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firework.html
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firework.html
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<!doctype html>
<html lang="zh-cn">
<head>
<meta charset="utf-8">
<title>烟花-代码来自京东</title>
<meta name="viewport" content="width=device-width, user-scalable=no, initial-scale=1.0, maximum-scale=1.0, minimum-scale=1.0, minimal-ui, shrink-to-fit=no">
<style>
* {
margin: 0;
padding: 0;
}
html,
body {
width: 100%;
height: 100%;
background-color: #000;
}
canvas {
display: block;
width: 100%;
height: 100%;
}
</style>
</head>
<body>
<canvas id="canvas"></canvas>
<script>
function initVars() {
var canvas = document.getElementById("canvas");
pi = Math.PI;
ctx = canvas.getContext("2d");
canvas.width = client().width;
canvas.height = client().height;
cx = canvas.width / 2;
cy = canvas.height / 2;
playerZ = -25;
playerX = playerY = playerVX = playerVY = playerVZ = pitch = yaw = pitchV = yawV = 0;
scale = 600;
seedTimer = 0; seedInterval = 5, seedLife = 100; gravity = .02;
seeds = new Array();
sparkPics = new Array();
s = "";
var pic = new Array();
pic[0] = 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';
pic[2] = 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7LfJMhKQRVZrNHXgX+hZPvfE/TPIGuG+Qfly5F6bv8OtUk0ysTA27jfFZU917Y6DJwGQQDnxPHyv31m2rN/c/iv2VeJQkeGryOjpYnt3VMLPO3QD3IhgW+BPhD0HdC/WZ4hWTKvOVfuGvlvHl+SkhZmnFYUlJeg6xL3o1KSg9kmBmWQrEgvRcH3DAuKvLmG7wq6XpB+vkB+b9Odk0JXvgDxakKfYwCNdIFhroFZfjss2pKAKtLmCZwRIi/wAgQBXD78N9sk+44PARqPnyY3TwC2E3uklfLY3H0797OE/kzR+wrfXJP2hfx2Ij8uY/Zq2f06NNjWCHiCMGldEbgqDpsM1HbyFTXl3VObluQMkhTpMvKGIt+zMOVtQX8PrMELhjxs8L6B1YMrNSfg1YQb6mnk7of987MEW5YIbCII4BIxaE//uY0z+jOhwMbjJvlXY3+q4U+JoUr6rng7fZ7Qn/bIske+LyWe/y9BPysGn8WSem29gCjZCECSIpYDkKRIKtOBdUGN0cVJwLoEqZRCH+mVtKfwZoZ/VZAO/fcO/W0iH2lRCF0ZOfDpQaJFBNTw3uN/HxJUUwlIrS0YlQW3cj8SgedAEMDVoVUA9rjebyT+TNXOKoE2HBi8eBvH1xsCTwT9aUncyfd6ugdC/xOh/4xCAF7m6/X+/lqX/F75J433X1DjfqUYfxLQXPalBLKfSW+C/Ai079C3O/gNiJUr1xwEIBa413oCbyxqX0etLhSoS5mPEoLNd6nT+2mSIFjheAQBXA08ZzUn/eeSghtDf60SYJK8c8PXYXy/DQdEyE86eG9N93JP+o6QFwl+AjweyEKa8CLbCIN4AVCy3EEHeaHowi7WEn5JKG26PAm3r/C6kn6osOzQ/9ehv0rIqpwTgIWUoiA8t2ckkBVJMpCBWDyfYCg5NkNuSYDh/dtRF4nY/wwIArhEHONtxP5rE1g0hOBG5N6/DQ1aL98SRZ3z35BBO1QI6FPo/1PIkpEfZJZLYfV2R35cXGy2Kj9olYSSFigipa9HowKGCT+CdlKey0rXKYs3IP1YUBX6fxf4LdAXwy4fSa1WR/A2YF6EVI1fmlmETgIy+T5G3+n4ayy5wjnDDzI4HkEAl4/Gs1dTn4YBMBCC758hg1GhkIcB0mTuay5Aawxdy3eT0H8u8J6w3FftvoPk/Uz+CeQnSs9k5mCnZIHUyaj+QBdCXir0IAkkCzknknUL6l5XFj8AkY7124n1bwCL+VOiGn7b8nvoXjzeHt8ajz/dbusBqgqYqIPAKRAEcMmQJiSdSP2KJl09+8NnpAR0dNMhdvebGXBLBtqVWbYqgj4VVu8i/T4svp2hg4P/UHgyhBPZQoIsFLnf9APIC9De9vWWuJce2YPlG7D4vpC7RP8TIf+6hAZShxqHqKc2C0mAio0q6BDrp2YloTz+Pur8n1byez2Cf5Fh/OfAthPARCpe21vW/zal/pgQPNaHUS3AccOD1fuP9w1DhK0CKAZIEtZPQd7NkDKL78HeEp6/DTzx+F+9BbjmZdHtpUFopt8TtBeSD83lsorR4mui+z8uscLqJ8Lq12WcP6GlpZh9tKw+u1Dq8CFitQbZY32qR/dIoV3jAJGBBCZfbU0wqoyKsIIMToNtJ4Drxoa3OsEtjchAh1EAcamvozBBafMA1B++E8IoOWhltizK/j6BPlXW7yn7C6H7LtzfV579h5KfQO5yKQxaQr+vaJfK+Zc9/b2EAv1KSFlkKcLe38PyB0oG1m8r/W+h7200YCElXMhqyUZKhaAMQ4bU0GD4Kja+lylhjuT+ZLs9URj+GRAEcOlw4xcf7Z7G/1MVMPcjt22tRt4qBWoIUBTCMGJQhwm9ZFh8am9GRcnPlWc/FV6+J+x9S8md8vQ/FZ5n1gsl7SH5HqYsMnnR098D1QyLIjnSlxPLt4ROkMO34fBDhVUmpVRCDy3TAKSTWvMvRlKiWoYOm++p5jxmcgHes1Cazz0TU9Xj69NBAqdEEMCVQdtf4miQ2+5HnpxGys/dD8/r6Hg7XVMm3E7trU09uuKFVRJykPXpuyJ9UpZvwYOu189+rpKeK/0S0l5TLNQp6/2eDCyBvS+K3v8uSFJ59hOh/x2lTLhjGMt3NeKLhCSxwiIrHa7ExXysP/psrUQw6/bvRZvnrFmpr0cQJHBa7AoBXOQHcdaYUmzq7LTyr55rSAIOMt9vw/DYkAdoiGIU9/tzPtFnUAo6Mar2tVlE9Fmvj38m8rCD/beQl19W/vp+Jh8JuiwhiGCzAe8JqROWX0QffAuRDM/eVT38SGAFXUkgimf5NUlTS4BVGMowUmEefTPWH76rYsPN5wYbHrT9lRjGRNAOrIy+9yCDY7DtBHAZ3uBUrzXjrb9W9d3GBjPXI1AnvRw3YqDlnF462/BEOXkNExhNFR6mDA95AWwCkCYldyp60PPkfxI87Nj7R3goypP/VnRPLTGYVRdKvgfLL+/x8BsZup7P34PnHwuiIrKQsrK4v2/G1McmCRQiGucCVKwNwEYYpJQxx3aff+zW8zdfmCcY/SVh9KfAthMAnN34X+jxN5+oe0R1M4GlZdHbVtbWIphGzvt7j4y3HFs9pRtaVQnMevsNxdC8RlMmW68/Vj2ffpB5mPZ5+Zuqci/Ls08UOlURhCXc+8o9fe0bKuiax+8nDj4WhCSyVBZrLUOEGx5cq2cvXlssH6LVuyvDRKBqxm789TuSjVBBE0P34LY6UNAmRyA6vOWEVk/6QbTsPNm1ldgFAjgrzvHHrr+Rur5188R0JKDN7PtYmUl+VbXFN9qcgZpBqdUWuJT2cw1JQGlCArHbMLKgiORyTKeW+QeO1vztt8C9hTx4ExaPhOUC0dTx0qMl3YO1rHPPs18pTz9FU0LorHtwZ01EJsojjVqDUeV/GQEQ6/QzJgl73rJ+m99v495VRUQyU1i2sAommf9bSnPImO8HrTW8cPhzTeXZNiAIYBMbMTu8iBVqGa+30Z7xvDUx5wt5dGa4C7X1+HIpzbXHaot01lvX3HeW4FuU2Xt+nxdaJgE1+1Jd309rj//FHqS9MuTX30vI4ojHnya6R4n7XxHSErQT0sOO7vkRT3+74tmzRPeSSEoJWQppT+n2IB1qqflfQ+ohrcu2rCkr+66BdTmGNbDSct9nWJcaA3pBekHXwEqUXoReYF0WDbH9yLrsI4tqFiGLDTlSllIrhUVSm5Roc9/+CSd/Tp3u1slzeoL5v1Ax3maI6p287quAKOxhy2M3iTRPujX19/WPbj30i+ECe4ruK7JHWeZ6abd9RfcYmmXslVi7bi+HY+v2HmV7YXP0KzkwLNhhhNAs5KG2PqBohzatwGRMTP66UhmoSekXieWewoNEt59IouQ+k58r/XNKtj9jRlkMT9eoGa+QRSUjkr1ZqAyG6fdm6KWPgD1e2zn9tiqPWQlyRFkUZSVwZCskD4+VtYjYc6woxxwyHL+y/X6/pvQvUIauw5UgZEwavnpxX14nq21UAEEAhmLI3Fd0n2a9vWa7rpijtZWWe3I1I+clRV9SuFdueq/sY78QA/eKwTtR1O2lbS9pyAAjDLt3ommuw6+rHWtvpXWdSttUDHpgTJIqy4d9JUGXOqlxTWkHplj5rlpWcvCqZiiapY1mhqScNRAp904G4N6bbF59TSEW8/bF6GgMnkIAR6kY/JEoRyIcChwYcRwI8lyQg1S27Z4Dyu3I3sMJCUxRUPdJe212PXIAHMrlJJVvFYIABogZm3vKWpHHOMnlSqB57N64GDRjT26yXPeo28Wrm5Hv+fO5Grs2BKC+z0OAhV9nE04s0KFPgO1fZHHC8BJhqXUBmdyp6qLsy50iXZL0UmL5qsC+0Emp7us/z/RPcjHCvozl06PSC7JKImtBelT6hGRGstyVgpi3rzczdpf0JWSwx6YAZE3jxQcPXwlhJVU5cCSwTnAkKitrPbZCCoEwvN68P1mG2H7q/e35SlwqI+WwXdi1HMBJ8Zq6XBwfLO3rRscPgaF41toMrWT4tcrtmt12A207+iw9N5DHEr/el/F4PPa3+2xhQF5kdKGiS7W5+35L6FI1L7Lowox+kclLpV9m8p5Kv5/J+4V80qsLvvjtju6VDo4S0ilp3dPris/+tObpRwLPE+lISAdJusOO7gAWB4m0FpFekXUirYXUGvVK6n5ZJdKqhAFpLdAnknldWUvZdqM2DyyWC3ACshzAYKTNNtnKB9yjg7UfH/8BdeNH0OQdt87IT8KuEcB5MfujkPF+tRyyUobr3Ku0hTtWG48N72my4zsgJ2u2aYqiBxYoPcJKam1/DQF8Pn8nxeBXlBDC5u/nRfGCuqA09lyUefy6UnRP0HUpy005w709ffXrIvuv9Dz/Q8f9V0EewOpTWK8XfOFNVVkhz/5bVJ8l9DBJPhTSAeQjatwu65IryGuKga+TefXGi9ccQmPQE3XQ5gtGJODHWo6heu56s7+JlRwLOq4VmPz9ThXVb0h+jwO2AemmL+CaMc0GnxVuyC84cckceyB8zOF+Kj3upmrDgqpSIu/x8dZQT4f30NoNZHgP9THDLAgJIZGy0PVCt4Z07x5f+OeFPPiS8vTDNZ/9Rsi9QF5z8PQ5n/x3z+HnS3n1jcTDr6p0gqR1R1qnIuMtByCthPb3M8P0gscSWRnplYagk3+NrJr7Tja+Rx2+5yblX+La4f7FJzoBOt3cFuOHUACXhsH7A+Ykjok3pomk6dP1sUg17izNcCLVgEZlBJhxZSnJwGpoDReZXE69QBLS/oKHb5WmHk9/ueZvv+5YPizyW0XQdWL958yTJ4n0zQWvfCsjR4mjXzDE8eaF1aS3bMTXNN7a7mvb7zLmX/t8DvuH78+uf1QxPbXjWlE53t8EcZO/1tmxTX5/QBDA+TCTCRakmeL6Ii8ziUJbR+ZPeB9+2zEqCZ5chqhYIw43Fh0y7rkYZl15txekE+0fLOSVH8LeV3qe/GLFZz9PSEa7fRXJqXjwlSAHwuqx8vkBKv+ylIffVA4PlWfvJ63DesWwxQ1R7D2rp68ftpFQZuA1htemWHJw5i/4Do+X9xtf0gWxfcYPQQBnxdR7TyGTp9vjR/fFo5dS2PKEl8UOXtBO0Hg8aZ7TRkqXxprYQh3F01dJnu0c1sQzJVV9kHj0A0hvKofvZ57/okOOIC0RORzi8dQnugPoD4X1M5Hnh8Liu6J731LhAFn/HPrPGYbQsikCu0luSUg2PoeMPlvz2evXZzXU09DmGPVU/wh+vmOPCRRsDQH4X3lqnVfA2yf8oEaZ5DnjZ3KvUj297xPvhGuPRyHuhAxqWy3zmIPxax3LVhGktykKWTW9LHL/