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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYhe2WO2/TUBiGXx+7bpO0bhrS9EKJlDaVWqFyqSKoEAIWJCSQYGNhTH8BMCBGfgNDo04gpA6IgYUJitiYqEBCojWl11A5ri9pSOJLbIbUqps2xXYGlrzSke3jc877nM/6vmOgrf8sysdY0qTfagWA9mBKA2AAMN1DQ706y9KoVJy5FA42YQcBaBYB4rTU5NQliu28TwiZgU1xFAXTqllblm2+UyXhtbS9LQEwUY+E01oCIADI4PjZdDgcfrqqzj5oNnksOr9jGuazgrD5plwoKA0gnnTcJ6CTkxduhLpCz3+qs7eczqGZFVj3rmNYWYC6mwIAyNXpbtXI3D4T56NVQ/tsViqGy9zTJ2kEYJITU+c6Q6Ecr2TPu1+Utk7h9O4LrPM3jywia5npZJzvk4XfiwBq++aeouAGILFYLBLp63/Cu3buliKnmy4k65mLI4NrS0VRWHVB/DMK7tQi4UQiSRFyxwv5cepgO++GYjEO9axplrbNAVg2cpVXssNBAWiKZCJdPXG4ssgrAAEACuRyUHMA4NVsmmE7gkcAFBKtAAAAoWjO13j3g23b5VYBTLNWDQwA2MutAtiU7msTbgDLrBrvWzEf5XIfKyVdgo9KeAhgryQup3tzH4ICWKa+WJJ2FPg4FxwACwDkfF40asbLIOZjPXNLckF8C0D3ag4cLcWUWv6znupf0xUjc82reTqa+14sKo+k/MYPABoAAwfV0DNAvXTqes2s7H0ZjPMrifDXK5I2HT5pgVFu7lNJFB8Lm7++uczdh9KJajyOnerFAGAHUuMTEY57SCh6hleySWfQeHResC1LNAzt1c7qxoKmqUXUQ6+jfiSbXsyPA2iEYAAwfQMjI13dPWmaoaOApdd0XZDyBV7T1HKDqe//gZP+iICDkupcD2XNfjMb7ttqq622fOkvmX8MAKLQ11kAAAAASUVORK5CYII=) 4 5, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 4 5, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 4 5, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACx0lEQVRYhe2WzWsTQRjGn53dbpNtuk1DTL/SQNoUU6UqJWgVEQseBAWPInhM+w+oJ48ePYqHht5E8SAiHvQgWvEgeFGxKNpuq/2KJYmbbBqT7Ed2PaQh27QJm83BSx4Y9oOZeX7zDu87A7T1n0U10ZfU+a+3AkBbMKUBMAAY18BAj8KyNAqFylgK1UUYdgDqRYBUWnB84iTFdl4lhEzBoHiKgqaX9E3d0F5KYuKJuLUlAtBQjkSltQRAAJD+saMhjuNur0oz1+sNHnXPb2uqdieZ2HiaTyYzNSCWdNAW0IHxE+edDuf9FWnm4vCR9yDTYZDpMJjTQxhKP4L0JwgASBcnXZIauTTsFdxFVf6gFQqqydzSltQCMIHwxLFOpzMmZKLHAYA7bEBzD6Ln4zPwX19hbfnCvknScmQy4BV604nfCwBKu+aWomDeAuLxeFy9/pG7K9nZWSuDa+V33Lu2+X3xBYAiqtvRUObUIpzPF6AIuWzHHAA62M4rTo+HRzlr6qVtfQCW7TorZKKDdgFoikS6HN1emLLIKgABAArklF1zABCkaIhhO+xHABR8rQAAAKFovqn+5g/DMPKtAmhaqWgbADCWWgUwKKWpRZgBdK2ovm7FfISPvS3kFBFNVMI9ADu51FKoJ/bGLoCuKQs5cTuDJs6FCoAOAOl4PKWW1Ad2zEe75z6nk6nnABSr5sD+UkxJ+b9rwUO/lIwaOWfVPOSOfctmMzfF+PoPADIAFdWSbBnAAGBAUUpaYedTv1dY9nFfzojyJNdoghF+7l0ulbqV2Pi5aDI3H0oNVXscV6oXA4DtC46Fu3j+BqHoKSETDVQ6jbnnE4aup1RVfri9uv5YlqUsyqFXUD4DNCvmBwHUQjAAmN4+v9/h6g7RDO0GdKWkKAkxnhRkWcrXmDZ9H2h0IwKqJbXy3JM1u02reW+rrbbaakr/AOYbCCvFZJW8AAAAAElFTkSuQmCC) 