvcLz9HmCcViDOcHR652cSEMOLSnaBXCJ3vx+OvnQaFTQyHLTG59ph0Nj9Hnuos/+XnrdKEYipNKKhT7OzsxOPHj+OLv/Eb8frrr8eP/8RPxP7eXrTbO7Gzuxt7u3vR3mnH7u5OtFqtKQYvQ0OKwYBn9DXnDjd6bX5tyNE/iKcuTcaPrOGBWu+4XcJK9zmPf/dMPqM2eV2B8f4xj374fv4y9NcT+8M0VCNH93abg8xmeL/pT5stc5Q5R1mWkcuh1bN738u5107976SyzIOivCy739fDj8tl2S3oy97z5HLo78uhv++drctlnJ2dxvHxcTx/9iz+5m9ej/+/vW9bkuQ4rjwemVXVPd09N8wAIAlSFEHKdHkRKWk/QGt6le33rmz1oFeY1mgmLU1LLUEJxACDmcFlLn2pqoyIfYhwD/fIrJ4egJDtCn7WVjbg9FRXZkZGuB8/fvznv/gF/vZv/xtOT8+w3+9vdG4vkfE5X7cGlU4n8/1IhgDIOQlx2f+eb4X8XVgcdpW/wS/MpN6T9tn5AB+mmj7k9/A6JEV0fd3sWnN02bws13wcP5iF+13ii/p9dSKW8psFYr8X2t3yTznf/P7Mzil5znNK0e4R2Zzz35QAsOcGkFNfQFlYfdfmzGqfbRGAWmdfY1+1X8fUYfR9L38VkHNCSrH8VwgIQ8Dl5SUAYJr2mKapxiNf92XO3f79TQgAe0bx5+m1LcRMt9cRkRC0LeYg2cuICsG/Wq8wDgMIAWEghCEgUEAIA0IgbK+2ePnqFV69fIXLiwu8On+F84sLXF5e4ssvvihJ/9UVzl+d4/MvPseL589xeXmJi8sL/K9f/dN3kgD4zioA7t29i5Nbpzi7c4aTWyc4PirJ/tnZGW7fvoNN7bHZbDZYr9dYr9dVCTBgtVpVeR+QEiESgWICUgYSYbVaYxxS682pB1dGKi95ykhI8iLoF+5NEnyi1wVhWPzcQ9PsaCaRzC1OnW301CotGYhxKgHWVSqJU32R2WuhVdavT5rnB+ViPviadIOTm2ArI4tJyPxLkAlQOxU0HTpClzwBFuSXWX0TapUm5HDgcKEbP/8blRCIpOdMJ4WzKiSpQOxgVnMg+iEVsOsgqDv1qB4GRNddJ10bFMzfgdz6na+NY/Ligde/f29KuunPXFSQvGGEc+3vXiA5bHLYLeC8eHdn4RHpRJbmxn5U/9+bBPQHTfwW7i8HDkSElBK22y2mFLE52uDs7BTHx7ewWq2wXm9wfHyM9XqF9XqNcRzn1b+uInjo+RzeK/uk+/C7lzOv17bmDwmd7MfmGwSQuUviSH1mXgjI8+xevi6wex0BcB0xcGMONs+/8/LP6X6dPFvi0is7lYQdmX19MqIQ8oWgR86IlSBIda52rol9+XP739vfKyKBCYD671Jq/y6mhP1uV/87IgwB0zRhu9tivV9j2u8P3Ct7QZKsMgn7DZIgTdAlJKlcixJs4Z3/vSaW+ZtfhyaHfh+kBZ8zb7pu9T7RE5/5jbLWbGKP69/F/4CaXD6QqHfx3uv2u5vd03yAHuD7mr7Rw5XQhRZi4PxaZh5LFMHyj9+AtF0K+Q4RADcs4GQkxBSRtlHWTQgD1uswv4IDLRBLuQGfbTd5fl93AJY9Z/OMALAkQACF1kJItV2NqBAgFCoRQgHDUAiREALGcQUiwjRNWI0j1us1pmnCZtpUIjji7t275edfvESaEu7fv4ejow1ePn+JzWb9XU2Dv7sEQAgluOCDPAxlUfFbMgwDhmHAOA4YxxGr1YhxVdoAxtWInPiQSximhBgShjwg1gWXE0nFQVf6c87IAzAgvca8g5PEXqicJWC4WQJIM7m//Nl8+E3reguBRrfJ8nWRGsGUUlLXQoa5Z7Zf/qwrljkvXOs86dEVAP0zpta4SCAkwzKUQyPPk2Bqf0fccG3y1mR2/AyqVaw066PmwIhMNJsOlOizOVjaQZeRdZXkUP93R17QYvUizW+MOanyQqC6zOzPDrYZ6yOlPXPg2uc3Z5Nfn1l0ydsNIr2eiZZ1+w1k8TYZa8+FvmbmdO33yUtBfL6+THNNsrAUxCwl/zdJHpa+s05Eiejan+sjjZyA/X6Pq6srAIR9VVnFFLHerbBaNQXAm4+666jN7jvaz8jXklXLZNmhSslNkv9844BslrD8Py3uywf/ZO/igcSgrv0Uc63q6yp/kuq9JPMpyc+Van5U/y5J5X+W/CdNFPCf9c8l7Hd77Pc7TNPUzCpB9Yw4lNj0a1Q90zz/uWtJkwOknvxZtRjQa4nRbw5DOn3tX9Ql/ypeWYplbkpACvl9w3fE7AGH3vsbfYdlHcI8a3zTd6hXD16nKLT/E3VKItC87XBJ1GSJvDdeHeo+ZPXGv+Elq9iC+lY+Fc6Y79+HIXS92lFzkFUjdANzX/t7mKxd6nrl3zGjYaSzJ5n7G8JQCyqw5OiN5f8ZWiFDOPwO3PTd0u2yy0TzNd+NtLIyIHBrn9gJE0K1N6BqrNoIgAFhIBAFjOMoasHVamz52jhKHiefFwiheiZkViWH764/wHeWALi62uLs7A7Wq7Us2lwD3sI8hSpfHzAMAavViPVqhdVY/n9jlDMiJVAo1YaQEiIRUkxtm8tJBeslgOCKr6gA5vvawQTfvmRkkq/8hlLjGwXJ+Zo4to9le826/nwuROYMCrRQ5an/NqjNvQ9Y6PU7r654tOL2DSrZh0UBNlWiG9yfg0F+q57Opc+5+23Lv0xLl3uJPxFJRay5ozdN9+wSDzQaZ8UQ25s5X61tPZL9K8Kit4P8vAghqPt5mhMXTBjMCA16zcG1POVjLutTz+XQ+3VNIvta4qBbCt+EZFh6/r+HsN28P3IvZ/2clgCgjmB8k/jtIAFQLy6EUEjXq1U5uEPAenOEo6MjrFZrbDabotDarLHZrDGEQWTdHBe1tqverwUH+8H7QGY5qMHMp6FV3a9PXiUApq+3L+dcgpZD9/x6Rc1/dIJ/+HtmsxtaMrf9kzRvu5EzkyX67VyR56r+N014Z37zKYAo1cA6IAEI6rlz+xon/+XcTtLaptUDADDsSrBJqnVls1mr55QXvDhwY3XG1yEipY0tz8+W1z+5PPNYoaxGR+p3ANfLhw+VFrQKbYmMXVr3fQI/21OUx8LXUQ6wNJ0UUY+sY5LDROos6Fg4l6zyjs8zbm9Q7Tyzs5Ns8jc7Xw94CBkpo84X1dmeS6sN1Fqxyovl1g7dGvkGXQML5/AhgjTbd/8aL8T2VWthBNe0JChZa1+wn9f486LabTnky4uFlHyQ+8zXKBVzF6eQ5A9LCUM+EBcuvWv9+