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0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 1 2, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2UlEQVRYhe2WW2xURRjHfzNzrrvb7lJKCwgVNaigD0gwaEJCoj4QYkyMqRZM8EETovjIg5cHQ4xPghdMNGKIwQRp00SjCRHRKFE0RAtRRFMRuW4rKbXd7tLdPZeZ8QGQhoIUtfFB/m9nvjPf95v/zDfnwFVd1f9d4sKBr9vbg2w+bU7k8ZOLNu1NJxtAjn2wzyH9Zjkn8YN1wpv71OePLA0mG2CcAz1PdDwolXjBWppQdlM4zXxQnfZrz6LVk+OGHDeS6h3Ct++qkCapxFqTqtdmzpj7TOXQ/S22797Mvw0wzgGAH59f2WYce8wOQVIHv5nqzLsZyDSzWeX0ntNJ1FOgUBfXbalPCgDADy+t+EjELEvLQA28FsyU+TZumieOOll7SGK3RTH7guu6ev8JgHPJgKRLeyyzDeC4UOtHRoMiSGvcPH2xuFFLu8xx+SItPvS5EuzCdQ6Jlq0nrxTgkg4c39Ae1JQzMprgCQN+BEkZUFC4BbI3JHhTNa4vT7uOU1RS7AH5ZS2qfxr2qKJ4sNv8IwCAQ692bKmlYlWsQQEyBjUKcQxuk6awOCLJlcjlsmTCAN/zhoBehNhutN3pCn2YgcNlsejSHfSXAEc3diyPEdsr9fMv5ySYEtQq4LWCd1MZUyjjZgWOcshkAgLPL/meV5RS9FjJx0rxGYO6JG7tjq8IAKD35Y4T1VTMsvb8hFAAoxBXgKzBmVVFzilh/RghBJ7j4rgODbkcrpJDvu/tl5KtRnDA1W4vbUlZiDNbdFmA7zeseFEb1p4DAJDizOltsDAyAGkMmXkRpu0UZM4sUggAi+d5uK6bBr6PUvI7rfW+limF9zHqoLj23cOXBdi/fuVCK+zeVI+PZbwzh7M+DFEE5CPkjFG4/hQ2lSjPYkyKBZRysEYTho00NxVMJhs87M22710WAODAhhV7E8NCY8fHAgW+gaSsTXVYSZupEd16AFVqpT59L0KESGXR5jRC5HfnG9u6Wqa2ds5cuGMQ/uIeGCsl2QYsjC7iQl2D61vKoliPa7mMnzYSfHM7EWXE8dswLf2pyVZ2BrPE03fcd9cB6DZizLInBOB4plOl8sWLAQAMj4zw2+BAxqmPkk8kYUMBR4eY3wvoozJGOTMjxZpPNvet++pDTgJ/3hHjP0YX0dw1XUVHssNT42Nax4xU+k2tPoCrskTVCiMDJ5DKwQ8bkY6bsSZdkEbpKseX3y5tX7Jg7PwJAQB4ym4L3fHjaVI15UofiSlja9UUawBBNFrG6JQw34yfayI7ZWqQb529667u3fv+FsA1Sakz6xLLMftnraY0fCKN4rLB0pPI6i4AazT10RFq5WGSJMbJte7yguxqG6ePX5h3Ql1wTqfe7NgyXBerKhFYa6meHkj7+nuqiS7vBl6YNrRo0HXdnwGk4+KFWfxMAwZ5y+LXO3+6WM4JOwDgOXZb/uxPmtYxvw/9kqa6PITlLW3ZN2PuzUWE+Ea6PmG+uRjmCuuV5fZLFYcJdsE55R/t2lF9u6PoO2LWaKVUTZLqTm149sg79K4Ds+fJaE6QK3ytlKrfuem9pRPJeUUOALhSdObdyNTrQ3uSuPbGkWMcXHe2rYZEpd9raNzih9k3rjTvhFXZ9MD8vo3LP+h+rHnJpBW5nPpeuaftPyv+b+sPt8sM1NW+/3EAAAAASUVORK5CYII=) 5 7, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 2 9, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 2 11, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 3 12, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 2 13, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 2 14, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 2 16, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 