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15.454545454545%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,23.536363636364% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoklEQVRYhcWX229U1xXGf3ufOTP2YI8vsV3bOHZCCg2INnbsKu5Qgi8EXOGaRKhpBZXMTaoqVYqUB1T1P2iVSo36FCURslCpinoJYAiRg6lxbIwBT0EpULelHtcBaozjy3Q8M2fOXn0Y7DoOSWeGSP0e91nr+76z9trnrA2PgFMDw3JqYFgehUNlLf7BJdEqlW5E2PHNr2fFpbNJ6j5/fkkcQCtF9/nzWVUiKwPalw9AbFsQd1tLas1flA1V5gZODwyLSrqY4lVM7P8uif2dSFkJKh7ndBb9kJGB0/3Doh60zeT3X2A+4IdAgPihVwFQKE73Z2YibQOnPhgStAIU8+vLCLtRErN3mAEmNqwhsvclQIFWqdgv2oBWFotvnxO+x5O9QzA4yPj9EIH+k/hGQkCqClpZ6dKmb8C4LggIYEeFkr/Owe3bEA5T8uZx7GtjiFIgD2LThCfdwB3PNyqAo0ePSlH1WnRSsXp2Ae5Oo6ciIMJMeJTdu3dn9D34zODaLVsbbNv7y8RCbN/Vgd6by591XwmJFXOJrC+Dqgryeq7ilhfR/tRTn+Cr3dy6zuvzHXaSziuhP/ZcfpjOQ7egdnPrOtvj/YNCNfpyct9Y+dydS5XYf2sK/4UbqbXxjz/F47V9b4AKejz27+q2vLAuLQP1LdsPen3eq0qpKgCj1LOAd3nMzuYGJUqh4wYdSSC2h53NDSur6ZFULgpVbdt2qKG17eBKvaWkdQ0NxQVlj3epRKIdILL3JXwjIexrYyByM1ledCL298m3rw/1jMJn/ws2Brd/2VfkPaAX3A6l1QbHr4jVlJJ/YzIV6rG6IzOTnTeGhmaWDNQ1tbV4PNYRBZVSVkL80KtMbFhDoP8kJW8eTzXZAxjb86HEE0di8cSx1372038AHPrxT2p8Xut7Slt7lMjGxcoaD0ytDTDW3EiNlUvpr95HT/8bhImkMZ0j597tVfUtbXstbR0GcLe1kNjfCYEAM8A/74cgHKby7jSFfxnHf+EGOpJYLN0J18h3RMBjqd8AHQLa+DTRNSXMVhbwUUEuVFZAMIi3oIL82SirDx8jp2cQwLhiDniMGCwsA2hHYtyWj5mXBIm5OzA8nDrrswvw0Sw4yeXbl2jf/KU4wLsDk79d6ievB6oqkK9UQ3kxVNfweMFXKQRQc9j4/ltN46a24Nnmb7V4tO5CUWWKV3Fvz1bCZoEnzl2kZHQWvUzXKD4U1xxB6WNXzp4aA6jdsn2NZVsvK9veo53kRhZ7ozSPqYM7md+0g9XXb+F77ReoySkwMiHK7bz0/pnepSZc39hYmFdY1qWSbgfA/PoycsL3sKOSasJczwmZN2+H+rpHV3bycjyzqe1pT03xPutfMx1o/bTztSeI19WS1/UOiCA+34lk5P6+UF/f9CdOwSIaWtsOaqVfB+UHMBCZ+tufHxsbG0t8nvBKlJc35FRtLL+nleSBAjFR17ivXOl9763lcZ/6Dlw+e+Ytx3HqBBkH0MJIpuIAd+9ejmmREQREzLgYU79S/KEGAEJ9PaPJpLMLZNB1nR9kKr6IpBP/IZhBMLsu9Z65+b8z/g9I+891/Gy/WLYXozSWAlOWz5UfvQgjf6L+5DV0EkQAEaILUV5ua06LO+15wPLaKKWwtOA88yRTBzqgugYqy7m/NoDjVygFSiv8q3LTpc1gJhRBEEATr6tlftMOqh6rhWCQsabniFWXPggT4hkMJGkbaH/+G0pcF4xLXtc7rL5+i0IF3oIKqq1c8m9OIhiSToJdTZvS3tqMpuJvNwWVk3TAGHw/fx3m5sifjVL6614AXNflxdbNX8xE9HnovnhVlJPA3dqEQ5ycnkHEsmgP1mfMl/ZMuBzO3CReXwFWzzksAIG56TvZUGV/Oe3uvyAKCwGMETq2PJc1V9b4fW+/HO+7+EjX8/8AOBVUg4ELlrkAAAAASUVORK5CYII=) 15 16, auto;}
