@keyframes rwdcur59684 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2WT2hURxzHPzNv9r19722e60ZF41qtWcMmTRYEWzAHSaGn2l77x0JPaqGHVnLwImkbKFgIpMVLW7DQUoo11LZQBOOpVen/RGSltTFaWiq1SnZjiKvZffumh3m1HjTZxBYv+4XHwDx+v993fvOd7ww00UQT9xliaWFaAgqQt01GQAgi+h8JaAUXd8A3z8GZLVDMQE8Jesbh4SOQHwFuAlUQ4eJyL4i5DhguAhrQKDTLLDP+M8fQz1DuBZ0Gbf+HxW/kUS9eBzRdtm47WNC54ja9aaJP54rbdNvBgqbLjontvgFTfaAzjZBoYAu0gjdPQ3938MwaVr3SgVD/hgViGUkcRKiZfPVHLo/8CuyfhP7tYF8BZufbjgYIXHge2j+gyyb3yVaEErSKVgLRgic8HBIooRCRpPzLFY6+8BH8EQJjA1B4H1QJROVu2eXdfsSrl0Zw0NafJ5PI0C43sl5mWSvXsFquIl0JqHw5xXcvHaM0eokn9z0dx/6wHcIASMan5o5QCyxfwZktKMht7WSlXEkgWvClj6zAuZFxjh/4HEoRO97eTefjm6mHIUfVIaJwIg81D5J2XKe6FAISihl8i6ybJRAtpKSPKxxOj5zi+Gufsn5zO88e3kn2oQ2mZwlN5Au4NpyGgSSENqgldwDoKYnro5kgTLHcCfCkS3QtZHV2LS9/PMCD3e2kVyxHxnKqVWtYs1Bnz4xp/fwya4TAuA71Y9Pf/sW6R9vwpIvX6vHAE+uwRQIlLCwkUlgAjH/9PfV6Hdg0YVxRz5t9ARESGYeDr974Ak+7+NLDEw6+dPGlS0p6pCyflHRxI5tDr78XhxZOgHUTVNXkWRqB0Njr0Lk/f7rEZ/s+xIkSuNLBk8lbny+TONrmnb1vceHsJDD4O3SMQqKCEd+92LL2oNxrHA69oXujHjw8pI9dPqVPlsf0yatj+sCRd3W+0KkBrdSuOTi/E6YfgVrWxN8TtDLePtUH+88T+75lWdoPfK2Uuu0uGPzNFC/3wlwuvhPm1VmDt6G2gRRUV8DZp4zJTORhOA17ZozgCidM251pcEtglzA2fMfzv0gCt0h4EKaMw9U8qMcuJyIjuEQF1AyoWaCyUPFFEoC4nTaQNGNomxSaWO1VFvkeuO8voiaaaOJv6z8ghVRdHH8AAAAASUVORK5CYII=) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2WXWgcVRiGn3Pm7MzOzGYaNz+0MTEl3YZNaFaUVknEEiHe2Au9ErGgNyroVQjojVQJChUCUYqCQguKoFgsCgU1gqCtf6hJCRsa2SaKgrQq3Y0hP83u7Bwvzlh70SabVOnNvjAcOMP3fe/5znvec6COOuq4wRBbC9MSUIC8YjICQhDR/0hAK/jpYfjmIEzvhXwa+orQNwX7TkD2OHAJKIMIN5d7Q6x1w3ge0IBGodlmmfGfOcZmoTQAuhG0/R8WX82inloGNL22bjua05n8fr27MKgz+f267WhO02vHxJ5YhYuDoNO1kKhhC7SCl8/AyJ7goR20PteNUP+GBWIbSRxEqJl7/gcuHP8ZODwHIwfA/gNYWm87aiAw/wjseotem8z7/QglaBJNBKIBT3g4JFBCIbGIwogP7z/G8mwJmDwEuTdBFUGsXCu7vNaPePXSCA7aRrKkE2l2yS46ZTs3yx1sl620ymZSpSSVM0ucf6dAR+aWOPb7AxAGQDI+NVeF2mD5Cqb3oiDT30OLbCEQDfjSx1oVzJ+cYf6zs8xOTNPV383Q0w9w98EhXvh4mCgsZKHiQdKO65