@keyframes rwdcur122366 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1UlEQVRYhdWXXWhbZRjHf2+SkzYpTfrBtLCVYlc2OpGW7UL0SluUTRm5KdiVVpgo1A+YINPBGnVrwYuJUrSoKCg0FjfxomDdVdyFIFOwrS1TOktr03QfbdL2pGs+TJrXiy1ZT845adpliH944bx5n/M8/+fjfc4TKADSPy4LkftfQgDI3kFTD4W3S0j/uBStzeK+sZC9g9IU/vHsguKnw6bZTV+HwKJWoqUJfvydTASKHQlLQVI/TxbTZh4CgUX48uLdfUsT9Png8UfuGwGb4a+bSfR03iZhgs01sZP0GKdg8JSeiJnxliYy654KVHMTcp8739Mplv7xu+eZdefWbMduNgXC2yUkSMNnAwKbIbxdIl8vyQdtCqaCCG+XyChlKmhutLVZ0OfLyhcFuZ5m9luFdafhhwL6QG4HzDUiewclPZ2aZlVUArkd8D/phEZGPeqQnOtvkTOOL/J63873MvDxU7JdjBimR0vg+BFDAma5ja9FqY+9aNoDPOqQHDg/iLPSxds9PYa6tQRMGo+Zd+lUkvkqH/T5eO6JOd35h59/hr1UITj2B8l4ogACJhEwg1JaQnh6FrXxB84NfKQ586hDsqp+D8GxKeyOUhwV5fkJbFXtuRh2dwgpJbbSEmKrEWoebiAx2iYTo20y4e+WX18aIbW+TlxVsZc5OPnaifwEdlLtp988hcNdjsOpIMqqsVkPIaJ1pGJRUtF1LHKDit0PYrVZTXVoUqAzukVKLlg9IpJq4FqqGuvexxC1zaRdD6HeCPHTrIvlSBzXLjevv/Qyw+4OQ4c0BHRh3+JrCDCjSG4uhu9os5FaXSQST/FVYI255QRRNWpqXEdguxHoUC7KA84Qu5xVhMd+IT5xifTSVarKFN7YF+NArRuZTuveaxcj8s93Dkkdge3CUV5G3d4avrvqZGIygDW5TElFBYpipb5SIRpS+Wv+sI70p9/6OHP2LJAzEWXG782pyDeSh2aDLHwyxZOWNWQQJm+VUW63IDY2WAntYeaBt7C4rZxoGJX90weFRx2S718Y4JVjr/KNPHK72PN5WMj/gUdvnpfnzpwmEt9g4dZhSu2VLKztJqgcpHVfgGeevozNmuIfNUJ4JkBMXWe/99eszuJ+WH6rkb7+FwCod1+mttGC0+UEQHG5WVtapbvtmKYojYfSHeJowwc0Vr8LgN3pwOmqy54lIyqJVVV3I+6pCHMx7O4QyQ1JIpnGUekimUgSXljm+t9LqKGI4TtFJQBwvPsk84tRludvsHItjOfo81yZmCM0u0AiGtfJF60GlJGVgsex5LOVWbv/ApLqCCAy1A4cAAAAAElFTkSuQmCC) 1 2, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVRYheWXXWibVRjHfyfJmzYJTfrBZmErxa5MOhkt24W4K2lRNmHkpmAtrbChUD9AQSeTperWgRcFpbgxRUGxMbCJFwXrruouhDEF19qh0llam7ZblyZd39SmiUnzeOGSNc2bNF2WK/8Qck7Oec/5nef5PycJ/N+lAKRvUHJO6O1WMjImqq1FlQLAkm55ugwnyKH9AlAqCEtGb/I2+AOZM1qb4YdfKVUETAXNunqjFHsbAPgD8MXl+/3WZjjrRfV2l+T0sDkFKW2E8HQhh/aXzITGKRg8mQmSJwUyMiapV1Ek0jcoaW1ud31guLiMjEmGHgAinQLV260ExLA9MiZ438naPOWRtDxd2y7XzBRMzKUNp3q7FRNz/32+0RMGKsakhZXhsSPZm7a1qIdRIVsCpPK6+R3un1z6BgVPV/EX1mazpfr5zJU27ANWQWYEDEINlOwazgbYwmwb5dZ9MjPQKlO2z/OGvoPvxH/uaelQw4YRKigCuRRdidCw9iK0Nhumya375PzFQexVTt71eAzXKKwKciiZiDNb7YWzXp57aiZr/KPPPsVarjE3+jvxaCw3wMardDtm0srLCE1Oozd9T//5jzPG3LpPqht2Mzc6gdVWjq2yIjeAamtRqRwWarghV6cSESzlZawth6l9vJHY9XaJXW+X2EiPfH1lmMTqKlFdx+qwceK113MDpLRdt596+yQ2VwU2u4Zy1GAxH0RF6kmsRUhEVjHJOpW7HsFsMedcoygPXDK7VTjRyK1EDeY9T6LqWkg6H0VfCPLjtJOlcBTnDhdvvPQyQ65Ow8MVBQAwpQl3AqF7q1lILAcIRxN86V9hZilGRI/k3HxrgC3KslO7LPvsQXbYqwmN/kR0/ArJxZtUOzTe3LvGvjoXkkxmPdehhuWP9w5KXoB83wEp2Soc1O+p5dubdsZv+DHHlyirrETTzDRUaUSCOn/OHs6C/uQbL6fPnAHu/S/IB5HPmG7dJ/0XzrEQWEEEHJUOKqwm1Po6d4O7mdp5HFPCzNWvdjIweUC5dZ9cuOTjrVdexRc/orYEKERP3Lko/adPEY6uM//3YcqtVcyv7GJOO0DbXj/PPnMNiznBP3qY0JSfNX2Vx3p/Tu9bVAQ2y/RLrXgHjgPQ4LpGXZMJu9MOgOZ0sbK4TE/78xmmNP5VnKLb5r1wtPFDmmreB8Bqt2F31qfH4mGd2LKeVRFFl+FGDbk6VXxdiMWT2KqcxGNxQvNL3P5rET0YNnzmoQIAHOs5wWwgwtLsAndvhXAffYHfxmcITs8Ti0Sz5v8LHGPeA8Fwsz0AAAAASUVORK5CYII=) 1 2, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur122366 0.5s linear infinite forwards;
}
