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27.027027027027%,53.954054054054% {cursor:url(data:image/png;base64,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) 5 8, auto;}
54.054054054054%,80.981081081081% {cursor:url(data:image/png;base64,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) 5 8, auto;}
81.081081081081%,83.683783783784% {cursor:url(data:image/png;base64,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) 5 8, auto;}
83.783783783784%,86.386486486486% {cursor:url(data:image/png;base64,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) 5 8, auto;}
86.486486486486%,89.089189189189% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRYha2WS28jRRSFv6rqdrcfiePMIzOZEcMEgcQKWIFYgDRsQGLHhiWL2bKAX8KGH8Df4CHEhhXioUEsQEIjDZngzMR2O4774a4qFu3udNvuZOzhbBJ336pz6t5zb7XgOfHBfs/WvZukmoeTiEfTRNTFOM9DfrPn29uv7nDnWouO55CkBgNIYDiOGTye8sakwyhJ7U+DU/4IwiUhtcouw+svdu3Hb79Aw5EcBxEtT7HdcgGYRClaW3qdBifjmKM/A1oz+G14xvf9oMK5kYC9rmc/+/AVwlgzTVIO9jorN+oHES3PoaEkv/7+lJ2J4Yd+wM/DsyJ8IwH37921B3ttokSzv9u8MPY0ShGA50oOn4Q8/SugZSXBLOWrv4/FWh64f++u3d/16fgO/SDm5RudS9ds+Q6DScJxEKONYZIaUmM4ChNggwx88u4de73r0/IUgqze3zzoL8V99OZthACBAAH9UYSbGHgcA/BgdMbXR6P1MgCgreVgrw2AMaY27tq2h7WgjSVJDbudBifHIY35+/zkdQLsQlyBhiM5HIQoKfDd+gQ+GcdEiabpKTxHESWaVJtCQI5VAqy1Gb8Qwi6K8ByFlIIbOz6D0xhZo8FauHWliRRZQBDOSPX5zMqfyzry+Q84zwYASoriibjAQVJmIs4JITXLQ7MsoEJeJ8JVosiJFKLWxkoKTIlQG0uqzz2z6IGV5GUReTmkFHQ8h6NhxG7HIY1Wr2s1HI7HcZYxwFUSbZYqWggQc4LyqRFieWoqKdhqOmw1nXkX6JUCPFdyqzSkopmu1DLfumzCnG3xSEsqDgchUgi6LUVd4sbhjNMwxVVZlWfaYOx5BsT879pzQEiBlIKbOz7DSYxd0pthllr2uj6OyogOB2HFtfl/i11wKWS97yrQ1la6RM2FL+23roBnhaAq1FkQsHEGlBRoYzkaRQhBrQc8R9IPYoZnCUlqUFIUHVFWsNEXUe7u0zCp9UBqLFe2GigpmCYav6EqAjbOQBlvvTPDtqYr333+qct778+A7EpWUiBVWcDqUfxMGE9nPB6GRLFFqtUZMNbSbon58AFjbNERZaxdAmPgLNbs95p89+2EZqMNjJbivvhyxj8nIVe3PCCbjE65BJt6wGKL1Q2nPoG7bY9pbNjvZX75dxThlOIv8oAQQuRjeClnxlQfmgvukIrpBZUM5KvqjrDYxhVCa2EaZ3fABfzFnZ9tWJ0D+bqNTHi965Eag6NkbRsCpNpyHMScxSlmYTIWIjcRoKRgu+kW3311uH2lydXtBtZm5aiG2s0ELBJeJACyMnR8BxCVyyhftnYXPDqZ8mQcs9N2eWmvXfT5ZdDWoo09v/Pzz7p1BZTx2p2u7bUbILIUb/kuN3s+2y2XjudgsSgpcJWkH0RobXEehkTa8Mtgwo9PT5+L/3/Bf2LGuWWGhn72AAAAAElFTkSuQmCC) 5 8, auto;}
89.189189189189%,91.791891891892% {cursor:url(data:image/png;base64,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) 5 8, auto;}
91.891891891892%,94.494594594595% {cursor:url(data:image/png;base64,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) 5 8, auto;}
94.594594594595%,97.197297297297% {cursor:url(data:image/png;base64,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) 5 8, auto;}
97.297297297297%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur188326 3.7s linear infinite forwards;
}
