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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHlUlEQVRYhe2WSWxd1RnHf+eOb7hv8HuOp9gZHAdiSJqEhkYEih6qaOmmUltRFl20UiUqFi1ClaqiqqCWDkLdQFE3rKqKDUWFRdVUilD1jIJApMXEIU4whgx+ju03z8MdzunCsYltXBKpqrroX7o6n47OPd//m4946qmnVCKRYA2+77948uTJx6emprr8F2A4jsMjX5xc33jzUuPRo0ePPj81NTV7q5dls9kQ0A8UM5nMvzVAKYUQAuPGzZxMMT39xtPPPffc7Htnz40C3z9y+NDPbpbAdaW5mzkrhAD4hMD7ZY2DqTJHjx79OfCLI4cP5YCbUp7NZjXAyGQy7qXp15KGF/qNZRm72q3OjzS3kxGJHd8O2o3ZJa33+IkT39rgGaPZbD78p9MXX6nVao/MJhIvu6774k0afCO+CyRrZ996vep1Xhg8cu/9SsDK9DsP7T10j2aHEygl7zNmTo8DD257y7vTZ++/CWVq00o2m73/bPYvnbbXUb1WTfm+p+r1irq2vKhq9aryAl/5vqsWZ95QhUvn1KWpV3+y9q+4RUvV9X82r7SbhcC0YxpCQ6BRr9epVCqk02kcxwEUSkkU4DYLrtM3agMbk/AmILZZKV4483Hq9mMTdjiB0BSO42DbNqZpXk+41aO9ToPq1Y/fLn/0vgZI7RYJbIuxY1/dXzj/1ikFKCURAmzbRmiCRrNJo1nFD1zyV+eZr8gnAJnad5D/CIHG/DxCCCzdfkcGHlJJaldnkNLD9zx8t0Nj5QqtSlFatcLpTCbzbmrfQWBjDqwlldgkfyZqHy8ZifFhXy29F1ku1J/0FIYRil+QQe+b8WT6vsXc5fcbRH+lLedmj33t4Q19Yk2B+jTZsix16tSp4xHTiAxY0jLxHgyE0c43e39tYs2sdbviuemJ8sp8pla8fHsoHMNJ7vxbLDU803/oWPGzyG+xMJvNjrDaSt1sNjuaNN2f2r3mQ04suieeTFJrNulUy0Vfd14yIuln2rXFRxOa92RscDRuJYdQgUvt2jzNWj3nmeEvHXng63O3ROBGzL/75rhbzJ0ZPHh3yknvpN1t06jXCOmCxrUP/PqVi/nw0MRAev9hwwzHkUFALBZFSUWvtMCl6dPXRnYdeKD/zuPbkthShu6VuaTbbd5RKeYjrUrxsf6JA8nEwCiBVCAh6sQwDIvY5N1Gr7g00rLSyHKNZFLg9VxiThhNCKwduxkez4+0V4pPAI9ls1kL0DYPqXUPtBbOUy4u/bhVKj/mWGJPVykqdZf9d58glNqJqet0ul2UlNi2hSYE9XKJa8Uypmmxa9coAKZpIfCRGAT1Eotvvz5n7T3y/MLCxb22M3Sm0fNOZTKZ6hYPNIv1bzQr5Wf33nUMlRhBkzp9pSWkGabX7WJFo0TCIRQSpUAhiPb1MRqy0TUL3bLRAKEAdDQ0eoFPT7ZuC6nm70fHxmmXcjKG+nVvqfSCPZzOb/DAR39/+aOBw/eMRxLDKCVAC+i0e/h+QKVSYXh4CNu2+aRCNUCuywqFQKyWkJJINKTXxPckZsii50pk0KX24Rm0UPLxnXfe87sNHvC6Jex4ikBINCEQCMKRCEoGxOIxhFjrWZ/krVKrstgwFVgnqRk2liEQQmHZJgqN0PBtXD3/z+NrJ9c7ocBAUxLQQclVewR4nken3UYGPo1Gg1arxcLCAq7rIoRYf1isrwBCRxOrofB8Dz+QaEIi0Gi5EmFGvty6ckHbQMCyUzOV3Aco5dELFKVCHiUluq5jmgatVotOp0MQBOzYsYN6vc6nwff9dbnT6ZBfKbKyUqDrK5RSJDSXwXjsxejuSbkhBOmRiaeLV+cOBO3ObYEzoLVdhW6YJFN9aAiazRatVotQKLT+bUav1yOfz5NMJonFYkgpAYWUAr9eoNtYob68/Org2Bee2RKC+OSRmfTYoXt7bu979YtnmtXlHLVaDd8PqFZruK5HKpUil8shpUSp9ffI9YhLDEMnEg1j2RYoRSQaIZ5Mkk7FqS9epDI/+9IS5neiYwPdLQQAEvsmywM79/5BGtbJkV1DpFIpZBDQaDTwPBdd19i/fwIhVmNeLpdpNBoI1CoJTSfZl8Y0dRQeAokTtbHCDpoZotoovXLvia80b9S5tRN6IZSrUvFQBBGOYBkaQ0ODCKEjpUQTGkoqlJB0Oh1838dxIiBWy1IEqwksdR0NgUQgkPilJUb2H9+sbut7IDE6SsIJ/61TLWDoAAJNN1HKo1zM0y1fZnlxDggYGhqiv79/tRylRMiAwsJ52rXLKN9HCh/Nb1O9+A6mFroc6Rt7fbO+T32S9Y3sO5XLXciH4skBsWMvQkg0XSMWguXp0ximgxwYQ1o2BiCFAgz8bp3q3Hu0TAs9/CGaadFrlOpeV706duDQb+NjY+3NuradhpW5cz/stGpPINwB3QxFeoGPrJVn7YF9Ra9d+LNEe3Zw4mDICkUIhEC2qlya/QemEfllbHTytcXZt+iuLLJzz2Rz94kHt52G2xIoXCthoAxLrtzVdXvuytyHs7vv+Ly04po0k+Oy9MHpTLHU+IETjXwuLCQdV/nReOxZy0r9MbJnn9zu3v/jfw7/AlL+nOJJGFL0AAAAAElFTkSuQmCC) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHnklEQVRYhe2WS2xcVxnHf+fcx7zsmfHEGSd2nLix0zYhbpJSWiktZVrUlm4qUCmVqASqEEgsoKpAQiwoKkiggpAidVHRFVQsWqpWsCAR0MUktUgfNE7iYqeJ86rt8Wtm7Hl4Zu7zY+EHsUOaeseCv3TvObr3nvP/n+/87/cd9dxzz0kqlWIVvu+/fPTo0WeOHz/eYhPI5/Mm0AmUc7mc+2nH6ba2Np78/N61q6+v7zuHDh3avRnyFewD9gMP5/P56M0+FpFlAdc+nAwzDA8P//TIkSOjp8+M7Dh9ZuTnmxCggTSwmMvlbho9pRQA5uqDD8ua/Zkyhw4deh742cEDg5PATzYhIARMSwfJifeOvWTb5s7GUvMH2m3mVGrrU0GjNjqtnWcOH/7aOnFmvV5/4o9D516vVCpPjqZSr7mu+/ImSNcJ6LR13DTCH3UdfPCgKAjHh7/UvmNA29EkIuF9xpmhgXw+/22Wo1S+boZTw2fu/xREsqEFYCz/Rq2yVJVmbUF83xPfd8T1HfF8V1zfE9935fLwCbl67pSM5P/y23w+rwHUJlcpK2M2tjTq84EVadcojUKjlEJEaLVaeJ6HbVuIhDiui9+s+GMXJqxcLrfehJ8C6gYtxbH3LznNKrVqjVarsfxSKYIgAMD3A6LRGLap8UtTQ3f0duryxQ83Sf8JEBEun/zzXxvNJXHdpnieK77vS8tpyWK1Is1WXVyvKdPjpwRglXyzEfivqI2Po5TCNiLvaSWgoPLxWcLQw9CamG3QmLuMUy2Hwdz0EECmfz+w3gOrplIb+jdF5dK0mdq93Zfp0/GZ+eqPPcE0o8mxMHAeT3VsuW++cPkdvaXnW4sf/DM8+Pg35q4du0ogn9Sf/2gk3awt3GmI96hpmLNube53vV94org6SXFkeKA8O56rFK/cFo2105buOdae2X62c/CuIjfBdSvM5/PdQHE1n1989+gP9VLl6UiyY19bugOvVaM+Xyj4ZubF3p6BI5cuvv/lhGm8FO3qS9vpbUjgUimMU69UJz0r9sWDD3zl/KYEXIuJMyd3ODMXPui+68GslcwiWoEE4DQonHvfr45/UEjuHNzWvucu2xOTTEcHSgkSCk5pgsvDQ4Xunbc/0PmZe24oYi0V5/N5gH2pqJ0xkPtNrzHTKM4+2rHnQKedyoLSaCBUBhJJ0nX73aYzN7Ezu+9zVFqC6zRQHSkUoBTYW3exffdcd2O2+Czw3Xw+nwWqG+vEWgTePnE8k4kEv/TrtcdsU28zadGcvcqtDz2JkdyOZtUcslzJRGjVKriGiaFMYvEIhjYQAYVPiElQLTH1zlvnrb4DL14tTDwSibYda3jBq0A2l8udWydg5tTJr84uzr7e2dePkcpiKou49rDiKZRhspo3hRAREBSu08J1HRCDSCKObZooAQip15ssLcxSHj1BZ/8gjpi45Ymw7kZebRhtBS/wn8/lcvW1LagsFn6T3TOIHc9gaBNlCHY8sxxP1JrU5TQLQSBICAoD07KwTQONQhQoUZTLZSYmptlz4GG2ZLcgmIR9A3rmw398Pa7Vr267M1df5wHPrWg7kQStSLTFUMDC4iKxaIRoLI6gVzQs35vNOkEQEAQBWhsEXoAy1Ypgobunh+7uLIZhopQQiEKZJl0Dg1x49+/2Ku9aJjTDwI1aJrFYAoUQCjQaDVqtFlot7/068yiFUgrP8wjDkEqlQq1Ww3UcUAaWaWAY9sq2KbQKUWh0rA07Gn9s6eqYXicgEuk425i/jGEIPhpDCdu6sqTTaT7+eOK63yeRSJBIJEilUmtiAHzfX/tGRAgCwfMDvFAjIjjzU6RTXb9P7NobrjNhdez0HcXZ868ltm67NbGtT4sVJxZf3pLl4C9fIst/gdbry4jneStl18Y0TcIwpF6v01iqY1hRdFBDNUtUZ2be7Oq9+6lEb7a1LgLJvQfPbukdvNdxnKfn3zlaLf3rbVh1vLBGXCoVKRQKhGH4n5UClmUQj8cwTI0gSBgiCCEwMz1JefIiC+Ojf5jG+uYq+ToBAKn+veWtPbe84kTa/5Tu3wcraw8CD8dpEoY+kUiEeDyG1nrtZBsGPkEYEgiEohAJ0EZINGKRSrXR07uTeCzCYq30+r2HH6lfy2myAa4XxXeN7pgRpbRYJWoZa1HwfSEei6PiCtd1cV0X27ZpNhsopYklYuhQKJYXyGQ7sSwT0R5ufYGgPE33nnuu89J154HUjh2k2mLHKvPTpFLLRkNpwEdLQKt8hZmp80CwZjRQuK5DvVphfnIUQxYR3ydUPpY4mMVLWDp6Jd7R+9ZGvusiANDR3f+3ycmxuWgynVVbbyGWiCKBgVcrMzMyhGm1obO92PEIc4Vp0pk0jVZArbpI6coUGSrUY5fQlo1TK1W9lrzZe/vgr5O9vY2NXDeshgvnR77fXKo8i3KzhhWNO4FPWCmPRrL9Ra8x/0aIfqFrYH/UisQItcarlbk8dpqIGf1FsnfvG1OjJ2nNTtHTt7e+6/BDN6yGNxQwXyhhIqYdzt7Zch139vyF0V37PhvaSR1a6d1h6aOhXLFU+15bIn5HTIU0XfETyfYXbDvzSryvP7zRvP/H/xz+DfOxqtYojVT4AAAAAElFTkSuQmCC) 0 0, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur168561 2.6666666666667s linear infinite forwards;
}