23.636363636364%,26.263636363636% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.363636363636%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,34.445454545455% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxUlEQVRYhb2X/U+V5xnHP/f9nOd5DgeQlwEFZFBptbixVlGmIXSconNpcYca7LbEJfiWLEuWNOkPxuwvcEuXrNlPTds5Zpat1kY9SrLVN15SrLQDcRQsohXDbAtoQY6H8/Y81344QtXqdjhu+/5439fL93q57/u64RHQOTAknQND8ig2VNrOzw+LVkl1V4SGVSvTsqXTUero61twDqCVoqOvL61MpEVA29kARDbV4WxqTK758tIxtXgCXQNDohIObn4m4zt/TGxnK1JUgIpG6UqjHxZFoKt/SNSdtpn46feZtXxgWUT3vAKAQtHVvzgSKRPoPD8oaAUoZlcWcdkJE45+xjQwXrmM0PYtgAKtkrL/bQJaGcxH7x2bZPnpD6Cnhyu3h1ny4XHsvn4gmQWtjFTNpk7AdRwQEMAMCwWXbsH16zA2RsEbRzEvXEWUArkjmyI8qQo21FQrgGAwKHnly9EJRcXMHHxehZ4KgQjTYyMEAoFF3QcPFa5venGtaVq/i81Fdrz/t+DFu/c6PrkkRsQhtLIIykrIOjGAU5yH/7HH7rFX/3zzCsu298cT8Ze7jx/+6EF+HliC+uebV5ge67BCrbe9Ga/fv+/cSqbYd2UK39nh5Nq1L79mxzLt10HVeTzmu882bVmREoGGQMtuy7YGlFJlAK5SNV6v17pbZkNtlRKl0FEXHYohpocNtVX3RO/1ej2iVA2AQpWbptnvb966+35/C0o1fn9+TtE321QsthkgtH0Ldl8/5oWrIHIxUZwXjFyeeKv35OERePhbsH5Ty5N2nrVLzzkBpdW34j5FpKKQ7OGJpKjHOB6anmj98OTJ6QUCz27e2ujxGAcUlEpRAdE9rzD+RCVLeo9R8MbRZJPdgWt6BiUaOxCJxg6++utffQqwZ+8vK2zL+InSxjYlUj2fWdcDU8uXMPrcep4wMij800n0zdsgjCdct7Xr2DunVUNg63ZDG/sBnE2NxHa2gm0zDXwaGoKxMco/v0nuJ9fwnR1Gh2LzqQs6Ii+JgEert4GAgHZtTbiygJnSHMZyMqC0BOrq8GWUkD0XZun+g3hP9AC4jri7PK64GBguoOMS4bp8ySyZhCOfQW9v8qzPzME/ZyCeuLt8Mf+qzChA90D40EI/WR4oK0GeKofifCivYFnGU+QCKAsT+6tsuk6yBN/74UuNHq3bUJS5+ZlMbtvIZXeOJ8+co2BkBn2XX1cxKI57AKUPdh59+ypAfVNLpWEaP1KmuU3HE9XM90ZhFlO7m5mtbWLp6BXsV3+LmpgCV8ZFOa1njhw6vdCEtRs35mblFrWphBMAmF1ZhHdsEjMsySbM8ARl1n2ru/0vI/d38jy8Xi9rGjZXeSrydxhfTAfQuir+9ONEV68iq+0IiCC2HUyEbuzobm+/ec8pmIe/eeturfRroHwALoSmRj/+xuDgYOxhjh9EpKxsvbesunhSK8kCBeKGHdd5+dx77W9GIpEF2a/dAx1HD70Zj8dXC3INQAt9o6OjKTsHiEQijI9/ENEifQiIuNfEddd0Bt+9x/kDCQB0tx8eSSTiLSA9jhP/2f1KqZJIxKM/B7cH3JYzwUMX/7PW/wBer/ff7qf8cp061y+GaeEqjaHALcrm3C9ehL7zrDt2AZ0AEUCE8FyYF+prU7Kd0jywb98+MSwTpRSGFuLPLGNqVwDKK6C0mBvLlxD3KZQCpRW+zIxU40qNwN69exUiCAJooqtXMfvdJh7PqYa6Okb964iUFwIgIkQXMZCkPBH5a76jxHHAdchqO8LSS1fIBXyZJVQaGWRfnEBwScRj/GDtMymXdlFT8XNrn1bxRBxcF/s3r8FcmOzbYQr/fBoAx3HYuG71oiaiRf8LPjr1V8SyUV9MYv3+j5T+4R30jRBiGGxYROTzSOs/d+LsWbHsnK+0BWZuTRDw+/8/BAA6+v8hCgMBXFdoXPPttG2ljfd6++XU3z9+pO/5vwDgNmOpHuX+ygAAAABJRU5ErkJggg==) 15 16, auto;}
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50%,55.354545454545% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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65.454545454545%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur161894 1.8333333333333s linear infinite forwards;
}