4 5, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 5, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 4 5, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2WzWscZRzHP/Oys9ndySQd4iaFZJNttjV9iZWyVA+pVAQRPFTw7SKItW2EHop4rODB/gfFQ1dvXjyIiAiKYFMKFXqoCEqldbM2bTfZZDe7O8l232Z2pofskE1o4sz24GW/8DDPDPN7vp/n97xCT/+zBB//ijt8t58GQPJgKgEyIKt79w40FUWiVnNjBTY74XQDsFMGRLfED04fF5Tgu6IovogjaIKAZbfsh7Zj/WQUV74tZrNFwGIjE255KgAREEf2H06Ew+GLGePsezsFTw5+lbNM6/P8yoPvqvl8eRuIJz1pCKTYwedPhvpCX8wbZ1/bLbhUP6YaZvL1saH0YN1s3LRqNbPD3NOQbAeQY1PTzwVDoVS6fOaolwYASo3ksdhQek9pZWkOaLXNPWWhc2aLuq6HA0pw9p/Sh4eGT+bQT3lFgMz6R6dHp6ZfBRQ255A/gHA0GptfO3cuNnWN4kunCebnvRMAASV4KqTrGhurxj+AokRmAIzjbxNYvcfSb5O+ACRBTEb6+ofoWEVeAUQAAfEFgOroUfr/nvNlDpA2ziRkJdB9BhCIAiAHCJSyvgEAREHSfP3f+eI4TnWjYmMrka4ALKtV7xoAnLsAsrFMNZ7sCsARmtVuAWyrbv4KMHDreyoHZhg/cPU/Gxg58YCRmQUA9mmpa7VKs4iPnXALwHqlcDcxkLqauzFBX+4OxZn3dw0eO3KT1RMfINXW2z1ozlWKuTI+zgUXwAYoLS4WzJb5NUAllcHSniF8/jCxQze2BMUnfiT6SoGlty6h/fkz2VtHmOy/8kcpX/gBaHo1h62HkQjIqKoWH3/2wr+PZj8F0N8MUJ1IIpg1pPoajijTiuhINQP1r19Yvj5GYjB12yiXPs7fm/8dqLch3IPJM4ALoaiqquqxyTfuV89/6fbY0qJY6hBCyyRQXmThzssA7NOuXH+0WvhsObtwu8PczYKvDLgAG5kAZTi+fyqiaZ9kjNl3nhQ8Hrp8MZe5/02jYax1GFvt4kk73gfaEDIg7xkeHe1T+xOSLA2C3Ww1myvFxXy60TCq20x93wd2uxHB5pbqPresmnaxttV76qmnnnzpMSNcKEZSLYmuAAAAAElFTkSuQmCC) 4 5, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 4 5, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 4 5, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 5, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 4 5, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 4 5, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe2WS2wTRxzGv51dr+11vLEdx0RRME3qNDwUklLXWAEhuCFIRVWJS0UvbdpeCBfaQ1VVPXDg0EulKodYOVSKkKAKF44gCPRQceAlkFAJS8ijJNFm8Xod184+vMsBO95YZGM7HPNJo53RPL7fjHb+8wecNJrmMb78EWLHWWAvi78KvyE1nwTAYnicx59SAr9e4wAQx3Uc5Dyx2b0XXPAqLlz5EgNJFozrBHy+BL75PYBDX/wCf/MfCHaFGzUHANqx19ctobNHhpu7iD2JGbi5Q9C1l/igrx8e7issTn2NcyenAcUCYDYCQG3SzwAgGJfPgnF9CpqEoeYfgOUSEF9cxHDvPwAMW3mvAKRUGHwy2IT4yYhr/gmrv17KoSfB4vqYiCVBqwKo+xQ2Algz39WzL0m7PacJIUlYFA8KhmVa/xWL2g15eXFCEUWpZK6VAOqCeBcAAUDauvfFOM7z87Ty/RmnBaLcyLAkvprIS1K2EYh3/YR0dE//Ua/HO/JC+e74