x2j39WL8j9/p0KPS5adbgxzYWLgIaV0IQA5LMm/1FJ4+E3nwQ9GXvoccrpSDnwvyuVSp797fFxDxsIAmH+AqYTY8H4UI7ffVJmDmJX8lzS3115ePrSEAmdm+Oeqv9n6a3+KxcS3VIHw57pYgWg8qZnyamzyALaQhKtAnRHoWD1WW/9Ypr2dZvYs+fbeT7qjM/pMe6KBbYev+gaw70hGkw5I4JAv5D3B4hOz9EF18D3kpw+p90McyjP3nwfvX+8bLb3r+yedv1YArHhqvPvcd1u1TZvePw83/fK4RW0MAl41WUZzjpa3nr7BEXr3ffDuBmvBqjVyNBKjbNKGAG5HWirvSu0/AFuJMCXhV2PtxYvlmlsP34Ol7naTn0IuSbJXenFXTSlGP5/tEdyToyqR9D2Tl8I+ga7j/I6H7ttAdCofvgzwxz96X6/BRAh8pmBq1TO5HX30NFerNuoef4P2VyQygM/79pn5k60lg6whgzuWeRxKe04dU458Y+Zz8F6lG630EBkkvk3s2b95l1+xDRKrxSQL6UhKcktI9zNr9GOHrifV7ytF/QjoETWVRz0p3iVKM4567L+P5urZzQ1ETK+D3yNEK9n4E6XvK/pGQfybkJ17vbzmBemtVgBl3lk0F4OHMRsgzse1RaHCev9vQqmH2VSzBSdAAABIiSURBVFtv/LBFBDD3y5huXx+03WjJwLfdsD2WHRn5YPyt3B/JYp8f36qEXBbTELQ0/wCSKvKK0v1flfR6Yv1O4vC/FA6GabyISXTr0pvWTcKuL4/zWoZ6fhshyBnyR8rqSFn+Kyy/D70Kq3cEOZyQQJMUlDY8qCGBsVgdEeCYW5sghTZ3UqV/+/yJaEKFuRzNTmBrCGCquW/BX7ENBdQ2WnUwIoaTb8XA7Xjz9iMikOG9NCdknekkI69m+CHweiK/J6zeAXkmpUW3lSP76IFVKQq9tyQorcC9TNfzDKJSpX3Ogn6kyFqRf1PkOz3LZ11Zm/BIkCxKLuHEMCyIFQEZKUzDAFXqUkhzIUL9fseevxr/WSATfXgLfjbXi60hAEcVs9zYX7P+osyTV25qHzsJUI2gxv4Ww7tRDxJ/OF4t0SdCjfnLEKSCLcYhryjp/yj8k7D6r8TROyDPqa26k3ccqguLmApYI15HnzJlnv/a3qAfpHyyklzphfyhsjrMLH6U6X5QCojyeyCPB7IQHxZshgDHCmAuSTgzIqBQTbY9/pzY7fGCrSKA6Z/yBv+0LQ+1+yoZ6FhyNrFvzREaKQyJQGpFYF1WqzWAvkS1dMXzy78p+vcL9F3Q/xAz/jLcV+PspotPqSBUUq/DnPk6Y699n9IH0MME6SnTdH8nsFb4EchbmXQEvJuEFc3EneG2Mfe+GSrU5pi2PmColfCvt/mCLyLhd87zO7aKAG4Pqv5ww24jk1actO3CJiRQpX5VAHbQaL28+oZKslLEVzLyw0x6Q+jfWdD/VNHPy0hA7kq3sLpgR/OeYuF36ikkkMWKgaxTT7ZKPTf8Ot23SH1ZIfqhoocZ+VEmfVvQ5wq/EORzmll7UtVAvW+bcrQ5Af8+mhBgo8BHOb/x76zhO4IArg7NvJbKBlNRMvH0m3JX67ZkM3yT/5P3EvYyvNLDD0C+1qHvAO8KPBvi/YRAVtU0kEC7lkAnUuJ597w2bVcbBVAThNmm8Zb5AIIlD/VDQVYZvq/Iv/SlCccHC9LjQQX4MOHY+xux0Bh+O+NvtjiIMOILIQjgSqBt7D8NB9ofbLtvJhTwg8qpTPr7nIOKjCwVHmbkrYx+uUPf71R/iugz6pwa8dyBGX9t5S2UBKCRgIyMU+owIFCGGD0UMAJgNGxo85c+TMhhj7yV4ZuJdATyS+Apw1RfDx+aUKB268kzCoCGU6eGH0RwTgQBXAnaKTyD7J8kAf0583olxm9Gpj3Oz/aaYcpcTf4BpUHIox75FuiXFsjPEvqBCE/Niy+0vF9C62hC0joSoNarnySla/BaynV4tt+bcVYlwjB5x5t5uJfuzYsfCfIRyFrhO8A/rtHnHfKrUkMgI+/e3OpjFOsvuDkqMon7L9Xw23htFxAEcKUY5QJgTAJ13M6yfqMxbR0P8Wmp768LavSepgceZPjHDK8l+OUCPgA50OH5NaWBiJUTe9qhzhAUUBFrGy6kVUnCeRIwrRO6amLv3ozfjHjaD0A8J7BOIr9TeN7DtzP6dUEOEvIhpZBoYvQyDglkNFeg1v4PU6CHEGkmNDgzpjJtVxAEcLUwT18bb25I18H462TfabFP1bwyWGESpOvhQY9+A+SVBfo/Cfl1Qg+w4UDPmhmHpLJMgJcJaxpIpvJRktKLzyR+qfqTYrDNnIRajuuNQGthjyf5kNJNV+CPIEcZ+Sfg9R49BDnohvdZU0OKmiQcxfyT+/Z7vLRcwK4ZviMI4EqhzYYbWe3aU8f1mxd4rYAV5pTs/HiJG8Uy+PczvJGRRwn9zQL5CPSoGnuJz7XN9gt1cr6TjouORJl5m4vcrwbY9OcbF+6Y1NeJ4U/6AJTXdcifEhxl+IcMX0rwHPgDyIHH+lX6TxJ+foGtOvJ1hfy73TXZfpkIArgSKMMoXdvIo8roaskM+QCGuyoZPDkmoLYclnQZvdfDGwKPOuQ3CT4WOBSkUwv03e232wyKIpk3t2sRn0AkMkrEiXcP6u06Pe/QEsGUAPyamzoBsiB/ktKi+w3gqxk9EviY0vvfW3N7c5G2TmBU/juTE2i/tyvAdtNLEMCVQCbb7vVVtcbgWit5hgPLZEHfXwyhkkdnRHJP0a9l9H5Cfr8wie08IjXe91k+ZQod9ku2xJ9HFPamVZTIMLRXhx5rIRAjT1yr9zwh2OYC2kKeMjqgosAnnchRj76Z4SsCR11ZyMPqDMbx/DHb+OMZBXUF2F7jhyCA60A1NoYfLjQZwsm2ezq78/JgUg/3MvpVQV5ewB8E+d8ER5SDfC2DXoZmr37eNFxHVRSCVxSqlxgUZTAU6Azdepvrqkm4lgCae88NtARQzidkkL9QKga/KvB3PXrYIf8LrDxsmTF8+17GMwS32zSvB0EAF0P7G2y14sQrzUv/Zsc0L+Awy5TOVhL6UoaXEvxxQfqzworSQjyBr95Tkn8ylvzqRm8b1fgVRCSJlmWNrQ+gS/6BBJghAIZQII/u1Q3fiomkLhiSBXJCPlU4zPCVDK/JsNrPjNLwm0weXzzzHwgCuCimAeKLfoytEfnBJvmrhIeapAMtk3X2MvolgZc6+LMgn4p5fjtPGecfLqcmIWRIAkoZ5tPB8AeCcKmRpBYCaR6m9Lar4rR9CYcwgIEwFDEC0DqaMKr9lzKl+G+UhiV/B/qFXFbz+aQzFaDD0l2jyUGn+I4DZ0AQwPVh5NkpMToM8b42B1VNTllK7DVF94vkT38BPQK65phR/wAzmOr9zX2650+WQ5fmGFTECagvHYaL0ZZegNLrMP5eDh+rgNzsqwYvUh+3+71lmHboXxNylNHXMvpISkLwLxQlYO9z7JBfkMElIAjgcnDaH6LObLunzxa7q8XzKOxn9FVgv0M+BfmblNV1fIjBPbkyIgFP+G3I/+TvN7xWm2Qgmsuswp5CJGspvQBdATQqYNTXb1S620zuGRn/pNjHM/5/A44y+prCox5dJ/gs1dGEkbFPHwcuiCCA64fO3YtJecocfdWyavArGfYT/DWRPrPlv5IiSdDeZXxLAgyGkrAeApNjnDiQZpah7bc+gqOefr5cV3PN8wQAo4k7zf1k/b4hxPDhw8+ltDB7ReGhliKhz/y92PxsgUtCEMDNwY1xpAoE0YwuM/oA6BI8lnJbM4wQqtYpQvTm6VNz3jS+r4belBMP8r/ZFtCml1+p5jMi8HObgtjIyNf6/kIQ6vUBrgBqYpFaajy8tkOeZugVHlJGO1YJeSoTrz9Nupzu623vAy2CAC6O80hRf41X/LUnEYV7CkuBJx3ylKEsWCne3x8nimG5wbfG3/7q682NX0pjAHy/u3Yp1X++MpCv1juTBKwpi3Y4sCneGc3xz2OC8Juqn88I51mGlaIP7Ts4oo4MaFVKp4Mccx9oEQRwtahJupnnqksy6e9WsQ90qcjiQ/ecWpJ+UGbqufRvq/w82++k0hCBmMG31lDP4dfpj9eUhUQ8BPCluqvRDkY48vA1Rm+3mQkLTCFo83o7LzmV8uFe4SUpOZD6/lJroi70Nwk0CAK4WbiRiJZpu3u5yP5nluzzeFfMCDZieb9ZAtBlfKsQbN9I9jfyX0f7Uom/vRqwLsnNyNtPvf8oW996+Ynht8cLfqy5dyMAse9F1xn2tYyC9KIc+cUGLg9BAFeL04QHCiwopb6aSr38SqwPoE6WcLf4G58OY2/gSmA6vr9BFIyMfyAGjy8ErdV/fkvI2tuTN/E/jaE3nl5cJUySd8O+KWkM55GWONZ2W1KGTBNODhHOXxqCAG4H3CsemI6vhmvesw77lZvWCQWN4UN9LPX49nmZJQD1IUAPAdzzZ4F1Go0CyGRWntRtJhKf4Xpa466kMSaPceMPU/qeMyghjXUt8asOXA6CAG4WbqRKkfw2T0Bh1vMzPEsd3vPnRz0IG2OnUQX1PX1bmnstvcLXlLh73aoAbWIFahw/XtyEwbg54fHo+OlrqWGP+LTftXjjknKRjfA5DUIunIQggJvFyFNqSQS2pDD7GvfYMBikDsbsOYX6y58Y/zH3giXivJHHhATExxJbqe7G3Bq1X8OG4U/3tSMFNDmD9rIs5BiaoL7YlicEEcZ/EoIAbgfqD3bG8Ofi+FH8z+DB/ViV8S9fxy8ZlIEZWaMcpBdYTQjAK/2YM+rp/TEev903V9/ffgfjCz0bzqAOAkEAN4/GaH2CkNb/ToIM3h4Gox9p3taQmhM6aUzsTIQyN9gIQFZSZ/BVz9+eanQv84+bfeLXOWf8GyQQuHoEAdwOTH74UmcHvuA1rgZaIhg975bN4Jmled7zAy0RmOcXL8LpGwl+kucf7ZuSAcPYf3ue3BwTnvsGEARwazFtDVDRhgTt40oEHHM/d7ax8ZeeAJSE5Ko0CK0Vfsxc0HHGP31cSYB5jx/Gf0MIArilmJHsfj81/OnjY+8nCqBapYxfb01BdEUZDVCBPJdE0E3Zfhqvf5KCCFwzggBuMYZW4W5A1VaOI4KTSIDJvtaIKzeU/mDixj/q0KMDifjJjk0EWnJxavxzxwZuEEEAdwDF+DaM34xKRMaT5BoykJHBQ+k85Iar1fuXw2Qw9jVlIk7tEAxjJhlvjox6NiE4cx+4BQgCuOWQkV1XuJGZNVWF0KgCmVUATbcgGJoSi6kNn3OwkrKoZ1UAzfs256ve3c91nPFPt8cfMUjhxhAEcEdw3LDY2JvXJJuJBm0YREZEUP6TRgWMcgVHUmYirpjE7sMQ3kYq4SQPf5KBh/HfIIIAtgBmuWNva0sR2HiidQprQ39gGAJs1UIW5FBKv/4jmhCAWc/PSduBW44ggC3ANNAvO+vkG2E0TWCEqbEmStzfKoAJAZzqPIE7giCA24+LxshTo507lwuITKn+OwQOKATgHYK5hPq89gTn/UyjQqbAxZBefEjghnGqH/oFTVObIh1bDqy2AvMioMvAZYwEjGoPAhdDEECgQkrGMFPKgH3NvstGGO8tQhBAoEEdFvRFQfsLi/7ArUYQQACaSkD7PzNaDiywrQgCCEzheQBv1gH4aEJg2xAEEIDJOL7UVYFCAWw7ggB2D+0MwnZfC1/Jp1UBQQZbiCCA7cNJUl2O2Z7u87bcV70O3xwZBa4RQQDbh9PW3R9bvmt9AS0J6DYadrqNiErA3cNJs/K8JNB68s82EQpsEUIBBByjab8yKgG+lve8glO399P9AQgCCGyiKgCO7f9xFzDbR2Hm8W4jCCAwBy8E8kVGA1uKIIDAFKYAZN08JnhgOxEEEHA0jUHbXoAx+W6bEaMAgTk0cwHC828zQgFsIS7osz0J6CogsMUIAthijLp5vvjg9rB2NmDo/y1GhABbiIt3Byr9AAgFsPUIBbB9GPXrPrULH7PGtB9AJAK2FKEAthjntFqVOiU4ZgJuO0IBbBeOXUboNEpgSPlLD7K+A0nAUCYXRCiA7cNUtutprKQlB6k5ALntBACxtNiFEApg+3AZc3ezLwF2RywrlMA5EQpg+3AZibvebqdSDzeIO8JPtxehALYPrgAmqn703IvgHYHCwLYcoQC2G9NlvU9Es0pwOxswsMUIBRAARuzgAwaxLsAOIAggMIeNQqBggu1EEMDu4JRTAsDbgdm64iEDthhBAIERLBTItjLwXCIxsEUIAgiMYBY/bQkWcwK2FDEKsF04RbXvvBHbC9Vkv68NOGkMGtg2hALYPcwadFsgILUQaCgFboYIA1uEIIDdw4tkvIKorQ40fUGEAFuGIIDAFJ74X0NY/LYjCGD38EIZ38T/kQPYckQSMDCHNZsrCXsCsU4zvu6LClw+ggACs5ATVg8ObA8iBLibmM7uu+xQ/TTnjDXDtwBBAHcT0159l+2hT9lBLHDXEQRw93FThhituLYAQQCBs2CaF4gQ4I4jCCBwFkxHBgJ3HEEAgbNgqgAiBLjjiGHAwFkRRr9FCAUQCOwwggACgR1GEEAgsMMIAggEdhhBAIHADiMIIBDYYQQBBAI7jCCAwGUgqgLvKIIAApeBKA66owgCCAR2GEEAgcAOIwggENhhBAEEAjuMIIBAYIcRBBAI7DCCAAKBHUYQQCCwwwgCCAR2GEEAgcAOIwggENhhBAEEAjuMIIBAYIcRBBAI7DCCAAKBHUYQQCCww4iVgQLbjLZTUTQtmUEogMA2I4z+BQgCCAR2GEEAgV1AKIFjEAQQCOwwggACgR1GEEAgsMMIAggEdhj/H7f6ZcMWzpELAAAAAElFTkSuQmCC';
