@keyframes rwdcur35766 {
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5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRoge2YTYgcxxXH/11VXd3T0zOzMxrNakcrxfbackgU7Ehegox28w1WojWCxMQhAccH55LPi33xxeQQHwIBYUICySU4AgVi5YtghInl7CKjJA4ISxbYKyX62NWMpNne2Znunv6oqvahZw8mOYzCFGEgDwr60P3+9et6Ve+9AjTZM8cfmn3hjd1/fPaVB5/UpQEARJfj+xdu/7w8vX409G8d/+LXD3NdOloAFo480izWeovty0BrtdvAVOuYDh1AE4DhhB+mLHD6HSAKgCgePK1DB9AEUL1n0DAtII2AsAcwKzywsLDAdGhpAdh5XzxFKDDoA74H8EJQU0qVdWhpAajsknWDAHGYh5Bpp0xKqWUjawFwa0YVAIIu0G0BjANSSleHlhYAXqANZHkIeesAsywIISYnhCiFm2VAuAWEHmA5BGkiHB1aWgAIzeqZAga93D0hBuL+JAGYsp4pIAoUAMAgHH47mZwQMi3hSgkE3dy9YRD0k3gyNvGhA4vc5KosU4LQs3MRpsArojZuLUADQGFG2dSK7CwrgpoCACCSHgr1rDJuLUADgFUyhJKGMO0E3345wYHH85KiMWdORikhBkbUvuzc3GrHqO0GvvYi8MAnFHZ/VE4GwGu/X1ZbN90fEcqQhEAa2Umx6oT7P22+O24tANDyVy6e2PuLwcbUOcqV3TrvXiYUQsRGAlzXITfZZvwvxZe+cZhnkrLgjuCDdRKdu7AS3a2PfwNYXFwkSilXCFEWQrhCCFcmioebaTm8HZd9lriUS7dYU+XqvajMzZP+xz5nXr/42z0nf/ezsyNN4MhXFtjHn7r6Tbcmnp3e22wE4dssGfBExFZPpqYnU+pJQbw0zsJBX3WivroTeKy91bK9/k3b6//Lvvz3v/5jDRjugaWnD3OyY/1Jv5s8Qe13HibUrxMS27wAEBOgDOAFQEmAmUCW5eRKAfsOAZW6E1qV5h8AjARw/+d7+xt7Ky8NBuvk1o0WkpgCRsCZGbiUo8lsgFDAIMMx/E4pQApAxK7/WL+5vPrn5lPs+ycePOb3Lr3UvuLNZgYQbOZ1fH8D6HvAxjVAxv95IvPHgEeWAKUUkRFRo0weADbXadL13iFKCty5tolTL5TQaUWo7AIKZcAuAm4N4DbAHcApA5aT/8RCCXCqvjsz539hdp78hDlV/4n6nDdrFfP6PfbzTkokeT8bBcCgB0R+PvwusHEDqO8BHvsOYFqASCK7+bD/EQBvjgTwXmEt+yRN4lDwlV8Bt672AQDetQ++V6znINWZfOLujhzKdgGZ1G5yWnqFXTs387098yjvmN36FGG+y8zh8lHAMD44ttcyUwA1AasIpIM8tOKA+KOuQG1fylx3fyIGm3x+ycfBozGkiEFMAcNQSCOFdBiMsQ+oDIh8nmSy1IawL6nI+mVrefdvXv31imAnfvBWB8DSo589OGsUg/3FXVHNrcf1ciNzilOYZhatUWbUCJUNxpVr2qJMzLjMzMQWCZDJUrt3u/Ti1TOlS6MCbN2g0cba4FuXXrcfWH9X8DtX2Gav4wgVUs+l3C/u4r5dNHvMZD5j+aCUhoZhhCsrK3mBhX8C+C+P0cOPLtjMzXixAShhhK+e3Hb6f7tr05LIvvTdQ65ZAPw2Jc0D/j5mw79yuvze6VPLI59Uo5qWWmjuM+tfrsx0jxOacINEdqacqLFv5/OnT+HH49ai43YIAKW6c7Ta3DiSZYIxDhCWMsbNOe4f/OnqhetjXQUtPfGNi6p49Txw6odA+wqgUgBGfxbI7HFraQHwVtEnJnDxNeDl5/JkGAdA0B6/lhaA0DciJfPnXievnWRqJjI2knFr6bkXCnjHGJ5vtZk8s4vEDLOYjD1faAEocBZuP7PhnbRIuHf2rb+M/RjVAuDUeLgdQk4lL4llOnqtdDemBcCu8O52MeZU8kIwE1TDFtZ1vW6xUEmAFQC7lK9AmmQ9HVqartdpqATQuDdvTgAgiWRHh5Y+ADnsnoZ30kk0QSvAGOslkZW4tbwNzDLA79CWDi09eYCQMB04XrGat5yZAvzbhckJoeXlZZFJZ9nkAC/mNwlba+bkHKMAYBf4n+wS4E4BMi0khl8+r0NHGwDtz57cubfiTc8BYlB94+yZv2nJA1r6AQBYvXBdLnz1Q2uE2EbrwvQzb59pawmh9wFh4LDygiibNQAAAABJRU5ErkJggg==) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRoge1ZS48UVRT+7qMeXV3T09QUM9CDPIYRiCIJw4iA0AY1MSQuTTRudIOJJMaNCYlbXbhTN5oYV8YfgIkuMGoyA8iIokAMIIQhyChk6O7pbqqr63EfLrqBnZkh3JBJOEmlKje557vfPXXOPedcwKAc/mbje4ePjL9vEoOaUrxr8lmP8Obbw+P1d7Zv3VExhWOMgFD5qm5UH3P9hVULC809pnCMEchFGsocoBygpbRkCscYgTRLQ2iAMoC72hSMQQJpWgIBuAW4QyI0hWOSQBkACAUoJyOmcIwRUEqFBAAhAAE1ZgFuSjGAFQADZUAxIK4pEGMEGGPDAAPjHJRgWVrABwqg1IJT1IEpEGM+QAgJKTwQlKHVMiQghPAtxwOnAVzf8qvVqhFrGyMgpQw5K8LmASzLc5VStgkcIwSq1ard7XZLjPrwSAVuUXtSSiPphBECWmt33U7tltd0EMcJyo+1kcaZET8w8l8KIfwXDiU86lzMzp45a5fXWII5o4kJLCMWGBjhjfKIG6ft4JSShcR2iBre5M6bwDJige+PHEtWP71j9/w576KzQpbCzfFYUmORCaxH8rCFLHVCtVqlSilfSukmUR7YHm2PbLWjzhxr/3h0atF6Xnql6rau52VusZhSmkxPT2dLXQvQ94Ftm7ev7+StSaGzkl/RXCpZZhwr3BKrgBC/MKBDZimf2llI2TnP8RKf28Je/bigGyacTEuirhzfsg9H8dtiQN/4cMcTT778+8lOs+sf+cjKrhznWRAEkWVZDcZYg1La0FrHSqmaUuoW5/ymbduRbdlt23Jrju3UOLX+nTl9IuHvfj3+QTGcPcTdVsBYr4YlBKC09w30ykLKemNAP8dnAGUcrZupncSFrHXdnlvsrs2dLF6sTAz+OTzW3fXmp4k7d567IotK0KhIAWRdQGsAuvfWqvcmBOBOb9wbDC/t0WOfc0LVjdsN3oxbCJTA3Z9KK0BkvQmU9pX1F0AAMAsY2ShQGACIDo4vXCosOkz6q2UpGK1NSCGpWxzCuqfqUOreQqEBpQAl740pee/RCsgSEXRqZJR/8vrsZ89M7v5KQYa5yMIkScIkSYI0TUOttQdghDEWEEICpVSglPLzPA/SNC2Nbk+9F9/SdOXa9uTaarQF3+L8YggMbU4qaZeqTtPNblyu2zcvA0mnEGtpJSJzmgQsymJWkzmJ8lTVCJW1pEUWtKDtPCYZE4VGkQ+eOnvh9NySnfiO7Nu3z5VSelpr7odWUysifvhuSi12/oHX9vr1q2lZdLXnFK02YyzqO7O43zU9kochzJTigx9PbNuwZX2+bu2GfP/BoW2BtWl+9tK1B97hMpILHXh1r7/xudO/rJlkIosGZ4pDrZ1/H5tYCeC+Dqv/EyPZaGNWeJ0FwC0yf7By6/n5a8Lr1JdRQSNyWb56RrrcthA3LfrTl0pBkge++4AhAnaBN+dnlcrSGv75K8PsCTshhCyfgoYxlmRdJrQCRJrDsqyYUmokvhshQCmNs64TQfXSD8dxalNTiz/kloRlQun09LSg1G5rANAAY6xpAgcweUMTWw3d33NCSMMUjsHWIm3ofgartW6bwjFGoNtGpBQADUgpa6ZwjBGgTDdwtyhZhhZIIjmv+j7AGLthCsdcczfH7TtObFmWsZ6QMQKMsruRp1AoLD8fSOo8lrIXhVzXXX4E0LVilfe6GbblGOmLAgbvyAYGSjNKlOe9AdqmMHcSGyNw7sIfc/tb41/YtqrP/PqzsTD6H2JSP3VhbsOqAAAAAElFTkSuQmCC) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFrElEQVRoge2Z2YscVRjFz92qqmtqajoznU4nMSYOcUyixn2iUUdcggjihksQEdFXffRJBMH/QB/0JQgiSMAFQXFFyOKuxESNcdRxzMQ4GWfpdNfUdjcfKgFRlA56lQEPFE0v3F+dPver+90qwKEefnn4/kffXrPzxnuv8FwxqKuBAWBhOn2oOTx15+gDP213xXBm4PytG87fu7M7wjhQFtlDrjjc1cDzs8evm5tbDJUCLGTLFcdZAkFMzhI1ABbwAhleedmYkz/LmQFdkEbeBbQGuC8DmRsnhezMAA9IJAtAS0AEylOLNnDBcWaAALAKsAbwAsm11EsrAcoRGwWoEuA+oJSOnHBcDAoAcZN5AGAthfABEqnYBcfZZTTr2AgAVEHBBQFfpkIXHCcJXL5ljPfVaR0AtGJgXMB3ZMBJAoSAW4IAYLBGgDKKeLVcOlNIG1Pvi3kIaMhcgLIaooZcOkXshTRUOaMABSEUlISor7RLpwZIIBulXMQdjxs01qZQJUNfneYuWE6mkDco6ZbtGstWA1k3w8/f/4j20bXTLlhOEogb/vhAK03TzsAsCAAoUy7E37lgOUmgc5i1v359ZOMvXwVHl5+TDfcNyejYJ+G4C9b/+q9Ffv/B5aNj1EjrqdIEqtSRliqCb7nflDGPZVwbKuL+puH9Qyaqr+gzVpMj6VxtcmpPNP7Oa7tML9BtN4/RZcOyMXN4cX2+QJXNxDxRok3BEsKIeu/D3apXA/ymB7aG668/cp8s5V1Gl+uYOBCKmgy4KD3uSY/7APcA4QOMVwdl1SG8YWTdeRDbRK1uLnnnNXzaC7R5Xr7q4ru/+OaXySx88ykAMUAIVyB+nnd4vnnb8g4Mn8/aMLAkJ5Tk1pIUxMyXHXw12Iz37tt76GMA4GfeMLVjoDW1nVBAK8Do6tWaqhVWJSBLwFrgZHsMCxBaw9Bps+BeB0XaxtyPF3d6/deOT3ozZeYnqzdm4eZtwDMPAoDigIoARAAaAIYBgHoADOD3A7UYIAwIaCd58NnWZC0Kn+QyF7sm963Y/Mmri6dPTyTR3CTg9QEyO3HS5Z+dRoFbH8lw9tUAIYNH2+O1iV4NLN9UrPJq3YYsOLbc0o81mxYgC4BywGqAiep3hFYHbPUdIQClAKFJBJKc0z6y5mr+xD0TTwN4+tzRkdF+v7vVa9IL/CEySBkoFTaAtUFQN5E1OgSVsVJFZLXyagOSTx2kWDlSQ2s4iFsX5i28iCO9GOhrZqu00pRSoEgl6iurxLWqUtaq2ooqCcgcRpXCqIKXshC5liLl3B8XgXj+0CunPfeHIv4rXbF1jFpjQgPjGaJiEshGOISwdUb94MJh3X59Z2/Fd92NY3TFRdl60d8eoV7a6s5aL2uLpDMtkqLtdcrjLLcZT4jkCaU8oZQo7tOcezTf837vBf6//g2d0hTqVdfecBU23r4wmsyIzsz+cGJoQ9k4ts+ffuuV3T2tE6ciJ73QumuSTeu2HPiozICRa+N5QAXZ/AVrAMz/0ywn3ahfT1uEVIuftZ3B6Yk0nDva3eCC5SSBPE3WGQMUKfD5G8D3nwF+Qv90Rfk7cpLA3E/aUzkw8wPwwmMALKBT0fNKfSpyYiDv8tQYwJwo2TIXilkx64LlxEByjKdGA7DVey54SYmbPbETA0XbS7UC2InbuUaLnDE3NeCkiNVxr21U1XwBQNH123s+cNMCuLmtInmqfzOFCFjiggM4MmAylsqi2ggBACHUyRUIcGSAc5ZqCYCc2JBYF5RKbgx4LJG5UCe3oEVniSXABC2NFiUh1dMZUYOTKxDgqogZKbXiOWUAF4DMzD/exJ2UmwQ8olReGQjqAIj51gUHcGRg955d4F5wiDJgcEWt7GOD77rgAA4f8gkR7CAEuPS2gUNf7j/4sSsOczVwI9r07cBajHh+bcdHLy184YrzK3neVx/RliCdAAAAAElFTkSuQmCC) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