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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe2WTWgcZRjHf+/M7MzOfmSyiU1iEpsaqBQ/aK1SQQpFvIgKgkRoQSzVYFGw9iZoD6WgoodqPXrw1JOH4k0FRdSDPYhioUWTbdIm2c1ustkkO/u9O+/jwTa2NEk3G6KX/GEOw/u+z//3MPM+zwPb2tb/LPWfOd2/WwxtIot5pDC34mtsta/thAWQ0Sce5419j9DjebetW1vgKYCK7D0kam6K0VNniExl2TM/S9z0+UqHtgxAVKSD2FOH0cVlGTj6LnsWMpjjVxleytPIFDh3+XtSqYnbPvumAQzTFtk5gDtyBDUfYA8fwLJjmLkcvWMTqOUsfjqN+Ev8OD1xx/l2ACTmDGCZDqHYADv2P01oMItfWKIWiVMrpmnE+ijWDS75VXbmfDLZKS6m/4BVfvpWAQQg2nsA1/ToJ0bC3YW2wvz8zWkF8OThV6SMz3zIpOSFKVkOGScgyC1Q8gtcLS+sGnhdAGPoPtHZOUIvvIbTTOBdazJUs+mr+lxIfrKSzefHjkm6XOc306JGhartUw+HKHbGyNUnqecur5r9mgDeyEvSyM7iHh+lHtUESZPYd9eINxSeDriQ/HQl2NjJN2Wx2CQetShZJmXTxA8F1DqgnFPUdYUgqKxZb1YDEGf3A7iHDlLXiqBaJTJRIJyap78B+2I2X9/YeP35tyTaVIQ7TUoNzYOWkAorpnUTXxmUz7+Pnp5at9ittSi3vhhuHJcOnht8lse64xyMC/0xoS8hqISiGBIyAg9/dE4B7H3nbUmaHqWzH0O1ui7AWpVQ3froiq8kqFEMRVEhaDhgRBXaUWgBUeaK+esnXhW9XKD0wZm7mq8HcOdGt5uSF6EUEfK2pmgFLDYUfkWx48OzCuCz907IQqDJX/mz1bCt1wEj4eF3GswozT21BuGCQXfCIGr8m+Rkw2E8u0Tqp1+gxUZntgqgkdNi2pimSxMhZ1hkDIMXv/jnOr589KT8nkozMz5GeS7bcpfdUDt2E7sk0dFLZ7yLhJegZ6gPw4JqLSAnTf769QeWJq5sKGY788DKDRkeOY7lRAhqFfKXLlKcvU7DX9xQzHZ6wU0DST/6EI7bjZttUvj2S4INmrcLcONkCK8+gJkPmDt/isDPtzVdtQ1gu110JDPoapVmdrLdMO2rxx2U/fc+I4Ydk7vvXlttz4RdWugszKDrxc34b0qbynxb27qpvwHTnmaF664B2AAAAABJRU5ErkJggg==) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe2WTWibdRzHP//nNXmePHmSPGmyNkmzvqxdNxzFyUbFMRTxIMgu4mk3BRGmngUPHrx43kDdWXDgzYvgZfPgnCLDlzm7Ca2lcW3SJm2TNm/Pk+fvSVTY2mSteOnn/Hv58OX3hz8ccsiAKG5CqqNj8sDmDVatyeRLLxM//xwilToQicEEVMH2T98RJCyM2VPgOPuWGEzA90W3VIIgJDJ3Dn18Zr/7BxQAZK0m+H0VezHEzZ7BOv7svlLQBu4QujRu/ko2P4JieYTBCf6wVmSleQ+Q4j8XUGSPoFmm0NjC6ppIESPrPcOCMLm/8+Og4/oXiBpDMh3LUdQSTOtJCnoEeju8t/CheGfsbWlHhgm6m3I9qFKX230n0XfhZPacPJWZZVoVZDqQM0ISUXjh1hUB8G7+dbnuN/l86wYP2st9z+3rCA3NlSPWEKOGz4QbMjMsmDqiUEz8vef