pic[3] = 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+GZYdR3EXkndPjnjvidahVeSQwiic58dEDGdgLgKKyoEvd3FFbRWoNli59j/hhRavqDaAQlmjk+QhdH3B1HvULgbtfhHQa8C2BTch8mPtkFyqFFSK69ZMfPhUU5FciUc8jvcTwBuABcDHl6+zzrX15HKwqYeAihIWzIIwKohT9BYj7+A3b4NcXD7VYvh8g7En7JgM9R2WgJQU5HBnKuQJVMjMAqgB3T6xHoCaxYh/UirIpP+TGqCIwBGAmEOKJTxO/FAa8p4vdCj3e6jr8OxFEaxMskty5DufV4TS5SqSoSucy4/pZ51AFlhQQXgivHAgTgIhn+vO/kPSUZpfocqIm/vG36WJPt2fq3hTvlpvZGs+AE7pH4l9DxEBEvj1scssPb7PApAiKYmnu0HoAmdQM5HwCkMuBo36ETsIL1AygWmTnWByOUBIAY85ePZvlfiAP+lMBddvglO/4zAh6IygJXJhWx1vtNhhYLsW0koF11qO0nUn/jaSuxy4AnFxssQADOc/XMReLU9+y6/7tvnHoI07LdkGL1eSIwTxxKoqDADvc68p/GDe6Mg16heEjgDdr8ASXi5xr/GkpwMmsQrFOBiVwVCKyoMtknN/fI1n8s30XpPRFfGwf8iUa81PV6M/R4hx0epoL+UCqeyLxISCZ9YCMA6YU6GpBrCzVZi7BNBuYKxPPgpL0uYgUWhQUIwElojcDZ10bjytc3aBrrzw42mZ2XrX+21i3xjfRKyTwFgR3ykDtxj53eprBS1Ktxw3VY4fWwwqcw811m+iF5ECUcqOfSw0hK0UKAAHSqLnoEchIQIyxeH3N2IA64qxE/I/D10OP10PGXDLiffxemCj+oDPllEof0S+fpxHlJ8pwkHHOYkj4/h1dqfvPWLXtUtO93IWiwMAFoDcG+a2rvtTG1HpwSPSeu0p7zuL/UAKhO962xf80HUDbttwhBm91nhy8C8fa44UHc4o8idIfAL7qen9oaXiQSoXNIkJKKgHkFJgDVU+iT54Ac99cQACz3Qq8RdzXgZxrwYrfCm2GFN/PQJMpwJMdEamiaWMyrm5qXYNsCgJiEIw8rtr/xPA47D/lPs/z59csk/q0JIxYmAMCuQTmH9a8PmZ5Pm3A2F5jm7v8sD6CpJ1Cz5kUQWMKDmN16s6VfsNcbBA8V+UfaqB8jXuean8Gsaweb5896rOJ59F19bi3BLATIbnlUU/kXiKgRwIAXsMVPQHyba/wCPd4AcT/9HiH9ONNqQuv2a0OH1XXPYiCkEYG0T/vb5PxA9gZ2kjHYT7rT/oD5GLeCrFeBhQlAa2Qu/Ka5xd9x+TG9GCfuP2yuf9vAcyc0yJ5BIn/qDWAJNhABPe4z4C0cY6UtfzCMWoeA1xHwGTuiSQCaF5FyAVHoO9UwAdYhaIVm+C95AiOgKFEY8YK2+AsNeLFb4/WwxpsMuF/CC0nBTHh2543YSQRgoUB+rX5fNBOn8iiE7THPAOxz/ed/QHfnHxMLE4CM83hw+/NGc/LPnrdj//VxLv+dZf3R3LfbczIPUC79DRHoQCJ0+Dyu8FYEVhjxijZasQ9vROgzkEqkz3UCmXg2DwDgqDKfoE9WP6QYfQBBjNS4xdew0U9BvsQV3sIKr4u4l4jbJb5KSu3B7b5tHJoFIfsALfHrbTqc2pJ6Tvr2+b7HZ4UAjhNw2wTgArHZWbty8mhC9OklWLYV97/tzGOtNUrtf8kPNI9nIUGQJQJDJkiK2UPqrtupw5cg3wwbHGDLV8YRa5K/QMDn6lLRTZ00RJnLH7p0/FHogw0FjsiWX+ijAG70QtziJ33kN7jC61jjTfZ4KBThyGP6JYegqVVX9mw4I/lOeDTbJ0luJTXbJsOOq8BtE4ALKv7e/FPaWLfLptVmq17ePPuwcq0m89f28D+pg2+Y38prtMRg81on6+Qbknx8qRXeAthrqx/wmN24xhuB+IIBitZOPFhn3iQgdl6dhHW0yr2OVuhDCNIGd7Hln4eor8UV3go93g4d7sFqDqJyJWOt6Y9MFYOobv+E8Gy+b/EAppbffuk8HNj8YRry51mVJ/19n7SlvzWexW0TgIyTYsgTdi2P0xNNlGEWDLB5MA0BNLVy1QMoYlDeOhkibPdPNfvYEyIg5wVoFYDo+TsR/6gRfRzwCoT1ALzR9fgiWivSTrYY6KGIFWyRkD4Ch0EYAI0CR0REjHg+HuPPVsKLsedb3RpvocP90v/Phgy75NaHFN8HQREqFYBT8qtMJ24Ir+Q1sbQRa8ifRWMnHNgfkDkeF7dVADS7v+D7ppdaCfhZmlpwsnN1//PGSdzbhAbTiTyzEMDew3ldfx6vD6qJvA5gkI0OfMk13gaxxqiXwxG64YBvhjXvj1IAjfBdLNWA3QgcRmII4siIQQOe18P4WlB4Ka7xJnr8owIekGC0mL6DtQET87TkLErW/jxi+j3te3Nvs5TcJZnETphQrf5OItAl4CpwWwXgIjjNS1By/9u96xBgEw6U3rr71KMNGzQJAXbjYk7IX9uBtaGA6vCgKGCFewr4x7Bhxy1+MB5ptQXfQc971luQa0V0CDYVeBQOCAwSRm7xbHiIH4cY7uoAb2KNt0OHhygFRUoEZ5vZD7uWfRLWpF4j+ftxnxDkX2da6cvy2yqXCte2Ao7LhgvAKRdW60ZwvtGwLzKYHqNNDqKEDaU9VrMPVEVlmhyczR1ASshJKbYngQ73xh5vK6LnyFfCAz2zPeQ7OOADEetEaAHoIrAOA8Zxi2f6I/1IwvPjmv8UVniHHY4S8bKnofK5Kll+m3CU5hxM4v50/kk1c6kv2+86F0Uke8/0WzEHCbPf1n2Ay8cSBKDN8J2JnNKevEOzA7RH2lelnq38NPafewf7suLlHJrXQrmvKw+V+QJQSg4SjD2ORuBfuiM8GyK/2x+p25C/grnteX3ATsJBHPDMwRFe5pZfGw7xTzjAv6LDlkTHXBdgpcGt8Jirb+cRivueRu6b0YCyZkCrkDLHnzVeqj/nxN9nEsr5RKA2M+C4FCxBAOaXzalCsH/mmQiyLMCRLRpV04VNsqxeyMn6pRV6y5GQSZKThpVErcUkkAuBWD2D2vHHGnwQIUohCiGSQT2Ojw/wr4Ho+g2+vzrGwabDR4ro0hpFHTe4u97iO13E85sDvIMD/Bs6bEX1Kcs/BjPhYSZS1scwi1Gdf2DfZxb8NAIRlNqL5URH+x/zfQqw8qSgpnFIzhlcRhhwUjixyDDjNgjAnLLaecY92/cfR/OpaOUwxTqX5tU7Vjvds7nVVYMJxrQtKn2QnVXihAiVRT9S8VAOBVQmEAF58lCxtqBI2lJjXSQ6dDga1ngXAw+7Lb69HvFcEA6DfbE7qw3+EAPubA7w7vYO3ut6DAHoCHaAOoB16jKTpW/Dk9xpqMbrAVSAmMuCYxa/NLhfnae6vbj+s79TElIF2bTkNteKaWiwD2cGCieRP98vSgRugwBk5L98pnu1/MrhZQHn76zpf5anzFnuZnltO95sqK4uvFGz9Uoxer3PK/T2eTuEXlAfxS6C1quf6FITz06wkt0orGg9/Pq0rVdEHy2e76IdZw3ygMIBhANEcNPjswPhK73wDQhrCF0HPCfg8LjHb8YOnzKix4BnJaxErED2ItYCNhLGAAwiBliX3xHAMAIDgSFA22DLfG9BbAWMERhJjMFqA4YIjCFggDDI+gsMEIYxYAjEQGFgsPegbUZiE4xs+XGmcmVBijZvAbUgaRZP7FWICalzZrERk93MxEJwmwRgipqt72FVb9kVBQqRJ5Nxdlxd2Sy6lYQDGYFWEleJzCt7jlXax+rrbTXcVbr1+TGElVBe62MVhxWgnjarzjL8Kk087SYFkIFAZ2P7ChI7CCE0Q4MkunGsQgO73emJVR+wIhF6YA3r9vNVDHgGEVsII4EYiC0DBgADpQFEtEk7jJmgkkaSI4hRYByJUcSQ3jdCRmbSRILANgQMEgYmsSi3gA2JTRYQmtAMRHmeb7aPLTKyLfsDA23acq5oFGDTmvPjlFAUkIYxUwEToC2EoYn5Fkd+ACjdG24w5sptz2sV3oGkAyMUU/Za1WK3Sa66Go+Rxwh7KOEQ0mGMTI9xx46LA0WsAayRRCKaBW5Jv5KwTvcrCWugtOXu0j4drFdfGfKLKcHHspAIUzjQCJe1/A5IVYqBCIgWkwvFze5g8Xlv3xFRtk7fKCLmjp+BqSeA/ZYjBFvoS1AIpVdAIplEW3IgAhgZEENAlOzGZOkT4QcyDTkakQegITZwjCoCJggBm0BsYIumHjPgiMRDAkegjkkekTgmcUxgA5vHkDwFjSAjiSgpAhoJjgi5+YnGEDgAOAJ5fEl5hRuL2+ABnBjTpYt5m0ahy/LbBANZklfV+ivF4jYtt0O18muI69AlMgsrRaxgArFOZO8lrLqG9BBWMSYPAakRp4lBj1gs9UpTQegAdDQLb6v4TOsBumjET81F2dGafIQhltAjeQ7oAKwC8ZWDtBhoJLQVjseoeyRHGVFjMPc+W/AtoUhwFBQ7MrvhI4CR9nykTSYyax8w0HoHxmTFx2y1kxhskTyA5GlsaRZ9k6z9BjMPIQtDCI0HQG4BbNJ7t+mzLFSwdGz2BCJJkYyQ8vqGIoMA5a5HiyY/cDsEYD8svsstrwYBCDaD3ZJzKePW7s2QHuaNLIU3nWIZC58s1lnuVXIEQbGM0feo7n6fF+mMKY4HUh4g5QciGhGwkt3VCPUUe6T4H0BPW967i/nYLJ+xjsCBiIMorMYBz643eHk94tlRGEKHLkYMEHgU+Em8g3chPew6DkE6IrgJwFFHHHfklgEDhRG0uB3ESCq59twGaiC5DcAQjIwjiJGWO4htGJDIHXN4EEJx9008zP2PmcwWemBM922j0og8vSrlApocTo3v7S+dtlEhZYZqHtMB3E4BaIf9yizzmmy2OrwZ1/NrZWMaEijHCaG659ktb++BkgAM7KolltAF1ZhcSnE8kxjY+HyP1LYb6bWIZL3BVSZ+Ckt6wQQBQE+V7j4rmMdyB8JBHPGVfsB3VyPuDsSnEXjuAHhuS3wegc2dES89fIgH8Rn+Eh3ui9gEahOAB4GNhQUtJ0CNBLcEh5Dc+wBumSy8iCHAOgibUKRuwskbAEpuIGaPIdj9mLyJsSG+JsSvfQtqnN/8kecjA7tDufkv68SfIzztE7hi5Asmo9afT5BJXwfg087Mt/xCOoCaGyfbgl28ZLlw84TgWAgQ7PW0b7t/zXpbQFKtITEiNCTJ9wFjINQnN57AliN4cIzfXw/6/bHDp9sVfkXiSARG4fj+Cu8Mwr07wHf7h/gWIhDIbQhMiTiOdkOkVTHEZP2nn92eLybnnsOFKEsyKaQ8QSMCpW0Ym98IKNZd7R+rydbnEZoLkdmpvx+3WQD2xXcpRpwX4Z1yjNo2S+l57p6T/1H5N+3fWCcThN3zylZMzWfsVDCwDnXVs8jZbSsOiFTp6T9CGDgi9Mf4QbfBK+r40fZZvKE1PkLAEIAYArZhjY+Hr+AfIvDxMwP+eHVf35M1BN9SHHO3YLbn0P6H2ePmzFSfEYRCKLUBk+rn9r1Kx2pqKcrhgNlnXAjn+hsvGrdZAB4bJ1x1uc6gtUrtfR6WmApDvnH2vG6LLeEbdzdCycJi4haXYa2QEmEccBCO8MNuwPfR48PhEL8IHT7uLFs+pABoDB2OucJHwyH+34b4uJd+tH6IV+JWyBbakmoULNPf3mw0vsbkJkZZLBrLPpcutj9p5eTuZOk9P/vis3VXhKUIwKOZgmrny3PhxKdVCTR5ZyF6OoFWKKrf0OzbxrpoiMdk+Ztt5mZHKW6xClu8uh7wqjp8MB7g77sVPmSHhyHgOMfUhMYu4qgjHvQH+FDP6f8Ehk/7rX68HvhHSqXAKcOf4m62whRbj2B2rjvPz/h1izsP1NidVSSbP4NLwFVgKQLwGFcPq2+6mzyYH39i5QvBq/zMSWL7sVrP1u1matfNVgiYh7MSQYURwkE4xp+EY+9I02MAABcKSURBVPzxSLwfD/DzcID32eMoRB1BOEpj8wrEEIhjIh4h4GG/5vvjM/hrBXzIDf5C9/RDbtBDZWgtNmIQgWz9FRuH38QtExiT7z/5rsgWv/l5Z/s0L10K3P8/BUsRAOAR4sichNpznPZ+3/a2scXcIlYR2GNBd257SEjZ8FyqeDsMD/laN+LV2Om98Vn8vFvjkxCw6YjNKvA4ZfUHALELHAEcrUI4CojHHXTc9