0UlEQVRoge2YX4gdVx3Hv+fvzL07d+7N3t2bdFOSuI2bbYgWtd2mRnaRWiEURUpaEJuHlkKfBRV90UefpT60T74IPgTUIARbI7qxuIlIqYkNzb/NItvubje59+7cuXNnzjlzjg/TPz6IvREPstAfDMxhht9nvvOd3zm/M4DH+N6vZp//4fn7z3zzBwstXwzqKzEAdDeG320fWD/10FMbL/hieBOw8MT8ly6d7c9aC5SmOH3i0UUvLG8CFOk/mSWF1DkAOjhcFjb0wfEmgHI2pzLAOYBLI/XQ7S4BIrQHjAJMAQR1zY3SsQ+OzyLm6V3AKEDWAMiy7gPiTUAwYevZADAaECEg2rtIwNLSEgBXL0fVJ8Q4ICaLSR8sbw5wwTkAaAVwAcT71e6pgVI7SYmoA4BRFIRSNDoq8sHiPpJaBWpLSwFAjQgIIWjtL3ePgNLYOpcIAcAaDkAinra7p4gJQV3WyIc1ADjUGqTpg+XFATpRtqxh1cABcDGCCbJ7ZqHalI0pc/j694G54xZ6xFBr4I4PlhcHUMvlZ07maO4FylJj8/YGtm/vv+UD5cWBzqH62432KBklzTsAQIWzvdutqz5YXhxIN2n/72ePPNC7GfSnjo1mJ9o6Wnut9YYP1ifx/w7ywcmJhUVuteNG2dDoMnLURHTCRGKPjmrTOo7vU1Gjo6L6HtuqRa4ZRjxu72snRaau3Flj71490379/LkLdhzoV7+xSFuzempzLTlW9FiuE56yUnYpWMo4zVlALOVELS8vf2wufurbj7Ye+PK7zxr19nMgwzkmlRShliIAeFA1YowDlAGEApS+L9sBUkZggy3MdvZbk6efO38Ol8cR0D6qphZOX7lx951hfOHnAFMAYQClUgFCFUNiCZHZY89MZ84RozOWMEGsLcmqUWZVkubv/vLb638EAH7wxDuv1PesP2NU1buXGsh2AGurVljn1bZQ5YCz1bg0AKUCBx+6hnoTMEWfdv/xcD7OwwPAcJP3dSHymTnEez8FnPnRB1eUrA4AQAwAIgJkCNSbQK2BhbABIO5/5/mXOqt79sU/5qaQf7ix0jn2t/PJ4Z3tXBIA+RAY7gDp1n96DI3HXwQeOwUw0Ui6V2tr4wqYms8PyVq/U2pg8TQwfah6cZQDhABc/st5UBnORHUQACIsJBfvzfc35JP8J99afRnAy1/82pHjpp48Hcb0AGNuhnIbgThOiInkRBk6Z2VZailrllJWhM5SEEKR9kK0Z9p07+eLSZzF5jgCapMqtqZpbTmkXNYwd3wAawG4ynlXVi6XJWANoItqa5qnwpSKK0qjm0IGv7jx6v0//XAd+PNvrl0EcPHfARcXFylxoLawYa5ALUyEULdYQ0+9lTB0DsY3796yY7cK137desMot9SaSWeoKB5Ju1GscttXI9IbbNNktCPSZEOkqi+TcigT0+MJJSxjjGU8oDkTNHt95YIF1sdFfhLegnz8Lfcej59cwtGnewuDLZFsvVlfnZxT8fbloPva2fHWiXsJL73Q/FM7Dx945PIlUwBHvhJ3nSvlm8PPfhoYr8jvJbx0o/vmu0fhKLgEyjKZvLM+jLbX08M+WF4cyBL9YBhTDHcsVs4AaQ/Q7/kgeXKgv4XIaINbfwVefalqP2waeNmReRGgcps6B9iyGjsHkJKlPlheBIwSDJyrWgEAsDbIGUTfB8uLgGLAurBVHwMAJqeWBfifT6GAJwFZj2fWfTR2EIoJqnywvAhIt8KuNYB43wHOWE4o8eKAl2m06IvMlh/VQJFRs7K8vHs+IdXnmTFVDbAACGo88cEBPAlwKU+MqjYmogbkKTE+OIAnAYzy1GqAMSDuADJku8sBwXmiC2Eor0TkA+JlFQY8CaCSKl0IxQQQNoBS67H+VvxXLB9JuaQZZ43rQgITzVoeTTR/74MDeBLwp5VlMBH8jEvgCycbaxfPXb/ggwMAzFfifdMPvtW4D3MiqL9y6Ze9K744/wQOvmnDvZ45JAAAAABJRU5ErkJggg==) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcElEQVRogd2YTYwcRxXH/9VV/TG9PT0zu8usd71OYid2EmM5SrQKK/BugIMVWTEHMChyEAlSUOCAUIySAxc4cAgXIg4EiRAh5JAYyAHzEYugiIRdC4RsC5JgwZIYO+v98Ozu7PRsd093dX1w6AWE4LCRpg5DSaWRamber//9Xr16rwCD40un77z/q7/ZffozX58aNcWwTBl+4OEjTiFvPBeMLH368PHrPzHFMSbAGl06ufJ2e2JlAfAb8dSHjk5NGOGYMAoAvZh/UuRAdx2w3ThwGskhExwjAmZnZy1YvcNJBygygNpAY29v2ATLiAClVFAJk2aeAFkMWAxo3pYPjgAhRMjs3Om0gLQLEAC1MTVmgmVEQFEUgeMDcRvI03ItaJDABMuIAK21wxwbS38tRSgJ2J41OCHEMxFQxiASIEsApQCLWkYOMyMCehGvW0wCAJLN0gOUqcEREK/yAIQAAHpdqxRgi8EJodjmgevWAQBppCCFDeYW9en3z/adZ0QAdWSoZBlCUQtQogLbRUAqyus3y4iAMLRCjQwAUB0BlHBA7dzyRvrPY/02CAD1W2VVCY17jgNHvwAwdx1aNlCd7D/LiIB9U056810O9k8nYA4QtSykkbVaxCTrN8tICB28j1zza0UmC4+LwoLtOuiuVr9x7kdzot8sIx64fHb3mcrw+E9Fj6B5KL5DC5peebX6FnDVBG6wB3mvf5g+dB+IqzyvqbzaHguy0OnPvz/PTTzcTsa/BBw5OjVBa/Hhxt687lWzZthUYSW0xr3ACijDqO3qwGKiaTER2h4PnQp3KpVb0FlLrm+17KcvfPemZ145+1u1E+inTn0wuOPYyomLv+D7F98SzvoCorhDYpGzuJrb8dAuJ3ZrLHY8ljqO06aUppTS1LKsdG5u7j9eFnnkqbsmJ+9unXar3XupnfiUAcQCCAG0BrQqizEty08pAFkAWnlwKyGok8CxJ9Irv6/d/e3HLizsRMCDT06H04/+eSm6kQQLv1Ow7NI+SDmVLDs5tb3leQaI3OZ56ncdJ3iNEucsNid//Mvn5zh73+3r3wFd+fC1N4GkA+RxWUHm2zP754yBbAtIIiBaAoYngE98rYVdtwKc/d3P4oP1nbq9t8mgFWeNXQp/mQcu/ux//84JgMZuIGgAtWbhBI1olJDoBK3ixNh0++lTDxz4Iks2hl7cWK5Pt650RtOtUnkWl814dAOI1oHexn8bX1/MMP8CcPwU4FUZX7sc7OjtA8Cee7cOWDT3mAd87Ang6p+AeBMYngSYUz5w0AAqNaASAH4NcLzyO3cIGGoA4/uj0XgteIg98+jCC8ceOvKSDJY/LrPss7ab3DPUSOvNWwrGXMD1y57WsgBCAWaXYURggRAKEB8Vb49whsiO4h8AREFinlUyreCN7aP4yrkY0GXYKr29MTWgUYaw1mVYKQmIApBFhcfrjdcWLzU/xwDg5R/OcwBnAJyZmZlhmZShUsqTUgZCiKDgRZDHwk/XiiAWeUh8MRyM6NrwzVbQue6pQx+R74hc7zgTXXklXKhP7nqiNr71OM+2JgV3ILiTCc4yyd224LSrBFktcsQ8k6081XGyQVe2Wt56tOh0sRW+Mf/qH5aB5feeRvs5jp2cYYRqv7cB8A7hmhN+/sLOMtn/zTDigWMnZ9jej3YPZhFF9K677I9IFS3a6dlnz/e9mDNSC33gsauf98LlbxEiLa1drqTNNxcbj+NZfK/frL5Xo8cfOeK41fTLFpWW1kAW507UioNL58SefrMAAx7QWvtAd1IKYOVvwOs/AO6cBVYXdNhvFmDAA8mNf5/izz8J/PHlcn3zmu72mwUYEMAjixe5zZUENhbLNSmBuE2ifrMAEx0Zt1KRex1iAY3tHpgygCSs03cWDAg4f/F1KGF3iAUMbZd3sgCGPHcwQggAlKRtQspCDChrmaGmHZtgGRJgrQNl5QiUFa7rD5AAwXVKCBAMA/72jShltO+nMGDqer2n2iCA4wN+HRA5wBgbHA+kXbUGDfhVoDG+fb1O6eAI6EV0VQPwAqASAkVmC0ppaoJlRECyVmlrWXZvQQMo8mqLUjo4aTRpeW0lyz3g+gCUd3lurv/XioCpLBS5b0sRxH5tO4wq3nMmOIAhAed/feldnoTz4weAsX3Dy2jvfskEBwCoKcM33Xb7r/wRa5/Ohr/54lMX3zTF+Qck8cTGL2DHPgAAAABJRU5ErkJggg==) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHf0lEQVRogdVZbYwVVxl+ZubM5/3YuXfvXq67y4IQFmg3tAIlNiyrVIPUVkBpf2AMGkJMGyXWaKyxjbFSflhNjB+1qW1sxGDijxJDiR+AaWERLBCLC63UFVjW3e2ye78/5s6ZOTPjj8OmiTHxYs4k7ftn7nsm933Oc855z3neM0CM9sizd4/sH+37zWOHVt0dF4YUV+BHnx8aKtw5/kYYUGLn7WLxWs+nDzwwflo0jiw64II1G6UnWhVKDj8NyGo1l1va3B4HTiwE1q9fP1Avlh6iDnDpOOBUgSCQ18aBFQuB2dnZrXrCI36b+9QBiOYNxIEVCwHG2HIjAXgu950aoJnt/OYtmzTRWLEQUBSl10wB3q0ZaDcAzaJW96ogKRorriTOaQmgVeVOswQoxCe5QVoQDRQLgSiKkpoJuA3ut+scKb/C6ReNFVcO5I2kDLfJ/WYFQARkFjd6RWMJJzAyMkIopVmihqjc5G31IhCFgKqz1aLxhBOIooj4vm+oBtCu8ba5a0DgA5KsCF9CRHRAxphNKbUUhaBVYwCAyoyGgBFIUrRMNJ5wApTSnJULZMhAeYq3zU968GkAVfPe+znAGEunsjoQyWjO87bQA3yqQjVoYee+jbZIPOEz0HbaucwSiijkY/PA14ANO4CE7SIMPM1e7NsAqqLwhBO45wt+0g8BMxXiqVEg2wcg4jtRu5a53K5JZZF4wgl0L1bL3R9MNqOIkYTtGr4LlKf6/gLJkyfO9m//9YHX6yLxYiloPvOle22JgCTzfjYz0O6duZj6h1uTq0dePOOIxvq/Cez44nA6N+jlaF2Z+9V3zzZFdup27L8SGB7eZNiDLL3oDi+XGXD6U/lmr2r6KyVZGVAU9CsaHVCNZkFRXaNZyl24cnzp/S89fqF4O8Df+O2Krf/6G7PPHZQ9wzDKuq6XNU0rE0Lqsiw7p06dYh0T+PJLq9d2L608HAXKelll/URr9quGaykkkCNwGRAFQMAA5nOdHzLASACKCtBW7sLllwc/cvjZzpbItj3D2qavvHlj7ESlcPEYUJ3lNUNlCtCI4eq63tR1vUwIqUqSVAZQZIxNGoZxNZ/PHz1//vzcQiyy90dDd2SXTL4aRvW06wC0BbgtriBbFS7E2g2uLGtzHKw4AegJYO9zQM9ShLSenDPs0ALQEQFZjSyiO9m7tgArPgyEASDJC4PkGj51DeYh57u8L36bP90WEHil5u5dvX9IWLkDzz0ydpFkBipPVWbr6T/9HHjrtU7gubVrwNgxYPMeyJmBiU86FWsIQEcRUn1+UtUZaTeAb28EZB2wC4CZAtJ5oCsHqCaQsAFVB4wkQFQg3QOoWjOpms2HEvb8jj3PrNtEbr656IeL1szu2Lw3IBt3Aczjs+C5vJZ1apx5owg0SrxImRvnHRk9BKzZAvQsBeavpCY6Jd+zorUsDAM52wdsexw48j2gfIO/m+7g/6tGgJ1P+qR/3Tv7ycEn/3pmzw/W3NOmpSeq87Wtqt5M6gnA6uKjoicA3eJrXdX4U5IAyHzqjQSBoiQcWicdn643zqQvJ3sGThQGp+5b92Aon3iB51YyA/QsAbr7+UykuwEjBZjpW/0wua8agCylqxOvd+8jAPCLr49dBPDwhg0b8jdv3txGKb1TUZSsJEnZIAjyjLGs7/tpSmmy3W5biW6gqwDYi4BVG4Gh+zyi6EHHBXsYwDPSTi5goVxYDjx9Gogi/k6SgIWNIwy4DPcpYT41HEbNoltXp/wWxqrT9i9ffOzSlY7PgZGRETkMQ4sxlvZ936aU5iil2Q991rfyyxT3p5+/erjTWADwue+sz636xMQfNbO41qemwzyrzKh+DZE0E0Xsn35bu9EqJaZK183Zyrg55ZaU+mvHR73/jBPb1WIntnPfvUk9zQrV6/qs35Sd40dOhbcbIxYC2/cOa3pXkC2saQxWJqyZylVtVu8KyMs/OStMhS6YcAK792+wBz828Yrb0Fmmf/qjAQsR+JbjteWwdP0Du368e/yoSDyhanT73mFt9f1vjxJtfkhP8i25PA2kco711iigKZ7QYgYQTEC3WV6S54fCAChNAW/8Hjj+M+Bbx4BLJwBvUhMu+oQScOaUuu/qnk+p9syn3m2XwAuajGncluDrxITWxEcP/rnuu6kZWXk3st0HyAo/xXVdf28TAICQaZOyAuSXc9/q4odRbRpQFEX4EhJ/sRVKU7IMdC3ivmVzmWCapqOqqvBtNIa7UTYJiesYAEh08TrCMIy6oijCS0rhBKijvw0AiQz3Exn+nYAQ4pw8efK2T9r/ZcIJtIrJqSgCuvLcN1MAowAhRHgCAzEQaLxjzkQhLzcBLoPdFqAoyqxoLCAGAqVxrRgwJbRunbm6BfguEEWR0PugBRO/hKaVauBZdd3ivm7yHAiC4P2xhE69etrzXXPOTHFfNQC3CWia9nfRWEBMn5gCRmaIwX8TA/Bc0ysUCkfiwIqFgCxHY2YSWLmJ19Fd3ZnfnTt37v2RxADQnEsfgmQXH/wqkMhozO7OHIgDJ1Z79PmVa795tPeVPd+/6+Nx4vwb5AAY2LFR/YsAAAAASUVORK5CYII=) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJfElEQVRogc2afWxW1R3Hv/fc1+c+t89bobQPpS2lqRVKqRWtLy1LjE6rYHToUBmibr6wbLhkbtkf6DRz0YWoGXNxmplJZJnGTaebEZG5CDpRQKqUUkorLfSN9unT5/2+37M/7kM7MZHiDoknuXl6z7nP79tPz+/8fuf8bjmco7bu4dZIeEFhTtki/c70SWXrE2u6es+FDn8ujK5a3y61rO1/KTJfv33iuNlU3Zz8SfttcUuYXLqvv+e4x1KLsDR2qpW3nvjFYNfJlYJklw8ccLTXN6djSvjYU5fdP3gXay3mAGsfuqjq2MHRBx0T4EVb44gV+vcfgYEDgBZzv8VajznA1NTJK3Y+awq8BPCirfCSrQDAWD8gBpxm1nrMAcaP2cvgAVIA4HlbcR1LAoDhI4Csputu2nhZhKUecwCOI/UAQHiA4wXiuR4BgOMHAXCGVHlRppGlHnMAWTMXA/4McJwAx/T7hw4CRgGYU5tsYanHFODGe9tChpEtBwBJIQAM6NmZ8fwUgahwrSw1mQKEa3P1qTFTAQCOAIAN154ZTwwKkFVvMUtNti4kputGi/lWlD1QD8ilZoazCReKRuMda9oFVpJMARxHX5af9H8WZIBSwDZnxoe6g5BVsWzeBYUaVppMAQopvn7aMFFAKWDmZsYTgwQ8H8T8pjSzfMAUwHXt6RDJCy48d8aFCCHo/YDAzPOIzFWZLWRmANff2a66di4OAHII4AXbdyHdH+c4DrkpwMjbKIlEmYVSZgBzG/O1RqGgAUA0TkAEwLWB8T6gcinwnYc4bHrHhlZagKCYTawWMrNoEK3K1lZfAjRfDaQTHggPiDLw6B4gWkEQ0DiAUtiWjnRibAx0ARPd/wvgmptWEI6n5K2XdztmTuqibvmTkTLSMrcm30i9QoTjbCE8NzpiGyBGzlX0tLZttDv6ct/22J63/7rbYQHAzfbBlevapPJmvb68cWpxMKZfSgjXIipGnWPJAzs21bfvfPO96YNKx5p2QYs7karWzGIjSwb0KckrTPHOS499PHbqmZ+9sqRGCZktE33h7pF96sAbf9ptMANYdUdbqOrydGOsJtUoBdwLCE9bxEChTpDTMeoBlu5fwYgf7wf3nv+tp9Ye3nU2wps7K35LudGN7z4PBLRgjnrBEeqJnbEF3pDAK3vNqWi3mZRHXn7iw8RX2REA4MrrVpDlGwZ/oATtViJ4LYKyr4FSQ9GzQHIMyE4CyWEgOeTv60ePAukR4EfbgEUXAeH56XUAzgqA8Fzj+HFg+xYAyGtAvh5APQAES4F4wzHEKmSrpaNsQApIn7uO21MaVz4qnRf75M+P7P/i+fqBV2rv27QT9LbfgF6zEfTCG0ArzgcFvvpa+QDoUz2gj+0rSa/+8WWh2f7yHd9dQbYcjQ1veAE0vgRUKgEFObMeAHrFPZJ9zx+qf3XtLSsEABDu3Nxcq0T6N+94Bvj4b2fzNwQObAfabgNAxYxaZmkAMrP5Xvkyr5zQ+WUNl4Sx6KUCHMuA65pwHQeu7cA2AMfCdB6xLcBzAdsAbNMSPG5wU+sGq6GsafkGIVqV/f5wT2AoUiapHRutEMcXQoBLjDxAPcDIA64FmAUgnwJcFyikfGMn+4HUGBCtAEprDGm24AuWBOrCEUXQTQ5cQYKsmKDUAIgJ6pkAbFDqgVIX1ANcxwdwHdlwLaXg2mLGsbi4VGKFhEIy8GL10sK3FzZTgReJw4v48tKmxfkrxhnq+ZdHATkAECFZCVTUABiYDUA6kRso5HB8fDhZ9ejVKUQX6OBFF2rYtycFADkIyCogqYAgArwIEEKJY1HCUSpUNbmRWE1+vZA7KSeNBRgY7Z+4ydIxnYCkgL+nlxRAUIpGBECQ/E8i+H2UAtQTnYkj2qwLV9mEY3geh0g5EK9TcKLbgOcReN6ZSkaWBFjSxasRab05lBo7VPaisO3h/eMda9pvLbtY6h05MvLz97baAmZReiISMKcauOoeoGZZyXjisDQ+W4D0sGDYzlRI0QJY1mHhRPdXPz+vHqhuAirqgGgcWHQhYGRKH/n93Qf7vuAstz7Y0jDcl2zJpc0LCUiTZdqVfCBTOzlkSMlhIDfxZeN3PweUxuO7Hl85clY1n8f2LHw+FlfvOvzhOJ6+NQUquqhd7mFhM1BaCYTnAaE5gBYDRAWgnmLZeqTX0vkuPSv86+C2qhfeeX23c8ZMfMN9l8bkqF4LKVNLid6aTZAq17EbOZKtMnRdbb0RIFzFc4+vHL33bADuf3FxW0Obs9u0JpBJFCCrDkSZglIPVkHLGLnQZ66NbiMj7E8ORDoTh7W+N57/T/J0O7PeSpzerlvXpkVrjXh0YXqxpYu9z27onnaEtZtaQ+ocK6TGLIEXUDO0P9SV+lxM7Xht1/T+58pVK0j7AyfeE5Vcg6WLXZaBTj0l7Z3ojXWNHwj27nhtdluLrw1welt1R5t03rWTbZHK9BpJNa8HPIAKFi9NVLm2alm6lHEMtdvz6Cep4fAzW27v6b1mTbvkWfB2vPb1N3ZMAK5e3S60/7R3txqZvIRSDxQejCyQn/IXnWsDPR8A4TLft/PjdaufvKXvVRbaTM4DrsXB84w6y3Aw3K3h6Mc57H8TSI0Cv3zXD7VvPQ2MHwWu+iFQWRPqY6ELMDqR7fzHLsfWg925JPC77+WwfQsw0Q9opf646/jZGwB4Xi1MHFK/WQAA4Nq0Uwp8sU9S/WTo2kCuGD8Irw39c+v7BVa6zAD0jPyRIAH17TN9wQjAcf4MwC0KEukMaevsGjOAiZ7STgCI18/0CaL/6VozfWrY/oyVJsAS4FCgz9JDyVh8pk8N+zPgFOujvAKIYuAIK02AIcDbr7xvWQWtK1I+0ydIfgTyilG+cgkAO8z0bSXTypzn0M5gbOb+1KK2iy4UK1es3EiQWQQCGAPoafmjkujMvRwA8D8FXknSRowJYVanttk2pgD5hDYiKEBpddG4UHShYgRyTLnn7Vd3fXPfEyd6tC6el5za5f69rPont1P1UdemPSz1AMYAf39mT8I2wp9HiwuZUtny3IB1agaiFeKnLPWAc/CSz7GkztJi2ZO6csF1pIxtAivWy9b8usgnrPWYA5gZ4Z3qpUDrzYBnixnPkXJyEFjYFH9820OfMk1iwDn4Z48w1/TZ3AZ+6rzL6cWuK2ZKSoVJLVLyYf+bCzf2HRpkuoABhgea09u9Ty+tD84trM+eVLfmTiqJv/x675eOgyzafwG/YhI6w0lxmwAAAABJRU5ErkJggg==) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur35766 1.6666666666667s linear infinite forwards;
}
