@keyframes rwdcur72851 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2WW2xUVRSGv3ObmTNn2jNTZjq9l0vRVBMuCQ/6gCREH4gPJmqiCTFeqAXRmEgwfSAYQ5CEiBgNNiglIEYlqSbeotGoQQMhUl5UoIVpKbTQ6bTD3O8z52zfIE25DEh8sd/j3mtl/fnX3mtvmGOOOf7vSNUG7tn7kej0/MVoppOuDS9XnXdXBHyzf4vIOGuxciq1/jyJdC35spMNXev/tRC1qiAd8tMeYok6hBJDdtj4/Wm++2GHUFSLNY9svWMhcjVBvx9dSYMrSnvLZVTFwlebQZEEI5cWEI0H+aS/V9ypgFsq33vgHVGZqsPWFHRXGUURJO0aGnzTqLLAaVTIlzViV3y8tG7tbTtRVcIXB3cJW9Oo4CATM2huiZAtuJE1SBUMnJ4ChrtAMlYDDotnH++uWsgtW7B58xERSwdIZ02EpaK4SoRTPpJ5jVjBRHUKQMEqaZg1OZyKzYmhrVW35LpKv911SNiywmOb1krf7/lcRMsquHIIIGtlGLx4lkafi/q2RpoaylyYbKXeTOHQKkwnTXS9iKFnSKUMnnmi66ZuzNrs6f5FmL486YpB+/wwoVMLWbrkPMgSo5afhcZpfj0xTCKa4J77PXQsCuBwtqKqGooikCSB6c2Rzym0+OPkHDarltz4lszYeHf9ETFadLDq3ghDbjedrhi5gk1eUlAdNpaQyZYmGbk0xFQ8x+G+QxLAm9t3ivZFPvwtJeITJh5vlkTCQC3Z+IIpgoEkV+Ju1qzeNEvIjIXfuo+J8cXjeEtuNFkmIiSSSpmcLaPrFYKBNKNRwfjIUT54v29G7tu73xKG0UBdE7iMEp7aHLFIDfG4i4os4zVz/H28nWWrQzy9+pWruVcPYV9Pvxj3TlGKuTmTcDGQURlKu8hbCjXuMhVLI5kyiIV9FMuBWVa+vmmLtHH9OskqpohM+HEo0NiUYvmCCA5PmUB9CrmkYk3pbH/jR/HCwyExw4FXe74WnqyOhUYeBw3BOC6XhKlYyM4S0yk3Xl+RQj7O8PAI2VyU/Qc+vG5v9x3sFaOnFtHcmaSxNcE8I4Pfl0ayJJAqHA01s3Begmiq5poDiVAraduJYhQJejL4iwrzsjLTaZ1JWycaNXEqEuFYGxcuaDcsDvDicxulxcuP0dwR5tzZFoQuc24iiLMiMK0Sy9rGuc+8jKNiXRMQUBPozhSBrI23COnmMllfiVDYQ61epnNFmItjdRQKk2hm/ka1r/L82m3S+bFzeN1h/vhpASePd3AqEuR0MYDfY+G0JR7oGJx9Dbc/9ZXQ6zWGoo2YgQIlzyD1HgVvfR2xuIskZxi7dIz+9/qrnnY79m0TwbomkhMBTn65hNd6P2NwzOKh+VduPooffbJX6G0DiKKD8vBTtHREiUSPo6kpDn+6/7bm/sd9XeLPyw+yYmkBxXIxMNDOyuWh6j8kd4sde3pE9OJS1EIT3Rt//q/LX2Przt13/ITPMcdd5R8i5cVwx17MVgAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRYhe2WS4wUVRSGv1vV1VXd093T3fQwwDBPZ4JiJqBG0ZiwwIgJG4MGgia6UxesdCUxxmh0oTGSGDWZhY8YEQVEYowLjBITDTIqDAKCPGccBubV76ruel93Ju1oZ9C0bvjXp8756r/n3nPguv5niVYk/WTfi3J0Zpj7ln/HhgdeaVpDaQXA2WIP23O7uaP2E/Mf3itf2vOW/E8BaoFGoWsFgaPhBynqhZWsf/bYX0K05Ai+37ddDrpznKWXUXeYLZ1fc2QqTVflMuue2tdQsyUOWHobdRmnr71EzYlzcO5O7mGcIbXOib0PNTgRaQXA6rlZRtvW8EPpJjYv/Yae4CqBq1PrWcJ7x7saYlviwLfRW0gn6mxIniBrVvFUnXe8+zlUWsuG7ETrAZxEkmPVDB3OHJfESk6KIW7tmmLMv5nLBa31AMPKBBu1SRw1QTGZ5rPpdaie5InUFwwqxYbYlvRADZ0T/o0U6wluz1zg6a7PcSyJWnQZsxtjWwLgawb9Is9dsYsoSGSocijsYmmmwNmreusBwjAkFXE4VunjUrWDFW0lKlGDjCroihZaD3Cy0ktntETWsFi75ArCB8UKcV2Ba9daDyAFZEVIKYxhSQfL0qnJKLlYnki8se8XfQtee//jvx0of9a0n8YUBo6icqnezqHSEPNqkqPuKgrpxn9u6sDIyJvyTG2Q5VoJw3Z5e+RdGRVtVAyVNAEZYbPpkUcXzJNhYw4zjDGQKWG6MJA+R1X3sesSx2h8B5oCdBc6qEcEvUqEICxR0aNUXQkiZFo3kH7IR7t3SdpU7FBBejZSUckYPqfrWVQvwPUVpAoDikU2YvPVKbOhRtMj2LRjq7ghkucUac6LfpwwRVZEEVJhheNTRyPQFOqBhg4QSRBRDY5UuhmM51nihVzxciQNhQPTqxitCsxcavEAAFdlDBWbXkxyMmBMpokEAieQmL5OgQRTZhIzUAhCl5hw6E3ksXWHX+o57lZmUaXDUHYCGcILO169tnFcTikMSChGFUoRQY9WRAqf01Y7nYpHxA7ojNoI4aFrPj97KzEIKDhpXM1lUlMJZIwhoWDPXFyQX21W/IOd+2WqYuCpgorucdzrY7VvY0Ut8oVZpifPU/IDwtBmRusnLV3KdQ0pAhKaS1YzOVLqRjgWVOZ5fPszCxq2aRMGNY26FBzNpulXfG4rzTKRiGKpOQaXmUz4ZX4cGyeVFOwfeeyP5M/vOSgzdoiUHju3rW+6dTUFKCRnmKz00VeZoibbiSs2UcXCkW2YZhuenkMxClTNasN3z23duOhVr2kPzM8t41y4nLKSIjIuqUTggliKrAuUuEuq3aBatPhy1xv/eLds6kA+GmdN+Vdq5ThKbxnTSxHTXXTFJV8KGJ85z+FPX/9Xi21TANEH5YtxrDMKlp/kt44euo0ZVCq8/OS2lmzUC/Twgwfkls17Fz0Hruta9Tv/J9ICrmOhZQAAAABJRU5ErkJggg==) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhe2WW4iVVRiGn/+w/9P+93kOe/aegzo52IyYmIqhGR5IKxIlDEVIMrC0zJLSFLKLoiDCiC7C20CYqOgigqzACEqwKSKLQRMVR53ZzZ7ZM3v28T+t7kwxQ2emq+a9XYvvfda31nrXghnNaEb/d0nTXfCZTVtE9t4u2loj5DtO89KqD//VY1oBdm/ZJTo62mnpiRJJQFUfxvVMtj984JY+6nQCxK0Ijdk4tqUgZBfhNWMqVfYc2ShGJ/LMS/bw6p6jN8DI02W+fedeYbanIe3gywpe2aRu5KlLVWw7TratCyOd4pXj+8R/AmBqLsmuOqbfRNUcBcXDqJlUgwTt8W7SqW5itoGpGBz5dNc1iGkB2LHtWZGY5RN2WnGtYfxyGhHIBK6OEC5+uoAeCvDjl4m5Gs7cAu9/9YKYNoAgOsys0AoU3cGTHIyyRSk8TMWHwHUJHMBRGfdV6oEChRQjgcQbnxwUUwbY8djLokk0oYcSCAIQEsKT0H2dwDMQTghjJIPr26QGeigFYdxcG7m6Rp+dn3oHLN8k07IUI3GFajlKIHtUDA3NTeNLVVylTrHpPFBjJH0WNfBQwuNYioqLPDWAjftWCymuEctIjI0lCaI5gqudaE4VLIEWGGB3IHuN+KZBSJ8gJIHSfo5mpc4X649KUwKwR+4i/kAOKVxEiedw/8zgW3meeHKz9Pj6bZKhy0iVGsZ4M5KeQS8upWo34AqH/Q+9I8EUguiRtQeE7abJDM6nrAQU1Qrx9osEpYbrZnmYQZ6y0Am0IiU3zeurt94QRJOK4p3r9gsRidG9uAm7s0BQs/DyLah6jad3b7up5tsfvyu82X0cWnzsprE76sDaTZuE1VrAGIrT1joPQwsonG1B1qtY4TJ19593dP/mF2/vLVjeeFgYiUFSzQNIoplqYpSqElA9201Yk4k5FZJmjHhnE6Migi7lkCQJWfapSSH2Pb/1jjt6DWB56jWhKmBFJMy4hVqJYtgeekhGs7I0Ngo658rYdgNqvYlSMkel9Tzq74vwmgfx5py5U++/AXakfxZ+qIZquER6fsJYdgrpTBq9sJCKbOCku8guGCKypI/cRYuxcwnsWoCeTzI4bmE5Wd566rlJnScVYFZkDnb2V8ykgxxbRCWTQ5USBMfX4lZlkrMvY0Zq1H9chjeUJBK9ROS+byhWMjSeWolSDk9q9dcANDeEtvASY2tOYJ9eRejbNXhOiJoToKoeauMQo/d8h9PfQ+lMFsdJI3+/gYmywh9Fid7eByf9sZEBsh1XiY50IUthSP1CtT/JwMm7qZdUYgt+w4+MY375KO4PSzE8lZaVJzE3f0S8c4De3vun9KuSAfoPvokbKRE9thVOrGBixET1ZVQkRmNXKCz5GieRY7igcWGixsSpbvh8Hcnh1FS8geuC6L3DH4jgsw1UajpjnqChuYKaquABWms/tfEUpy8kWTT/AtaqPsZGEhzae+v7PaPb1V9I3qFd3JU90AAAAABJRU5ErkJggg==) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZ0lEQVRYhd2XSYwUZRTHf19V19bVPd1Dz0I7LAKKJBJMjBc5eECvBoyJCSYaDReMiRdNxBDURA+iIojEBTSGyBImikHcTi5ERLmwRDMGkQEGenqmt+npqa6qruXz4Jmeme45Wed67//L/7289z74P36f7tohvzv8sJzLv2IhhU9+tVUKJSZRtuh160QErH/mcFuNxEIInznwmBywq4zU88i+EjI08SyfYpCfNbZrB04eeV0qNYG0dQIjxJR1zKaHa8eMWwbBwDhb1x+6pY7Sjfj2l56QjuORlSV64jHCrEcUJFHViEacIZZJ8HJtc3RVgnrDoTAuSAzcQ8KokKhFaIFD1c4wvUhDqaTY0Px54QA+P3hcpiav4pj9OK0xGv44ceyzRJzkWmIDZuCAEuFYNumKRNDgj9YDwE/dAXyzb4f0tPtQYo++9CWa+nLM1GpyocSzspRlP1orIkKjYWZwLIv0pGC1/hv3Pn3r+sMcmnD/3t0yad/BSvEjVXMtiogIHA1PmNhU8S0TJXaIUbC8CjU7xxAjlMIhanYWVXXYsvGFzpvQDQysnEI1uY4oSBK1BLGhEAsIdB3LrYEvmNGzVO3FgKAollG2e2hqArvutc0/awnUwj9oKYHUDCJNQfgCacTYaoVYaJRzq1CbLmm/ihL4zFgWYazTK6fITZYoq4vb5p/VgUkvxNF6kZFk2swgpE9LmPjY+Ng8uWmTiC2d2B7A0HTivjQZBI63lGvBWjY/ta27SVhImuQqE+QGliAROPoiIqGCVPDi/3I/8cijHQ+0WR34+K2dwr1xCjdoMjh5Ed+wiISKDAXSa1/fBQEA2PbuF2IiDKn2LUeqAtOpEiQs6tk8b3z29Zy2XlcAACPFAqWZkLgV4xg5IkUwWJ4kK32GP9zVMcScAQ6/ul3cHGugtUq4lo1vGkxnsygolO1lnerPbxmVZjxqN+okpyeIhYJv6IgwxtUz7Dt2rCMX5gVw8O3nxC8Nh2KoId2YpFMnTILZqkOrE/kO1vHwm6+Im4GglMuTaPmU7MU01F480cMHHx2atwsd3QPlK5eIrvxFIb2ERfUiZuhQS/bhmile+/b4vCA6Ajj6zg4RjP6K4le4PrACw2zQsFJois9QqTivXB1fRDOeRzhVIo4S9PtjmI0G49Ygjake3tt1dM4udAyw7/1PxCnZQ9nTuOzejV2fIooSiJZOmJj7ZO7qJpwqFPAqo6wJLtDU0oz157mcv5O8fpW9e+bWkF0BnN35oqjUAkazS1kRjaDWBU5SJZWa4GLPOl7ee2JWiK7fBcr5P4nraRJDKnqixk3jNn4obeLB+Etct2/2+G4BMjPnqTf/ppzIkL4eoDUCEmWd0JBcGFzFlt3n2rrQNcDwiWFRq9VYrx0hmy7gxRq/r72d062HWNkaZXPvnrbxC/I0mxIG+8vPo1uDCLWFo6UZcovcb5zmbGtN29gFe5yeO7BMXnYf5/uZjVwcuot0PSCrjTMe5znz7OAtdf4F+p/iSHLUL/0AAAAASUVORK5CYII=) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhe2WS2hcVRjHf/c19869mZnOZDJN00cyorHYVgwIfVjcSKG66cJXKEWiIEp1KShdqQtd+KAVVLCxGLELRXHVh1YKbkShpWpjY2ltWpNJM5Mm87wz9859HHciTUimzqCb/peHc77vd/7nO+d8cFu39T9LunngxEO7RG1wO6IrQby6GknqJ7L5exTLZqbezfD+lxataUfyzQOltVkSxQnkYIaok4B4jhuhRZ4+oob597xTp98SnQBYtJtPDhwWmVoRN5InTKXRGmkGf8gyOTKO71u402maVp3uhI8zZbLn1cfbcmSRA7H5VfTMbkMzN6KHdeZWmYzvnsK/3o+qQyJts8pX0JIOxXUlRscOteXEIoBi3sOJV5DpJT25gx7jOooeEKmYuJWQpiaoa4KCI6F6CiJQ28m/GEDpL1FdW0IrJ8kNeMiFfhqGSjVTwHejVL2QcqaBbOtoksazz7zQ2SN4+tB+KdBl/N5ruKkGietJYmUTEXHR3CjRRheGGoAvIzpwHxYBAFhXMtBMoAU6paE/cEIPZS6BEkrUUj6hYyF5Jo7e/kVYEmDyz9+4KlWJXpCYKIT8Ls8wrRQo9dWRkTDnLZxkg5GRp9r2YMkKOq9eI7hwlflSiomwiGXJZLu2YtUVVFvDTtSQvSXZb1lLRjl4/F2pVq6zUCthex4bsgOY6w0aqSa1bhcvIlN3OgPQkoVHPvtSpEsGje4GYVMmUAL27XuiI09yS9swVIkwUFAcjUhRR5fCTuQGQFlpwldvnhJBKFHr8wi6A4SiMLz30Y59SCs6IG22UayQaF0iNR7H19xO5W4NQMvFCIVA+AK7t46wO1N8LQEcHTsu/KaOP6/iJQNCMyQ5Zy63pLMAQx8ZVDdUkTYHxOoW0rxCeVPpvwM4+1yNWthEjYREZw0MYRAqAYe/+LojzciKAMa6kN6Ewr0frmHhzgY3hio0DYP0lRijxz4V73x7tG2QZQGCioJXjHJ+uEpkKiBCmdRli/wDRWp3LOBJVd46PtrZhuSfKjoSm8Y0jHKT8s48tqlhzelkLho4asCWc90MXInz2i/vidfPHPlXIMsCVFSbiedtrm6MEKg66fNJpu6bZy47S0QNufSgTWGwSWhV8XpyvP3NB+LcwydvCWRZgJcfe1K6mJtkdSyHKrvEpzWyp9M4qoxflLF/0tkx1otSkXBll9h0Dz/vucb+SwfEcG13SyArNnRzzQpqwSNlrmVmSwWtXMLPFlBkFwZtzqY9SmvqqPoskztN1vxqMnTifs7s8oGT7TkAcOjFV6T8jQIc89l+sA9tpgvZjeMIk/UzMlZewTydQUgeWkNj6+f3oLBAvLq+FQNa+44BRj5+Q2ybTFHeC7pZxnckkicGuOtymu8e+ZHCznHQ6gS5DCLUGL37/ZZi/wW0g65Y6xNOmQAAAABJRU5ErkJggg==) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72851 1.0666666666667s linear infinite forwards;
}