Xhfa/71KLx3GPkX2Og12qjFSBRvYCdZWb2KEqo0565SWdGI3z4RnHgBs9+1DR0eBy4CJ2BJAvComFuw9r48nl2hraUrF/wkqZbjZUytf9q/xvyaxv7MBSxCDCMO4gP9CBGvRer9cId/u+rxYQjYJOIOBIbOimiiAIxRI6EtgSGQQyBHdNh2z+AjPoO/GaGPOeLPeIxXubVOQOY9cCA4Emy8gZQTqKMd7XnmsKXuzybPUcfy0XgEde3AvQJ70Tig/Gk8fjgBLgDnQJrnWi5W1vsqCJzc5/1Piov3vWbEYR3vLuSZDa1BGCmsdIwfhy1/Auk3vMO/CSu8z2ClscG8hAFWpDNQVhkHMPZWCrsN4CBh29kEne36AL/VHf73CHwYtvhP2OKPEVM4UIk8hioCKkTf4+lkok+2c8+29Hs299OQYfq7noJ96YcJ990TmMEFYIIzDcXuVcWd1+wxTyeBEUatxawkYpNsY7GmI4lRUuSIw3iEn2LUj9Hr1/0d/u/Q40MEDJJGSANQ3PcBKpl99T3UhVR4g1KnH0ENkRj6Nd7rDvDfRurfNeI/xGP9hNZPcET1QIoHYEsR7BE6m4kw+f6nJAjnhJ94BTWn+ij8dc6fBheACU65WLSH/PMYtilgSdvUbKu3EgqwJUbN9Nf3VfJnwonruMGr2OA1AO+FA/6tenzIMHXraZV8I6EB0EgiRgsoomKp289VewPBMaTZeGGND8MB/2cUPuLAPxs3+hGBHlKesjumGYI53p8K2TzUmYc7O0Jov2Wbb8kPtfubOy4Rt7EU+PJhKS1wumyVdakRIJo8EKXvQHV3U6JPleRE6u1PIdIWASmLcpKlaSjS8QWmWXYj7sRj/ERRf84V3+WaP+86fIoOjMqLi9riHbAOOhEAQ6rqg4Bo4UPOD0S1oUaaNxECI1Z4j8J/jVv9Zw74Sz3UGNb8B/TYpMlDeZpwCgekVHxfYv0dd782SZuEDK0IlP3a55fxB0QTxjkKXADOh8STdBG1S1g0V1fzuJCegJQWwqRkekFGpI46BKItsGUCIWCyCElyfgOFw3GDP+UWP0KHf+eBft71/CSa32Gtu1PIgGYdgWRX0wgAxIDIgEE24y4X8dTEnYnASGrsD/jeGPg/tMVfDgN+JmK77vD3BDbJk5knKGvtAJvnnHoH2BcyzL2pCS5SyJt/yvZIVx8GtBfBTYILwC7aK6jdIiUnvylUKYQv/5rVz11ubc28vCouraBGaUVdKnkGZp3L1UqAgdYWW4LGAQfjgFclvBZ6/Db0/Dv2+Cgty9mlmYUCyhLgec0/pgMOmhYP5Vl6JdmISlzR5uzHQIxc4T0BfzUC/wURPx2P8bBf43UEPGBoRgJyYrCd29CSfXduQ65kzL/xvtAqC8I5LfdJhL8Mep5+jJtIfsAFYI59f8ckCARKU2u2xC+TT9EKQn0c23vmdfCUJhrBvAETAdl+doROwhhH3IlbvBq3ifwr/RwdPgEAiB3t4KkfSJqtiLLCTkhmdktMqvtshl8bi5eSY6WEI6OggYTCiu8R+CsN+I9xwM8GaNOv8QbJbbHwssYgzYiFdkRglheYvZZ/7Sb5V+8fj2CXQc+bSvHT4QJwTjRuQUvy/ffZ+ldLXCfE1FJeAnVmYjJ11SYK1IhnNOCHEn7ATu92K74een6MRPgcIRS330KFvCJPXmAEsum6mYytB9D21jPCitbkA0piQZu91+MDEf9LA/5c4p+MW227gDdB3c8JwUz6xu0vicxZAdE0L1B/17YOoL1/ZCj/mLeUwI8LF4D9aAk93QIgufDMYQEba5XeQE0DgmrlpxWzBEr7rphqjZU6Fx1ixPc14uUQ8D46vBF6fApruBtyXExgW6y/LSHG5th5lMeGBYt7rm0At6hVfCZQ7Xi/1Q2UJF8IkIj3Y8D/jQN+qpGvjls9XB3wlwQesnbYmRA/kx7V+8iJwjbBN3f/8/1jJQE943c2XAAuhja71Fp+M/qZ7rMLmykRmBfBFNBOh41k8x4hxBGrGPH7Er7HgA9Ch7fZ8VNakM6yJ9LyWdWrmDc3JQGmLr6jaiGPtd6qFrjmAtiQtM4HEKmRgTEEvC9iMwA/VsQPxy0e9D3+DdbVZ8zWPgtHjvnLLMEmLGis/ZzsE+I/vu12638SXAAeCbLlAaoLnjMB3NmW7rMIGIPNG1ApFbBFOKKgKPQx6juK/IMQ8EHX4Z8Z8LskHKHxK4KMZAE2TJhj/tpDw6575iSgIOUaAVpjztqLoInZTVBYhgZLExBoBAh2+KiX/m4c9SrEl+OI41XAvzZ1Du3EpdLRB9OcQys+5Ydtbo9NW6f92XABmGLuNU7CgLTsTwrjlYw+oKnlmh+rlgknMpXsvB01H7CXcBhHfFNR3yD5MQN+FQK+SDt2+SRSyCGYxbcwxNz/9nxzeIEADCMRA5k78+Q2XQ3hVAuTahGSmng+AiwZfvb8OARu46g/lPDtceSDDngv9LkAaVL/X++xh/zNY+3mAR4Lrcvm2IULwOnYvW6yjVchdk78tQEAk8WvYwR28deD1iPnZcI7RbykiG+GwE+7Hr8GcQ/2cUF27BDyopzJeudsP1A/G9X6W+tDmgBAkKRoE3tsFCCZ2klmvrHi5R6zxiAhIIL6uOv4MI74Xhzx3WBrA7ybvt8u+aejAkD1BrCzfXr/yHDinw4XgNOheS6wgNlYUSSgmPleAwICMSXm7C1Mi1a0WQJzq1fDoJdi1Ne7LnwWAt8NHe6lpcQCbMgwFmvWBBe0IcUUk5SVzLMIRJgXkHsJChYC2Eo8E/Jxp2QXJWmnms230MA8gcBI4XMCwwj9QYz45jhy0wW8FwI2SQTGJgzYmUDFSvx9uYDL+AOWH8T9gV24AJyJvRdLifcbeRBsDC5bVSQRqHV+5k7nNe9orjXXivgawK93Hb8g8VtS91GGCJnd5YCc+Mv1BMnlT8TOS4kT05Om8sSgoJgEINcClO/DuRcwEYDiGdjwIJmrBqOg2PX8LHTcjoO+o4iXRDwEyiIgQPYocs6BJcbfZ/EvzfrnP8NZW5YMF4ALIYWs5uDnODzH5qYFVuGHRgSM/6yHSG41Y8QqRtyV9CKp34XA3zLwAUHaij+le3muH8g3ZodfVRhycrHNAaSRRYwhYIyRMdhoRLHK80w8p48nMTtTgVAzZbnt3f9F13Mj4VsCvhkjtoH4MIQ02oByVvs8gSIMvCTi74eTfw4XgEdGGbtrV1fLSa12NdJJRls2HBcE9FG4GyNeCIG/CwEfgHwAZLe/uuQp5geqCFB1aYPshBCpxkA1BMhDhmMgxlFpOi/LbMC55a1ditq+BFbCPK3pZ50VCCAyKHbkJkZsJXwjRnwt9Sb4GGkuArQ78ac8Z+0vdrUi4GjhAvCoSPbXyvULWkuXIoK0rf4bJHQx4nkAXw0B9xjwEcmH6Z2h2HjUCUWwe6v+q/F/np/Quv1sbnZAIsY6LXkMLL0C1BCuJeSkR38JB7IAsLyelwgTaRWDIeALCcM4xhdj5AsEtwz4lCGtP1iD8X1twS41/necDReAx0Gu6dvfKwDTcQEAtnxYL+F5RXyVxP3Q4RNYzEyYOKSwP031yTGzKUGekhiYxSGV/qZPz3MAJovghIBtTKW/zJN8mmFAy9o3w4DV5Z+sqNuIQulelDP8aXhwBBED8TnJ4yi+OEb8XgdsGfAFstfBtFof2QrAWcRv/XcXiUuCC8CF0Tjz9jiXBUO7F6Zsck260gXGEc9BeC4E3CfxGQOOkN1+I99Yd2+Inj0Ayw0IYH6tnU9Qi4AACAokFduJQMkDgK3VV86ZnDQnmay919Tu1/i/aVHWzv4rxUCB94M1Lr0L4quKiAr4DCxlxvlHzPdO6qcAF4ALgSc8Rrb2Myi78oQQFHEnCndIHIWAL2jLX2cWS7YQZ24ykl3ikL0Am108DQXIsswRGvITsNI/AApMK/8m0tJagY2TYbj2cRWBeeFOnsjTFAfVqj80AhICJOABhBgjnpdwJwqbIHzZfpY0EZjz/PD5uQvGJcAF4HIwnwMAACAZJVECFXEI4E6wte6/ZMA2va+jJRJi8SSylbVy30J4liE0tnX/QM4D5KnGVRBietUW58xZ+4DcM7BWKaaj8BEEIOcJVPdrM/r3Q4dtjHgOwqGEgcQDAGMe2chuzAnIv6uHAFcAF4DLg2aPzaUnO0WsJKxhK/DeJ7lFJbtg5E85RXPj03i+kd+GFkMTGtjsQTYx/8z6S2AIzFm+oUzHzUVAaXbgniRgPv/ZSABKC3BWq1/yBOnLp3AlJ/SthiEQRxBGAXcg2SrG4IjS8wTArpVv4eS/IrgAXBZyIG4FAsZhs4cBQE/rzX+UrK+9gw2RlacaIEUOZtOT5Q+JZFkUiqXnrvVPOcRUIAQQ9pk2FMfUCRgY6jk3Wfk6To9WAFBj/1oezIlwZA2IaTAyWo2i9QlkyMVHPJTUA+owTTK2HtQ+MXDiXwFcAK4AOTmXynh7WBbcJskw5cCBAJCoxT6Z4cbhlMVnif+t0w9SuDGZ9YeJJ5AP17rVQ7L6OVOfJgPlAkIAuyKQJx5PEoHZ4s/3RXmc1hGkVSgjHZ6BVjcgDBLXMaoPtkpRbD6/nLvjycAF4ErATMwIa745VAtJlOx+njRkL2iW0Mvj/dkpH5Hj+5b8UzEw18N2ZN6A5PY3NyMjmQXHPmGX1JPuPfk7tJ4C5iIw9SLUHlc1ZzAC7NofDNPzwAmvOS4ZLgCXh3qh5llBNgPvCAIkhCQLTBl/JCK2LnzuNii1XaxUxCG7/8Au+SfWH8gLGiGLR878T3IAZY96P5+uW/MC85GCtH3ftnK86Vh/fs1mE9buxaeNAjj5rxAuAJeHNpdVauxTL76Mve5trt/NngAa8qqSv43XmbJ3mpG//ZwqAAFjykHYNOA2CVgz8FMRmA7NabLPSfX8u0TPIUR9XucfzD/T8RTgAnA1qHF0pkx29U+61Fni/RKUZ8ufXlY5nEp8XnIC9VOA8oxl3zHNzNvSQpKJB9DkCqYEZjm1+baTrP4kBACm1r8hfvVNnPxPFS4AV43GcjYThNrX8sbcVKSQvRGDUmfAEmCAytOQ2FC4ZAonXkRZBzAJQe3Tt+c8UQnbvr4vzq/P6z6TG6dfuX2Px/bXAC4AV4fdC7ydwNPeiDyhJ5OoTCFi3acMA9ormeAs29TQOJXkAhYujGTpA5hHI8rEnEn8sD8vkD5xOmyIlvy7rv80RNgNU5z81wAuAFeHEy/wapjLfmUcf0cImn3Y9PxTXZukRPGsS5Sw8blzHL6FkX+L6XoA9XynoUC9r8m/vG0eKrRu/q5ncMbv4Xh6cAF4Opi72pQNDRbS5kpAVBHIImFikMKCxNpC/HzcPLRg2xVh1YcDiS1qt972XGzXXQ9ger77XP+TvYE5eMbrjicMF4CniFmMkLsFs3mpxPuYdPxNkQHbBD5zQjBvKT0DaTH/QGADYkjRRGx9cqGEDPmAdt9uq03E9woBp+/dByf+NYMLwFNGO7SXegslojPV6Uw8AUv+tWsT2lHqY5YNpWV5auM1kKlPX12mqz2PScJvPlQnzAivyX5O7BsKF4DrA3GSlkfuNWbWlcXYM48EqFK+hBKoScY0Ckcml98EABhyZ1/UJGObxS8fv/N4d9quE/+GwwXgmoDT+0S4tv4HlW4pLGic/jZxmJKBpRI49xbckjiGeQA5MWhH3c0FVOXJBcvYtfatGsxT/I6bAReA64/WNQdQ+hGXpb9QBv6aGoI2JDB3fwPiOHkBZYEO5dEF5jlGeXii1BjsnsfkdE477auSBZedy4ILwDVHm/nL25gmAauuOJB5PxlaLF6FxerHtA5EG1jCsSQB02pnSgMLOQPxmO69k/MmwAXgJkLTf4BJ0q7hNfIigmOqATgmTQDYePDMA5Gz4oOrO/lH/YTpqOjjH8/hAnC9sDNOvvfSZnvH+W4q/7KMD0RaIdAmCcFY8gWcHvSCVJqNZJ73LY+Kfe918j8OXACuFx6VTGe9LwLYBmIDYbj455yICx4ntzh4Qh/nOBMuADcWF3KBBZQpwcX6Xz3aj7Fs5OPZa7f2lw0XgBuLMzg8TwpMu/k+IcwJ6/H6dUN42ifgeFTkIsHJhpNQVvd5ctYfmFYKAFc/LOi4KFwAbjTOd+GnVL9sHsCTdP8fhfAnnd5pp+1exaPCQ4AbjQtd+Gk13yclAPPhuou+77zbHY8D9wBuNCYu9pkjAakpaDzHvpeIi3zUfF937a8a7gHcaFzQA0hrA1xiMu6kg+jsXc5zOLf6Vw33AJYAo6MtDHq5owBXZKI1u7/oe91zOC9cAG4PTjSXQlnOK6/E0+57Dc3svnLfi7z3Gn6lawoPAW4wzuHIt6W6eTVfYTrR53HN5RMwt486muBCcBbcA7g9OI2IEpSW5FIOAW45O27517skuAdwQzGd9K/Z5b47R6CsB7i7GOcth3sCp8E9gFuAE8g/3xKRlwgHsBj+O/lPhQvALYDKbf/FnrqDpGFA5jwAcCvZ4bUEF4ELwA3FdCL+OWbZkdkDUGn3BdxCfngtwUXgAnCLcMal3uQAyvBamp6vW8iSW6dsVwIXgFuDM5vzmADkhcX3z9K