@keyframes rwdcur250536 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzUlEQVRYhc2Xa2yTZRTHfy+ZKcIipnLZahndnILCRPgGdAVlIV4iRja8JAS8JSphrMNszhD9QmRc4srQiGaJRoIxcWx8gBDj5YN5S/xAZAFHYHJp15UOGAM6Nlxx4fihfd723dvbjB/8J02e95zzPP9/zznPeVv4v8Jb1yr13r2SLSaTv967N+fenJBxSEciIhaiTPZMKEhHDLDrKQ2A46fMdk3TtMQzAGuqnwcwyFp8tYQjI/lwWwWIiHz78r0AvHUwfmbjnUYA1k7XjJgt9Z/S4qs19m1peAMAp2MqAMGLA6RJWnYBivyZfX8B8GF1MQAVC4YBaO9uMIS0X4sfHo6M4CqbwYPFUzh2rBenY6rx7atrVkMiM4mkmeDbszlpVHU78NJkGRwU2biiSFpbvpa+UEj6QiH55affZd+mQpH+Bql5wNIeBnQ9kNGXCkt/iIjsfBKDXBErcrVOJ6Lv0rDoekB0PSB9l4azitP1gIXc0oTjMX3GffScvZo1xu12pbWHIyM4HVPx+4O4ymbQsvsrc+qBSWpx/BTY7zRSsWCY69djRoDdbmPuvJnMnTeTP7oLTQR+fzCrMNUTmcghQwYGrkaBadjttqwES5eWZPT5/UHcbpdxM1p8tYiIaJqWVggiEq9tf4Ps21Ro6oO+UEg2riiSwUHJ2ITpGlDZxveGmrLeulYpAOtIfWfru3zx8WMARtq3dfSz0vMEFC1kjqOE3kjI8iVUzVUGRMSwpfp8ezaT4DWXoP2aGANH3XuFtY9oPFr1Cme6z2C3200iVJOlwu12mSZi8OKASVxnx2H2tNZpBQlFGiAtvlpjyCghqeLmOEpY5llmEeHXu/DrsG7DKtMeRagEpROaOgnR9QAAlZWlhhCFHc2H6I2ETCIUNj4+CMDn3/xI0wcvkg6pN6az43D6RlQTMRS+ZWqi5u2dEj3SJqNDPSIiUlI8W0qKZ4uIyOhQj4wO9Uj0SJtEj7RJ8/ZOUxP2XRq2fFJ7btJ4EeHICJqmGfXb0XyIpqoxbB6PKRO9kRCxW38a+2weDzaPh6aqMXY0H0qbBcAyDyxp8Na1ynuNbxK8OIBf76KpagyA2LyFGQ9Nhe3sybjQn+PVdVcuAjCGEZBdQKIMVNesxq934SguMnzr54eJzZwL9snJDddHsV3tYf9pp+mc9fPDhpB1G1blPwlVkKZpcs+v3+HY/Inh23/ayXp6iNmT2UhHnoob7bth3O1IhbUTU9C4aImcKykjHJtENKYxzSbcONtriqlYONvkd9ru0rn1BcP//ts+/l7+avquJ4+3IUNRnIATuCs29FNthuv20S5eP9CBowAccjf+82Mo+SLLRQ45MgDxLOz8sh7AqP/to10ATHl2UTIw0QuKGGBX1285z88ZoESo9cOlcyz+cwFzWfIhVshZgvLSSjkxuZzB6DU8i1fSPc7/dE2End4I88sqCF0O4Vm8kvKbBXI+oOclwjKIJoofDjostueWVVNeWpnXz+KsAspLK8VVVP6vhOUrImcJhkaiEyI+feHkhOJzzoGt2+J/OpZ4v8/rwBMnPjPWHy1/LWdD5nUN1bozWoBrVrIkwf4LuIofSj5fOc+aaWPG8392DRUK758lLmf83RAMX2b45hUtnW0iZ/4DTxJtogGnVIgAAAAASUVORK5CYII=) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzUlEQVRYhcWWXWxURRiGnyFg1TaFLF1o1wV2S4VAAW3ihYR2Ra0mauSCQjTG4M8NlLTQJaFiiN4QbKGm24JJMRqMBGJiW5qgEoNeqHuQRBIagUpAoNvtuhXarbR00SJ2vDjM7J7ub/HCNzk5c2a+mfc938/MwP8MkW5QSiktxkKktb8XTE9HvPcpk+/0WWu/EELUbW2V6fRIKWlp3ZpRcIKBlFIeeekBAJ5r+xMA2+16ANYvawKgfSjmGMMI4Cq2AxC4Okh5uQvDCNDZcQwgowiLBxS5In6nqgiA5cvGTOLz200hBYL2IUkoHMVVbMfpyAXQb1exnap1aygvdyGEkAC+li1JhSQNgSLf2OI3PWDLAeDA7qVs2lmtbRThZDgduXqs2Ver/y+dEKSUcs+TyEhEys2rC2V/MJj0aavJk3Jgu1w3G6kwMTEh/f5emQ28dfssiT0tlQcUhofHuXRxMK2NEELHPh6hcBQw88QwAmzz7k+YawnB6bNQf7texxxgaHCURYvt+vvc+TzLAsHQTYKBCADzXbMtY05Hrs4ThckhSJkDCgX2fO2BAnt+UpvyclfK+fF50uyrRUopU1aGlNKM7cB22VaTlxD/zasLZSQidfz9/l7Z1z+q29kiPg9SemDTzmoO7F4KxNy+q3OApz2PQuEjLHDMpy8ctMwJhaM4HbkYRiCtV+JhEbDNu5/2Icn6AtNDqu4V1i8SLKl8mQvnL2Cz2bSI+M0I0AmZSsTaqhcBpK9li9ACvHX7ZLOvllA4qnc6JUShfUiywDGfVZ5VCSIaG7p49bVnATPrpZTaI+qtcLTzC922lGHd1lZ6r1y3EMY/hhGgLxzk5A8nWbJsiUXc5hURDn96QnvAvXAO6iwLXE0sY1UN0yZ3VFS4tZGq68aGLka/+hjD3w2gRQwPD9MXDjJ+85IW0djQBZjZP++hPC3IMAKEwlG9NyT1gMJkIyklOR4P3ppSGt47qkXEk+d4POR4POyovKNFKFIVkmRIqIL+38YQQmgRjQ1dvP3MP4xbbKIcOXQCb01p0kXjRUAZrmJ7SgEWD7TuqxO+9z8BzLgZ/m52VN6xTBBCpCWPF7Gj8o4Om7o7NDcdtOyGSfeB+KQ51OM0Gz0RNpSG8L6yGGz3x4yH/yLn+sWYHeZ7Q2kIgD/am+BudTQ3HUzgSiqgs+MYVevWANDW1qT724Ch6xGL7XJ3PgPRGZa+6mrr/qHIkx3FCQKUkRBCzvj+M4pmxQ6Yifty+O7bj/T3rePdvHG4k7m5wN8TAEy7Pa7//q2NPmq//CYlOWS4lALUl62Uez70AjA+x3T/reNmXB98vixmeDcUihjISJ6VACVCtR92L0gY/7W3z/K9t/uUUAdOOvKsBZS4K+Q8u0lcVOC0jP30y4+UFi9ndGwEgP7BPi73+rO+vme8EZW4K6SrsIQbYyOsWPQYdluh5dnf8jg9V8+RnzeTG2MjvLCqihJ3RfKivxcBmfB1hyOhbyoi0gpQf38vyFZExivZaHRkSsQ9V36ekn3aZKkvWyl37noTgJV1n2e14JkzH+j2u0+8zt7uU/+tCuJL8OjIdFxzYyEJDFzBVbQw9n3tMmtnxs6OTORZCYhH3qy50uUsNMlCvzN245pI1jeVNf8F2HG90Ri8L3QAAAAASUVORK5CYII=) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHElEQVRYha2WbWxTZRTHf5eMDGGKGW9bGVv3IoTsBZeYIFkZIIT4EjRhoEZNRL6oy4CWZNOE6BfiBizZxtCAgWgkIJG5QiQshhgDtECCCdtgOMfG1rVdB+xFVlvcYNnxQ7l3vfR16j+5yX3OOX3+/55znnMfhTAQEQleK4qihIv7P5AQjnjfSwG+367r7cFCzDv2SzRdtXXb4xKtBYmIHH/rKQBeOfg3AMkPKwDYnFcNQMOgsNNyAICa2m0A2O0OjFnzAEgzzALAYq4HoG7/jpgiEoLJVeLPSlIByM/zBYjbygNC5io0DApujx8At8ePyWRERFCz4fb4Kdn0OiaTEUAURYmdDRGRY2/OkKEhkdLVKfJT46my/TXfSmtLp7S2dMrBsiSR/nLZNAeJBVefL8RmMddLVPK9awghdzmdumcqIsIhkohpTxoczpEDGzetjZqxcLDbHVH9NbXbCCdiGgS6PflhBfl5PlatKdIFDA+PcatjgBttSVEJTCZjiAi1V+x2R0SBCU8azv9qJy+/gMVLAp09OODV3sPB7fHj6B4AIN04R+dLM8zC7fFrp2Rn+VYACWlKEQnUtr9cDpYlSWtLp1b71pZOKV2dIkNDErb+atOFa754eiEkAx/t+phDXxQCaGnf3djP2uLnIWUZGYZ0ej1OLbXqv1OzoM6CSBD9kNUPos1zA0v13KvYnFfN9HVv097WDsDw8DC9HicTExMAXL7s1A0ju92hzoGwsJjrtSGlZUBRFEUey1OFqGgYFDIM6RQVF9He1k5ycrKWCVefH7utGbsN3nt/PTDZkJFEBI9w3TFUx2zDoOgeV5+fXo+TSxcvsTRvqW6z40fPUVowRGnBEMe+OwcESiOin5gqVF+IAIu5XtT5fvFitxasknjPHtFEqCVw9QU2Tiwu1okymYxkZs/XSqT2B4C18YwuVpeBHdvrNPJgiAinB3KpqrTS63Fq5MePnsPyTjaJf7RyeiAXQ2oKe6pOAYFeSE97WhMUPAeCP1KagNq67YqiKGRmzycrZ4GWtj1Vp1hoCHycFhpSqaq0TpKX5ZJ4r4OjN9O0zYNF2O0O3B4/druD8fFxXSkiwmKuF6f7L7HZeqSq0ipnfY9kebVNjFkvy/Jqm1RVWqWq0iqj3g4Z9XaE+M/6HolcPanF2Ww94urziavPF/Z7EDIHHk8p2ViyQWfP+KGJ0fOXsJTlhhWu+lV8um48kMFfmjFmraem+puwvwsR8CSOvLuFibFp9DcdZnaikPdVr86fv2yRzn/EfohXd72h+f9sqKbmnjvinSCsABHB2niG6RdOwLNzSAPSgAlJxHb9sBb3oKmZD441YkgAg0yAAN4xzf/Jh7VsqP8+pPODEfWmYjHXy/QLJ9j7tQWAsflLIHkGD5qaAZj5auFk8PAoifc6NGJAI492I4rr4lhRuEJrnucyM0L8nT36suxrvqKoDRfrOhaXgJzMlbJoXoA4dW6aznf198vkZuXj9Y0A4BropavHFvc1PuRGFI7cmJLDfd8IBYtfYF5yiu45UPciN7tv8EzSbO77RnitqISczJWR74BTFRALP/9oCLFNRURUAeq//zeIV0TMOeD1j0yJ+Obt1inFR22WisIVsmv3VgBWmE/GteG1a19q75+v2sK+5iv/7RQEH0HrSALGBZMlcfTfxpiaPbm+28XG2ePaOhZ5XAKCkZO1UlQBjrtddHXblHC2qewZsweCcWf4FjNmeh+/34lomwr+AfSwajIRL93lAAAAAElFTkSuQmCC) 6 6, auto;}
}
div.testarea{
animation:rwdcur250536 1s linear infinite forwards;
}