90sfCtWyeyM5RiJ/u+zD7EkjoMVKihyd8UioMOyGZmMRzBGsX3pKVVy5JgA8WPxJWLkk8b2OPHJVCj+wp0ldUOqo8P3KW5wszPOlFOeoI0lGBoQmkAm1CNgOf5VaHyw/aVHSVZTOkfOs6nerKrjv6SiDUTUqdMr6hsINE6hKpQc+UBKbEV0KaHZ9qp8sMDSJ+F8fOkHz6Rcyxk7um8MhXoGlRiW6geEPYdoaENcqWErCFYPqTqwKg9uYl2RbQVCUbimSl26OiGPiaSmjqWONnCfUolcVfACQPSfxh8cicOYLnTdCYfQo/HkMNQ9KrdWZadZK9DpdvX/tX31evvSrv73RZaErutBUWnQitbBGZyBENdMKtKuUvrlJburO3gKu60jNSpNKTlPMe5Cfo1avE6j5Hmi2KGuRsDd2SjDgBb3z2qQC4eOGi3FA1KpEolbgDVgZLSZNvKaTNKK2Vb/nm+jXKqyWxq8BfGMKQ6lAeNIOgvo6dKtJbW2BydI5uY4np0QIaLVRNYcd0KKsmrZRL1bMJdRezEyW/0aPYhnxEwU1q/Fyap7oyz5ff3xR7CjwKTbOlqoS4iSG621WKhSkeVFeJHD9JI+zg5ybQosO4tQaTax1y3SYnIjpO0kaLCH7YXOLGZo3521+LxxLYk3ROqpqBFSg4QUhBj5HTBMfcFFbcIp/1uPLbXe5ub9Mp3Tv4/XtxZvy0dIanDuxL91iomWP/r8AhhxzyT/4Etpk+zZqy8jEAAAAASUVORK5CYII=) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhe2X22scVRzHP2dmZ+eyM7PXbLLZxG4uJlVrVNRCowg+iH0RBEEk+uAFBUHwwVf/hyBoBR99EEHti6UvIopKobFeejFa27RJQy7Npm422VtmZ/b4oImXbppsN/FB+nn+nd/vc77MnDMDt/gfINtZrLQ7XXEc7IcelcJxbkqkbQHrnvsJ78uhWPZNrW9XQAalEuq+QbRMH4SNllNoV0BooQiRuoXeO4jQwi03aDuBRH6d1GyFRMXGsNL/qYC01QhmDXomV+hZS2C52ZabhFopThoZmXGG6dBMYhI8r0CPlsMqe7hVSVBKcGIvBbJmitHUED26juMHxLw+AiEpBz6uomHpGebtETldOiN2XUAXmhwy0vSpPjlNxbVUHCR4godPvSMA3sy+KIcwmG5hUzsWsFSNqCbpNlSytkLKAd1XEH5js2bANPC9HJdqc/KiP7ejFJo+hAkzKbuSOWnFOqWV6ZemHpMJp5NuN4pjhrBdQdQUxBxB1P6rxQsXjwhV0YjosZ3uq3kCffYAq7Ygc+BBKrUa8TVJR7lMzA5jOALVlOiGghYG6SsUxl6T8Q/eFgC9sTQD5h1cqRdkwZvfNoWmAt/lJ4iHhvAKC0Rit+EEYWK+ihdUOHz8yGbT1Vdfl1JtEAQ+s8+9Iq+tBNx7bFw8vv9JKcJ18LZPYKtzQBQWfhUz33wiFiaOUVyepg4UazXGDz27edy6774lagRURYNCyaNQrQGQjEXp7xnZfvoNBDYpLF0QP/5ynDOzJ5lpNFiVDT48/PKmxNK6x9V1n3wlYKpa5o3RZ6TqWOipLhTT3vZu2PH7Ggm70lAUHuk7wJ3pOLe7Bs9/+pEA+PiJMTlX9lmo+CxaDisdKVbSac5PTrD0/VcEhfyWc3Ys8HcO5YakG1K4K9NPSTV478uj4qXHxuRvdZVy3KbUm6XUkWL5wnnm3x+/4ZybEtjg7u4B6SazGN2D+BqUTIWqa6PEO2mYcaSnsPzFUfITnwFB01ktHcX/5uz8lMiIiAzWzxEeeQBNDdACj1ClRqK4RtRI4qRy5Am27NFWAhuokajUu3I42RxJVScbitElXNJWFD8a8O1PX3Pi1Oe7n8AGQbkoKlOnqU6dlVZ6mLDdj24s0tWZQTPSXFY1+OPj9TqJXRHYQNIQl5d+luZ6BcO0KYkKw9Q4mE5x9b5RTv5w/WW9qwJ/IiaLMyyWDXl6ZY6nlID9aoY4avPiPRD4B08PHJTn6jWulK9R8utQXNrzmc1x0239wNxiz/gd031DjUxfhfQAAAAASUVORK5CYII=) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhe2Wy28bVRSHvzue8cw4fsR2nNhx2iStkhCgLWSBhNQdFQiVJSzaBeoWseRPKUgoK7b8AVU30A0CIQRpKyht0tZt7LxsJ7E99ng8Y48vi6jhoZZMYkvd9LcZ6c6cc76553EvvNIrDV/yOB8rw46uTU2hzcwEhhg2gNQyWeLvXgxsMFQAY3yK9EdX8avtlwMwefZNJpoKpjke2EZ9wboExD+e/3o3H5vGUE0yRppic52SXcbF5zUti1pusV18ODCAyBpJaYserU5LSikPIXJ6gkvZ80wYEeKhCGb6ArcqtxEhncxuBMuqMNFU2RwEIKPHpWroLMyeo7S7ge8jd7cKAGI+mmHB0JmNxzFCGp6rcCW7RLXTpt5VeOoaCNsdbAeqriWSmiZL9TKzb13E39rltDrKg80/5fv5RRaTadJmCCOs0OuAG4JRxWC9A75s88CPDAYAUGvtiXQyKa1yldfjs2SVMT6enGMpliBlqCRNhYgKMixwNMk7P30lAJbnPpOmXwsM8L9dsFd6JPq1OllhYCJIh8Ooap9YWhCLCqKmQnQEzty4flgjcfqkCDEmIoGG0ZFtuP7kDj+u3cLuWeDaeF6PhW++FLoqUcKSkC6wrnx+GMztShIiwq5s/7d7Tgbg9BzxqLzKVm0DJaQixEHW4svXhe97+H2PPh7bn1yTAHU6FKQVJHYwAIBm1xG/Vh7z816RZt85XI8tfy1sx8HyHBrNg+nXNwwUTeF0+PRwUvBMG+19sdNtcLe+zrfvXZYAhWufynK7TbVhs107+OsVeY+aaFD0ioH8vrALnqcbhfu4+WnqXhOA1XKVXlfBsVyqbocv3r4kG4TJywSJ/SKNbvNIn8c9C8R3m+vij9o+l+fOyQ9v3hS/Ox6/dBwKmo6XGcOYmeex0qDVDzaMAlXqc8zk0vQF8hNnUL0KQtMx0iliZ2dpZ3LcvfMbhfu3aa3eO9L/sVLwt6TYsmzZNhvEczk0vU34VJKdXBQ3rWNNpHB/KAfydEIA2Kk9FE1TyPFchEhEISRtlI5Dr2HT7Xn0A96JTgwAYG+tiZrelyPdU+jCRBNNwp0YdrmG9ILVwEAAAKFKjVQ/RcqLYrT2GZ0cxbc92iMJyq2ju2BggD17T6x4bfmB5jNtTJLxLJT8JKW1cCD7gQEAWl1HPKkW5flomKgVxW7us10pBbId2p1wpVEV328+JeRYJIVkbPGNQHZD2YFnsoXJSrVGWVPou/4wXQeTruclwGgiI8kEO4xeuv4CKF6AzIryA3cAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2Wu28bBRzHP/e0z3b8iOPYcdI0cRwCaVXJPCReQxEDAxVDBQtDkWBAgISqrgwIwV+AmJAQdGChQgyQCgEDqthKxUPCUYNFqJ1XIzvOxb6cz68fA1ARNZLtNGLydzvd/b7fz33vd7qDoYY6Rp30TUvCiAsg/c6ox5gvmcRpwr4YgNLvkH4cyXooJrPnLiGOxurSN4PN3mt4IJERc2qedmKMfPVHut32/wogydnHkEQSqWxSK1yHAeq/J4BQMCEzkzkSTQ3PFryGw63V/MA+RwIYCUVlJjLJI7EJrFYDkwq7DahFplip/vnvG9BXEwPV9Y/k2aef52EjjNro8Pb3l5VPnnlVnI5Oea9JacfmZ2eb3/cK2M5aT/+BGhiPJyUznuTBQIdpq8srX19WAHJJk7INZfGjq0LdH2O7WcN21np6DgIgU1MznEmnePfLLw7c2YSmELIEfxOqnp+U1WU69RTFyg2hR8v9AWi6pJ97gain8uHVTxWAWxdfl2BXw6+o4EK3ARFLIeKAr2Xi2v0tZE8Affq06OkYZnIMNvYA+OzCS9LpqqioqIoCLdBcUJqC2AqG61Gt5qGPHesFIIHcWbRsHM21UU2Tt85fkGBbw9lrEvCbKJ6G2F28FtQ9aDQEr+1QdDfg72/C0R6BpYdkIf0otdE0XgfcgIXrVFlv7FMMKgSDQUKGRurjDw4EvJN9Q2w1zNnMmyybf1A2i9K8+Rviuoc2cijAXGBUrGCK+VSG0n6L29Eo3TbUDZ3dhs5Wvc5rX125y+z9xUvyS8dkE52tqIqcyhFaeAKJWKiFEs7VJXHzvx4AOQxAXjyRwzLCbITCOFYS2wzjKSat0TiblQpNNXDn4vcWLsp+3cM0oOAo3DZN1tqbbN1/hlr+c0w9y/6332GdyKAYxl0tHDjIpU7Jk6MxHhrP0I4nuRlIU/LH+WkqQltx0XcrsLuGae9glIokvHns9WVCTRen7bLSXifom6RYu4EyMobUygo99uDOCS2ZlZdn5zg3cx9rXZN6JsvKTpVlJcr2iI/ta1fwTcxQXvqIQPokTrHwX4+ey9YTAMOSxblFHn9ggWvXf8BBwwxYrK7kMeITtCqbRwoYnGg22/fv1FBDDTXUcegv444/hGJqf20AAAAASUVORK5CYII=) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2WXWhbZRjHf2/OSXKSc5Im6dqmX6trq2N2m9sctkL1RkUqIrJ5o6AiXnorIl6piAqCeCMigqAwvZoMvy50dNjdaNlHV6ejawalH4tJlzQf5yQ5SU5eb7RQyvLVDS/c//I8z/s8v/c57/O8L9zRfyxR12iEpGJ04zULWOZqXd925apn1A8OMfRsF8EJH4C8HQBqPaMcdSgfyWIYJiOqDytWln/FnFtaiboA1peXCfR00TnuIRTSsQMKaqkkU+tVinb933dLAAD8B4bx76mhKRmGRJGjUZuffsyycK0saXCGmlHDAGq/Tz74/dP02hl8V5O4FpKkYwXUlMbpX5NkzUpTcW4av6GH6SLQ/whqZpVydI5COk+84qDlYWyyD1v3cP7kYrv563cBQDVriatvfUdZG6LU0UUxHKDc4SF92IWyT0cf0+k5FJLGgK+tLmkIAFBZS+CYaYqOJKuHKIeC+HpVfHtMZt6eE3undrH/iQgeQ0habNemAAprN1idniGVXiefzdNRNhkLSB4e9gMw815MHH6gyvGPo9z7XIhWIJo9PPLuV/bjPaSjpNKM+ywmIgaD3k7CtsbR588IgHe/vV+eW7D444JNfC5H7kqqYfymKgCI7J8bODcyXHp9UTwe9DNWCjKcNYjmfCQ+mpIAbzx1XvSICn0DXiJjnfQ9tFvqvXrdajQLQPLMGl7FAeD4SzHRQxdBy4NuBnDbgU2/T169JlyqTXBvhNFn9tERNXB7lZtCNN2/aliVdx0bYnxwgBNv/iIANt55Qar4kUJQdmXJBh3mjOuctFP8vuxBKfvZlS8RBr75bA6nWtuWs/