7RUJwi77KFcIF4AaDza1uORFizgGo5AB29rnUE3Rce7gA3HKkBKAgSwJykgBg3sWJv1C4ACwHIjTCZgU6HABcAG4/6hoaEcSgVAeQ1hVzKVg4XABuOZplQyPTzV4A4K7/4uECsADUQiCOIKKtHurG3+ECsBTkjsBPsCWY4ybABeB64SrNciQwQjv9ABwLhgvA9cPlkzPH+8kDcPY7MlwAriculaMEQMrmAvDEOUOOBcL7AVwvXGV8HqHSE9DzAA4A7gEsBCpLg81WBnJfYOFwAVgECEzaghe4J7BwuAAsBSrDgPMQwL2ABcMFYBkQyeIB8IkuEOq4znABWAYs/q+3+WuOhcIF4MbgMXrdpTqAtDJQ3eJYPFwAbgwevdcdrfRfgOcAHFNQcg/wemO6AoDh0TibBgPl/QAcGV4IdGPwSKydLK7HkzuHOxYKF4Brj/Mytnb+2LPR4dgLzwHcCMyXy97H67NXBjhlu/sFC4ULwI3AeRKAZxp79wYcO/AkoMOxYLgHcO1x3vF/F3LHxeEegMOxYLgH4HAsGC4ADseC4QLgcCwYXgi0LLTjh578cbgHsDA46R0TuAA4HAuGC8AycYM8gRt0qjcQLgDLww1jlE9TuEq4ADgcC4YLgMOxYLgAOBwLhguAw7FguAA4HAuGC4DDsWC4ADgcC4YLgMOxYLgAOBwLhguAw7FguAA4HAuGC4DDsWC4ACweN2xukONS4QKwePhsuyXDBWBxOGudAfcIlgQXgMXhrLaA7hEsCS4Atxra87jdtm9d0H2i4F7BbYULwK0G9zze5wHMRcGxFLgA3GqcZblPE4V9+zluG1wAbjUehbhO9iXBBcDhWDBcAByOBcMFYDG4aCbfM/9LgAvAYnDR2N5zAUuAC8BicNEKQPcAlgBK/od2OJYK9wBuPR5X4N1A3Ga4ANx67IvlTyK1FwEtDS4Atx7C/jkB7ePTXncP4DbDcwAOx4LhHsDicJbgu0FYElwAFoezYnqP+ZcEF4DFwCsBHbtwAVgMvBLQsQsXAIdjwfj/WEXAopRECjwAAAAASUVORK5CYII=';
pic[4] = 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4GIwRGiAIcmI0M9gsn3RyKAVGMsGAGz7AA4ChEku8fQk8DAkVzN2qXVfZmxjSn0ElZAxeOhEsDFwS2f0Ue8mdvpijmoVirxUIzecVAv9+vwXNE3FPgkGundAituAWDmMGMqyctmvSwJfzcxxEnK7zcQFxAaI04DEEPKIEwkmIQ4AaI53J0KBoehbaBoziDBzEHRQMllXABomRqC0IEgIZgwkUo9smAh9REUIM/SaUa6JNBGgx+VDATkMib2oQDTcmywF/LV32tITU5ZKwQviUoAy8gm++bled14VA/HEeq0X3qfx2+q+h49KaDnS7GBPhZgKMU97FKCXU0y/ZMNbZDRaTQw5/8VkgC6EV0DeEiO/QTAHI59WIkTsGuI6ELjQDcROnPMYoSLcAPaCQA50DmaHIPwXBa8gNBZku9AwFxoKJkJciTNDVcpL5KlIEEJd5TS43RHUuUgy/jGfqxSpshyT1dMhf6WFwYpz6UK/MdAJYABZ/j9G/8or/SKZcDx+mzWlyY72ZxnH+wzIqTK+hSBN+Q6vmQDCEnrNhSMchjZmCOQiCQ8FBIQYmOY7wlxYggwNIrYiwLMgRDQzoiudUxDgDdMVsEiBRLbCdFOhUmbEgrTXFsgGU/MsLDUEdA6wVyYUrC+j3iWQhH0wRNSCSBwXOojsLRR4EpuMJcEDi2MNFQbFd4tQQWM5L7/o0QPqxVwcVQCSBgJ8YYk1MbtNiwfbNw0RL/PdxVXXmUzJv9ZRArugTkAmIN7lgJzcdQyoKEQDDIDJhS74iNYdp0DsZga2lmAiZhFoFs4EAQEoJsAcSrESHRNCgQqEBFEOyW6acdp1yFQmOR05FwB85CsCwgIUWjgmpoot3TBBIq/nxoEQXAwRS99HPFXyWyWeB9KCKWEAvrkAXGWEG9blfdPtYaVBC6ASgAZS4nl80PKQ1RrEOr1bXKNf87HJwHX0AREfV6syXLU5iE/zpTjFw1peK/rUCloRwoNgRkNrYDWshVAyAOxmAaaDAcdsHBPgT4D4hToFoJ3SeCjpbpep2E+I6JFMDj2QhrU18FwZIb5JAlW0zoCHJNkzQjZSuhvgBF5aGBS8ykikk36HCoVy/xGKtp+qWKw3NhSsTT2BZQO3LtNZxNErQ24ECoBXPw12bJdr9+Kml/fQlZUY4r6F62X6/7JkJMFUUMCwY0pMp/LeI/lNoNrSlcgMKVjKudJHvTD5Lfj9IBQE7DfEgeLLrsBQJwI7VSInbCY5ss0IJphsQ9YdJg7pgBg5JEZTqfEonGENiJACHRNLF04HQZzFklPo3+Sz0MyBS9zK6JcmOxlQFS5TVrW9Mt3eEPgj5uKhM56XtUKOAeVAM4GV34D6A3NvHj0PqqPCSz9lBiXgH7knwDSRoFBGaG90gATw9jebkJ0MEQZoxwSNAMUGLlHYO7AggaZwxAYG+r+XuCsM1w9AfbnC5j20E6BthXiQljsRUzb5BrMp8TprMW1R44ZpGDGYxoezRqcTtOgoWkbMZV0BVCw4fumMiEyNRTKsu7lu5ZGBumLl3pdjgW4vy89jQ6fl8cRr66tAv5EUAlgK7a6Acvxgk1rtbzFQAqD8CPlvJKR3NcOyKQZDSnIT3hqAYA4IdtgaN2ADqRcM7hmFPdEnHYBxwE0GGjQwysBUzfeeCTc6CJoEW0jLPYc8dSx2HNM3OVNw9N9YDFbYPLAMSNcwcIja3C8F3AyjTg4iZh5xIGA0I9pzkm7SJCe5wrLQQzLHU3SeGAvcbm+K8lY4Jc1/PotH93NFFThZsFfW3auE1cBoBLAMpZfK25/jYof2jfGZn47k2bPw3tH1gCKoOe4dl43NPxwL1YBTWgY0wUJcG8QafImsDUwxg4xOhilGVwHIOcROOlmOGZEiA3aPdMHzYTXHx3jlVOHsUM3cZzS0U2F0/0We4vIbjLB/Wupp2CjDgeB1lrAo70GD690mM5bTN1x6NLUMpsNycuh3smzc24A3D19Nytyz3zTNNw8AKkLOSgbhg6OIzBjoV4xtfpF5z3RaiWcAzt/k13CUmppyxaj96l3YMdJgNER2L+1ZYOcIcjhMZQ0IWnsA4R0BDqmjJgpYhpbTLqOFoE4aXB8GHB/3/hgBrSN1FjENS2w30UYIxolVXvn5gQfvE48PFiAIcInjpPDFotph5ODFm3jmM+IB1fnmKrFgUcxNPxo1uDe9YDFbIG9uMCs6/zAlIYJ5HEI+dsRBrrJZKAs5wQJgGbIbYc51PWmm9C7VRRg2UvIfDikSyu+J6gEgHNVBJc/D8qoD+aNnP+0XHAX5Mp5fyG370IKkYHGlPvPQ+16i0Ai4UjZOZ9QOoTjwDvM3FNqr5ng6OoUH10N9uGeeGIdptbhZnuCK6cdyBZNJz+6Trz9pnDneodJWMDY4vjQ0e51OL4yh1mH4yvCybVjTNsWB8F5NCHuXA24f/0U+22Hg7njJqMsyyoMTI0Fhp8UAUBHqksmP8bfJzUIz8MU1BdLKXcsVrlf8n6KUY5u+XBb2f9zgedUGeSCqC4AzrITx69R0fV9BBtDl1+U1Fbp3jmMBwCgJEDoBb2M1aOX7UpvAHpqsUFPda2kGnMdSGg6sVk0jE2Dh7MJ7u+lqD6OWn+t6+wKWlyZGybu3PfGZAHvvNng3fc6fPbkGAETPLpyHyf7wL2rp4jNPh7tdejCEfZlCNM9fGc6wbuvtWjiHFdPot+S2wQ0UTHNRbpkm+cpAlOJAKWYMhzM32cc+6AsrWLx5fvCHoJQSndi2cQilqlgeCZ53wu1Das4A9UCwAVfn7E3n19L5sFpJcidS1vR/x7/lW1bo0DzZPemCTwoFcHPZjNR0mjmIF2Nue+z1dVujhunCxycOGAN7txs+M4t2HsHrkXT6dV4jFceRhEndjAHPng94GtvzfHgyhEMC9y//gBHBws9vHYMTIDv3r6Haet4BRHHs0Zv3yYeXD/CjUdzvBo77plS/4EQA8zTAB/LAwoo0VTGAkuGtD41NvE+3ZkIMuUGU2agxAOGOsBCkOUODN3FlhIql0A1AS6ESgAXQR/rKu+sctxvjOVpwlQsgWEnSKB7afedHP++aCb1CkhCRJTRgUumtrQH9xvxFK8eH+PmwxYTTfHBqzN863Xx/f1Imx7jjfYBX3l0gv3FAl3T4M9+8ATffuVDoFng3s07OLp+zEfXHiDuAe/d/ghXFnPMJqf4i5sN33nzPm4cHeON0w77IbJr5GwgBgONo+uBemE3lZZmJQqAwarBYNUnsosG+ZLHNPweiHNwFx5XuWv0b8VW7IgLcIGk0KbCsr6UFxisTpXeNmVFHrTKPFo95wH6cW0sxfLJPWCa9celPGCwCE2umFN2H8RB9akXKhOCRd1A1N6ps7nr7JqA916b4XR/Ad5d4LpO8KmHEd9opeuPZvzyFyb4yvc9xM9+M+Lk6l21N17j6f4D3Ll+jAfXW3yuMxwfXMNX3jqC+UN8+sEEV0jAmpz3c0HypOIDh/SIepdnuN7iApTvWpZJSiOYLGU+SkAESBXCyjegz4kWK6skUrcXAa1lC/qHVkcHnosdsQD68NymlVtfkEGFp+Eo40LUwawXkGr5i+PLMTekLUcZcHPkrn9DvIvD6YaIuY81Y5EIE0gqwLGvU72xeIhPfXSKm0dTvPOJKf7k08Ldw7le47fx6Tv3eO3kFPeuTvFHf6XT5PAEx1fu8eTmd3E6PcY7n/gGZvMTXJl8gD94Q3j7jffwuQ86vK4F2DjiJEJNpIKoUFqSqQxjTu2AjCOCynczZTZSYwIMP0SJ9/fODpK2z7cFqR/6UBuc+4pc7GFd9KFWLGFHCAC4xCsxNt77fcuoF/XNLlOgPpYevUm35wFxqwnBRBbZby7De+mpIz8F0syytlTfBzCb20N/wORbmwvmBDubaY43/T6+/6M7uH034C8/Sf3+9zsfHbb44snbeOPeB3jzTot/8MUHvH/rDo7376G7+RWEJuBP/pk7+LEHp3h05Sb+3k9+HZ/5oMNbiw42ETCNUOPw4PDgdBPdJJk7qVWznvk6XSmWkQsE3EexADr70QFimV6Npd+JejvIUYwAJxiNTOMZ+nu6klZcutGbnniNBpyB55gAnjSHX/w96LcUhlHpY3egWJcpL5Z1miBYmvorl8qM4tWUUiMtlegWcy+dHAfwmITJej+a7IW/6MxiWhsMVBA0EWgdbvgJfuzud/FD7xq/9YkW/8cPLbC48gA//8Fd3D5+gG7v6/jS534Px7Pv4OFrD/BabPCNz3V4S1/T//L5r2O/c/xzD+ZoZgvE6QJtE6FJRNdEKDg8iG5pIkERpY0ZmZV2DuuTtJAF2ZM454AnWLqZ57hobn0+vks5rWq5HGJwr8bOQP8A+p8BF3D0KlbwHBPAk36UF349co+7Ib+0tGeW7Z4PSsi6b9cPlBBgCtxl02EcIFPWjC4yCoCncjikcHkeSZezAVmD9mXDqWTYQXOIHWgRk9Bqn3N88eF7+BfebvDuJ+7gf/riIzSzf4if//q3ELqAv/1zd/GWPoReBT4ZfgfXT4/QXbvN3/7piF95t8Vseqq4t5DvtdCshTcR3riURw0i5Lpk00jo+zsCUEnjo2h8QPTIZAmodx2YaSTXRZVb208sxD55cqHnNQRo81+VAy6B55gAnjTOei/Otzb6pnXjf1lUF0edcNXr7zzBVuYHDU4uUq8sGqkApgw7mef/yX1DR0FAlBc7ZQpKJN7h5ohNRAyRCo5ZWODT8/fxK39xD3eufQ3/w48t8Pn5H2O/m0IHE/yof4Tutffw4I19/Or7/wj/4S+8h7/x56e42hwjHrTo9hbsZi182iE2LTRt6dMOajyZLgGluKf4/mMSGKIVTG0KCDORuWNBGfpHAQGZNMrtlw9mfnkcGjZYCpVUPDG8xASwKtSbhfyxNIZKgFDoywEBAA5aBBiBkicDaYgMmoPsEglYhNhJTP0303DhuPqClxJBMlXhZWIQxUjP3YEFtwhvWmjSIk5bsDnGqz7Bv/6dI1zhH+N//ImI/+Cr93C7/QD2RkCzf4zf+oH72L91hJ/ojvFWdww/OBH2TtnttYiTFnF6gnjYQpOiipPmd4qRIPt5QPL1cUVWU74/5nlMEDnu/DlsrdFjsTSAIt07ju/EcH85igVwedWWB3VW14CKlzoNuPpurL8rWlp3/pvCHCAsmr2wh3KOL3XIDIgU4GJAB4cQ6QBAQ8eAlmXKLqVuPSZLrb0IhQCECFhMgfE8TmYCw5RRE3qiF0s/DBE0h4eIrungkw4+bdFNOxzgFn7p7hzfOPxT/O9f2MfPNz+F33q9xU+EFq+GT+C//8E5/u23H6K7TlmckK1gfIS4/6r2PrxK3md6PVJlIkRHoMlye3MrwX1gbBEgRfkAQCE3/kPIo4aLCZD30RBhAUpbZC53AxyTRnGxWFKCF3tuFdvxEhPAGNv8/9HLc+a7tFnREOMkVe+4gr2/MNiyzFtm4Wee6ddAb/LkHoGIDeCNIYYmdQQKDjQxTfDBwGARCIKHhaaTyDDp0ExPgYMjxMMHWFxtgVmLOJkj7jlmM+DNcA3/WtzHl/hZXA8tXtcj/Jv8JuLkESavH6A7JtXdw+LaD+LaVw8xOQmwaEniTKVPoWgpkg+mQp6csMiKvGRNii8wEuLkEgHIk52l5ifF0ylkmgdGlqlL+3s8Dr5wuKVcfX7bn9uGvgIVBTtCAOcI/7lYf4XOeqlyhTDKpNzZf+0j+Rp9zuRgqUlnzHP9dROgm6ZmIO0U6KZQO3UuphGLvQMs9q9xvr/AYnaMdroHTRdwW8DCCW5OH+Hm1e+gefMRdP0Uuipc2b+BX8Jd/Ck+i5t8hDfwTZzoro4OH3Fx5SoO77yCvQ8dltqQEZSMIq1o/zzvQVb4Nv4evTWfogMiafC+RqI8gBLr45Bdsf6GpQ0dKTiw9f72kVddQqIvYCaMV+8WVewIAWzCyntx5isyeimK2zrSRktbLB1HXP2tpb9L/z9ka7qEwcsxxdRy32S0z/kAACAASURBVCm6UTEEtMG5CI55Yzjam+rRofjg+m0cX72Ghzce4d7ND/DBK4bv3rqPvQa4xRu4ba/jLbyOT+PW127jH31O+NAa7tHo8GlUDE4xTSbamEPm9JDmEswTFqaRDJKsCGc/aK98ZU8thpVdoj6ej14LD3q7fMexR98HBJe2XLrFGghlQx5wEy5UCbhbQj/GDhNA/xYtNafesEkP9f/2piWXNFVR+aM/0qdS+FqKhU1KwT/lKf1ypUA5ZaqNS5N9TjshUGrcMe0iD+cdupM5uken6CbH9MkdtNNTHE7nOJydIFx9AF7pEK/Psbj1Dj783KfwG2/ewn37M/yzOPzcKR4aMEeLDl/B5/Wbb0z54Pab6vQqgZs6iYe8cv9Af+Wfkt/3doNPfLfBKx8R1+8ZDo+MeyfkdE5MFsSkNYSFgR0BOgJcTep1jGmOk5Jp2vBmg6LddNtXqWHp3m55hGc+vXM6DO82dpoALgAN78+yFbDldeSgcpiaZSGQfXZbolyWhN2FQMFirn5zwSOgFvBG8IWAU885/0iaqwkRFjo0TYswaaGpQ7MZ2n1BBxGLq8K96Qf4/TdO8V//i59Ac6XBVfvH+hvx2wx2E9dxxU50rAPe4QP8DP43/B3+Wvdz+OyXvsY/nET8r5+8RdoEs/k+3791DR9cO0DzeWLv2OKV+8LNe+KtO8TNe+SNe46rDyIPj4W9Y2l26pjNhenCFVpg0ZGhJa1LuQKTIVcJIUDKkxvlSY9ZuiWe5VzlVuvnCPTF0j8VADDond3DoM83CPNKGKoY/dnddSbvuIx26wt8RKNZpEjJPDfScIsWGOmgKQ/zzS25DfIgMkgWnGZ5tp3gUhAsbS8FSCEyNG7eRKDp2E5bLCYtjg7u6ps3Ir/2yRv4g590/PbPPsTi8B0s7O/rP/nzf8Df/dwUP9lcxWs4xB1M8Sbmeg2RJ4tD3L/7Q/ivbre4253gb33ps7j17TcQv+v40+bzeO/aTTyc7WPW7mNyMkHTGkJLcGHeRPreHJidirNjcP+U3D9x7J2Is1NgdgpM58JkITQLoWmFphNCJ1hHWCTMTXB645kpcyVFKpbIY6bKOKFUHpUIoDf9VzyQ1d/l8V20i/BO4iW3AJZyxttw4fejdxcGPzQtz9V+AuBpchxoyHGJMKUSIOtLgdN+OYvQQR7k8tJAVylt7sj+g+XO/y2IIxL3mwb3D6b48LUJvvqZT/PLP2z4kx/5CN/4xFcR/Y/xa797Bb/8beff/FfexL9xx/Abr7yO//zrb+Bv/8CX8a8eT/H6wz1cf/gufvP1U/1nv3eD/+4//9fw7/3cl/FTf9DiP/5gpr9+/z6bvzjFh4tDfBBu6f7+AbrJBB0NzTxwughNsyCajrI2CXbTDuMhYwC6JoX15FaSH2lgoTmV+v/QQEt9FfMtTUMtR1WAgkqrkJSBHU24MkoMLj3xFVut4gy85ARwlmz3EYCLQ1kes93AnN0uUW2AcKUUdZmjRmWC277mSsUfQKr7BdQAdJYyn3QMAbIO4CkMcyNOJsTxgeHBtQnef32Kt980/OWnqW99asGjq3fw6Xe+jH/5/zb88jdu4t3XA379V/bwb33tF/EbP3gf/+XfnePQJvrwrTc4/eYRG3wah+9M8O88avg3Py/8rf/5t/Dffv+v4nd+9iZ+/8e/wf/ovwv4hY+AN6PjMw/v8/T9U9zt9tGGPcwnUxw3SWFbFCenROiApgsKrafPLRC6/JN6nVDIsx8ZcsdgoQRH+ukDyjPTkiQrBSGHR5USsEMR4vKaiz3/CuCldwHOywDnaajXb8FGFyCFs8k0uw2RRrL2Pf8JDCPlRLc8/Vfqo0dajv6ZqzTVSGW9SMNsDEJweCDmATxpgHZqmM8Cjg8bPLjW4M6NgI9uwb97G/jo1oLt9ISH8/f1fe/e4Y+/E3Hdv4m/+4XP4I9++A/xMx9ex2/+6EP82peJH3n4bfz2930S/81ffR//6Zeu4MfvGBin4Jw4br6A/+Kn38e//1t38Qe3fgl/52dv44Nrp/i5P3gXv/J/BnzxHcON0wmatoEvJpq78QEbdGxwGiYpiyGDnAqd2LSEdQA7YtIKoUt1S4xDjRO7/LcDISZzn06ZM82qlmyfPPo45RYlZK+rrzRCyTMO+YNlq4BrbVsqlvGSE8BFIG64BVtiAMyT4kQAlptglGZguSmGl2w4TLmrDxQNMVCWiWDUWceJAEUT2wAuArCYGNqpYTELODkIOD403b8adP8acP86cHTFgbDgrD3ma3cf4ZMfHuP1xX08vNbg731xD+/c/sf44Y9u4yu3/1J77QS//F7LvdDg13/xmr7z6lf56//XFfzo3btYHL6Bgw87RAP+qPlRfOkHPsKv/t4jfP3gr+L//eKreue1Ju6fPGr+pS/dw4/9GfDJu9T1eYNJB8IDFm546A0WAsSJIkkXAbfk40fAsvBbl+YVTJOLphhAiEgjhrwnAA9OmKcGaVFSyAWTVAoTlPFEvem2RgAYmwOVAM7FS+4CXATjlPIF3pZRArw0rir2foAYG/ThK6C8jUEy9hVxSUs5wA6GFrCORGdA1yThP90znOxTx4em40PwaN8Zg+HgJPLmoxNcffRIrz08xbV5xKxxvH3jNv70s8Cc38BP/5MfwjuvAly8yV/66iluxFN8cOUNHM4Dbt99H9N7+5jcj4AfqHm4x/3FEX5m70Mc/5PP4Xffuotf/MNv4tPfAf6fL9y07968tvj/fuRq88H1+/zJL3f89HutXjsO3dVONnHglbiQR7OFi8cyIP94sghyC4PSNiDfwXyzSzR/6Lcm8z7bl0ZIpTKk0mss7Xx+kP9CkZ8KAJUAEpaUyKawEvrl42oUS9PepHqAJNKyWNRSbgBAQPllTgN7o4hI5d7fhkiiC0Q7Ibop0U4M85nhdI9oG5AuXjmKuP5ogb35Ka6eznHYtrzmxNFsirdvXcc33ozam38Ln3n3No+uXMHDvW/ir/3pFK8cEyGc4E9uHmD/PojT65g+2MfkwQGmj5yyPTTH13H1fsTPB+F33nwDf/ypu/ipr9zFL/x98s8/FSbvvzrtHh7e4D/8YhfuHp7yc28vwiv3oq7P4QduFkTfc2HPPYVAXDh1cN4LPyGn5KR5Gk2cgqRJzPvcH0y5B4pYbp5KAHD0FDaZrEvLRlGBs+sEKioBLONMnVHYQcyj0nJqin2jC4wi+Dn4lyfOJOhCEnYAnorhEQPYNUyav0kk0ObZeKcLZ4hp7OC067DXtthrF7gixyTs4aO9Bu/ebPDdmwscPnzI1+7f0NH+Nb136w5+8C8O+MMfRkwwQTt7HR8dHuLgKGJ2fAWzh3uYPRKAOXxygOnRBGqFGzzCj//T6/jKZ17X119/xB/6y0f44T9v9Oqda5P3b8z8aL9p77xyxeaTRXjrWwu2H3pzxVtdbYE9ALm9v+jSvjv33djJuHACbqQjWQYpETBqeARAns311U6gacyAhFH0Pz+rMyO4K7xRsQUvMQFc0KTvcZltc6CfJRyl5TfO86BB8zIcTrlnoMquYmQaA5ADB8muiEJoUxUgFxEBHZrYYeod9uTaY+BRE3B3OsOd6w0eHC5w8/5C1x9Ncbp/he/fmuMTHwBfeHeGveiwMMd3muuYN4bDe4LCAfhohubIYAroJjPgpEHoDCEa3uIJum/c5LdvN3jv+ik+9d4p33o76OZd43uvNNPFlHHBqb/7asBp04bb3xW7h87DCD9M8TkE0HORpJpUzWhypzxITrkDwYlYfPo8e4ppZP8vJWjY63H2m2yR7WVLoPoA5+IlJoBLCb9KCjpjhT3Gx8qrRgpIuRRg8BI6QAEWg9RIxCLLd7KICTE1vkoWs0h3TDogSPDoMEQEREw8YsKIPQqywAfTNCnI3auG02mLm/c7XD0R2+aG7lwTbjw6xhsfGF4/aTA1qQsz3r16gOmJ63oEnXtoHs1gx4aAAJs3QNvAItFEwyQ6fuD0BNZew4c3Jrhz7RSvf9jhlQ8f8eDoCj64EcJJY3IGtI3ho5sNWuvQPmhtIelgAT9IbVH7cQB5ykSXHJBoStFQU4BkcolBzpiKA1Esg5JeURlIoOUnsPpMPs7z3128xASwiq0WgUYKZltMaYUMlN0ALz7puBOwhBwJbCJTmoUCYw5gCQbl4e3mTroDnYDoSPNkpsHDAa6JCcGMp8FwHCY42mtwdGhwm+P6gwWunArRruGj64Ghu4/bdyf4vkfEVJKFyFNdxYP9gP1jY1gAsj008ylsDlATTOTo2MhaEh7gThx6h9vzDhZnOJoSDw9a3rw3x6sPhenJFT04DDidBkRS9MD5DHh4CMBFd4U2SjNIk2HyY+TRz0R/K12pN2iaI02imuw9jR9Cqvob117kI4yfktYfHJdDNhVbsUME8AQ0Qm+B5qaVMqSW4Ogbfgr5lc+1PxqYoU9dOZhbB+XGGSAdljtj06QZoAnFFuCJBZw0E5xOA+YNgdjh2sMWB3Mghn3cvzLB3E7x6keu1++Ts2iYGOje4F6YYWETzE6FxgDwALM50MxT9V2Q4DA00Yb0nQO30cK9kV+d8ngW1OydsnnouHpyzEm3p+MpeDwxOQS4wdHgZCrIHUrTCNCjNBEQRFJ56K/KfbRevXu5Y6UPYx4XWW4iBhHuH+FZ2r9q/stghwjgTFz8rUnx/d4G6HctZUAAUuQv17KMdsyRwGwD9OdVah5q5piYIwiMBI9DwIKGeWhw2hgWjRBii4N5xKw1qJno4X7gYrrArYctbj6kbi3MJyajAk8cWBzOABn2TgWng9jXdN6yabOpDSKICG5wh+fmxpzE1t7oDN4d4OFhg0Uzxckk6rB1HB4v2JwCzSSgmwDRU9cQOhhJLCZOiFKyCBAkzSBY9pI8RfmV5wlAyGLvoJVw6tD5q4QDyp0+3/S/bOxnt1EJ4EIYvVQl3sfVFUWPldeXOf+FssSRymBVeucKMMjgaCg0SIGCCKANRMsGrZlaAwHHZOFo3DWNoIcGJ5PA06lwcNzh2lHUK3OhEUWbCCae2h6OJgGTBVJNPicyBYbWk2mBVMls2UcPbvmiSDkQ5DyMC6ib8GRvqtOmRQgLhi5ir+swXXQ8bSZoDYiw1BAtEvQgB9CFCEYHSZs7NMtJfPZWQH/fkAf9jO9mMrLyRElLt/p8k77K/4VRCSBhLcm0uh5Lr+zYuewrA1Te4ux+DnNf5KEwAh10ZAPYoOCugDS9gIvoFNgJWIBoaWiNdDqaRUSAI0gEDYtJg3kDTNoOhyeOK6emPQWZKWleNDgJM8yNmM6J0AJOZ1Cj0EZnBJFn4AjJpxbyMOVcfuuNiFcQDZ1BatBZQNtM1baO6aLlfgwIXYsFG3YEIlLS02Iq21NOe5JEQ3DhUCOpSQG+JMta6vO5inKTC4liKARaT/Nx/FAqB1wQlQDWUF6dra3kVHz38Rs3uKnDLsyJP8HhtGzppvJ/5PogM6nMvQe6yC4XB4mAyTFZRAQ5TIDM0M0MXSAsRuzNIw4X7jdalyVRMtKw0ERx1pAgmgUQQHggJovA0JrQiRAjxAkgF8qMHyV6T0GuxskbcPDUeRQAydASOKWjcenAnamcCXAa+qqIXPtP7817pBP2WQFBDCZ4H9xTca6KLZUtrRV62BrX65mBq8sqtqISQA+WKp+EM7MBWX1RNBFaJgv1sep+65QB9DTkvYS6Ul6MEBlloRPQAohlru0Y2SjmyXcBmGEeDK0ZXK69ece9RcT1VpoQaeSRg0DgCSY4DUwDcvIVRBKzNKZf6OgEmhRuMKOUGnmJ2TKAp1yla6Joex0gC2gtSCQjiRM6Z5L2YxrF7AAchhQYRJkEYay5k5UDwmQIinLYUpvPfHuQ7aa1JzSuDlhdn3m5qv5LoRLAgI3pPpzxSo3M0LHws7j8ZZbvNDQgd8ksAYTUBxxpnuAoIGLIFpgcimngIJWC5tFS7QDdMZk7JzFiP0oTt1RRmxITcDN0oUEk0bREKIFHApMFYDEYI1IXDiE52rndZx7eQIghq25A1IGrFPQzBuTIP9FK2nfgQOJCQpTS98j7prEA