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2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhbXXe4jUVRQH8M+O0zSOa4whYkvJ9jJ7iURFD5OttCSyojYSEpLAXmy0RK277krYIrHIEma1SEX1R9FDiAp6gf5jDyT6I3thJGEqvczS1l23ffz6495pf42jzm524XLPnHvnnHPP+Z5z7o/xj+zN1KF2HvU4AQVkxyJkwjiVZ3Dc1dw/jw8m0/cZX8W9ESRx/d9G9vhw4/qtJO38hgsxE1ORr1ZQZpwGZG5j4RN8NZsF0yg0cF1UXovcf5Bd1ShgxjckCcnXJA+GECzEedGQqrAwHiuzN3Ia8mdGxkxMZGZ9IGuFEIwJjNWOTBQ+fSMDaEwC4DrRcTvvYz7OEDByzMOQQ7GNP3FVEkOQkOwjWU5/nkbMxrR4/qg3qnZkkLuDJWeRSdiY3jwBXayey5VGa8IxBWMOUzvYhoWlm2Ndif6epIXdQkaUwHhEL4zFuuwi5uSYMcK7JWZCUw3Pwqk8MYmp54YQHFMwZlB8mDe2MIylWIHuNA4Skk8YXsYWISVnojjGi1YcufND6s3uK1NYPvtCWFqnsARzHAWM1ViWQe5ilmxgS4FboYZHKx2eiNdYNZcFQghyQhjG7YUS+H78MdxuaQqA3Sn6pbiuR2dr6A/zMQsn+g9YKDSyuJsDUUFT2uVYm6J7UvR9l9EhNKmThbQcsxey0frztv5b6Sp0lccfj5forQw/wOfRCyUwHuKFo7klezn1DXwyKzJi7LMJLUZ5Twr9f6jEm0VmEudExXuMoyhlUbyXnvcYiDfsOFIGxDOrU3TrYt7EPMwQakPVRuRRt4J9e4OwlgrK1kphoGyvO/7vnlyoCWMGY+1i7lsfwZcSvL4cgCIesEZZceqhfz5dQk2YrsrXUgbFdr747jDK4++npIDn32n5VFxXPMx2zBUer1WFIbeIy3DB8BEMqGYOx5QUwlAC5T9hOJwlmbf5AbkMamiDhLvKD9bwdAXeC2UKauMsqKJBZedQ10Z/bwrNUuiOvBcrYOK5Sl7oJWlloMg1Qk+pWBNKBheED46LyxR2VkB6TwXe8yXj0gaieVHAzAVRfsXKmEVxJTt3leV2yQMi8vdE1K9k8C0G9xy5NnTtDF74GQ1CZTwkJTMo3MINXaN1/6G0oCGSbdEbrRxA85mhLDe1cmAd/XhsaFTxGqwp/f+x8JC9SegPdcpSMovi8viyLS8qmxhuZ7CZHZeGjrdUeIAuxPUZGq9g7YNs7wiKHlJWvNDSxKdS/SHtguwl1E2gYYBrkuCS9ud5pJWm5/j4QzbtYCf+iHM/+mCE3GZ+2RwukL+TZdNoqGHZDp45JXp5MnOmU/cTe7G/JmVAASe+wvbTyV7E3cvp7GJ1nqGDo8p6o+L9kT6Y8mDeaKrla6ntJd9KzySmXkv2O0beYMPrrMOu9NfxcW182UzDRM4eZPcGXsbeoQCeX4VHRmn+IXwf9Md5MK59cf3zr7j/Ie/s49tfKf7OSVM4+SNexYG/AbPENunOWg0fAAAAAElFTkSuQmCC) 16 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYhbXWa4hVVRQH8N89Xm/X6zTpJMNkJiQZ0kNKbCgLrfHRE0t7jNUoomZqDy1NnUmtNAuzCLEQAhGJKCII6UP1IcEvRdGDMIoIe4BYHyTKx4wzTXP6sM9hzkxzxztjbTjsffY+Zz3+67/WXgx+RPOoQ6mBsahCEfmBCBlyBgYM+YauNZw4m5OfczCR14U4mU87osFqHx48LS3AuazAKIxAyQBQGKwB+Xu5BVUTuaaWYgO3oUYIReEMZFc0iqj9jjgm/pZ4dQjBDFwmoFERCoOxMn8X41Aan2xcHCyacCEXGSQZKx1RInzUftpxUxwItxZr5vM+GgRDqv0PYcijuoXjuDpRviom/pN4PW0CFyaiVuDCfzYiFBexDFfESfyzD9bOZCeu010b+kVhIBDlUTyfxwR4QY5n0/VPbLuSOxLFJQGBfrkwIAPmMGkoY7s4kG7GbMjxIlzIc8OpvTxkQkVkrJSpEQrjeehG8hF3C6lWg3PiQEIozSJ/hDkH+RJ/oBWnVFgZy43C5SH1LmkNsZ7XFwdi4uR82bnMxSVOUxMqCUGEQj1N7/BFiVuRz7G8r4+H4W12TOVG3Rwoq6eSEEQonsfya0NMSzGvQy4QspjoTVPupAD9kWQvfToNMgzFRu56iZNJqjX1Sr01mfX6zPqe6TyMCQJXBnU/RELKjcOUjPBHs4rLGLNwNZ9iMsYoc0ueLgTRTMbU89VTFHLcK7lyY7ZDjicFlndkf+xgz9NhL03HNAwD8r70CDsklQ8LylTAhzPrJRmUFs7nTUwSuqd/Vcb+EIhQ2MmO3zmUY07Mu9kPcmwWLqUox+KY3RmZhd/ZU0PjWVS1BxROJXK7skrKjfxC5r7G1yPDezFR+kTWyJit6IzZnWNxehCzfSR2sfcGpitTFcsZECF/ASuXhp8Juf+gXqmUoznm1fSbmF3J/pOwnJUf8JVuHlRUffMC2Sb83TPWi8pwoK+M2BQT/51UTkwRsqkHD8pZk08sLkbBm/uT9yjHI3G4clMENmfl5GhOPB2aQpkorcYJHBOyo0fW9FB+JXXNtJ3IeC5hd8bDZ5J5S++93s8J4mbaapgq1ISqcs5HQsEYjcn9pNqaZN6QzC2Zs63YmnlPv2maw0vCBVWbItoX9CM28svhnspbsDar/GjSjm2i/T3aj/6bAylC67EKS5r5FVcLXBjRG4UIpTuZva277mdLa0sn8ffJdYslaLo0CL+vmeOvhJ6wpTODlKRnjImfD+czhJ6xLkGhp/fr+BANvbzZsp+/NtD+OIemBShnCx3wFFyPW6axfTU/bAzFaQWW9pKz6FE+EXrGcajOQpCfQt0Qrm9nVhwgWbeHLetZ28DKcZR+5Gfhuk0ZnVa30gH2HeAjFBbzQC0zcqF7KnTxBgrDmTSaMUeCjGIuY0AJ1W/xyzxux6h1bN/GxmF0tnUrbU0Up+s0nQqJjLQZLVRTPEa+hb3DGHUThR/ovI9GHMZvPQxo5tDzzFzFyx+z77PgbYfuvq6117pDd6ORT56C7rKbGlV1FfX1NA6nHsde4GYc+Qc63shB2A6qcgAAAABJRU5ErkJggg==) 16 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
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}
div.testarea{
animation:rwdcur29364 6.6666666666667s linear infinite forwards;
}
