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0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoUlEQVR4nO3aXYgVZRjA8Z/blparbJK2lQUVEdlNEGJSFhFYSR8GUdFFXUSJZAl2JxlEUEQXW1AXdVFB0M32RUmRtEWxYF2IsoUkkUREBWvtEkpm2tPFO8edndzcs+fM7p5z5g8vu/vOM7PP8595PwYG1mMka3fqQEYQWTuGu2Y3nZknCq3jJBQFdJyEEwnoKAmTCegYCf8noCMknExA20uYioC2ljBVAW0roR4BbSmhXgFtJ2E6AtpKwnQFtI2ERgS0hYRGBbS8hGYIaGkJzRLQshKaKaAlJTRbQMtJKENAS0koS0DLSChTQEtIaHLB84KLg+UtI6GEu94VrAquCpbOeQklPfpdwQ3BjcFFc1pCieP/lGBdcHuwYk5KmCcllXEmRus4fT7uwSL8k7Vj+BtHcSRrvTiEfRiWBd6NtxpLv3FyApZl7Zs6Tt+A1SbOdUclAUfwFw5LxR/EGL6VSTiApQ1X0CDd479eMo3TT0cP3sQ7zclohuka//UsLJwkbBE24VGckevfgdNwfb3/9wAerPekMsg9AYtNmA6Ocx4ew4VSsT14Oju2Fz9iBa7BEFyHL0rKt+nknoCFWFA4fDkel4bHHmk8X1mIGZSeiuOfFmxufprlkROwQLrDNVZjC87Bp3gS+3E+7sjFvSt9YrASZ5M+uFheXsrNJSdgvvERsRYPSWP/PfRn/YNZ3M2Fy+yUlrpNtWs+UlK+TSe3DG7Dr9LdvA2nYgDvw89SYX18JolZgz+zy/Tik+zvNfC7NHkcnokiGiH3BHRLOa+T1vCXZcXvxSq8muKGpf1CfhIfw67s/I2wBPeWmXizKAhYIhXzvGxGH8LV+AlvpLiBLPamwqVez37eWutomckw28Y9E2wNltW2dQMmzoqwOx3bGfwSnFvY+38Q7A/W1vquncE6pk2W7IZ8MS9MErslHe8PDgXPFQTcH/wQvFbre3sG8m+Y/GdyIRU5GX0p5tJgNNh1gjfAz4PhoK/2cnBBuek3Tv5Dyam8pg4iGAr+CFYWBGwL9gVP1fqeLSvx2eI+BE8EY8FLBQG92Ryxo9Y3MpvJlkGPtOAH3wdfFgRcEXwVbG8JAV0nD/kPB2UbhLT290lL4mV4Ea9Im6jttfj+4gXagVsQPBB8F+zOJsSvgw+DjbW7Pyq9ZrYd3fgNwebg4+Cj4OH8cBiVJti2Zb1UZHEpHMVWbXrniyyWiq0tox1TeEVFRUVFRUVFRUVFRUVFC/MvG32oqExjeJQAAAAASUVORK5CYII=) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVR4nO3bW4hVVRzH8c+M19FRySiNMpMs08pMukGoVHZ5KJgoiwwEwYguUgS9BNFLRHSTLOqh8qUoiC5QL1FGEUG9FEXYhYiiJC0rpUZnxrnsHv5765rdjDnjOc45Z84PFuzZa63/Weu7/mut/157D3RgV56uNw61C1me+nHD2Dbn6CsrpXEHoQxg3EEYCsC4gjAcgHEDodTpyRnzMuaOGwh5R8/IOC2/Pi/jyozlDQ+h9eDlAszOrz/Ps87CpUW5VzQghATAsZiVXw/gXfTgTFxTlG04CAmAWZieZPXjdezF2bixKN9QEBIAMzCtlN2HF/E3lmJdUadhICQA2jF1iCK9eA67cQ42FPUaAkICYBqmDFOsB0/hTyzDbUXduoeQAGgztAcU6sET+F14wh1F/bqGUAIwnAcU6sYj4gHyXNxZ2KhbCIc5BVJ14yH8huXYWNipSwgJgKmYfJjVuvAgdqp3TxglAAZDWIbbC3t1BSEBMMXIAMA+AWGHiBNuLWzWDYQEwGRMGIWJfWJN+FU8O6wv7NYFhATApDyNRl1id9iBJVhb2K55CAmACUbnAYW68biAsAjXFvZrGkLr4MvWYQsennrwtFgYF+LywnDNQigBaKmAyf14XsQJ83FBYbwmIZSGvBIAiAeol0XEOEeAqE0IJQADFTTdh7fxlwizD/xeTUGYePByQBz/jUTtIgpsE67fJRbDvegU5wi78/sHVEAYwGujanUFlQDoz9NIdDdWiFigS3T8nzztEaMP35UrtuJZtQWgz8gByOu8JI7P6k/JGnAoAMfhUTyMmcn9N8XInz/S3/0Dt4y0UjWUeECvgFDW6aLz8/P8Xtyf523DN5gnDkm+hFX4qErtrbgSD+jxXwAX4UnRwffE3r64VOZ9AeXi4sZdlW9m9VQCsD/JugoPCJd/FfeKEZ4hj/ByfYDtOFG+3XXgpOo1ubJKAHSLkYTrxJlfC7aIuU+8LOnGhSUzn4ldbVVhc2OV2ltxlQD04GbcJBa3Z/AC8ay7kw/xixjt9MHpHXFifEJxY4NDn7DWjBIA+8S7wSvEIr0Jb8HXYsi3RLmvROcvScz04luxi5wiN7S2iu2umBIAneJQZLtY9T+Bj8Xqtl28IsJWEeGdWjL1qQh8jilu1MViWALwPR7DD0SUdpkI6Ygh/iLyfhLvEtMDlD2CU1ueLMXK6jW9MkoAbMNmEbvbjDUGbwsc8IJtDr40TfWzmAbHFzfqwgvSz+Qy3HOIsnOjzJSMNRkrhvisZnHGovTDipOr2voj1ATh96vFKrhenGYMp06spH9BzPXpwu3LIfQksYv0tYgVcmuF2z2mWoeMBRmrMxYO4QVzMiYUf+8aw7b+r0ZzCPgGuvlROE17KbtF7BKjebI8+hoNgE55gBDBT6t4qdIidoY2pQOQTUfSwFrV1ciYlbEknw5zM9rL02G3wc/PDaOJYvgzpmXMTud82vmOMWxj1dUhOjlUx+/ToCNf1kzR2eL/DcZNx5tqqqmmmmqqqaaaaqqppppqqo71L7OgR40o7b4VAAAAAElFTkSuQmCC) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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90%,92.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur249208 2s linear infinite forwards;
}
