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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhcWWa2gUVxTHfxnXZbvZTLZTKaWfpB+CikihQYiCH0QQpVh84Att/aAWik1pqeIbFBUsS6upiC1i0YAPSFCpNUQjgoqUIEWklFCKqMQlxGWYzK7rMnvnbD/M7CMbg+BsshcOc8/Mvfx/555z7x2oe0v1xesprwGrSfVtqycAiBxn+MaG+gCIFEF+Y6h3WR0ACvgWQuQSyZ6FkwwglAwiiFzl2bW59QEQASnEEOnh8dXZkwRQSgEotwhhoNRNBro+mgQAP3LlliGUAil8gMgtHl34cGIBlFuOXClKvmfTUe5NHpybNvEAlSaFSphZKLeHe6f1SQJQ4OSroVpR7u/0nYxMAIAaT7QM5PUXoFQ3134K1RbAUeD4ItUQRd/JF0GWotxOuo5qtQIIoVyv5x1ExW04+lkqUheUuxYRG/iyFgAaTr4q0jfWAyh3K+cOHK0tQCWE19+DctuQwkaUOohyz6PcB4hY/ors4Mz+ncEBKvPt5Iv10MHSb47w+PlfPEkOMjj8lOSLP8hkN7J+77uIvIcU2hAZ5NfdRhCABq4ktgK/AMU66CKbW4dpfwXsA7xDKDwV4k1g6P0Y+te0ft4fKHS/VafgDtncF5h2J3C8JB6a4onHYxBvmku86S5DvatqA1AurH+QwmeY9nfA2vII7SGxaAd64xmM5hSGDtFIGDvTSf/ZWUEBitswidawhJQVAnZVfP+WbT8cK3n/dutEI91kc4uwMhGs9GFgeRAADeXaiCxhw/5nwAog6n+7SHvi2KjRLSttMtk1mLaFOQKm/SmndgW6IzRELrLpwCPf/wTwch6Ldr52RstKk5R1HSsDVjqEk58TBCDE5kOVfhRNA70RYtHUuLPMkRSZV17hllfsrdroMz00JUk8BkYzGPr4kdkvP/bFAYZqB2A03/a2WxO8b2xnqDc2ZkbH9wtR7gLfGwb+rh1A7J0bGM0DGDrojS1kc7foP9sKwOm9YU7s2ARcrpjxM+0JCQLQMObNQNc89MbbOPkwpo1nI1msdJicU/kv8BBooz2RCwIw9l6fseo+Tn45pm1hpfEtWiX+J7A4qPjrAQCmL7uOlZ6Jlf4RK/0fOUcBWeAesAWYT3tiOKg4wP/dDwaljc9MWAAAAABJRU5ErkJggg==) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcXVX4hUVRzA8e8er8P17jpdx2GwniR8EomNQloflpBedqUNgsxMKSTMh1rJRtEyQYlC2IymkIrIXKE/skLiwlKuRCEitQ+yxNKTxbINMV3W67Bt17vn/KaHmTszO6P0cGd3fnCYcy7n8Puce35nLrQ9vHG3nekVsB1v/JV2AkDkAwrf72oPQCSCnOGv7wbaAChRaRYi35Af27rMAKHawEbkItOjm9sDEAEpdSEyxs2Lm5YJUD0C0CZCpND6Mr+NPLgMgMrOtakhtAYprUPkCpNfPbC0AG1qO9ea6rjc1qPNZSaG00sPqG9SqsdsRJsxrn6WXCaAhnChEfUo2lxi/LS9BAB9r6Q1ULnfi9YXGH3fai0g1BBWkjQionG4EEH60eYcIydVqwAW2pR75T+i6Bou/q0WqQFtdiBSBF5uBUARLjTs9H/rAbTZy/Dxk60F1CPK/TfRpgcp7UbrE2jzJdpMIOJX3sghPj92OD6g/rzDhagecvTvf4ebf07wR36amcLv5P++RGF2NzuPrkFkLVLqQWSGT99IxQF08O3QXuATIKqDEbR5Ds/fhzZvAZmGNT8D+xkcuh4ncRSNR/ATlvUCjn2O1H0f4tgZVFPBbwZ+JJfd3hpArbCmkNJTrL//AGl3B2kXMilIJSexEx8BXwBeZV0COEsuG/uLGV3DPKqjj96HLZQ6QhCCMw9z/77OwIFT1dm5bBKlLiDyBGAD7wJPxgEotCki0seuY9P4c08zHzgkLEi759my59Si2YNDRRz7GbocH2sFQD+5bKwiVIh8zYvHJwEozD5C4RZ4PhT/OXvXFXtO+KTdUdIuJDsVduKhOACLl96ujQq3HOwEODYkVnr3XJVZ4xGEMB9AcKcrHqA+PD9PwooA3ZSvXHOsW9vNfFABhDNxAIvvmMgVghD8OZgtHuTjI827mzq/FaV6cVdD2vVwV/8aB9D4aR0HphDZSCgbKN/3V1HqGqmkQ7JzJ57/HkGocGxw7NNselbHAXQ0PcllHwN+oHzNoghJrLRwbEXXKirJb5Ds7KH7+SAOYEXTk7FrM/Rt+QXYBqyqzjPSQRBCEEKoryOlbTy+73ac5HC3NxBFLpsBXgMGgA1AANwAzgDDDA5J3OQA/wGREfdARMcYvQAAAABJRU5ErkJggg==) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhcXVX2gcRRzA8e/tzsXN3mWNZylFUETyVIoULYX0oQ/Fl8R/KFhDaVFU1IeaoD3FVg1WxFCIFU8polLbilYlfSgNBG36YNUSNU9BSl+qEEKQeITr5ZLGvZnf+rB7f3Jp8WEvuYPhZoaZ/X1m5zez0PJffryzleEtYDf58f2tBIDIh8z9sLc1AJEK5Av+/v6RFgACoqIQ+ZbZsV3rDBCqBRxEzjI9ur01ABGQII3IGH+e3bJOgOoWgDYVRAatz3Nl5J51AEQr16aG0Bok2ITIBaZO37G2AG1qK9eaajssd6PNeSZPbVh7QH2RoB6zGW3G+Plzb50AGvxyI2ob2pxj/JizBgB9s6A1UFjfidZnGP1ANRfga/CjII2IStsvVyC9aPMlI0esZgEU2oS18CKqHMOV/9UkNaBNHyJF4IVmACz8csNK/zcfQJvnOXX4SHMB9Yiw/gbadCPBPrR+B22+RptJRArRG3mN44OvxwfU77dfruRDjt6B93BumUTrafKFv5j95xxz8/vY8+ZtiNyOBN2IzPDpoUwcgMIv11phHoywacPLTI/uZ27+LbTeiOuEMBHIZX+juDhA//AEMBFr+azegoso9RQZ7yuU/RFeaiNeGrw0uNUrYDvwE7ns7rjBQ0AtsS4jwaO0qVcoLPSx7EPaBS81het8jOucQNn5aJ4CTpLLxv5iVo7hLFaih8KCQuQgSoFTAnXrAbY8ebQ6+pODHpgzwAOAAwwBD8cBWGhTRKSHvYPTaPM4pSWXYgkKpe+466GjK0a/OFQEngAKUU8vuWysJLQQ+YanD09F7ftZ9qG4CPPXTt5wRv9wAcsarc6He+MAFM+9W992AShdBwnyN5wBkG7Ph2MEIB0H0HinzwLhg5eWt950VmfH1rpTMdNMwIVqTeRVctnVq5s6vYvOjp14KWhL5oE/4gAaP63jwGVgM9AF/MjxwZdIt1+i606XjLcHy3ofbazo3jhG3yEdB7DyDfQPC/AssBz13Idf/gXL+pfi4gKl65+hbA8vFd4PXmooTnAAe1XP2KUZenb8DjwItGMEAmxsO4FtQ1sSXGeCRKKX7meuNR8QIq7Ss+MEYIAM2nSQYImk+pWkepukGqDrsVLc4AD/ARe2+bnYJ8l2AAAAAElFTkSuQmCC) 1 3, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 1 3, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur213926 0.6s linear infinite forwards;
}