yX7z+w25cUzaK78yK89CnJPtnM8SorcAIQEKM8vmBaAMASMw1hl/1oBMIIoIE4RY5f4cx4nBGptjQp1jx7HEVdXWycAvmvYHG3wySef4P69+3j3e+8CyLi4uMR+P+H8/FzYpNVqg3Ecsd6MONocVXn/UF7F1KoMEq4oqSBVc44YE0IgkbTyzwcK1UCIZxUHUQxwwJtzLmSCvCzz6pT1LaOWJOZiUNS/5Fr9gMqK9ZVvQkkkQ5XzQxkqISeEMEgwRCi9kCzVSakEbRQ4Gc2mF9FuPkECJL5eIkKs0k3b10u1ClOCNs3IlmSFajW7yZhTSgjDUJ5HCOW71u8n1cXqKi7BEtlElSs9VNnH5unQ2M9yHU1NEGrLg/zbXpbO/X6wUqgmiS/Pjuo94n/IztIhDLU/rDhP8zokIpi6rfRilX7YQEF+n163fR7IcvUs16fvU5gFaO3nyiOwHgotICOVuIQQqpKG351c2VhCyqm8H7XVRpN0bASTcrLsv5Kd9om5DrJTStXwk+Se9cGiJPiVfdbqAL53/IwliaiJAoharIZcnNeXguGclclhMIEk3z9OanvZnElsAkkgx0vY/Lw6ogO1BIs6TXeWd7D5d/D94udO8u91wNH2r+KbUPbF5WQ2y97C3415o0CEVNdDqgFLCAO2uys8ffoEAPDFs2e4PD7GenMkBMDx8QZHx8clEKj9krwXAbVXsO5zRnJY30kJOpiYrOodle+YFqm5yIRsBVcTu9nueS0ZzV1BKivZ7fzdWm4DWEhervnvpb8johsyvriGbFgiHGhWgaMud7F/2Qg5dO1qREGRpjYJTTEhTqmu06jOXwgZlJT8n5UCMUbE2P47pdQ8fXQbAKrHQGw/k1NCTEWWG6dYJP/bLXa7HY6OjvHs6ef4h3/4h2KAW9sSQn2PZxVyva+gvbt87up1Mwyhxhy5xg728wK196oF/Y3Mbb8ztf0mL8ie5bxWpD3p9ZnqexMa2aYSGt7XzT6v2iGtYWc2cUrxCQqmeqrMlJSKobRfUPc92BE9xth+lzprl4jYFiul2VJuVdIEmNGSVErNmcq9QVNbFEl7+zk+Y/p9O4SwfIZVlUoYAkABKUX12dmezbWQonuulwglfZ7xv23xC8eeyZog874XmhIv6Jgut2uQeEkT6IcMFGcjOqsvViX7OG62e6c+j9r94zgAee7rQoGQOcbJGVQr6OyzIO9bPXP0Oi3n31BirhqLUH0WpkDXQk5LAtdYk0CI3ffTfBzBNqj2RYjcEdRE9QzPJOduoCAKhfJqkm3rrYrUsj8kG3fXn0lyzdTFOcvFDm2sSlSKmmEIsi74u4eh7QXEcV1onxt475JJBvVu1C0ip/ocCBjC0M7vek4XMqC8fVOM2O+22O8n7LY77KeizNrtdthuq0JrmgBkbLd7PPnsCb786gucnp1+ZwmA76wJ4H//u7/D3/+Pv8dvP/w3PPnsCfbThAcP3sLdO/ew2WyKyUaMyKmZ/bWNVFUNORkYhrqYk5JJB0naeLOKsSSS4zhI8ljk8SQvTnlpUkua6qadUqwve9usUIMgEparfLeBjfcAeeF0ohIIJhEIIVT5olKC5ZqYUK69OUDJBTKGcZCgSpPEvDkMYzHmENOk+h2Bcn1pqpuNSnp5wykbdD1ghmACaT7oQ/0sQmPMJTlJNsAZhoApRkkO+CI5ubTS31S/T7A9UqpvXg6I+vsKSVEOG93PVu5do0pLYJTkeZfHl5CRZawiB0NCpBAQaJhVMklt5qFeS0bbJIs/ha58pbrEqHhVECSZjimK2oC/I2jhoE2VyJKNvCWLvUQ6pQwCb+zZtMLoynoL+Mv6HsIAEEngLM+lBr5EhPV6VQPxbA5JXhONTEvQ7uwpRiF8gpBVTclTrm8wKoty+A8tEQYhhEYssXx4qKQgqQClkXFtHwDIylFNRQKKkEiiQGpVyJaYCxnIgSIIMU6y3JIi+yRxVxpjJoNAQI6pVRrq70657CHcP83fhddSyra6SIGQYl9VSHWfDHIP+PnElMrndyRNjBzUc1BSnuvJyS2s12vstjt551jaN6hKwFhVWuM4SMtWUXEV75ay1xViZRxH2TfHOulFDImA8rk0lJ8JJVjhf098X+s6buRCEBKLpY0c6JFxMG5mR2wIplumdOWkfLZO2sNivWxBjrUoHddkmqlCLil2Flpq2hQDW4jMnamUrspDEZKNILGGhlmbvOkqf0qNoCZVgY+xJucZMU1IMSLGLqGvyVRJ+KNI/WMs7SMpcuIfMU1R9qk4RcQ0CVEgpACTALWSFGM0SoFhGLHf7XF+8QrTFGUdDcOAyKpAdcaUf5sMYc8JWc7JxAa89lIq+1dMsa0HPjOYAOXzOiZT0Q5DqZRx4ix7lklwm4pOxy6moq/McvW5yPtEyhG5Xm8hfQn8MZxcSdtGq56U3SJUOXAISDGqhKYm9LkpHOR8q0R7CIPsWcMwSHJkVFqqRCrGiaIOyZbslBgt1vM1dAMa5gk+E4kcK/I5NAyjxGsZWGwxEnIjphIj1s/PTO5TQM5RyJHVOEjyxskxafJGBWdZCjdJCJFcX94hDPJn/s783FsxIwnJW9ptshACA78DNS7Se4/I4AnqbI6SwPF6amRISxY1Uc3FIGnbDa3VoZzlUZ5bjJNRILXzNEicCSRQGJCkQBfMOatjgBbrR4ACBj6Ds42jmXTiZ16m2NgigxSvalyTE8fvc9O88j0GAMm2zlUSneNbCoQ48f3KqgEWElsTCFPNIcJQrpvX0hDG8s5WbmccgyGsOE7ivnwrnkvqfUkS//C1CumIumfV72JNMNueEFNsxQFwsTKCMpViTH1HOZ4C5UYc1Xd7GEZQAMaal4VhwHa7xfMXz/Hs6VMM44B333kHP3n/D/HX//Wv8Td/8zdOAHwX8Zvf/AYffPAB/vXX/wePHj3Co48/wYsXL3Dv3n3cuXMXR0dHwoqFMChZNZDrZjBvMqJ6uNeEOUVVRYRU91sCyhWvIMHltJ8Ue65MUnJjcFs1mCQZSykqeY16udRGNKvYcqIPm6QFKge5JC08wQB8EKuqFkF8EYhIMX/JMKoETnA5MYxSqUsptWqmCgqHYTBuqEyyjONY+zhj/SoJQDATDjhY5uAvDIPcl2EYME1TvX9WPlw+OzYmmDccpcTgA4G4wsuJuNromSEPNBhXV34OMU7VxTTIocsBL2/cvXxUDqYYhVQp9z7UYIvvA8waIQo1aE4zll0HInwN/ByJqCTPsGRJufYBtg/N+k5QZw7ACR0ftMMQJFmdSTtVUNoS37IGpmmS71AS2RIAcCIOtebKoQ2TsMaYZewnKwKYzGAyhoMIfh5cXZIDLxDiFOW/+WAfqrInpYhxXEkgn1Iqn00BcZpUMJLk9gkplsohxwRKEd5kqcSNYyUccgtSWIVDCKIO0aoaDowkgey8H1nJwgqmJl9uVXKuOpX1UIP1mpTEuh6pU7fwWuZ7wP+GqxD8nPXz6tVO86DD+qcUVQ/kvjM5klEck8u/bw0MiatnqSUVQ33nOaNlxU+pSIRKWDDBOcq6DiGYgFsnHkzI8b8Zx7F4xKjqIvcl8nPgQLeQxSTrlCggEBBTrvJGEmd6ImAcxqKcUmSjVoY1UjTBtOvoNjRVlScmiZMlHXnNJF3JrAlSqImUrGlYL4xCxEISc66I8bNiUrmpgmrCXZOCmFqSXkjG8vtKZUftTwCiJJc1oaiJVAiD+t/bdevJGUSNDOU9sBDSgyRGUkEL7Zzh9R1jlP9tGAcg81SCqrSppCKvs74yzPdDk/etLSGJbJaD89VqnJkalneM9w++7kKcILcqmt5TQUVRluUszHUPy4hxKn+Xs1HitRYBKBVRkdAUYqGcTbyO2f+Fk4Wg3itNUA3DKESwKOww9xAp3z2iCXmykRVr5VfZcwMooCZAVYFWk7FGEJTPjlOs1zSoSnlUqiDeV+OcKFH7rj5r9fnXCjnW40BX8kvsFmeEAZ/PcZq6ewdzb8oekQyZPFRV5JLaiwlmfjYhBCHb9BrV0qhyJiRDhjQiqzzrEsdlUxQLw4BpP0lvdyG1sko0y59ZRct/x9M8Ck80GNVnRpZzjsiqRkXlRVTP4AHNVyuZ8yqEoe3VKpaWwo5iOqWXnYK8k3w28J97FU5b++27JWkXKvs+m2gPYWgKFVmfwSjO+Pm2Sn4rKFI9D5N4c3DhKJr2KP7McRwr0ZmkV14n/21NZ8l3yv4wzM7mQnQkUQdxzFx+RyMh2nrTas9BiFagFTT4c2OclDI3iQ/MarXGfr/D5eUlzs/P8ezZU5ycnOC9H/4A7733Hn72s5/ir/7LX+H999//Lqe/TgBofPjhh/jth7/Fb37zIX71q1/h8ePHePrkGQDg/v23cHRU2gHYdZJNKVJOtUe5sm8UJNEHtOyrc0PNqIcibxjtRRmGIJLo9nJY6XYvb25JXTZ9om3TKb891GRnvnkkdQBYybSWPrff2YI/LenX3y0rfZT+HvbQJ8We0szVmkmEYRhbJxQnJqFVV/ke8OGmJe72MMgioy/TC3S/Z1M7aFKEmXXbEke1shNnI3SMFE3J7jQxoQ8n7XrekoA067diw5J2sObuO2n5mpaQtiRWJ1VScVWbrm3J6FWY2Wz+mlDi38nXn1KaVb/5urjizwdtlEoPtbWbsigqTJuFuc9QiQA6uX9rV2AZY2/Q0xJSrWbQgVSW4E4n7Pq+l6TVBkdEqCRFaJUDPuhF7aPf4yCfVwK0OkNckYoc1PeSdFtVJEPK9EkyB7JZt2Woz2nJTep6K6GeoV17uoJhKzww5B6QzL6oYdVKqmqpiB/eA3m/Jf5ZqR4oOWkl+/haQg2ggiIEpf+QJZS5l+9nY0zKwZxu02lkcDbVbg5EdFLQVwqnaeqqJDB7qQTlNXEMlXQqleWWDKbUnqFOGJtstO3dQ5XB8nlDfF4os0qRh8orw8qXYXZ/5D2vVdulvuFCjjV1SSOxocxESa4vp1bpb8kEGYkuf6apQkuyRei9SXQvvuwJ1OTGulrL67tJf1vgPlXCljCfZd4ULI3olP2JDrdoGCKQK2Pd+Bvd/273rNydcagtDkkUMoWQmGR9c28sE9ytpSxJEM/7M987vVfoZ6DJXaku12JGISajISGtE35SBMpg9kNbGbTS7yZYISPdtnLlvn1iMPGAef7UCGNNrPC1tHM32BY9KXhkpGTb6tt7X9+RSuaBmizdtDzGZNogZRyRKO1yN/1DG0JnQ7Br5Vyp9MaZcmg+eq8VlHTbJf8Mn9typlUVFRNDvPcLyaBaMopD+86oB9o9JfPMU1WGaT+WQcWrto2FTEudfkdaEh+6a+nJIDI/34oUpFo4oomx9TothFg/0YtmxnL27IX6Ny3Wb+RGnCX3QgbV8zQrlaheN1axQ1aBrJTL2bRLtAIjx0FNQbrUdkYL8TtmuY0mcQsBtOritYQQRnVetr2oFEH3si9z8UUIi/pz07QvhU0A+/0O+/0eu90On3/+BaZpj4dvP8D3vvc9/PEf/zH+6I/+CD95/w/xk5/8xJNdJwDmTK3GZ599hsePH+PZ02f43e8+xj/+z3/Eo48f4fzVOVLKOD09xWazqS81yZjAjLbp8YvFiaZNklt1W5sKgWVmUuWPVYZKhjnUL4T0f6XU9df1FQZVqew2xbIJJSNfDkFX6PrklmYyrH7Mh+l14+rLoCVYUNV9ZheTOdRaIkZmQ9GBNG+KXOloiXdj1JvUclA/N3f9a20EWTbxwj4HUyE/JN3r+/yg20QkkEpqIx1M8tYfGiYpqgk0P/OiUmiqAl2Na8m4mnShfAg00cDfnRP2EKgys+W/NXvLAVALfqDY7kEF3+2Q5cBaKycAO5qp9fqH2b21fY3ZVOn4HeDvLUF8bVHh3r9yLVkkbjaIAmbzmPNSgGLXikhOVaLa+yroVqE+6NIBf6Ai3y2HI0wvtF4X7D2QOKmV6Rq9GWJgDfbMEai1RrS115KQ12u/wwAAIABJREFUKHsaB6VLEkuqMv62B7TZxVxJaIF7NOQPV0e1wkfWmjJgK20t3K4xqL0hSfCuE3mW4Peko37WOUP5mmDWB9327PrZ3M8p7zAHYFF6nWHINzRPFbNGU5XGqlYAPa+9M6kikaRmqXxZ0oZMe4tpDepURpKkdyZQrWXGSp11AqQDx0bEkVIRtAXdzitW5EwiCed7OdTKUtvbBuUhYX1y7H6RzZnRiLgkPaIpRrn/es8272ttp+LP54q2EEcqWZwH3lmpH5Kp2s77mqE8Pmh+FuZWjZb3I4TabqPPCeoCalpwsW97rt4/e88BdAoTvh9JiMa5b4ruO28ycFLnWpZ9lTrPGE1A6Yq3TXDsnmWqsKpNqiWN7dnoGKjI65sPRFMqWKJHn5WylmtllIkPjg+s3D0ZFYJO3vW+qL+bJrySat1iZU9O9vyYS+a1knFQZ1VW5FNrk9IEol6vRmVAdHD8tE0el1WHzYepS8RzI0lSitV3KbcJQzwZiZaNHvXZa1uU6lhVULdGtL9KOwtJWk7QqSWgzv5sp1PpNsGqIgRaRZv3k6V2GCbdYowLv68V7nR1Xj+fGCOsoXJQRADHRANyHWnKalE9XtwqU+beRXqN90Us/v