6kuCUTojwRlH46WE1BqtRFE23ufznt3qtlX7XwCVAFbQi/1Ftu1rh3LlnwbTABgHDnIYK1W3l4iXqAiiU5oMI2UNBJOITtlBJmBEZ9ktgGDRMfUOky6lC/t2GxIB4wIBMSfVJgtAIbFSoDRZiBYBuCRYysMjX6vylYulL0k+Ms0cOkihfSxiaoEUlcz6RwKmLk1d7HLu30vuU2nAY1L/xcpK5dEGpAKsHCFZcr3KPRsN+116QpufR9X+l0YlgGUkaV2uDNpkBZRly7/T5uIwhHhUKZw3paf+dxh1vEpw5dhA6TSGNFcArZgVsC6pyWkkDtwwze30kLJuII1zBrRITTokQZHwVLvAyYJgZ0DM7TRKIQKQNT+ANJEfkOf5NUeZ2DfMXAAtz3GQBkdHChFQkDR1RyNDFJk4rEwUjJ4Qhp/eaFmaCiRfkYpAa7R8m/lf8bioBLAB66G9HmtkwKW3dyhaK8sHK6A/Yh4X4EgCUiQtKB+gHM6AmMuLIMKiw6JgiJgI3VQq5UbBCRrIuRmiBUQAoVNO/xFOyeCJAKKJsbjc5Tuk4iXJQcFKqk6pQVGUjHRhkoW1Lc52Gr8POBgFNVKq6ffcOSFv39+A9KUx+PNpu2RrrLRm1PLvrXbZ2GKouCQqAazL9Eqwb6uyWd2xjBJU+QO9CWv90dK82QRJplYk5oUg8jR7OXzoIrxoRxfMHYRrAmgiYJhBtBTRG5Tz8cEBb5GH2yVLnhSa1kGXKU0DkIQ+fxciOSgoVkzuxgOlWcCRm3NMcm6+Q7pGeprjKwqM+dyUI/TzBuVyCJWf7DyNtX75rOGenfnA1j9z6zYVZ6ASwDbNsewGjNcsB/1WXIE0rGgIASQTwHO0rYx/NxTrN2lQJcOAZgAciFaEn6WJQOomBmkPlKUZevOUhIU5jBGGqNSFJwCpJVkuRqaZmtZoXXILBqNFfaUC0AtpHsNApGyAlOYsBxo5TcnoaIsPkwW6SykOps5nadbzbMFQeZvR4GlCfa9EUkvjq/rQxNLvyz3DinNRCWDdAgCQC4OWfYFxPKr3UDcdI5n/HCQsveRDjgtAan+RwnOea2ABOZOazSYzXQhZOhtBEwBGlhm68g8BkiVWAGfqt5cJplj4JJhadPUtt7Mkmpu8caClGPKFZu2PorlTnXP+2yQ22TpxEHLAJGTTH8qzmCdtL+XjpQnHlEv+1A+UGu5iIYYtWOoBULX/E0AlgLO0hzZts2oRlEbV/exXY3IQSiVgSv8xVb6UrEGaCM9y42Cl1ng+HN+Qouci0BBokCtjWabRLE1IwWh5qIED1gJskP2KFHgEPPfkT9RTAn4GNpCJchNMJibHIRXrZKG3Mlan/IeQSSJK8Kzhc0BPcngv3IIlC6DEPHKjTwheuDOPEyD6AsoLa//1p1VxcewwAaxa71s3GP4eNwNccQWSph1muWTSiMyLRuMI82dAypq/dAsr3joGCyCW5qNCIMQ8e3bOm6Upt3NDEU90AYsshweQQntlv9AZGDu6ACHAEC2f0qnGgDTALzfTZBH2kfADgENm6TJSKZQJHkWmfH8ewl+yCkJPDgQ0IoYh3YhUhBSBRIpaaw209HmtG9B5cYOKLdhRAhgL/3ZwxWjPmnw0ZqAEtMchgeLXquye3+/RCVPNrRNlABysWNc5GIDUPTeRCrwhaFnroxQfpG5DZOosRHfmQqHk/6fe++l7FGm2GAAnKbrBDbLk7mdKI2gp7pAvfvDvJUAmMkcDILlMNEtzl+YYQRJ0y9kMDSTQ32yO/rYSJMkVFUFbOn1p+MU+t3Lhgo2KrdhBAhgr7j5Qv/VN4njtIBQc7TJiE443X7cglkOLLCqV5U0W8qRjeRRBGiYMwIr2Z2pCmPx+Ka1J3clkSfgNyrGE/poLEaQ0YirkGY3PL5tYidJJKnYL89QHeZrPbB0IgKkMc0ph/hTwS1/JZSgxgKzxEzeqmPv5VoxjAEXy+8DF6L6Nb6OGoRiDyVTxeNgxAtgk5xd4fUZG+egfDiuXTlBUU88u5ShaIoGVa8kimhpmJr8+ZcmtvOh5YeIFknRPQ+qVpulJZcc0FBdA/YHTJwM95sq80oBTAz9kD6QYK9k8zzWLlmY2Vh6j1KcI0zdyiUwWQap1zDGDNNyht1iSNdEfG32AdPD7x5HW7dh2+ysuix0jgK2+/jasaHFtWzf6XGYKLOZ/tupTUmFMAqPjDF5C2lFIVYEmME8Y2FsYTAPuJFkfECwSTDCNzBs50aWdlpCacYZUxpc68SShL1fjWfsyDwxyII0JyBYBXP28piiRDeVlniwIT9aAsnbPc3kqf3/0xNI/jzOFf/XZDH+PozEVj40dI4CCsTV+8Vfo4mpp24lKH6He5EcWtzIYJ3OFp9H5QLHAk55EKRa2dLwcELRs/meN37soo5LiTAJpMqJyaYNAZg6KFAJKbG7Q3Cy63kYmfNbmdFEhjxlAiVCkmoHMQQPJFK+nj5cumflaFujtwp9Rhf/jY0cJgCu/z0QRthyq2mQF9LK/JPDpQ1nkGlUE5rE7vS87RLSS4zAKTrD46EOHvFIzQzJNTpIHAvTfx3JjkuH7JcsBXmKYVJmsJIqyTC1pzEEfpmMpD4KG9BxT34Lc8LCMIizfkb32L/EF5iyA0Jc5p4rBfDyN4hBL93X1PvffpEr+k8OOEsBjYmO4cFTavrzxkr9PGFOfQCsvfNLgRQzGR+RY9IdZhfPCJG25TMnk2XMo8cc8XyGWIwDMF9mXAA9LYKIii+a3oqNTPDGTQv46OcyXmqGmrAD7mwCor/jrrZF0tGJO5ABiEEb3YvWGbv172e0/xyCruAgqAVwM/cvGfozaWfGAoRBo0Fd9wGuJRko13njhsKhvPTpaXUIJyLG8NGSPA+GwN1mG4zGzxDD8cKSjh4P1+4xoqUT9i/FeLBcOZj1KPKAsWy33Lbylfvsk/BFMKcttwrwi/KzC/4RRCeCy2GgFAFgiAS2RQHl7BzO4J4Fs6mssGnk8cQ73DyTSO8yJgYZUYSaB3oXmcO7iPJTlWq64H1RqjioUYU3XSS8UJEX2XY9TRKDnweyNpGUpT8DCKyumUc9led2a8F9EsKvwP0FUArg8VCRsex1KWbs0XiDHBUq8azktOP5n3A1riA6kyQaHPmTF8vcyC7lAZ/EB+ohaYQsQlCXfPXOS6P21pQsJhUbUlyQxtzfJlQf51GUcg9BXHCbmyMGHcheGuMHwnbYF+i5q+lc8QVQCeDwkOVuvWluJB6iXx9F6YBD6YQxBWd8PQSqZ+vWCxKyipb7GD56McxOZCwQBRCjH8VJxvyn0IYS+ZR+yCJdYQyYUE+Aw0SLoKRhQ7JRxTKGY/D3pDS7AyncuTKTRsrX7sv53jfk9VVQCeExoeOlX38+xQANLL/x4+aCaC42kd72MClgRgmLj99SRa/6yLZJG8ucIn6wE8bPPvixhpY0p819M03pkDllzMZaFXb2fsVRIxDEJjL54+byZEMaG0Or68d3i6vEqnhAqATwmBqHiSOCXNNooBrCG1fWjz0vpu7HDvCReSShLrl+wUlHXj7spc/GEfIohVtcrbi/1wJLngsPeptDgr+Tz9ZJdTJohprH2PS/weRT12HSferO/Cv/TRCWAj4ux/teSzK9YAlhd1ssTRztgpBrRC9rISliNKqA47coxtmJdD4KcyIN9WGD5FOWkPUmkGQiyKV+GAQIQNQzeGZPScOnLAb2VL7/BzN/qAlR8j1AJ4AlgiQOWloyVZi91q+5AL4nsd+pTfWVxL7j9cOElvZt8eo0ON9gQyxb1Jud6+YBjaFjM1CugHK9YBKOux2XF6qFGfy25CJuxFPCr2v9pgzrneVRsx4qKH0awr7/nm+JY5ywbOGEQ7KV90ro+7pbc837UQRZrLl3luubX6FPuWjIuzykpgDUfZ3QRWfDLl14KWa5r/WV7Z6PZj+GMl3w5NxldFWehEsAThNYka5O8rGHLsmW7QivbjU2E4tILGFKJAgBPU5T2p+HKBZWmP1w6fB9fWOrLTaTJS/pWY2WXZQ3fs9VqYG/0ldK9WX/xuGS7rBz7LIw9pkoAl0ElgCcMLYnFxnu77Q3llj+5cpzV7djb3EKqDezbigyKe9NjLuVB6HNz2fkvX4JLrkEWfBu+3PKVaPlSt1kBmzt+PH7Qb8lTWj9gxZmoBPCEoVVVpLWXclWgN2FVXfY7rx5sKVo43qfY88sKejllsepV0IHUt1ipVp9L4rV6QXmFNqw56wtuNPtHl/Yxzf4NV1yxFTUI+ASwEulbHt/TF/Zx0+YXOOTGgOLSAi0vXzoGUfqGp+z/OBqwfgV9t7HR53OEeWvAb8O2a6cbhfrO37/iKaBaAB8Tq3dvowpbNZYvFBtYdfnXn5NK6G3LtV1AB66ZGZu+z/pp19Zve4vOfLnWBx9dBqsGw6oVUC2Ai6ASwBPAmmrevNkoQLhVZHm2gbBuSmwggM3K/RIomv8Cx1jyT7ZZDBtJitzMak8VlRhWUQngCWDVyz/jjp4XIBxvdkHl+0yw7eLPjXrmkVT1pXtOUAngCeFcvY0lcthiDaylsi7jHj9JQnicl2LrPn1kvyrf5w6VAJ4dBlNeq8b8Rhq5rPhsCo0/DSw3N8CGq+dq/UHF84JKAM8H1kpqNob8Vrd/tlhNIm5GFf7nGjUN+BTwGJnoIWW4epAeS9GFj5Psfoxc+xrO239LZrLieUO1AJ4/bCQBrS7Yts/Tx9bKpOX1fA7lv2YBVlEJ4PnDWoHt+p9P/JmdIcvrc5lsTE/0NT3V5H+RUAng+caZ6qrvB7AWQDzvmS5tM845XixBuXIZacXLqllfbquhEsCLhbPfxI3WwoaduWnx+oswjjisVSYMfPMc+vsvhwqUoQAAAllJREFUt9A+SVQCeDnxBN7+1cTeWKhWDYUqbC8qKgHsHrbVB5xVw4TNjkEV/BcdNQ24ezirjPec4qEq8C8b7PxNKnYYebxOtRJfVlQCqBhjg7Sfp/UrObzIqARQcR5yn5NtRFDdghcZlQAqNuGSVkDFi4pKAC82npBkVjN+V1EJ4ELQyu/nAuP2fh+TCLbuXiOALzlqGvBC4MrvZ4bv9QU88y9c8XRRLYAXD1UjVzwxVAJ48VC1csUTQ3UBXg48LaugWhsvOaoF8OLiuYxMVrxYqBbAi4VVYa/CX/GxUC2AioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAioodRiWAZ4ra0Kfi2aISwDNFbfBb8WxRCeCZoloAFc8WlQCeKaoFUPFsUQngmeNZWwHP+vwVzxKVAJ45nrUV8KzPX/EsUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKHUQmgomKH8f8Dmvg4/7S/mkoAAAAASUVORK5CYII=";
pic[5] = 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';
pic[6] = 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";
pic[7] = 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pic[8] = 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";
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";
for (i = 0; i < 10; ++i) {
sparkPic = new Image();
sparkPic.src = pic[i];
sparkPics.push(sparkPic);
}
sparks = new Array();
frames = 0;
}
function rasterizePoint(x, y, z) {
var p, d;
x -= playerX;
y -= playerY;
z -= playerZ;
p = Math.atan2(x, z);
d = Math.sqrt(x * x + z * z);
x = Math.sin(p - yaw) * d;
z = Math.cos(p - yaw) * d;
p = Math.atan2(y, z);
d = Math.sqrt(y * y + z * z);
y = Math.sin(p - pitch) * d;
z = Math.cos(p - pitch) * d;
var rx1 = -1000, ry1 = 1, rx2 = 1000, ry2 = 1, rx3 = 0, ry3 = 0, rx4 = x, ry4 = z, uc = (ry4 - ry3) * (rx2 - rx1) - (rx4 - rx3) * (ry2 - ry1);
if (!uc) return { x: 0, y: 0, d: -1 };
var ua = ((rx4 - rx3) * (ry1 - ry3) - (ry4 - ry3) * (rx1 - rx3)) / uc;
var ub = ((rx2 - rx1) * (ry1 - ry3) - (ry2 - ry1) * (rx1 - rx3)) / uc;
if (!z) z = .000000001;
if (ua > 0 && ua < 1 && ub > 0 && ub < 1) {
return {
