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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2WP2hTURTGf/daQqjRxramoaKgaFs76aS4dHYSUTu1i+iqKIi4iODg4iwUxUEURdTBSScFHQSR+hf/DA6FGtugJrWtMU3u5/CukiZ5r4mtTv0gHG7e5Xy/d05y7oVlLWtZTUrSEUmjkmYklRWo7Nejkgb/lfEuSd8kyeW1kMYl7Wokr2nQ/CJwUGNYsxZ4Ajhg2sdK7QWNgdmAAy4bYw4vCsCbHwLgGTBV8bDkIarVDgz8WV2KgogE8GV8BFgehGya9iCVsj7uAcApx4BJ8tiYWrtIAFdWxljSPCV4c1tnUxGYDQFIAgMgR86uMB3UNqxuSgAkDRpLmhfAeyADjAOTVRtbIjLmgC9gLEmX1fF6fuEAjlMAvKp6MOdBfr9LaAavxz4mGG4GwAJ9kYkzhPe+Ut99jNFDbb3C+Y0lxngkAkxUQESZB4pvZFOsemdUBWxNv8MgZqpMf38qvjMWChRipznTEAByQKoBgGrjeloV5Mvwyb7hdcMVKLCuCYCF5CisJcV01eSqC7CP/VDkwxLawzQfs0xyn3sLA9zmlmOM60tiHExDdIURgj/vvGEU1gK3pXfLBZWY0rbF+WscNMvkiqPmLlC8wc2FASS5TjqLOs8w/cDQX7oPAT2gIY6tob0IFPebA/O2RJ0FLUDCvdeI6SG4ZFxt0hzQc+7Y7eYEwWCeklSqPJSiBmkJKHT1dh3VO27KgbYB6xszlwvM27a3nQQKBEdWqd6JGCULJIDu8rAG3YwmJMm98Peer5IeSnoXLF3Gx5/Kl3fLN4DuXvoS1BnDjaoFSHTQ2b2K1ZvLZ3XcZfXWzemH8zdCV5bcnH64rN66azoH9AObO+hMA6tPcybUvNF6WKAVaG0jGc+Ti3kwu5IEADPBgHEErSt2kZ5NkZp9xcuCJBdW+mYaYr1pvIt0bILPsTW0W4ezeXK0kSRPrkRwRSn4WKLOJWSxskBsBzvjQOtW+hMEv5NWIA7UnHj/WvZ/Gy6pfgEDb3TcDR5KRQAAAABJRU5ErkJggg==) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC70lEQVRYhe2WT2wMURzHP+9pJptaurR0rSCk9S8icSIu4ugkgsahvQhXQiLiIhIHF2cixEEIERycOBMHByX+hkRCQrERu9WuNXbf12GmbLcz09niIOk3eXnzm/fyvp/83sz7PZjWtKbVoiTtkzQoaVRSXYHqYTwoqe9fGW+U9EWSXFmT6Z2kjWnWNSnNzwK79QxrlgD3YyYOA1tBb8EsxgHnjTF7/wggNN8DwMWGgYURkyuAD+SAzb/enkuCSAQI03gHsOPM4yDGAMa0DQCnEptMjrvGTLRLBHB1DRlLPtIcYB7gNcQjQK0hDjMhR8nOMJ2Aa17CxplL6jOWPI8SCIvNxE1xCfgMxpJzRR2M8osHcBwB4HECAPxOuR8BYIG74XOWgVYALLByEutAY1nwm943r+yxHGhLC4CxeLxJhQBVxu999KqZpSzzmkeTMmD50AKAbWgRMhaqVL2jHEsFgByQTwkwOvkUORjivX3Kk9QZqLIkJQDA17DFyVGdx3xGGJlgNEHb2QE+L1uwnwjS2ABGeF3kk7vNrXH/SiTAda453nJ5SgDN2hp0usCZqOG4LXC9K3pPqcaw1v6Zvz6CKnyasd/cBPwrXJ08A5JcF12+TjLAGqB/iu79wDJQPwfmMNcH/B1m57gpSbWgDci6VzptetgFEFsT4swBPeSGXWcOERzMw5JqjUUp9jckOFqq3b3dB/SCq3KgtcCidOZygXnHuo7DBHWyAtSiKmKSLJAFCvUB9blRfZQk9yi897yWdEPSvSB0Q2H/XeX6FvUDy4HCClZmiTiG06oNyHbSVZjF7J76cR10RT13P/TNhTdCV5fcD31zRT13l3QCWA30dNKVB2Yf5Visedp8WKAdaO8glylT8kIwO5MsAKPBAeMIts7vJl8pUKgM8qBKxD2gVYAxiDYgs4CCN8R7bw5zrcPZMiU6yFGmVCOoi9WwryWZT1UW8NazIQO0r2J1luA7aQcyBHekpI/7ryuhBv4H+gkZv2syqMbWEQAAAABJRU5ErkJggg==) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhe2WP2wURxTGfzOcTidzwf8wNhcrUNiAILFES0NcpEiVgsiisJuItCQgIURj0aA0qRMhJAqUCISAIlVSRUqiNFFwkCBAkJBABIs7EWw4H5fl7n0Us07s8+3d3hFS+ZNWs/u0M79vZ3bmPVjXutbVoSQdljQnaUlSXUH1+HlO0tTrAu+T9ESS7FGMfSCpqGb6U9K+NOO6lPAzwEf6He+uAfWGF4aAbHw/CboP7i0MOOuc+7jV2D4l/BDg3dUmcIDSivvvwZX+GftQ3D9RLWcgnsYfAc9XbZy+2fBcA94DwFRk0g+7Hzo2YHXNO89IW3gzAxFhWSZBxoLf4AYBa+yWuASSppxnhF9SwJupCiwAJXCePivpaDNesgHjBAC3u4Qvf+tPcZtnpiMDwK4u0AFebRLPsgPINDKTDHjnyXIvJXQr4acrJ8CDctvYnlsDSjIAeIopDVRieC35FechIsrMcjLdDMiATSkNWMJI/t+4DOZ56G9wPZUBgCo7Uxp41gBcAV5hsjrEFsqU13hcowN8CBF/pMSnU5m7JYr2Hd+2N3CZS8YDzncEeJYQ/yA0OsfpOLLqMEpaAhsfH/9CNZ5q4hVM9IXEpArFDZ+4b4DoAhfbG5Bko4xG+pwZ3gamOzSxfO0HRkHTHOlnIAKig6wuF1rlggyQtzv60o1xECBVTlhWbFq/ccXvdccIB/NTGjZrq11QA6rD48NHdIuLMtBuYGMb8J4AlwV4797e44TjqdIITyMP5IFCfUZTtqRHkmS/xnXPz6srInsct39rsf6+poExoLCTXXnCjHalDJAfZHPhDTaN1U/pUyvppr3Qc4srQqtL9kLPraSb9rU+I+SRsUE2jwD5WU4mwlOVZLGJLNDTS1/PIgvZOOY3kgdgibIRtpgB0TAjlQKFyhxXV+bGrg1AWI4MkNtKITvPw2w/A94wv8gC/QzYE/6qEf87hJKk1grerTyQ2c+7OaDnHSZ6gOUrR5iptrXmfyJJSPpfWK9NLwE/8XL3xSwQlQAAAABJRU5ErkJggg==) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8UlEQVRYhe2WS2gUWRSGv3vTNE3smJea2AYUSRwXKrhzXPhYunKhBBfJRpytLxBxI24GN66VYcCFKDOI48KVLtWF4MKIDxRFEZ1JMIHJg04by+7zu6iKpDup6upEXeWHoqruvVXfX/ecuvfAspa1rAYl6aikIUnTkioKVYnuhyT1/yjwTknjkmQfI+w7SQ8lFVWr/yTtTPNelxL+J3BYT/DuSZ3BW0FN4LZgwGXn3G9JwzMp4UcA6sIBnkZftQUPHJFEkonEGYim8T7guZoCXqsBAEyj7PVd7l7DBqyiEefpXhR8jgkZE77JdQJW2+3jnpPU7zzd3F0CHGAanKfNxnRyIV68AeMMAB+WaOBhdM4z2JABYPMS0bBuznWWTYRJX8WMM+CdJ8uDRYJX18BD5dazITcPFGcA8AwvEpyd3+U8BASZs5yrYsatA14GrgC8qQNtiYDzvq1aMhhh2D/nWaoQAMzwawp4OBKmgCBhrDGzmjUUKVY1L2jgAAch4FUdfC0ASsAEUIyuS5ExgCJvxxi1O9yub+Afbhj/8lcisCWhr0w4GwGwP2zSFf6YYzXZAGB9fX0XVWZKOxJtJL+lDfQeVGK06Zi7BQR/c72+AUnWQ0+gCwyykdk1vXETe4Ee0AAn2ukIgOAQ1eVC0l6QAfL2WpdcL4cAqvaEuBAY0BbBAT3mpt/uThFmxxRhgBJ9z6oMzHT1dZ3QS67LQDv4FtNY7QrhshDeur31NOF/UqqFp5EH8kChMqh+m9ZHSbLX8yogSZKNR+fPmqzs0wDQCxR+YXOeFLVHnDJAvpNVhRZW9lZ+13Eb0wv7ok8WVYRWkeyLPtmYXtg1nSfcR3o7WdUN5M9yLhaeqiSLTGSB5lbamieZyEZtfgV5AKYpGmEGGBB00V0qUCgN8WiGBeqARg1AGI4MkFtLITvCcLadDm+Yn2SCdjpsnP/LRLlDuAqUk+CLlQcyu9mTA5q3sq0ZmD1yhDOVlNzfT5KQ9FNYP0xfAWoEaXGf7wapAAAAAElFTkSuQmCC) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219354 1.2s linear infinite forwards;
}