7AfJSsftf594VKzuSURfnUfs6SLO0czwvPFTMSTLfv5jpfnIlEVuvm2r613W6RaiyxvbrCy1cvsVqtcHb7DG/dv49f/OLn+IMf/xgPHz7Au997F9//3vdfm/M5AfAdh5E+dy/6Z599hi+//BJPnjzFp59+ig8++AAf/uZDTPuI84vz1lMKwnpTZlKHYcDR5qj0CylmLYuhja0isQSIg0zqgkR58avJGNgsq8rX9GyWIEkP2f5K7v2TCgeZRJh7wjObeqQsGyrL9VsCn03FL3Q9vdxnnFpDqATAYs7SVYr0ZtKCKFJ9US0wahVAmGkBvJGM40rJ34JyIiUJ4nKGMNnak6qZG1ZDJmZiVfVHDkKVGOse4qy8BgIfFCmZz2skARvq5Ob7oA1hkkp6OMjubHWyocFtkhuZSJqNM1MJsEpWNUmRUlT9yzRLcHX3MaEqYsh+Fb7+KTYpI+WyFmJq/gwcWOcqB0uKCDLftt7n5rnRTH8Mu52yIS7yzMSwrVUxyRxaIk8yi7ftEUzQxRhVhTAZlUKqfZVzNlwfjmSkp9rAT4w0if0bqMqGW1BR7lswVV+tBGms/qB6GVtlQMygUkt6ZjN7cdilnA01oYzapLUgdcZQIPPddMWz/TMywY++T9rTQbeYcKUmVqkm721a+qqrNFk/0342chec6iov96SKmkeTAUmbfHa9uOqZBq0WILUPpTZiihVFjRxNajQSzD7bpmkoZ/wMaNM5oxKp+2LbTFu/cJ8YtIDeSvhnFWewibkd4UeE2lurVRjN9Cx3JLV+EIECYo5GYq182YGOcg61Wqp7iOU9lwphbueW4n1JzyLvzEM5iWSZKZPpVP02WM0jJJDaa/q5Xq3SPB9+lvPCVVGwhrbquvQ6n3mekE5sm/pL2kpSwljfBz7bDBkZaDaSzKoKA3rniWIilpS5Wqlck8Q9WVqvtNErK2z4WvgdsP47mthSCkHVSkbK10X7M5nxdmhexklM+obG3WQYNZQmNrXyTUgZtYaMMXCGKYxo4rh5uwxKhaSd0AOmWPYYJv2t6jJIzMZGyaYAoz035H21cRa/E2J6bBRk1lw5qSKIPNvQYk2JeapUPlAwbWKtjz/LO6qnOPAxZZQ2Skqh29EkEa3Pmb1VRE2oDPF066PEi9ICaAlFWWf1TEgz4rArEByYCERonlLsFaEVG5Zohf1u6jlpomUWY5k9KxsVLF9/Mw1u01PC0Py6dKtja2EbqsqRjCeZqHKNaaQdixhosBMsVPGCW9PkPlNHslMoLcYZ5vnyeU4Atrstpv0kRqu8h+WUsF6vsFqv8NOf/hR/8Re/wHvvvYe333kbZ2dn+P735wl/a4cNnuw6AfB6MoAJAZ4zqfH8+XNcXFzg+fPnePToEX774b/hgw8+wBdffInddovLq0vklLGfYtkcQ8Dm6AhjNaNajSPWm424s5sXD12Opv6be2RiVFXjGnyU/uc8G/kBAHGKijFPrf/ZMIlkDMmgRmeEEIxjNye1+mckAasR4KDMybifWQ4zcE9xghnSpw5tqtX3YRj07idVUjv6JJtAKfBUANWPKjJ3NAd6/rOYKgmlmotZnpFtZ7m2XJMBfbvEjC8391Oo78lhiLj7h8asavJFxefFQV4daDmphCgXo72kNmnpM1eBSFK/ox9TlLVcsCaSQjipXivtsK8zQC2Pn2pPXVC9wm2cVDtA2ZmWe76kF1VV1oJxyLYjM6UvsfYHD0No/JK45GLW38yJduvRpc7TI2kXD1vB1+64Ug2DImao81ZoMmWeFjKbT6+CXenxzHbEnqm+pWacyQGH7c1r/Z0ctInDbiX8OICjrsLUktqhI+zKtbO0uTmNi00v5Clr0icl0+rCe5SYRNVfLV4hJlELonIZWMLKChRlhkmG8dBzFviZheZyrKZDzEcgpeKeHJr8tfSlUgtUzbhVVS3hoJWvpRIqYbBmYeJCrhvsq0Eiv1ccbCduq6hkaVMPkJjESWtFVZZZd2kyZp19C4KtYFV5siErYKpxvepK5NIUrBld+1CT2OuzCR0ZbVQgqpUhI9svAps86+obclYEWJCEV0gvVaHkc12q4NIWAdPjrE0VW3KZhfC1ru5qtCMrVJTnD5uhtp7y1MgTRQ6Y8aLipdAqx/ycdELLs8KpI/VY7ZVy8SSRN4PXZ2hJdzsLW5uJLob0pLKYsdVkNHZtge1+parVV1NPpB2LDWgTkJPyHajTP4agWq3atBA9qWdpykB5jyGtMxLsUz9WLksyyC0u0uuMNiEkpyhkriQQQ1CThLJR1ZlkUE0dsXtcdwjw+17vPX9u0lMcdJKopiyEIUhBJYkHi/IBMnFSNi2ppIoxKWeMdZqQ2Ab3DvAEQyKQ2nd4XRFR5a7suV0m2gRJ4KhnXnldoX0Oe1CQMnIkvZeFwbSEShuCioVCbXlqKoyhxpXRyta7ODvzmlTvDN8DPeUKpqUlG/8YGTsHqwblPSuy4rLG4eM4iK+KVvwUf5WMoaqXkDKo9vWzSo4OzLA28Z0xxESLk3OLE5p3S5br1+1sWRGF6nCTp9MTGSlWXyZ1FvZqtBQTdtstYiotJheXF2WPIkIYSzx5fHwL680Kd+/exZ///M/xZ3/2p3j77bdx7949nJyc4M6dO7Mcbr/fdxOBHE4AfIvY7/eIMeLRJ5/g49/9Dp88+gT/8i//G8+ePsX5xTm+/PIrbK+22E8Tri4usd3tMI4jTk9Py3zLIZg5lsjFwEoY6EALvdjNeEdXgUS2qF4y7v3PlTmWbSO31gFdrc65cX1BmRxJX2k/x7S6d48S7DFZUKVO9e/LhlMO3oF7r6FyU+3ibyrMS1WglgjpVgA9IFZ/xax6razTe5BeIq6qhUBqfBDVGc9hZgYIcB9uGzNYDrQqfwrFubfIPAe7oUpQ3KrYvAlrCW9jgbO4Aafq3q/7n00CqKVYqlrIZjvtEOAkrThqk3wPdidvB4c44gYV9Cg1RqvM1xJ/ZeXL84dIioly5Veq9FVc/6lVsYDObR62Iqn6KYuLbVL9dqH3zTSHOCcbLbjKhjAQ85n6PvD7gpxNmZPqWCH5O558wG0NbNql3k3NwouUm80tE4xML8ZkCBhRs2QyBqJtRFirMGFmmlXuOalRhzzvrq2NVrUx0tlqwqRNi7j/NWcORKrUsDr9Ilv1AXINDvkeqx5t7bTcnnFNkLvEgYPDIQxi5KUP+FyvPQxjMV/j4LteiwQ90gNvR0ia9oPQjMtY2SKBlPFR0RX5pd1KVYKVckL2rK53vj0vq5wKSuopxJEsx2Ac9IUMQxtbCTU9Qo+oZJWPdT5PXX+6khNnPaaUTCsKqbKqmO1RS7jbBIXcTRpRo7+UboGE7IituqkT8GRHUs6mJMj4OFUlZSKP31E2CkStVqreXw52JXgNoRptTqrSClmffa8wKVIASuKtR2SJx4QqMuayAbZ9qrqPh9D2xsRjggGpnLX3k8+8mhSrMyXmJKNKpVeaCXEhdbQyUJ2FaAaCUJ4OWsVIysNDy9AbIa3uV03mtEdLIQqbeqZXYsk9NS0wTaFhJpnM9nfrjp6U1wx67yZFwGr9W1YqoVZFhlwXy9H5/eI3QQz9AOOxw+RDCEMtoiRF9Ni2G018xDrRCdTJtDPEXJMLMXpfMCpD488w38taC6ciH/u2IuXn0brgOvWZGhGre+plnUgcq1Q8/O6p2KOGDTNJfptcRWJUK3tayrKumMiOsRHoUMq03I3sy6ZynNU0oGCr89rhQnryo/G9kohaqQ/qSwfzUWhm4UPnzzTVKR56YgpVxVBCVqpeyNjDwEm4MljVMSibTTJxJdMsKjmZUkKQOC+bSj8WvE0CBSCgxk5lL9zt9tjXUXwxTri62uHy8gLr9QbHx0dYr9fYHG1w985tHB8f486dO/iTP/0T/OgPfoQf//jH+MEPfiDTfBxOAPx/pyj45S9/iefPn+Ojjz7Cx797hCdPnmC72+LZ089x/uoc2+0VtrsdXr54iWm/x3qzwdFRmXfNPWXjOEil24wCTM39s/05GGManWDORk6ZfjFVoejYVd2OYPu3yr/f7/e42u0lcVkNhOOjo5IUEaw0sSMWeNNrhmdBqrX6e7IUTpu/8KislBrrKtJv2ANaFAZEqifTznhPlQHW5kB931AvF04qiep77qxhm3JxVfeu74FtzsMwJke6KscJJSe42cwptxJKMcLKJFWovhdP98eZnlBRL6gKPVoCTCzXN+0nMP2M874rMqO97H0l1Z9OVoanUoTWd0+2j00leu2+NfmqNt7hBLhNULCmQjo57H02jMQNMAZguge17QNxNpbP9vGSmdmcYWXz2pzQGu/ooKklGvZnukqu3NOoppyQceu3UyZIpKuXV1fY7WI95Amb9Qqb9UqRSWSmWbQKSDYjT0U5pHqSW8d5+z/te8+K8KY9SEta7UQJWyHWRph2bfF3CqoK1QU3S67tGarynM0oJHSSyLpZqISvVbHYP8CujxZcc4U2Rts3rxO/bPpus3FNFmJQOflb40xrgKlHgGlZqPXMIOVaH6D6ApByFD+IMuI1itO8VSVYybd2bG9y1qSmx2Tz7PW4MP1OsSleP3KMzzhtPtnOQd0mRCqZCQeM/PJswkL/3mnzQy1dhzKf7EciavKFr+1qu8XVdid7zPFmJWbEZKr/MNMaivIH4iehzxK+Jt4T+7FtRYUXZMRY7vbBJVVNM6bE7BzMed4H3sv50Y0K1IQ9E6NlcgerDJt7vHZeF1WNaocQdRD0+0Vt2o3Zy7MllISMIyFeTB9ztj5Ac6NGzPxBlozo2jtgx9PZe0km9tKtTr3Mvf2OZM+fjFpNRudfQ52PDxO4jRQqXgZtnCnNzvH5WSjjfwmIU2qFls6XgLQSVp3tGVDjDPPi+rJngB1bp0kDiTmrWqtNkSmxn6wzZKN86Vs6tKR+1gZbyXke/QigI1fbGuN1rqd57PZ77PZRru3W0aaQAtXIU/vdGCVYaqMoe+VXGy8d1NQBzKYU6HHWswlCgBoLSGI8yufgfrfDNEXs9jtcnJ+DQsDt27dxcnqCzXqNzeYI9+/fw/GtIzx48BA/+tEP8dZbb+HBwwf4y7/6S6xXa08anQD4z4+cM/7pn/8ZTz97gpcvX+L5i+d4/Olj7HZ7fPXVl3j69BmeP3+Bi/NzxBjx1Vdf4fLySnp2xrHMuj65ddLmj9akZQhBHUIQcxaoPsI2eq6Z7Ggm1Lrik9n4NNjY6fLyCl+9PMd+KkHD2a01Tm4dYxhGYe6sQQuU47HdiPQokyZRt4dUbwbUWGUyLDof2lm5eOueOiPiZJVC0n3ddvSR7vNLul+Yx4cF1Q6gTGka6dEb8bRDa0mutDR6RZ+NetJA35OeOtZ35r5tSCN7GDMJwQeSVLBVSwrL6cS8KYQS6KMpLAZRZ8AcvjogtMlmk78ZsotgncpzNmMxhfSaJQG5M76xPXQ8V5xbV2I3G7jdT5JKWTMp69yXRapNs4Ctv3ZJfLg0r64PeuKFcgzmd9k6BdtAFDkjsRQekD9rkkcvvWDMLcnI4zVxMk2lH+/V+SVenl8iZWAMhNtnx7h16xiBhqoAQjdaijqX/TZNQJz1uf84wxiXNkKpJJelnSmY3litDMgq4JE9SwXspiKvRh1q46RsZw4aozdD/uRsPotgzc84+egnS2i3bFJJt66SiuyfzaBAhpDt15UkHdK2kGfEh8gxVZVf5rdrObcJuaE+wwbyyqFF7eflf82i8kgmQWBjUdszimpu2xK6JRLN9mZn2Hnj6ILwZPo+kw6KozWiY6f8gedjw041sX3geupCUNNadNJlR2CahDdza0F/Piz39/M+WN67C7w4v0RKwGoMOLt1hOPjIwzjiCGEhVnzinQnOtCfrslY6qbOBONyroRO0KZl1u8DaloGv+dJ1HCmpZm6qQCwY2M1MWqfOXXj5VJHYrXpLzkmY+Spk9vekNa2cNGM/G9nRWpKH9JrSJkdskpJOZezOSW3ciGTMqJrcY0uhJjvoYhtKFM9Pb0HXWWf72ZoU3BNC5WdmmP3HKuWCMasujfR1RM2ZjoepdISybqoReZkmf7eMgIv29hBj+UVfQbvBfU94r/XU5T01BRSaoiMdv4m4x3UvquoOslOotJjO7ldzpAsQZ8FpHw32jVyDJuqki9Oe7x8dYFXF7tq+ky4d+cUR+s1hnEUnxeOV0BU1QL9njUnnXpD3aQMKXWhjZUZWY1qzjljt9vi6morxnxEwGpVJPrr9Rq3Tm7h7OwMd+/exbvvvgsC8N4P38ODh2/h5OQUd+/ew89+9lOcnp56EugEgOMQOfDRRx/h2dNneP78K8QY8fTZ5/jyyy+RYsIXX3yOr756jhfPX+Djj39XnTEzri6vcHFxCXYZnXhWeXVkXq9GrNfrag6SJPlqxmeWqTQmOjqJJVLBq515aw8CWzmDqnBqNlSz63r2NLr+RwJmB7QxxOLARMniiT0MdKKsjihdtYSa0p2NfJfa7Gt1QEFJsThAGhQTbIJYsn1jrMOkOt9bV/V0civNBirp5YSFjbMySl/ZoO6ldmFlabQhYNjcqq/iQPU3L8jh+H5al3WYZ9nM2Jq7K1F//9W91mZjsPJAK422vb1DIMPCc2+krBmQMdHM2oxSJU1NeqrJIDVdo1trOtBv66pV+kyAJXOL+8kGycjC+3Fnst65bQGQ99a6XKvP1XOc9VQKkgFAnbC1BU1Q74NO0HQ/KlDbfHhsKDVTxNbTPVYJfz9qyPZ+s8TTrKNOVthXMbjNIRCpUYuY9bBDBz/dvmHHLWWVrGbTSUnKTyLrtd1VPs27wDOdZTxi8wDgntvS12pbfSTBSrm5kus91Iiye6UPlFRct+NYo8bQqbqy8sgYusqY3rOWqnGmJUh8MLK5z9Bra8FgVxvB6eqcHT+aZ++H9qaX4J6oeyda5df0j0tCZHvW+3G3ei/O2ugq6ZuN2Zk5V3+R8iCBSk6ykZIblQjampX9s8qBU2ry9lyKfaCsDFyhzfXYtI66Nal7+7NZf1rqLt4lua+AWyPfpfY8/cw1+W4ILJmhTvacXZi0Y1PK1iqg11U2+1kW47dyFqKNv+zGBPL91IknDoxttNcOY36qzXf75J3XNpNbZi/UZGNfzVVmnXw+6fabvCyHUnuTJVXM6LyUgNAM+EyifsgpXalL+ERhqbsoOQKZyyG1nvWeJUUAvk4owqmqKaHMAfVZxCSAHsurr5+6hyITh3TrBmlGi+y6UmvTvN9K7dQrP3Tire9hOeesyqmZdmORyNWxgP5Z8VDI8zG/es/S98k+S+pILmDa77GrLczcshiGQZQQ680aJyenGKva6J133sGDhw9w+/ZtPHz4sBQhT27h7bffxmq9wp07d3H//l28/fY7ODs782TOCQDHt4GXL1/i5cuX+OTRI2y3O4CAi/MLfP7555hiqRqcv3qFy6srXF1dYbfd4tNPH+Ojf/93XG23SDEh1tE5290OcYqI+6kmwxFTjNJnqysBq9UK42rVVcpLElBME7lHnYxpbpsXnxek9FaCrmfS5gWpqh67ZnrB+NBYCEZN8tEx4BK45xaYSz+WmGzlWdJrKirdxjz/2bA4nqmXr2qjnWzK9oR+7muus52RYBJRPQdbJ8Cmz7cGFP34wtmoqb61QSU5S/e/n0lrK/TBTBngeqGuOmlZs352UqVUB72ugLPqAosGkTBEQp+Y6GogB4V9+NP33pk1p/pflyr/ffCnW2D6A1yqLtLzSErWP0+gdbVdGzOFPiAka0OVjCt861PkJENclbP1GXldks4eEM3sM5vvb/rKlTkR1GguUfPQfF2JYmRhDS7NfeaqYKmWxNmewMlI7wKdUy6lM/XuNxLL6CWsw7UysBQprSIZl8z4oJLBPOutpM69G6YlhANwdAqBluA0U0/rXN4FiBnGsFIbEXY5wDzRoDZfOqlpH2ZP7tqt+n2mr7pqktrsXTyeULcQqWvImI+y4/ea30H9WdS/f/UatMJsHiqxp0ZT2/XPVn+2JPndnpMNqdvarGhhDOjsfs/GCx5oU+tJqoVRbLNEpyqT9FjO/gzu90DTCgUS75Cl/a1XeCwSJwsy79k1ylpIs0IDHSC79Owj/XM9CbmkQJHEtPvvYmjYRp+JiWiNkVD3rJzSzJE8HyAbeCZ6ilM1VMQsyUPve3ENKX9wz1Gktp700JuA6r0odKpNQ5xoTw49ZUQVN5YIErYOWnoH2rsMsxcuXxcty+MXnqUxFjQtdu0e527tG7JTTx5SRRtDMGnTbFX5N4W2rB5xt2fxOdSbN/J+xgpcjrfDUAjyYRilLY0Nl1erFTabDcY69nK9WePBgwf44Q9/iNu3zzCOK5yenuD4+BaOjo5ARLhz9zbu3btbpg4NAx4+fIi33rpf/MvG0RMxJwAc35YKYOkR6cDkpogxIk4TvnrxAp8/e4ZpvxeTPuQi39/uuGeHQDTg8eNPsaszN9mVe7/b4de//lc8fvwZLi8vsJ8m7LZbIGcc3zrBV19+gaurqyZfRnNM10kXV5R1BS3p/scqS13qZdbjeji4160LdnxQarLxbkpCTna0Sy/VpEDXPpulA1KPS9Isqy4/6c+duS2rRIDUAUBBS4hVlViVXZYOOTEeMj3kNknWQbMOSo0DbxekmV5H4zCbF3/WKEy64IR0kojlvlKRoKGTY2rmu12ZkfzpRDAsJDT677Q0unflXlon/ef1idShgHYW3BetPrRHRZGaNvNJM5d9cTRbX/1B1xqieyzV9AG0fkVDDChzSuOInlriNZcVd8+sWz9SZVIzxrFQKdNy3XZNtgIdSI+Wm99jkY/26zLrlgsy+8BSJaZfB7PKmPEymFeljSP4UuLdvYN9krO01ywGtItkov3uvF77YF+SPCWlNe9GvddQJpK6btZmXgdD3mnVRa6EpX7WxuyzI6dm8+jFZDSbdbWUGLd1VTUvncJhMQlWkvOeSJQzK6PzJbHjIbV5mzYJE3My3lvUdBF1cFQ1Qp7t0YYYoWY8uLReszFPtXsqJ2R6QoQ8W0VEZOSD93ZpnfEeIBNWKpkh4yxhp6vMEjOtuupH4SoiyvbWtx5yPW4Q2uckq3OAsEAYNm+Dpetb6uenqt7T/gFL+4U+23O3L+pqvBixKdO63PWatxU6v4dBu/FrkhDWKHrp/OEYLHUeBIbIVvv9kneUPeNg9pSlGPbQnnVo36NASFOSs6gvLiy/y9fshZzA87usiVk1KaqPS/p4Rntaze5P3bN6Ym6JmGRz5l79Q9VIbxgGrNcbrDcrIBd3/NVqjZPjI9y7fw8/ef993L9/T4p1XDx7++13cHp6isvL85LYn53i+Pi4ql0KITGOI05OT/HW/fs4PjoCDcEUJl6HmWJsYf04nABwfIvkgB45Ypl4+lZewFevXuHi4hIxTsa0ZBxX2G6vzBjFi4tzXF5cYVytsNvt8OTJZ7g4v8B2e4Vpik3Wnos7cQiEaT/hyZPP8OTJM+z3e7x6dV7lvqrNAIQpRlycn8uM0Kl+H826tnEyfNDqImY+eKhaqSA1xb5yE6alkVW5sLVkc37YP5E5+E3fpR65N+uzQ0eCzPvP9W/SbRuY1/DMAddXi/QvWurrU/GlXpQtgejucX8NbOylnbQPrHRoV/UWWFP3fRZMtTrZoSpTGFm/DrbkM6T3W4TTKtkLdqxVhv2c7rb08xPl2k0NWX8PtO+g1xXBTt6YPW1d32pGPr1Jmv5b8+x0kKufHREPdVi4qqymLSj5pR4RqtQ0hG70+8Jc8X7iZPsF+l3FzMwv525V6MEN/dxOrarhxFY9CSj1kg0u2wg/Va6RylToFE01mpR3g8eQ2WCZFtc9S5hldFnnSZ4X15bu31cKLH3P9Vwm/Y6R3bP6zzLrVj1zfWtpPul+cW9CNxbNrAIClkOTPiHq9pOcZn3s5qk2bfryOkBe2KcBayWbMRcYz9+K+fNR94PfJ50c6nFrsKQDVPVU78X9LHd7lpmHpGR4UF0B/XXOT43Z6DrdOqTvjuxZyey9mZVAGYunUP87oXw0Ai2NNZuPU81y5hYXelbpUFYmObnbs7o++bbvzPcscbmfnYX2ndNbiJ4gtLQ29NlKy6tk9vPt/Fs+V/odzDx/WN8Zc61h3rs/Iy7U+0OLzyIv7z8Hrmy+Zy2/V73Hjsq2GzHdty+q9ykvKSu0ISoWklZVMCKlMgl1VOxqvRaDbh1/8Bjmk5NjbDZHOD09xcOHb+H27duVgCJptSqm3qVCf3zrBPfv38Xdu3eQYiEFTk5OsN6sJeYdqhpE1JBhwDgO2Gw2uH37zKhAvo38oicxvs05u6qdAAACM0lEQVT8wuEEgMPhcDgcDofD4XA4HI7fE4LfAofD4XA4HA6Hw+FwOJwAcDgcDofD4XA4HA6Hw+EEgMPhcDgcDofD4XA4HA4nABwOh8PhcDgcDofD4XA4AeBwOBwOh8PhcDgcDofDCQCHw+FwOBwOh8PhcDgcTgA4HA6Hw+FwOBwOh8PhcALA4XA4HA6Hw+FwOBwOhxMADofD4XA4HA6Hw+FwOAHgcDgcDofD4XA4HA6HwwkAh8PhcDgcDofD4XA4HE4AOBwOh8PhcDgcDofD4XACwOFwOBwOh8PhcDgcDocTAA6Hw+FwOBwOh8PhcDicAHA4HA6Hw+FwOBwOh8PhBIDD4XA4HA6Hw+FwOBwOJwAcDofD4XA4HA6Hw+FwAsDhcDgcDofD4XA4HA6HEwAOh8PhcDgcDofD4XA4nABwOBwOh8PhcDgcDofD4QSAw+FwOBwOh8PhcDgcDicAHA6Hw+FwOBwOh8PhcDgB4HA4HA6Hw+FwOBwOh8MJAIfD4XA4HA6Hw+FwOBxOADgcDofD4XA4HA6Hw+EEgMPhcDgcDofD4XA4HA4nABwOh8PhcDgcDofD4XA4AeBwOBwOh8PhcDgcDofDCQCHw+FwOBwOh8PhcDgcTgA4HA6Hw+FwOBwOh8PhcALA4XA4HA6Hw+FwOBwOhxMADofD4XA4HA6Hw+FwOJwAcDgcDofD4XA4HA6Hw+EEgMPhcDgcDofD4XA4HE4AOBwOh8PhcDgcDofD4fjPhP8L6WcmTpXiuM4AAAAASUVORK5CYII=";
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";
// LOADING THE NOTEBOOK IMAGE
var image1 = new Image;
image1.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image1.src = notebookimg;
// LOADING THE LOGO IMAGE
var image2 = new Image;
image2.onload = update; // CALLING THE UPDATE FUNCTION WHEN THE IMAGE IS LOADED
image2.src = logoimg;
// GETTING ALL THE ELEMENTS IN THE WEB FORM
var canvas = document.getElementById("myCanvas");
// CLEARING ALL THE INPUTTED VALUES (IF ANY)
document.getElementById("screenshot").value = null;
// USING A VARIABLE IN ORDER TO KNOW WHEN ALL THE GRAPHICAL ELEMENTS ARE LOADED
var elementsLoadedCounter = 0;
function update()
{
// INCREASING THE ELEMENT LOADED COUNTER
elementsLoadedCounter++;
// CHECKING IF THE RIGHT AMOUNT OF ELEMENTS ARE LOADED
if (elementsLoadedCounter < 2)
{
// IF NOT, RETURNING WITHOUT EXECUTING ANYTHING ELSE
return;
}
// GETTING THE CONTEXT
var context = canvas.getContext("2d");
// DRAWING THE NOTEBOOK
context.drawImage(image1, 0, 0, 1024, 589);
try
{
// CREATING THE FILEREADER
var filereader = new FileReader();
// GETTING THE EXTENSION
var extension = document.getElementById("screenshot").files[0].name.split(".").pop().toLowerCase();
// CHECKING THE EXTENSION IN ORDER TO KNOW IF THE FILE IS AN IMAGE
if (extension=="jpg" | extension=="jpeg" | extension=="png")
{
// SETTING WHAT WILL HAPPEN WHEN THE FILE IS LOADED
filereader.onload = function()
{
// LOADING THE IMAGE FILE
var image3 = new Image;
image3.onload = function()
{
// RESIZING THE IMAGE FILE TO THE EXPECTED SIZE - 1920x1200
var image4 = new Image;
image4.onload = function()
{
// SETTING THE IMAGE WIDTH AND HEIGHT
var width = 680;
var height = 427;
try
{
// SETTING THE IMAGE SCALE
var scale = width * 1 / image4.width;
// GETTING THE RESIZED IMAGE
var imagenResized = downScaleImage(image4, scale);
// DRAWING THE RESIZED IMAGE
context.drawImage(imagenResized, 173, 71, width, height);
}
catch(err)
{
// IF THERE IS AN ERROR, IT MEANS THAT THE FILE IMAGE IS SMALLER THAN
// THE SIZE THAT IT SUPPOSED TO FILL. SO, BECAUSE OF THIS,
// IN THE FOLLOWING LINE THE IMAGE IS STRETCHED TO FILL.