x: cx + (rx1 + ua * (rx2 - rx1)) * scale,
y: cy + y / z * scale,
d: Math.sqrt(x * x + y * y + z * z)
};
} else {
return {
x: cx + (rx1 + ua * (rx2 - rx1)) * scale,
y: cy + y / z * scale,
d: -1
};
}
}
function spawnSeed() {
seed = new Object();
seed.x = -50 + Math.random() * 100;
seed.y = 25;
seed.z = -50 + Math.random() * 100;
seed.vx = .1 - Math.random() * .2;
seed.vy = -1.5;//*(1+Math.random()/2);
seed.vz = .1 - Math.random() * .2;
seed.born = frames;
seeds.push(seed);
}
function splode(x, y, z) {
t = 5 + parseInt(Math.random() * 150);
sparkV = 1 + Math.random() * 2.5;
type = parseInt(Math.random() * 3);
switch (type) {
case 0:
pic1 = parseInt(Math.random() * 10);
break;
case 1:
pic1 = parseInt(Math.random() * 10);
do { pic2 = parseInt(Math.random() * 10); } while (pic2 == pic1);
break;
case 2:
pic1 = parseInt(Math.random() * 10);
do { pic2 = parseInt(Math.random() * 10); } while (pic2 == pic1);
do { pic3 = parseInt(Math.random() * 10); } while (pic3 == pic1 || pic3 == pic2);
break;
}
for (m = 1; m < t; ++m) {
spark = new Object();
spark.x = x; spark.y = y; spark.z = z;
p1 = pi * 2 * Math.random();
p2 = pi * Math.random();
v = sparkV * (1 + Math.random() / 6)
spark.vx = Math.sin(p1) * Math.sin(p2) * v;
spark.vz = Math.cos(p1) * Math.sin(p2) * v;
spark.vy = Math.cos(p2) * v;
switch (type) {
case 0: spark.img = sparkPics[pic1]; break;
case 1:
spark.img = sparkPics[parseInt(Math.random() * 2) ? pic1 : pic2];
break;
case 2:
switch (parseInt(Math.random() * 3)) {
case 0: spark.img = sparkPics[pic1]; break;
case 1: spark.img = sparkPics[pic2]; break;
case 2: spark.img = sparkPics[pic3]; break;
}
break;
}
spark.radius = 25 + Math.random() * 50;
spark.alpha = 1;
spark.trail = new Array();
sparks.push(spark);
}
switch (parseInt(Math.random() * 4)) {
case 0: pow = new Audio(); break;
case 1: pow = new Audio(); break;
case 2: pow = new Audio(); break;
case 3: pow = new Audio(); break;
}
d = Math.sqrt((x - playerX) * (x - playerX) + (y - playerY) * (y - playerY) + (z - playerZ) * (z - playerZ));
pow.volume = 1.5 / (1 + d / 10);
pow.play();
}
function doLogic() {
if (seedTimer < frames) {
seedTimer = frames + seedInterval * Math.random() * 10;
spawnSeed();
}
for (i = 0; i < seeds.length; ++i) {
seeds[i].vy += gravity;
seeds[i].x += seeds[i].vx;
seeds[i].y += seeds[i].vy;
seeds[i].z += seeds[i].vz;
if (frames - seeds[i].born > seedLife) {
splode(seeds[i].x, seeds[i].y, seeds[i].z);
seeds.splice(i, 1);
}
}
for (i = 0; i < sparks.length; ++i) {
if (sparks[i].alpha > 0 && sparks[i].radius > 5) {
sparks[i].alpha -= .01;
sparks[i].radius /= 1.02;
sparks[i].vy += gravity;
point = new Object();
point.x = sparks[i].x;
point.y = sparks[i].y;
point.z = sparks[i].z;
if (sparks[i].trail.length) {
x = sparks[i].trail[sparks[i].trail.length - 1].x;
y = sparks[i].trail[sparks[i].trail.length - 1].y;
z = sparks[i].trail[sparks[i].trail.length - 1].z;
d = ((point.x - x) * (point.x - x) + (point.y - y) * (point.y - y) + (point.z - z) * (point.z - z));
if (d > 9) {
sparks[i].trail.push(point);
}
} else {
sparks[i].trail.push(point);
}
if (sparks[i].trail.length > 5) sparks[i].trail.splice(0, 1);
sparks[i].x += sparks[i].vx;
sparks[i].y += sparks[i].vy;
sparks[i].z += sparks[i].vz;
sparks[i].vx /= 1.075;
sparks[i].vy /= 1.075;
sparks[i].vz /= 1.075;
} else {
sparks.splice(i, 1);
}
}
p = Math.atan2(playerX, playerZ);
d = Math.sqrt(playerX * playerX + playerZ * playerZ);
d += Math.sin(frames / 80) / 1.25;
t = Math.sin(frames / 200) / 40;
playerX = Math.sin(p + t) * d;
playerZ = Math.cos(p + t) * d;
yaw = pi + p + t;
}
function rgb(col) {
var r = parseInt((.5 + Math.sin(col) * .5) * 16);
var g = parseInt((.5 + Math.cos(col) * .5) * 16);
var b = parseInt((.5 - Math.sin(col) * .5) * 16);
return "#" + r.toString(16) + g.toString(16) + b.toString(16);
}
function draw() {
ctx.clearRect(0, 0, cx * 2, cy * 2);
ctx.fillStyle = "#ff8";
// for(i=-100;i<100;i+=3){
// for(j=-100;j<100;j+=4){
// x=i;z=j;y=25;
// point=rasterizePoint(x,y,z);
// if(point.d!=-1){
// size=250/(1+point.d);
// d = Math.sqrt(x * x + z * z);
// a = 0.75 - Math.pow(d / 100, 6) * 0.75;
// if(a>0){
// ctx.globalAlpha = a;
// ctx.fillRect(point.x-size/2,point.y-size/2,size,size);
// }
// }
// }
// }
ctx.globalAlpha = 1;
for (i = 0; i < seeds.length; ++i) {
point = rasterizePoint(seeds[i].x, seeds[i].y, seeds[i].z);
if (point.d != -1) {
size = 200 / (1 + point.d);
ctx.fillRect(point.x - size / 2, point.y - size / 2, size, size);
}
}
point1 = new Object();
for (i = 0; i < sparks.length; ++i) {
point = rasterizePoint(sparks[i].x, sparks[i].y, sparks[i].z);
if (point.d != -1) {
size = sparks[i].radius * 200 / (1 + point.d);
if (sparks[i].alpha < 0) sparks[i].alpha = 0;
if (sparks[i].trail.length) {
point1.x = point.x;
point1.y = point.y;
switch (sparks[i].img) {
case sparkPics[0]: ctx.strokeStyle = "#f84"; break;
case sparkPics[1]: ctx.strokeStyle = "#84f"; break;
case sparkPics[2]: ctx.strokeStyle = "#8ff"; break;
case sparkPics[3]: ctx.strokeStyle = "#fff"; break;
case sparkPics[4]: ctx.strokeStyle = "#4f8"; break;
case sparkPics[5]: ctx.strokeStyle = "#f44"; break;
case sparkPics[6]: ctx.strokeStyle = "#f84"; break;
case sparkPics[7]: ctx.strokeStyle = "#84f"; break;
case sparkPics[8]: ctx.strokeStyle = "#fff"; break;
case sparkPics[9]: ctx.strokeStyle = "#44f"; break;
}
for (j = sparks[i].trail.length - 1; j >= 0; --j) {
point2 = rasterizePoint(sparks[i].trail[j].x, sparks[i].trail[j].y, sparks[i].trail[j].z);
if (point2.d != -1) {
ctx.globalAlpha = j / sparks[i].trail.length * sparks[i].alpha / 2;
ctx.beginPath();
ctx.moveTo(point1.x, point1.y);
ctx.lineWidth = 1 + sparks[i].radius * 10 / (sparks[i].trail.length - j) / (1 + point2.d);
ctx.lineTo(point2.x, point2.y);
ctx.stroke();
point1.x = point2.x;
point1.y = point2.y;
}
}
}
ctx.globalAlpha = sparks[i].alpha;
ctx.drawImage(sparks[i].img, point.x - size / 2, point.y - size / 2, size, size);
}
}
}
function frame() {
if (frames > 100000) {
seedTimer = 0;
frames = 0;
}
frames++;
draw();
doLogic();
requestAnimationFrame(frame);
}
window.addEventListener("resize", () => {
canvas.width = canvas.clientWidth;
canvas.height = canvas.clientHeight;
cx = canvas.width / 2;
cy = canvas.height / 2;
});
function client() {
if (window.innerWidth != null) // ie9 + 最新浏览器
{
return {
width: window.innerWidth,
height: window.innerHeight
}
}
else if (document.compatMode === "CSS1Compat") // 标准浏览器
{
return {
width: document.documentElement.clientWidth,
height: document.documentElement.clientHeight
}
}
return { // 怪异浏览器
width: document.body.clientWidth,
height: document.body.clientHeight
}
}
initVars();
frame();
</script>
</body>
</html>