@keyframes rwdcur70892 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 13, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhe3UPWsUQRjA8f/Mzs7O3u7dkYsJh2+EoEYMCAppxCIgdmKVT6Ag+QQWFlZWIoLYSLTUPmCXRrATbLWwCigqxIvR3F5uX2bHIigsYrmLxf67KYb5PQ/LQltbW1tb23/X9VXX5HOyclpdcQDLD3caQ/wBqAd3HFKA9tFRyZkX240gDgFrV11RTsEEYAK8UtDJYtTzx7Uj5ODGmqN0yOEQehGcOoHFI0x81GAO7q7XijjcgFaY46eR167AkRmSfoIeGcz8InJxgZtPH9WGEACdSxfdNEvpbDxj/PIdw5XLyM0tol2PnbMfibM9Pt1/IuoASAAnQCsfWQjk8oTwIKSck+SBRe/2GFk4eftWLVuoTBW9ee2cyzn6dYnw/StGk4TP99Zrmfx31f+ALJHKkMQ5vu8zG3XrfPtvgNJ9svEXMm/MNADP85oFhKIPSqFSQyGmZEHRLMCSY5MfeIWPzBUW2yxAlzGMf5IG35ElqEI1C+jmfYJj58j0N3JzgGtgA5URrbR09QLOOJz8QK7r/wYqALlv6EQD0ixB6xmsTJsFJFuCXhkhLgSwr/Fi+a979QDOpyWzkWDvrcf2xGHnde2AX2g2jaxMj7DIAAAAAElFTkSuQmCC) 4 13, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhe3Vv2sUQRjG8e/s7I/J7t3G5ExykGhErAxIGkUsLawCgpWIhYW9hZ2tf4Boa2clNv4JKYOIaGEkhYoWh5x6dznv3N25vd2xUNCNpJzTYp9uYOD58M4LA3Xq1KlTp85/l/NnzCzrnMrp5hVDqODShZkhfgOubxlKA3EDQkX7xd5MED8BNy4bkgzaLVich0ZIbnKOvexaR7hHH983fUp4+xFOrSPPxuTPd0jSDib2OPHqs/mwuSxsAcTGbtcM04KpnzEhITBNBqPXzM2vMZ2mLO2fZsvs8eDiOSsId3djRazcuWsyA+rqNdQkRsWrjB89xItaDP1ttoOTNrqBXzvgCJ9AehRdgR5rfBESra5DmZNOMr4kPTbvPbGyD5WxLj97b6J3TcTxAPnmKf30K71bt629P4Bb0WiJ2lfogSQ0R3Aih57N9oMAN3YJOh5LI/jWlKhWbLn+ACD63qSdgPLB7TgMM6vT/xsgPgV4AsAQeiAH1vurf4FXCpI/zoG0P4EKIItKWCitlx4KkAs5ScM57K59wDjqo8P03wG0GFFkBQDljF6iAlgTi4g8oDEHWqfkurAO+AFpdYqzJ1F0IAAAAABJRU5ErkJggg==) 4 13, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABs0lEQVRYhe2VP2sUQRiHn5ndnb3b7P2PXpDTE42QaGlh4afQ0sLCVFaCn8BaC0tLq5SxDggxKBhSCXYRBAMiJDkl5rzbuDc3r0VQPMRyVot9qvlVv4eXeWegpKSkpKTkv+PODSmyLvw9qCcPJDh1GjvfFB4+VUUI6J+HztsdMb1LVC9eQy1foPLyWSGT0ACLW4fS3O9hdIJkR4RJi6h2Bu7f9i6hr2weiK04qlsRzmhiPU+ydB3JMvi4h1lf9Sqh0y8VcI4xIBFUJnVS2lRdE5wjf/2KlTV/EuH2zZrq330sw4ZDomViaaF2Ikbv10jPX8VubrD+OfPVf3IHlFPEI0VS79N5ETO3EVAbdglMA+l0OdjdpX9vxcsUZlbt7Js9WVpt4nL4evicQfeID49ueV1HPRPykO+pUDNCSykWBnWf3X8KOGPJUwtAbBQN/L9FMwKWMbbhfuUoLFhgOP3EIP3mvfSvAvn+OyaTCVOnECnmT5oRCNvnMJcTxhH/RiCI53BDTWwFq2GKf4nZCYQ1MhkRiCKYKqToLXBYAiKcO0nKFSzQ03UWqoZ2HY6Pc9zUehf4AaQwlQstkgC2AAAAAElFTkSuQmCC) 4 13, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 13, auto;}
}
div.testarea{
animation:rwdcur70892 0.83333333333333s linear infinite forwards;
}