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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTElEQVRoge2YO2gUQQCGvzksfATxhdFkJaYRRLCx0VotrOxODSoivqMQbRaLaKkgNgFBrESwCARsBBFExMKI5NRTDFE3uEnAqDHMJYKeEPNbbHLJZS8qAbO3MF8z7OwW/zf/ziwsQNZgrMFY4DApxrbzWnfoUS2egBNJB5oreorVUXw9JNDaFMsojxWgZnw9I1BdSmX0bkIE0Fl8vSFQfQplNDBNBJCPr4AeedSnSkZfZ4gA8mlRQE4edamRkeVTTASQzykFPJbHmlTIyBKWwkuaIXNEAffkUVv1MrL0lInMlPkY9iugQx6rq1pGlucxkbhMnwJuymNV1crI8qSiyHQZSRMy1+SxsiplZHlQtvqztTIlc0UeywUcSi52HFnuxjb6bK1MyrzlgoCRJINPZ0E0FInygiSMMRhjSnOWNmCMgrkKjLGIXwzxDWA8idCVmBD5DoAxpuzmpMxL3tPBC26TA0RURbEAHJ/XtH9Blhtle+E+Z8pep/4wVDctymBGAA9YlmDeimSi4UdpopdWxinSSXNpbl1DA58ZJsvGpcB+oDC/Mf8NWS5rIAz1hYvaw2YZjPKcrNDKAWUww0BNwpljZIDRfgb5ub6NHVynnVe3hM5f4hGdNJUejPbFKFkaVwCnkwr8J5qIjtFhpj5yCzOYwW72xVrJs0vAh4Syzolze2lUZxRcgPrCUGL35HVqqMlghvLsLDvRcmxNXSMABzewRF1sk9iuLrZoE4tFSn8bHSNqQEAvKZVwOBwOh8PhcDgcDofD4XA4HP+R3x/TqFOyEXlKAAAAAElFTkSuQmCC) 0 0, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur176474 1s linear infinite forwards;
}