context.drawImage(image4, 236, 80, width, height);
}
// DRAWING THE LOGO SHADOW
var centerX = 918;
var centerY = 483;
var radius = 100;
context.beginPath();
context.arc(centerX, centerY, radius, 0, 2 * Math.PI, false);
context.fillStyle = "#101010";
context.alpha = 0.5;
context.closePath();
context.fill();
// DRAWING THE LOGO
context.drawImage(image2, 815, 380, 200, 200);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
image4.src = resizeImageToFit(image3, 1920, 1200);
};
image3.src = filereader.result;
};
// READING/LOADING THE FILE
filereader.readAsDataURL(document.getElementById("screenshot").files[0]);
}
else
{
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
}
catch(err)
{
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
document.getElementById("finalResult").src = canvas.toDataURL("data/png");
}
}
function resizeImageToFit(img, width, height)
{
// CREATE AN OFF-SCREEN CANVAS
var canvas = document.createElement("canvas");
var ctx = canvas.getContext("2d");
// SETTING THE DIMENSIONS TO TARGET SIZE
canvas.width = width;
canvas.height = height;
// DRAWING SOURCE IMAGE INTO THE OFF-SCREEN CANVAS
ctx.drawImage(img, 0, 0, width, height);
// EXPORTING THE PICTURE AS A PNG IMAGE IN BASE64 FORMAT
return canvas.toDataURL("data/png");
}
function downScaleImage(img, scale)
{
var imgCV = document.createElement("canvas");
imgCV.width = img.width;
imgCV.height = img.height;
var imgCtx = imgCV.getContext("2d");
imgCtx.drawImage(img, 0, 0);
return downScaleCanvas(imgCV, scale);
}
function downScaleCanvas(cv, scale)
{
if (!(scale < 1) || !(scale > 0)) throw ("scale must be a positive number <1 ");
var sqScale = scale * scale;
var sw = cv.width;
var sh = cv.height;
var tw = Math.floor(sw * scale);
var th = Math.floor(sh * scale);
var sx = 0, sy = 0, sIndex = 0;
var tx = 0, ty = 0, yIndex = 0, tIndex = 0;
var tX = 0, tY = 0;
var w = 0, nw = 0, wx = 0, nwx = 0, wy = 0, nwy = 0;
var crossX = false;
var crossY = false;
var sBuffer = cv.getContext("2d").getImageData(0, 0, sw, sh).data;
var tBuffer = new Float32Array(4 * sw * sh);
var sR = 0, sG = 0, sB = 0;
var sA = 0;
for (sy = 0; sy < sh; sy++)
{
ty = sy * scale;
tY = 0 | ty;
yIndex = 4 * tY * tw;
crossY = (tY != (0 | ty + scale));
if (crossY)
{
wy = (tY + 1 - ty);
nwy = (ty + scale - tY - 1);
}
for (sx = 0; sx < sw; sx++, sIndex += 4)
{
tx = sx * scale;
tX = 0 | tx;
tIndex = yIndex + tX * 4;
crossX = (tX != (0 | tx + scale));
if (crossX)
{
wx = (tX + 1 - tx);
nwx = (tx + scale - tX - 1);
}
sR = sBuffer[sIndex];
sG = sBuffer[sIndex + 1];
sB = sBuffer[sIndex + 2];
sA = sBuffer[sIndex + 3];
if (!crossX && !crossY)
{
tBuffer[tIndex] += sR * sqScale;
tBuffer[tIndex + 1] += sG * sqScale;
tBuffer[tIndex + 2] += sB * sqScale;
tBuffer[tIndex + 3] += sA * sqScale;
}
else if (crossX && !crossY)
{
w = wx * scale;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwx * scale
tBuffer[tIndex + 4] += sR * nw;
tBuffer[tIndex + 5] += sG * nw;
tBuffer[tIndex + 6] += sB * nw;
tBuffer[tIndex + 7] += sA * nw;
}
else if (crossY && !crossX)
{
w = wy * scale;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwy * scale
tBuffer[tIndex + 4 * tw ] += sR * nw;
tBuffer[tIndex + 4 * tw + 1] += sG * nw;
tBuffer[tIndex + 4 * tw + 2] += sB * nw;
tBuffer[tIndex + 4 * tw + 3] += sA * nw;
}
else
{
w = wx * wy;
tBuffer[tIndex] += sR * w;
tBuffer[tIndex + 1] += sG * w;
tBuffer[tIndex + 2] += sB * w;
tBuffer[tIndex + 3] += sA * w;
nw = nwx * wy;
tBuffer[tIndex + 4] += sR * nw;
tBuffer[tIndex + 5] += sG * nw;
tBuffer[tIndex + 6] += sB * nw;
tBuffer[tIndex + 7] += sA * nw;
nw = wx * nwy;
tBuffer[tIndex + 4 * tw] += sR * nw;
tBuffer[tIndex + 4 * tw + 1] += sG * nw;
tBuffer[tIndex + 4 * tw + 2] += sB * nw;
tBuffer[tIndex + 4 * tw + 3] += sA * nw;
nw = nwx * nwy;
tBuffer[tIndex + 4 * tw + 4] += sR * nw;
tBuffer[tIndex + 4 * tw + 5] += sG * nw;
tBuffer[tIndex + 4 * tw + 6] += sB * nw;
tBuffer[tIndex + 4 * tw + 7] += sA * nw;
}
}
}
var resCV = document.createElement("canvas");
resCV.width = tw;
resCV.height = th;
var resCtx = resCV.getContext("2d");
var imgRes = resCtx.getImageData(0, 0, tw, th);
var tByteBuffer = imgRes.data;
var pxIndex = 0;
for (sIndex = 0, tIndex = 0; pxIndex < tw * th; sIndex += 4, tIndex += 4, pxIndex++)
{
tByteBuffer[tIndex] = Math.ceil(tBuffer[sIndex]);
tByteBuffer[tIndex + 1] = Math.ceil(tBuffer[sIndex + 1]);
tByteBuffer[tIndex + 2] = Math.ceil(tBuffer[sIndex + 2]);
tByteBuffer[tIndex + 3] = Math.ceil(tBuffer[sIndex + 3]);
}
resCtx.putImageData(imgRes, 0, 0);
return resCV;
}
// SETTING WHAT WILL HAPPEN WHEN THE USER SELECTS A FILE
document.getElementById("screenshot").addEventListener("change",function(e){update()});
});
</script>
</body>
</html>