RhPbE/+ihbmLWenMiZ1hIbCqq3eNQkG3mVuNADDR3b373V5vSsgM9TlNND8bQDb+OdpXJjA7d+pANCwEZXFxEkCxZF7TKdgBSCgU8vmCrT8Jyrcb7rws/d5r+Dtk5GNJaPdlyFr84462mUdZSZy2QWx6CvZARLhIJEoRMlgLOQBkrqyg5c7YWtvFuk95QyEe5etbg9YBsKzvsJAZaq8VAABmnx1bq9MUifs8/jAqt2hTCGL/UiAH6zGvlqAMxRjW1fgJgEJkKwAAQCiar2u8vWFZVn6rAIZRXG0YALCmtgpgUVpdm7ADmMaqfnMr5l186nYhp6VRRyRcB7CSk6ZizalbjQKYhjaZSy9lUAnHm4KUAUwAkBcWJL2ojzdi/qF/9JG8LF1Dne9BdSimlPz/s52tM1pGjx+p1TwWSD3NZjM/pBfmngFQAeioRMOaAd6GTk0rGoWVh21h4XmEezyQVg9wTgt08aN/5yTpR3H+5RObuf1RclT1c1xJQgB2R2f3bh/PnycUnRQyQ9HyoO7AmGiZpqTr6qWl6bnLqqqUn2J7glKTNswHShAMACa4o6PD0+SP0QwdAEytqGliemFZUFUlX2VazopqvgVOGRFQCanl77pbUypGVX1b29rWturSG93dRICE45k+AAAAAElFTkSuQmCC) 4 5, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhe2WPWxbVRiGn3vs3Ni+jmNbiRuqYGhqVyk/BaIojaKolC0DUhZggSIhBZAq0aXtgBgqWBiYEGJIYEBEIEQrhoqFAYoYUMVClAqkpk7apsFp7Sv/xYlzf3xvh9j4Jood/6x5Jev4yPc773M+3/OdDxppNhNgPn2CqSkZcHNV+4xv18cANx/MB/hGHePKdR8gGq7TQI0De7ufQQlf5dy1t3n5vAfhmsLtm+DC92EmX7tCT/ALjg71tWsO4Gr4qxJXGYpn6PZ8wsnRRbo8UfTSPzx5YhzZe47knXc4P70MGQCrE5B6EoDM7PIkF398GvADfj5fPMOnN08BPmDn72lT0gHmorK4GxDecNhf0jSTzU2dnR1bgFn5VOctqR75/+aDw8+NybLndSGkCRB+sC3bstfKZeOXrLp+Lf/okVqJMStjSxD7ZUAAYiD+bMzn83y0kn//rXrBx4NfpQxd/1hNJ3/aSqcLgDMzTWm/l9AVPfniWa/H++Vy/r2p/YJCb3jxP7XBf7dOKxH/4iuKEujfNrSbZqlkOMztdgDc0eHnT3V7vXOJ3MwL9YJCvUsURqZxjz+BsvJX193UmyPRvkQom1q/AZQr5k1lwQkgwuGwooT6P0zk391351UVH4Qw/1xjoPQzq7fPApDVR18aHLi3UFBTKw6IA7PgLETCF4lEJSFebYYcYG1hZNe8S+6e9obDASqnppk1dgHIsjKZyM0cbRZgr1ySGFU8PX3UTtGBEMI5SojT7ZoDJPIzMbfc1X4GkIh0AgAgJFegpeedE9u2tzoFMM3ydtsAYC91CmBLekubcAJY5rbxayfmQ4G530tFPUMLlXAXwEZRXYr1zv3WLoBl6jeKmYc5auX4QJAqgAWQTSZVo2zMt2N+vGd2IZtWr9PifbC3FEv5rc37x/rv6Tlj9Eyz5rHg3L+FQu5SJrl6G9AAg1o1bBpgp3Tqetksbfw90Je4E/EtTmS0EV+jBYYCs38UVfVy6sHdWw5z56XUUHuvY2cTIh85Fh9WAoGLQnKNJ3Iz0epD8eDXKduyVMPQvnu4svqDpuWrV7FOrUFpSnX7AWqdkDt0ZHDQ4++JudyuIFh6WddTmWQ6oWn5rT2mLXdG9Vqy6stZLanVcdepodaSOb8f6lCHOlRLegwjEDhZ8WApjgAAAABJRU5ErkJggg==) 4 5, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 5, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 4 5, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 4 5, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur146461 1.4s linear infinite forwards;
}