S3QkBCPo1v0e62E4gGUtLHqSb46rVP+fzVjwB49MiT3Hrfndieg0YT+QL+Gm+EQ0kIbVBb7gDQVxTLE+kgTHGTE+BJl+piyG337iN31+109uykaXsLMpZTpVzBWoIqw4um9evLrBYCUzrUQwvf/k7HPW140sVr9uhs6cAWCZSwsJBIYQEw9fV3VKtVYHfBuKJeN/sGIiQyDgdfvHQST7v40sMTDr508aVLSnqkLJ+UdHEjm3dfPBaH5k6BdQlU2eTZGoHQ2OvYj+fP/sYHz76NEyVwpYMnk5c/XyZxtM3rz7zC/MwcMPordE9AYgUjvuuxZe1BacA4HHrnni49+t6Y/uTCl/p0aVKf/nNSHznxhs7mejSglXp8Dc49Bgt3QKXdxF8XtDLefnEQDp8j9n3LsrQf+FopdcVdMPqLKV4agLVMfCesq7Mab0NtAykoN8PMg8ZkClkYb4ThRSO43CnTdmcB3CLYRYwNX/X8b5LAZRIehCnjcBUPqrHLicgILrECahHUErCyUfFNEoC4nTaQNGNomxSaWO1lNvkeuOEvojrqqONvHL8cpaQNltQAAAAASUVORK5CYII=) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2WT2hcRRzHPzNv9r197+1u1k1cm22qJd2EbWhWkUZoKCFibu1BKEhRKoh/EE8S0ItUCR4qBGLxVLGIxYsWgwelmIvQNqBSUylbWtmmLRalsbW7SWmSZvdlx8M8Yy/ZbGKll/3CMDCP3+/3nZnv+/4GmmiiiQcMsbEwLQEFyHsWa0AAovY/EtAKrjwPP7wA53ZCIQW9Jeg9C33jkDsO3AUqIIL15V4TS90wVgA0oFFoWiwz/7PG6EUo94NOgrbvY/HFHOqNeUDTY+vM0bzOFgZ0V3FQZwsDOnM0r+mxQ2KvLcKtQdCpRkg0cAVawYe/wPCOxP520u92I9S/YQnRQhQHEWim3/uZmeNXgUPTMLwH7BvAnXrX0QCByy/CtmP02GS/2oVQglbRSkLE8YSHQwQlFBKLWlDj22ePMXfhJjB1EPKfgSqBWFgtu1ztQ7h7aQQHmeEcqUiKbbKTx2QHm2U7m2SatPUwadlG2mpjk5Pmmbf2hrFn9kCQAKLhX7MRAig4txMF2V3b2SI30y4fIbnUAlerzJ2agWtVUrJlZeQHnkQqCRRzUPUA2+RZtUBdSCik8C063A4SIk5M+hAsc/KT7znzxSQAuw8M0bdvN48+3oly49R8AXNjSTgYhcAGtepG1yIA9JbE/EQqEcR4yEngSZdoymH/+y/zxEAf5d//4saV63z6+mHaMmmGXtoLc8vAm7fN0deXWSMEzupAD83++Cdbns7gSRdPethxxeC+IZSwsJAILVmcX+SnE5NhXFfRuKKum30tDdSMw8HJD77B0y6+9PCEgy9dfOkSkx4xyyeuPFr9JCeOjIeh+VNg3QVVMXk2RiAw9jr66/ULf/D1O5/j1CK40sGT0ZXhyyiOtjny9mEun58GRq5B9wREFoCKybNhaA/K/cbh0Ft3dOqRL0f1dzOT+nR5Sp++OaU/Gv9Y5/LbNaCVenUJLr0Cs09BtcPE/ydoZbz91iAcukTo+5ZlaT/ha6XUPb1g5DdTvNwPS9mwJ9TVWYPdUNtADCptcP45YzLFHIwljdq7iubOuyfAmQW3BHYJY8OV+0BghYQHQcw4XNWD5dDlRM0ILrIA6jaoO8DCWsXXSQDC47SBqJkD26TQhGqvsM73wAN/ETXRRBN/A7pKEzTll9RJAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur59684 1.6s linear infinite forwards;
}