Ec+EfVjapITSfkypS2+c3leKgJSc3lUHVBiRpWVaW44SIxvYrbrVNxJIoqeHFikHSuxKn5xJYJ2tIECx0Myvsm+xhxDD7/9JwASL7/snQUh7y7wBo5zlaSnLoY58JX8S1rg5qK7lGI5+wteZuuAEBmPsdSt5/+yW4Azn54TK5ggVchpdpczqaYL2dIJMxtG8yVquRK1W0xWwIAqAyrLNVMHnvtiPw6sUy/R0Pt0EiHJVewWInY5PPN3w/tXCLyyQ+iKIYXT04QO13GFfTi3q1hjRZZ+iJBfrbY/OFuNbvfEBzQHDYGIW9Wufjz9U2bSxPUSrKlTTU9B/5VwZTihxNFdmtBKsXN/heAaDV5WwAA3p4Q1cgI+WS4neU7B1icTfHbbIDksh92+CpqCyATL2K772F90dpJ7p1p4NFJ6QkFb8tT/Y7+X/obMiBmWNiEXRsAAAAASUVORK5CYII=) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe2WTWhcVRTHf3fem/fm401mMpmZTJpMh0wSkrRpqxEasenCIKHqwkLRorULi6suBAUX4tZFV6LowoVKUaHQnSgqqAuxpEQXhVKlpR1jzGQyaWYy+ZivzMub60IMFjXOnQm46X95ueec3/3fc+CAqvwhKbr6pHLcv0hXDTCPD2H0mMhPhSytLoh2AVxKt/sHpXk6SuABkKl6u7VbAJi7g/bFTcI+m0MHTRIJX9tfoQQgNBepsxPE/RaDI1EOjIYA2oJQ6gHpNJC/Nug4ksRf8pA6bFLObXPl+t2WAZQc0Dss4o89jW4NUfZ1Mu9zEx/ohDZcUALwDSSplDVqnjh5v49Fj05uX4CRqSRur9YShBJALZPFCXgoNTTKZpBsOEKm04drKIJddVqprwbQNXWUql1hueKw5I6SD3RTju+jOhYjeeEE5khE2QUlgJXvfqSYX6aYW6KUzSLK8+hGmronjxO0aZQqoNgPSlPgPTFBOZNGbGYJlO5gBn7Db7mZPZsRAIl3HpaFS2kqMytN51Trga++xbU+y9L5S+Lg9iKP1Ewman7OvT8gASL1NKal5oKSA8HHD2PJP5jHDS8jWBg1LwLJh6TpDXrYfsFEJtysfbDWVE4lB7ZvFYhocQCOa90MOVEObEUYrIcB+PzFBRGSYTSvF3RXUy6oAEhrIMLM+csC4NGXZ0Sv3UtsK0HIjuxc+v656yIwECVyZrqppCoAgkqdk69N7bzMwEIKF4bjY+7CszvnTrWOHtDxpPb/pwtKDjjdITZ7wjsHFa2BdIGt29z11HnrvUk5ffGQbAR8uHt6GXzjVfTO0K4QTQNoyTCNmI91rwnAR28/I9NGhbS5zpyxyi+ixLymkzM91L02eHTEcobYaAJ2mQqVjUZ2v57E6u8nVLZ4qO6QMkwCBhRkkcVahZ9Nwa1vlihcXSU8NU0s2UWfq8bsxS9ZWyz8Y62mAULHTNn3Upha1YvImxg33ESPpvB7t9h0NtgobJBbrpF78/afeWV4MMH4kSFEZoWr125Sqtt/q6fkwMQn+6lGBQvvFil+tkHHRILg6WG2jFWcgk3p8jxbP23cm1MI+cTYMEvFNa5lcq3vkA8+n5Cnfjgmxz4elfz1T11I93hQ4ha7Ndu9Ma3IsNzyqRvnZGQytmcrOShMwfArZ8h+bZO/0vr61ZZ6n5yURrhjT1/fiv53gPu6rz3X75JaOhWKmU1bAAAAAElFTkSuQmCC) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73858 0.8s linear infinite forwards;
}
