@keyframes rwdcur245529 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhcWXX0hbdxTHP/mDqZ1Ji4uxVcsg2NHIECOW2dDVwkZh4MM63MrW9a2Ib3uuY30R3Fuhr51v6yauZSujUBA3nBUzUKpI1WwGC0PDvMmk5ho0Nje/PcTfz3uTmygU5oHL/d3fOef3/Z7z+51z7wUQe9eRiBMglxccFQmnHBwVCUVg/LcFMpmjISEyGSHy2lUxNvZcZDLifz0Tjj0C5P72ATC9FkVLJvj8sytSbyfC5P9a4gaIRheYn9ABOBVKMNB3r5KPCJ3oAWBp86F4XRJuAC2Z4FRoFICBvnssbT6kzMIidKKH5PYcWSONv6qZ1G680nYdSE4aCIAfhkcrpV4A+KuayRppADwuH1kjjcfls108tRs/kISsgkpGAhD+qmYF7nH5DgQH2NuqigfaaRo7TNHLShB9naNyIQALYCVwKV5XoCIJ21QLUbD3uetpqrkEQHJ7ThnUVbdZHJLbc5Y5aZs10qRz6wUgh8MWr3hCpNf/KjAPnFUkzJEWg5cjsbo1ocB1bbmwVv3bJZjmLbCIdJKR1FW3kTXSrG5N0BXqVbquUC9doV6lk+B269iJu3hi9ukDwu99opxlFD53PencOrq2TGPDRbU1AN9Pf8FaYhJv4KyyKwafffrAlkBxBhxdPV9ZjHVtWRGR4NfP37c4XT9/n8aGixa7YvDua3cPRQCA7mt3SxhLcI/Lx+9L9p1SkjCLBC9XMbZVIOv98ciXFlIzT4bo+PAmHpdPHTjZFaUOKPGT4HaNqaQKoNDtANXxAGaeDBG8EKH2ZItasK66jdWtCaVbiU4pElLMkdsRKDmExd1OEokOjxAdHmHj5aIiIetd6opBzQEcRoS/qll4XQHhdQWEv6pZPfeG21VnBMQrPWWxMet6w+1KV87GDGppxandOLqhlTCLtIW4cxuEENy5XZjbeLmoIjTrIm2hEv/UbpxcLqeuYhK22TBnJBZLiM0lr3irCbG55BWv9JQlC2ZdLJZQ83+O/iIAkcvlSi5JouQMyGwAImukuRHu5MyZ01RnPuDFs4LSKDL2vrmvc79xWs0HL0TUuP/rb9R4cOCWGpcjAOwfpuPxaeAWuWDQopcH0qj+FvfKSsGWaaWvPdlisb/y/lVGf/25JNJyImQ5ftraUtbou9k/uBHutMz9OL+oKknuP8D4eIzLl88B4Ha7ARyHIuA/1spaZhKA9LPHJPKDNDj7AfC1dxObidDg7MfX3g3sfyk58ZAni25oioQZHCq8DSWw/1iretYNjew7HQSah0jkB8kFg8RmIpzrmFJjKNR/U80lGmretby07KQigdTOPGuZSWLpn1R5/jv/McbxWgBWolMAJHf/QYvfpDH8CN3Q0A3N8kqGQvrN98OI8LoCAhALiQ2xY+TFjpEXgFib/UjsGHnL3c7O6wqI0Iketc7Y2POSRlSpChy6odk2jMbwI/aTVz6JuqHJT/zyIBW1+2ImctAXdCW7kh+Z/wDbnH3OXLO0LQAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur245529 1s linear infinite forwards;
}
