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9.375%,18.65% {cursor:url(data:image/png;base64,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) 2 1, auto;}
18.75%,28.025% {cursor:url(data:image/png;base64,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) 2 1, auto;}
28.125%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,46.775% {cursor:url(data:image/png;base64,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) 2 1, auto;}
46.875%,51.775% {cursor:url(data:image/png;base64,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) 2 1, auto;}
51.875%,53.025% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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54.375%,55.525% {cursor:url(data:image/png;base64,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) 2 1, auto;}
55.625%,56.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0klEQVRYhe3RQU7CQBjF8TfD0DQwkS0JR3BJr+ktdE/Cxq1L1xKjCZoIQkihnZKhw9T5nLrwDO3q+13g/ZMnglueY72iaC43bZh9i2R2L9TkYVXodZZlhI6p6/ZVSfshhbEyegNCjl+RArvPrrf/A76eX+SYTKJtJQd2o2MznALQc3mSvQQURr/VP1S2tfWj8uiUd+8ikMPwEHsJaNPpXdOI3IfCp42ncK3K5HjZ4xGd/w8A6lzVi4lz1KpdNOUGtzkinkCij3XGGGOMMcYYYwD+APYLZTeNBJzeAAAAAElFTkSuQmCC) 2 1, auto;}
56.875%,58.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA8klEQVRYhe3OMUrDABhA4ZekabRpEoOgJZQ0LYouDThYcah0kFxB79DRY9TdE7g4C25ODq5SKbTaiCBKcYk6KElbPUXj8n8XeA+EEEIIIYQQ4p8pecbOtjm0637QOTmltNFi/PyU38DNkRFlzrRnrK2E09ox71oTTS+i5REftYlUX+nV22r4u/rDxdWQu+EH5aVlCnkMzFWl65jzsN+H6webRGmy19rHq1TzGXiZlXh7LHAZq3w6AZ2DXapeDct1URcdn8SD6NbdCc7jChO9wabfgCzlO03RisbiB8aD++6rtR7qps1W4FE2LUDlK0nI0hl/9G88lUOz7TwAAAAASUVORK5CYII=) 2 1, auto;}
58.125%,59.275% {cursor:url(data:image/png;base64,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) 2 1, auto;}
59.375%,60.525% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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63.125%,64.275% {cursor:url(data:image/png;base64,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) 2 1, auto;}
64.375%,65.525% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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66.875%,68.025% {cursor:url(data:image/png;base64,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) 2 1, auto;}
68.125%,69.275% {cursor:url(data:image/png;base64,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) 2 1, auto;}
69.375%,70.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIBElEQVRYhbWWe4wV1R3HP+fM3Jk797133wvsuogrCosgiFp80IeJoKW10kaEiEkLYrFSraZFm9Yq9VGNxiZtNdpUG40PQJpqa2ltjdqmQkVQAdnuyi7se9m9sLtz75336R9GU7XURfH71+T8ceYzn9/v/M4I/isPnIqqmd3Kknv/QKEUsuftN4lpcc445xzMVFLwGeT9Tf++LKHmX6fwwjLfvSlPe/Fkrl6+mEwuT9/AKEZuEkN+nOamei798nnHDUYAtC3UVHJpiJWHhzdZbG6v5oZ168DTyOVr0CwLzUpT9gP6D3scGrGpr8lxxbLFnxpEAOw9H5U51+Cbv4HBhhZuWbOWuGmQqazGCRRm3ELE4iQyWXQry3gpZPuuDg4PHOSWm1d9KggJ8ErQyBcen8JBMYVL5s9hf2c72Zo6QgHZfAVKlwgBYehj6IrqfIqF86fS0nIit979sOroKqhPDDC4f4969IhFS22eCxfOI4xMCKGrq5PKqnqiICKXTBPXdQxdIlDEYpDIZjllxolMP2kqTzz9O/78wrZPBCGf+uWvqKrKkrOSAGiahpACVXIZGBigubmZMAyxLAuBQKmAmKFhxjUsS6d5aiPz5s1h555OXt/5xjFD6IbjEMckMgRCCEToI9AYd2z07n/TU5ljysmn0tPWRiRdzGSCpGHiKwEGCEsiayStM6ay6fntx2xA9z2XKIoIw5DhkRFyqQRhGKJJSRAJejrbyeVSTJ83l7On1zFGhjCCUOjU1tazaeMWfCSZbJITGqv48T0Pq5/c8K0JN6asqq4FIqTSUAr8SBGEAZ7rEXgx4pHLHRvuYfevz+fZZ2bROKmMJi1SZoykeo1F511MLpUjk7A4pWUalSmLtdfdMuFSyMmtc9AjH+VDGEUc6Olj3LbxfZ9xu0x/2eeS1u1kVDv5+uVsfPpN6hqaMMI+/vjQFB64X0Mpha7rxOMxZp12KpMm1U24BPLcy5aLVNzCi0Jc1yUMQ8rlMuVymUgOs/rG9YztLNJ1IGDkhZ+y+ZmfM7spwdbHpjPiwJT0OEoqpKGRMJO8uXM7Fekc1/7g9glZ0AFqqyoodPURSgPP9+nrHySRTFOOwBCCNVvLiMgiXSF5Yf1mzlhWT5Ej6FGEKQWBEMRiMSLfZcmSi2hvG6Bv5MjEDAC0nHkuhmXg+z5BEBBFEf39/fieh+u6BGGIEKOclhnmS1e3ccGVu/niJRGfX26wYOVu4N3ju3Xrn3CdgOrqSs773Flc870NH2tBAqy8/kZhGXFUEL5bAs9nrFiit3cAUxloxTHWX1jNla0+j6w2CSMbhyLlss3Xv/F9DCmI6xqrVq3EcVw8v4xQDvG4NTEDABcsvYxkMkkQBARBgG3b2KOjLF58ERfNriY5cpCRwyF+2cB3wfPKmKbJzTffhFMco6+7k97ubkzTfNeIrrFgwXxWLLvm/1p4H+Dy1auFFjOIGzqjjst42WNkdJzCUB+qaQHXvqTz0Bvwi9cCYlLwnVXf5vHHfktXdy+ajMhV1RAqHc+LEEIQCYER06lubP6/Bj4yMFYuXqS6evoIhELoGprU0HWdmY0NBFKSr8oRxVLEK2pIJy0uu/wKegYOUVedx3c9xkoujuNgO2VcJ2BfWwfXr11x1MEkP7xw/2OP09LYiBXTkDENgDAM6ezrpqRCHKOSQDPZsulJZrbO4vnnn2Ogb4jBoVGy+TqiKECpEEMpYsqneUoDV6258ahl0D+8kMvnxc5db6kH7trA6Mgww3YJ13Xx9TQDgwV6B//F6qvXkkymePHFV6iszKPEEI7jcGh4iBOnTaHs2AjhoWkBMTwy5ke+8+gGAObMbhUPPvGUmDF3HslkEsdx2NfRyZpr1mGYSTZt3ML4WAkpdUoll0KhQKlUYnBwiLd27kQSEkUlDGWDf4h8ykUNvKOKbsdHTHzspXHb7Q+qf770V1y7BwjIZCcTz2RIp9NYZpx0Oo1u6GQyGdLpFDIqMqkmRUVlBuEdwQ8GKfaGzGALFV97jkS+7gPvnNCttf6H96ldO3ZgH9mPHimSFTVYFTXkLAMpJclUjFQqSSaTIRMr4w53MHv+NNJGEeHb2KMOqT1befUwXPVgz7EDvJc1q3+k9rz9MiIokjBrkekEGcvEiCLcYoGTmqqZ2TIZrdiFGj/IGWdNAlWgYWoj7t7trzrlqrN0a7LtWQ1o9a2p6rNXiGP+oXz00c3qvnvuBWlj6Cny2SSuW6TK0mnOp6kyisxqSpKin0rpkZ0p8JNjNDRN7lDjM6ep+Bxkfjoinl6m153+5NHb8yhZufJSseutf4hFi75CNltLEIaookOhMMrhoQKBXWLonXaMwwXCsRF6Xt1L48K1yPpmRIVEmDpCM9CkARzlFEwkd9x5q/jL354Rd/3sbjQrQ7lYpPvQIN0H+lE22LGQqB9mXXUnQXwFMjGHyDQIlYMKSy/7kdMF/2MOHGvmnnm6AJiXq1SjlGleuojeQ9v46sUJMnURYcPrKLGUUIvJKLCJvDF8z9kn4tVDxwXgvWzvbiMKbdR4N6FdRrINe88rmL0dDKcewSzuqEmNHCAa7aRI5/RApquA/ccNQKar3m/o8MjBHZQbTo/NXUh4cPfvtz377JLaSiM1STZg9bQjy/tP0EQsD8fRwAdgZHwLVrQrpitky+zbqnu8JUPv7F2XzOjoficJu7ekCX/fZwYgMjUb3ntW6mlpVlTUG4eMgpWFomyjwQM24gH8B1xlbd3LcdiBAAAAAElFTkSuQmCC) 2 1, auto;}
70.625%,71.775% {cursor:url(data:image/png;base64,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) 2 1, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,78.65% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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81.25%,82.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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87.5%,88.65% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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90%,91.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur212547 13.333333333333s linear infinite forwards;
}