0 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 3 20, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhe2WWYiWVRjHf+e8532/lW9GHScRk0FKpQWkQiUiJyErmVaYrQwLqS7Kbiy6HKTLEEQIKkiIAjXBwosuhNAIuqjBIoJqinIbZ/tm+7Z3O0sXM4b7EjN24+/ynIfn/zsPHM6BW9ziFjcRd7Jn6cVrar5DBwYeD+4sLlwSRnF7iskDH9w0ATe0pVWnyYMjI2PbHHJNkPF3Xlwz5wLu6AbFqtZmrcV9cRR2x0n6/FS1mm2EDXt7obh/XgXc31uzZOJ260RvGNXX12qNtkqtFlRrIzTC6c9bNm1vwHdzL+Amn26mGiyzIn7dpLajEUXLyuMTpKmmEVYIwxEc8QHYaY92PfSMFKJ/w4Fvz8yJgBvqbicUjxkpngrDcHm1Vi9WqlWMMaQ6ol4fRcdxLfvNxtFjB5OvrdX35IoLXgH+u4Ab7Mgjcm3Gyueskd3amJXliUkVRZFMkhRrQMeOsDaFGc4iBlfLeCo+aLRuVZmM8ovFPuDwDQu4U51ZPNWGoyM19gljzPowqufrjZBarYZz4KwAaWk0KrifV+ONagi9vCHNB7kCKlfCwb5zPa9LwLlOyWmW4Kl2C29rbVZEUVyarlbQEcRhgtB5bEWhyz56VCFzWdRkC0qkiLxAlhTWGBKniIQ6dF0Crv9+xYIVSxlUG1PtnkSz2WoXVEetjBNHPNSMaQhMOcBEFhtKXCTAAonCBWDSBASQJugkRHgeWdX8MfDIZQX6+pAvsTVoe9bI4WHTVZRsC0e4Q0eiJRpHpRWBCX2iso/0gRScg0zOQwagisZO1ieT8fJYNtAFBIAQgMM5R75pETi+uGQC/a925D2/sNaNs6JaSlb98qV72C+Ku86eoOSXIK0CDvwM4EGhCPggFfg5iA0oBQYpjY5UVKriJXm8qgM3GyIEys8SeG7/JQLCK3RYIXeAW51UKKlAWF1B+rmZfb8J/DzoWYnQgvIgtiA1WAckIIVABE1KqD/sePyjLAS3ncmli5FOLRNC0qhNH1n72ZHRc7kSoA8kwh4H8ZPwxfHsYvAWIFUr6EVgmkCXIFSQ+FC3YJg5NW42fBbrwPMLFPJLrJER05kTZ87mf1iHlI8KOBRksuv73+jZfMEEdoK9e4xTy5vEu9mpsQmxcHELeXqksL2eEGuMA20uDLoqQpAvtpKZbk6iZDIQjqh5QXQMf9WwtGZXUUz1/1t6rV6/7e56QCJ7PSl6tGVppEHbazs4Zxgc7E8qlZPHhTM7tnwy8wj0gdw5c0+uT+B8ft/TszlJRK+FHkA5B+YKU3E4qpOnk7PD3ze0Ttdt/ZSBy9XJGxFY9eb+r+59a9+LznlNnuDljOJIIYCcD+qiTgJBJldSftA8LAVtV+p5QxO4HCf2dLZZ4Xd50vaCWJNoCDWkBqzVTJQHyuWJP7e/sLd+yV9gTgTOZ+jDnrUK0esJurRjaS2BiUpFDw792j2c/HX4tY/Q8ypwPvW9vR2eohdj2k+Njr238p2ju+cr66q4XZ3ZM+9vWva/hN/ievgHXCgmrZpbGp0AAAAASUVORK5CYII=) 3 19, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 2 21, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 3 22, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 1 24, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 3 23, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhe2US2xVVRSG/7X3Pue+etvLba2AtcaIBAlBBVKjQTEmGFSCiFxeAxKDggQdGDHGgYnEkQOGDpw6MBFmTIwTiYQQQiCAQRRBpYW+Ttv7Ovee997LQU1A7IMLDaP+yR6u///W+nMOMK95zWtecyQe3LmMea9qdU7MRbj7547uIEr2BwNO7wMHGL6wPqtjb2ut3thSqXhLW51v+WS3i4+vU0mx8NLYeOW9Sq3WE0ZBNzNA9IAA8MTDy+I42R8l8cqmNw4/LHfjC4iftr+4URjCy0dPHJvN4p4r4MGdXQmwp+l5r3qeL7TxoZPaIyevr+uD4QMinTp89sD2g7P53NMFeKCUBmNrEIS73YaXjuMQOtEgN9enIyow81owskTi2TkHYC4JDMm1YZx85np+0Q8DGBMj8WPw0KJVnOjlQsqsTOUQU6Z7Nr+WKmAGMKSWaoNDQRj21mp1sAF0SIBTgLz5aNrO5AqZfBGWZUE3J14498GOH2fybO0Cg5uLhvCp1rpvYqICZgZrQtKQSN1YAWgBlUsDRAgbNcSRn01lM8/MCQCfXa1Amb3MZsuwM67COARAIM+CabpIhXkgDfjuJFjkN8HGgEAz1nD3FSx6cqNh7HMbfnsQ+AADxrURHu9B6uLTiAIPQbOOoFlH6DXARgNgNGtlnHhnQ9d9AUT9pVWG6SMv8HvK5QpYM9R4N5JTiyFAgBWaanADbjQOJgbY3Jr1G0ilcv1n3t+2YirvWSvgwVKvMfLDIAzXVCp1RUEG/Hs3GtdskAZyRSBUzQTGV55XFaAIpPFLWrd/benC5Wy+0CWl9BDzQMsA1f43CoDclWizIfSTrBltg3cphWhEQVnAgsVAZAHKFO1iJ8HBVVM3Y0InYaFOGM80cSYa3oDXnnsqoUOHzFQZ0/61+e91aVgLNxmIz72yXj5xiYV7VSKpEXJ5wF4AuBqI9K2ZIKia8sQ147o3oE3wnTT4ate3uDzTknLKcC4JhB2r44AONoexpnJRyPoVAfIJ2SKgc0BdA/qOnaRKUcpugzFGR6HXZSgZXdmBcz/3Y8rtgSkqYABBP3rZxZ7mMNZWLkP5Q4CSgFgAeOrfYP6/GYFgp9tFZ+cSRSS6K+Vr6x9/LD4N4MxdA1TPv1ngAbGrOYRttStIxxXAygMmA8QWoHnq8NshLDsvOjuX2JaV6Rsb+6MENKYF+E8Fl46UbDj22+5f9GX1AnWwBkQOQBuQSEx/xzshiCCkRbaVy2QzHbnXl/m/Hj3nzfwV/PbJprbovNxdJRzWDUqLDCDbgcSeOVjQrafE5LMkYEtCSmWEhYVLag+17QR+ODktwOl33+ppeunDRNhGcvLkaAeMBCQBNgFCAMYAkZkMkwRIcF1IciwBRxI7loQjBTkW8ahliZGUYMdAOI1y7eZ0C6gjpZKw0+oVw9hMErA72TE5cpTgEQvkEMFRxKOShBMZdkLWI4qVkxex0/vx0eDuSpleBACn9pUW20ptjRNz7Plvvr9+v6at6B/WECDcGMeYxQAAAABJRU5ErkJggg==) 2 30, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 2 29, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 7 26, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 9 29, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 11 29, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 13 27, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 13 29, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 29, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 16 29, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 31, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 20 28, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 19 28, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 21 29, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 22 28, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 23 29, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 23 28, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 30 29, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 29 29, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 26 23, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 29 22, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhe2WW4hVVRjHf9/aa++z9zlnzsycGaeDyHSxtCYLjCSJTHsQxp70YXSKgqKQKCMqqMCHYQiCKLo8GNRLF0Il8K0ooSKKgkJBw4RuhKUy3s5czzn7ttbqYUzSaWzGjHrw/7q/y2/9v++DDf9Qux7sWfnLK3d+kr296fkLyVfzCR46J/7d+/xl4gfPjrb0msypp5J3Nt44XwA9l6A9mwd6JdD9acanw6/v+AlgaIAATH+p1LXMSEEdm4RqUQ0DG+YDMCcHrLLV5sToNrLGzV8NDIRDq9GLi9wj4m31g2K3Upp6C5qZrD/5xuD6iwqw5+G7HkqTZHcaN3Rj/OS6w3xnL7+SmoMNnm7TUdh5psZoCzIrw/MBkNk+7Htk05Ic9Waetm5tTY5hsgSApj5+71j48zql9MZqx1LbU7s+EPHO5LWHECj3ZO+WnS/NBWBWB2IphlnSvKk5Ucfm2RnWwJVeAFYiSheLXQo5u8RUCsbJ8NFXB7ovCMABe7cMDou4/XiFsNSxgLDcjvKmX6lNqRbRc1VUaLdBoazkHBONhWZGeRJvTqOYMYJvtmzqz1vND+OpcfwgolBqQymPuDFBnsZkNqZRGadU0bazZ6kS+etDKvpgcbdc//jOb+blQOP40bXN8fqv1piptDUVt8br5GlC1NZBW1cNX4X4Rtn2StUW/dmvODFg3d8v5AwAJbzsPFnrh/pR3WX32Msm88QfI5MmTueUOhdQK/dRkTYbCBRm2SJjwVj69784OHg+gBkjcA5gtf5s1xfPWGOHvLRTO5sSjS8nX/gL4bc3IfUyugCFAgTtYCOYSP7I/VNxAd/jhxue2LF0TgDOwYGPl28cmzgyJF7a5+tOBEUQRGBCPC1IK8RNBnCoSlb38EQolsAWwIXQyM5uEPlQ0Gxd/OiO584L0Dg0uDCP420n66N3xnEjUJ4G5xARjLUIMn0iCpwFL46wp0LskQrJYQ/xoNwJaQBOQ3raDSVQKZCLksVXbdn+67kAZ7ao6MvVsfE+6Opo+yHJoysq5dKaOE5VbvKytVZludE4p5I0w1iDUTGqGBMuNOieIvZERHNk+j1R+7QbRsA6aOXoQLlh4P7zjmB6DKs1h6s1JCgiqs9Y1+2cWyFKbnPWakRqrThGiaokaUqW5aRxji8RrQMlWkcU+QQoBYRgi5DL9ChEyR3XPbb9s/MCzATarBlpBi2bdEf4i3LjerR2K3BqCbhFuTGLjDGhtdJtE7F2SqsT+2Die3AG/AhsCCoC0e7zZU/sXD0vgJlAp7OODdRIdTnH9YpIryfuGmtlJVBNG9SmfqMy8RPB2EE0Dvw2kDIo5IH30u1vDQ9jLwhgVrBDd3cgmUL5vZmxWnncnjVZNfIl3clJ6YuPUXEGrQKOZk27iqQxcvMb7zcvGsBZMA7Fj/0aEwSj9XK1dcoVT+3lyazOSnGuF/hcLE8vf23nwTn9Ec1XIlj4KAVSYMo5OLx7/dO+KlzrnGxwoqyR5si/0ftvdWCgL/j6kfXV/6T5JV3SJV3S/1K/Axuo39JiHwPxAAAAAElFTkSuQmCC) 29 20, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 27 18, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 29 18, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzUlEQVRYhe2WX4jVRRTHv+fMzO9372/v/jdbN9NtlVqXRSOkBwkKI1EySuNuRWXRQ5YmQi8REYsPPlREWRAsCBIGgRvhYyFUQv+ICDEUsYdMXP/s3q63vf9+v/nNb04Pa6K12C6GEOz3aWaYOfM5Z86ZGeD/oi9HoMff27Dmv7bLs504ea6zN3H+yWTf8BsyujG64QAkarBUS9dMNuS5qi6M1vc+3nvDAA4UURDJBhs265qs+a5SQzZXU7/v973DQ3KgOGsn5gQgV7STAB2pby6zthYlmUelSVElprX1hD48U+J149dxJDTT4DcvbFoYenDb6Wb5SOtnrpnD3azD1xZ0Dqzt7L4tp3SOGUCggbyWEwR5O2T76eIdB8tzBfhHBH58/rF+JbwlcX7L+M2+H0AghD5m7mXFmlgzYTpCiQPqKQ3YjF+vpeG2Y29tXnLdACqJy81q5aakXnnaVWsbDZYOkKAPkB6XpQx4f+X8NAOaDkusYIeQeeXom4+unAuAurJzoFjkfOTvJ5GdLk1WwGe3A7TY6uqQKBnMhR0URd3ErK86OgHghVoEdAeYF299YGhy9NCxU3MCkBFwk1etJi/vprY5mKUJAOpg4gGGXiiBz+fyBYpaephp5twVQShC/QAt37FhRf2Dz48f/zeAy5a+nniwTVK3PrXxSpfEYGVASoFEB6Hv7gjQzSQK5l+KToAcgHsIPPLLnuK2WQO0VjttSnkFk0PUvgD51k6EUSt0mEdgWhCm7chz3oXIfKQBJkBdWv33UvICbTMacp5fPfHO8O5rAdAlavy0/Ylnrcvez2xcYBYoHYCIIRB4n8HZJoJ27QqteTahYmFA54DYTbthHcAKyPy0VY9pQE0oE8lBhH7n0EtjtRkBRgDesHXTx80/yo9kqQuIxJoopymn2UQR0DUF1WgBuRAsCswAEQEZQAyoEBACVADYbBrECaYzTAGKpQElX6Tebb/rB3UGg2OgXfCXAfbduzS3dFHffsmyJQLEKicFLKoPoGCjMN8O7q0ilHZwmgNlGswKqAdAoiBNhSwhQAhMgGQAMsDLNJwHwBogBUssR8RiJLmYngyq1fN3fnSooQHg1OHfbO/Dt+zWqlle9lDbxK/8/SiZcECHCkYLTBBBhxYQB/IMEgI8QWsDlQXQCEHNEJQquAZ5V4X3KeCqgLPwkoCzFFo8rRbBHij9ST1q3S/ASQ0AuwB/IPj2aLEIfAW8bHTbOmM6ozBsgzEhmBSUUtBKAUQwRiMwBkppKCavFccMiY2RqSyhmq1Kw9WpZC+iYuuw8YTEzUlBVsdi8lRgz54zDwBe/5UMw2Pw3z2z/Km8+BeDIOrJ51q80cYbo71Syhtj4iAwlkFWad3QWsWKaUpESoq5xIQymM5lAcqmhabE+bJdgEq9JA3A1Wwc+qycMKADAIhDUyYAlwFKP69f14iT7da6nlxoymEY1BSrs1qrkmJdY0VnleJxADUSlDX5UxApQyuHKJ5C9UIMc6tWyYRD30KLMcAUx1AgXHV1z1yGp4tdTefWJtatEsEFpVQlypmaZn0+cW4qBNDMUMt32SmUA49qxeGitbjvsKMZ39PZaxpAigHG00IlFd8RnLHo7Y+Jxrxc+hRc7ybzmte85jWva+lPFZ4hXUW7xqQAAAAASUVORK5CYII=) 29 17, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 29 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 31 16, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 28 11, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 28 12, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 29 10, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 28 9, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 29 8, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 28 8, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 29 1, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 29 2, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYhe2XW4hVVRjHf2utfT9nnNM4DaMOalaSlwgn0ZAKgqChoqKYPPoSvvhUUEQPPYlE9JBBBhUJEkWmNlBEF8pElKzERrHBStS8TDo6zng8c2bOZd/W6sGs1JlxZtQeov/TZn8f3//37XXd8L/+6zKrkKPFxfUy7lzZPglLtQljusJ+fWxJR0dtuLxR6Saqn19aPl1NUs9LJV42Ur6QqU8aR8q1rpVp92vtXllZ+USzVIemTQiBNhSEMEdj2X36ugEceyP/YGJYWjUin2ocEYEugElJUGZdqXhqzX3v7UmuKUDXmuWtRphlrjT5CNESJhBrEAmIQUhr4E5mn7T0p3eu3THs2I8b4NCbS1uSSOZTzbIU05pqqGiBic/HpQGrBmkV3EYqDQvMZz2nfuu8Ut1RV4FZ2+actHP5KBXLEk1b9Gen2lycpwCnBtU+8Keim++h226uLa675ZMzVwIY9gsMrF/aFiVi2Wkt8rUYpxpDlI7cgYwgLoF04Ia5JgoaxXrXj4euZH4RwOC6J+Z6rrMi1iY/GImWgRqUo8u7vdQ8KyEuQ6KgcQE0zBHHZJDuEtM+r4wZ4OTr908v1aqvFEPz8EDsynDEOfu3pAAP0EWIImi4A5oXo6VjDpei8Ipj/1cdgGnPbu3+vmv3q792H9leONdbSZIQY0Zp/QJ5GaqDYDekZG6OMVJridmYIzfqzP+n1IWHjr2V7rbZpdPV2tmGSrlvpq08bMeXQly+WQYOZFKoFMC+EXKLawTN4Hhqexyz3r5pw4gbz4gAALfXx8ez2epPSVJ6tFw+a6VxJGzbFUJIIeX5VE+BF0OpD8hovHmD0Fiivj4zpJT8wJmx+eOxmsMlZ8HqHSRH3+eAMTwXp6Wd5wYOyp6eHykWDuukVqTONbgaaucgicBqqaBzJbLZDLZlnVCC7eMxh2GW4WrQ78JXCs6kadRUqfUvjKOISrkMSVNlkmnxwlDJYE4IM4vYGUHgeygpdmGrw1cF8OUzbU6DqZvque6ZU4cO9Cd+qWjrIBF+YMUDZaIwG1R8hWwM0dP7EG6EpTK4jlMA+a1oGvvYDwvQSG5uNFR6qv/0ySW2bS+yk8nnAxVBEEzBtbOYoIqcUoUgQghBEHgAB6phbet4zeGSOWAZblNKtUrLWXThnZAKIcCvy6Esm3D+fpjVB4Bj2XiOW0SIL/xOdWIiAMOeBT+sfPz36kB/i9EpXqYeNzMJnSYkVhU5u4h3a4jjKzKZgKlNTfsNYoUzY9OYN59/atgbkeO4mxw/g7JcLNfHGEMUlom9ArXmPSjHAIa6bBYpRact0iMTMR8RQKTpZjeow/KzgKBc6CUaLFV0U08ihI/WCY7jYCtZMJKvOXOkdE0BWt/+qFMj51mZpu1xFJKmMSjrIJnBLVIZDGDbduK6TpdSbBMLR77xTAgAYPFbm36xTXmjUgKjqUnFbq9l8MVUD6GUhee6SMkG+tPiRM1HBQAwUbLJ8TIfSikK0VC8+q5HHtsvRP1Oo1OUkvu0YL+Y3xFdDcCYtK397tZVII2Bfd8sePrQd/ea3q4H3jHHl+eutva4f0x69rY1+r7Tm8v6D9GitwjRoa8WYtwKu5/Mm+PLZ/3rxhdkTLtzrWr9ASHX/84Lb58kAAAAAElFTkSuQmCC) 23 5, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 22 1, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 19 2, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 18 4, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 18 2, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 17 2, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 1, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 16 0, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 11 3, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 12 3, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 10 2, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 10 3, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 8 2, auto;}
}
div.testarea{
animation:rwdcur90733 10.666666666667s linear infinite forwards;
}
