@keyframes rwdcur142988 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 20, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHtklEQVRYhe1Wa1BU5xl+9uzZ5eyyCyxyWZDlqgQcNR0damRiGOIyVaqUesPEJk0aG7UOZaaO7bSjorHJNDVTJzpFTcAmQavJKEgUtV65iLBkV8haKawIi66yFy7LXs45e3b3nP7wMusNcez0R6fPvzPv9z3vM+/3vOd9gf8hRADIet5LookenDp16mqNRvO5TCYbOnXqVA7P8+b7sczMzO0kSW6Kj4+HIAhoaGgIA8A9r5jxoCgoKBAYhhF0Op2g1WqvhsSorKwsgWVZQRAEYcOGDQJFUW/fixHPIn7mgXuIUqlUoCgKKSkpUCqV00PFSaVSSKVSAIBarYZKpcoAQH30x+1HS5YWLxiPmJygAIvVaj25aNGiQo/HA71enxcSG5o5fZqrpKQkIjs7GwcOHMDg4OCnH2zd9JuiH//o9QhF+NDXR49ZARgB8I8SP80DiQCG8Pg7RgFwhRKtWrAg4r1f/7KntU2nbmozcK5R581wmXzk/bXvTW9suCivO3kearUaLpcLJpNJA8ASSih+NHN+fv6nK1as+EatVm/u6en5UhAEZ0iYBSCEnn/r3bdm37rVt6a5SUfyQV5MyWTRAY6d7LDbJNdMAzAYDFi3bh2CwSDsdvsCq9VaMa6AefPmnaqoqEBycjIMBgNttVovPKVKdwkI8n2r1fbq6rVrxelTMpCQmAie53Gt619YVFSM/Px8AHe9sW/fvlin07kt9P5jHjCbzR+sX79+i81mQ0dHx1/HSw4Ac+a+EuUZcyAyUgG1Oh6TJk1C/4wsWCwW1NTUoKysDAqFAtXV1VAoFPpH7z/NAxEAPHiCaR6F0dhxyGG9s6yp4QK5ZNlKXDNewenjx7HkzZ/hQkMzDv79MCIjIxEdHQ29Xh+Lu956poCJgjB1dzWSEnGu1+MhIiIj4XE5oVQoESaXQyKR4s6gFZ9VVEAdF9P17enzs9va2tiHCF5QAE+KCQvDsMTgoA3BoICYODXkCiXEYhKCICBm0iSoomNw9Z9dWSKB/z4+Pv5NhDz9iwpAECKTTteO7Vu2YmBgAAABt9sLP8chEAjA7/fjH2fP4ZrpBjE754eZKpXqYFpamu6+iAcCtFrtyi1btgiFhYVrn0fA2NhIfXpaKn4wYwYoqRT9fTdw1diJgN+HgJ9DQ0MDfBwHnU6H3bt3o729HWKxeJZSqSx6SEBOTk7Vtm3bkJOTs2eiycvLy6UcF0gU0UwgHRS6606j64oBWVmZoGkvBm7ewhdffImCggJQFAUAUCqVyMvLQ0py8g4AxAMTarXalbm5uYcMBsO6+vr6veMlbm5ujkpJ0Wx2jQ69ZunvnWbq6ZenuQUMkn7M1M6F3x9AX99N1B2rg/nmAAQiDJcvXwZFUXC73Zg1axbCZVQgTp2QN5EuEBDSLRcvXlQkJSVUe12jRR7XCEEzNFp1enhcHrz88gyICeC7dj0MHZ3QaDTIzZ2L4yfPwXJ7EHl5eTh79iyU4TLkvTaPa21tX/PYn3C85I2Njeq4mOhDtNe1kKE9BMPS+MuuPXCOuaGQS9DZ2YHjJ04hyLGYmzsXS5f9FBQlA8ey4DkfHHYrUpMSkPXSS0jSJAmdncbG8SognDh2OE+AKNPP0TE8T8wJDwt7VRwmieF8LLyuEUikYRBLZEhNz0B/bw9ampoRr1YjJS0V6skanDh+Epd1BjiGRjAnZxZEAQ6cP4D0KRkgQLjONl5642njWPjmwJ7f2W73NjKMFz6WAUFQfERUJOFjGYwOOyCThSNWnYAIlRw+xoP4+BgsW7kCggD4/QHU1dZhb9UBbNy4EXFxcaisrISf4zAtMw1paaloamwxORyOS08UUFxcvGbD7z/at/ad4q94gXe5vZ6OGJVq9sgQ8yva7Q0wfl/l8Ii7OnZyxsJgMPiHMecoAZ6DlKJAkmFgGQa79uzHkSNHsHjxYgDAqlWrkJ2djYwpWnD+oNNDszt6e3tdT3qCqNra2lGLxWItLS1V3/fAb0tXJw2P2rK+7+7q1utvWEpLS6VLigu/E/zemSKCAOP1wM8xUEZEYdTpxtI3VoNhmAftBwDLly9HOEXwcpli157P928AwD+pAs6amprNw8PDlwA03Dfin3dXWnBvmais/FiRmpR5lB6zzyRJMQAR7DYrHFYLUtOngiDEIEkSLS0tmD9/PgCAZVno9XqULCliVXGJ5bg36J7YBUajsen69evme58Pze/Dh6tmKiTUMbfHmSsmIBKLSbhpt+tmv7ne7XLViwTRpUCQz0nWJIg3b/0QMpkMZrMZZWVloGka775Tcrur+8autra2ADDxnRA7d5ZHRYZRO7zDt9/2CiKplAoHx/rO0F57dcX+r2uMRiN7+OBnWoFjtpMSqXRh4UJM1qSgqqoKNpsNK5b+BL/4+TL29q07Zq/Xq8Dd7Wri43jvro830Vxwu83Sj8SkWM5udZZ/+EnFnwCgYmd5kZQQ74BEmimXy0GSUngZPuDyuGg+yJsZmm4bHhlt6RswX6mtrTchZNeccAXOn2n+KjYpMe9G7/XebtNAdd3JM5fvx8z9lt0RUcrkIYeDT5yc5nEMOc5Z7ba/9fb3tbe2Gu3j8b7oQgIAKHj9lWIfw81nfcwA7+e/1V/tMf0neP+P/wr+Dbmicf7VCw+lAAAAAElFTkSuQmCC) 5 20, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHVklEQVRYhe1Wa1BU5xl+9uz1LHtDLi7LVUCLRsVwsQ1iEqN1UCiIylSLQ9MpGpuWwrQzmbHVYBvbmZYf0tExWm+xZiR1EsGO2kQNN2W5swQcBITF5boL7JU9ezl79pz+qGaQUiMhM53J9Pn5vt/zPc88837zfsD/8T8GfyGHjx07dnnlypVca2tr7+x6fLw6uKCg8GFGRsbxhw8fXqIoyvakRQDgnncnsRADKpVqq0qlWju3/vMDJQVKpTIqKioKoaGhEU/Kkj8ee++TH+7akbEQja+F2zcrP2u+V+vem7e77Gnt90cP/+aBrsX+twtnjz+PK1iseH5GhkLAY9fq2hslfCHxdtr6lGyphLQlrIhfParvlaoUASn4d9LsfHzeYg38+Q+/S/P7nJ/X1zVL/BzA4/NBu114+eU1iA5T44HBBJFIBK1W+wOdTndjLn/eISwvLy8LCwszdXZ2mr7KAJ8QHDAaTemFBw/yY+PjEKbRgGVZDBuGMTxmxI7deSgpKUFjY2NaV1fXX+byF51A6ZHDJ5z2qQNZ2dkikgxAUFAQhgb7cfbMechkCkBMQiqVor6+fnN3d3f1XP6CXsF82JW3K3h7VjZRW10NkgxAa5MWH164iPyCAmzN3A51SDAUpMhVfHC/ZD7+YhMg+nt76gRCfhrldBIKpRJOhw1ymRxiqRRCoQhTU2acO/0+AlWKnn98+nlyU1OT55kLFmmAFfCJUbfbQ0xMmOD3cwgOVUMqk4PPF4DjOCiVCsgUKkxMGBPil0VfysrKkn6TBuAHr7+5uQXvvXsUBoMBAIGZGQo+mgbDMGBZFo4ZB+RKBREQQO4WCYiy2fxFG7DbLTdjl8Vg3Zo1kIhEGNIPorurE4zPC8ZHY2RkBB0d7Whs7cRLa5MIm8P59q4dOy4mJydL/8NAaWmpaCHipaWlIppmNDyXm4mFBL3XP0VPRzsSElbA5aJgGB7B+XPnEKiUIz8/H0VFRcjIyIBeP/imSqGoBEB8rSG8d++eKjo68ojDOv3q6NDAqv6+IemyGQ4TAh/WbnkFPh8DvX4Y16uuY9o8hY1pr0Db/gC5ubmoqqqCz03Bx/hpuSpw04sY4DDrtdTU1MgiIsIuUw5rttNhIVxuFxqb2+B0OJGYuAZ8AmhtaUO7rhORkZFIT98AtVoDk3ECjx4NgHJSmHFSUGvCaa22+a2v2gXPiNfV1alDggIvzditWzwuJ+HxenH8xGnIZHJEqJfg1q0b6OsfRIQ6BJtefxWb3ngdDgeFxoYmTIyPg5SSAMchKCgIavVSwuv1KuYmQAB4U6PR5JtMpjd+e+jXP0tNSWZ8tCuYZYnvBojF6XyxMJj2ekA5LBCKxOALScTExmFooA8N9fewVK1G9LIYqMMj8aCrGxTlQmz8CgwPj6Bb1w63h0ZsfBwIEI47dff3PmMgJCTkukQiyd63bx9MJhOuXLmCd4p/DKWcBEFIWIVKSXg9bljNUyDJAISow6AIXIowdSj8jBcEXwiOA3w+BkODeshVStjsLoyMjuOlVSvx4Asd+vofYfOWzaiva2hraGnbPHsZreM47rhOp8POnTuRk5MDuVyOyxWVCNcs+alELBz3uJypdrOFoTzuv1qtzuKwyLgJgUCQzrEMj/ZQ4MCCBx5o2oOlYWp8XHULUlkgkpJTcPjdo9j2/degiQiHn+XZevsGDjVotR2zZ2B9YmIiIiMjvyxkZmaipKQEPT09H71TVHjbbDVVftHb09vWNjhaVFQkioiKeZ/zUQSPIOCmvHBZLJArVODzBWAYPxq0rTh95sLT+YGXpuF2udhHA4YPPqmq+hh4dh3zbDbbgf379yMgIAAAcO3aNfT19cFsNh9uaOlw6Lr6H4+PW+3nzv1J9r2UlCqP05IGjoWfYWAyTmDk8SDEYglo2gubeQpTlhk4KRcYhkF5eTlyc7bB6XDbScWSnLt373qAZ39EHUqlUrtx48a0wsJCGI1GnDp1Cm63ey8AWUJCQs3IyEhKaGgoxh5PjcrEMg0pFoHPl2DaOu288c+7k1a7S5Q0NXP/OwnLd5JSiWhP7lZ0P+xBw/1aHDlUApIkERMXYblT00I/FZ1tgB0bG3sNwK/Onz//lsVi6XG73ScA3F69enVfamrqitraWhgMBuTl5UX84sCPoF4aettqHas488HViwUFBbLly5ejtLR0T8SyaIRHxYAgCGzYkAaCLwDjY1jjpImeNpmHKYqSAfAAL7aOpSRJUpOTk5DJZACAkydP4u9XLuvvN7bEAdi6Z8+ezyoqKgAA1dXVOHWyHFnbtzEOp8PF+tnHbperyWyxNugNjzsqK2/2A5g3gf8GWigUwm63f2nAbDbjkd5w/0nfZjKZwHEceDwejEYj7I6Z6eqa2z8ZGNK3NDZ2Tb6AxvMRHh5+Nikpibt69SpXVlbGBQUFcQDWPWkTyUlJY5mZmVxxcTEXGxvLAVi1aNG54PF4v1y/fv1UXFzcHQApc9oCAFsA7AMQ+o2Lf6vxL2gCMjfeuQo9AAAAAElFTkSuQmCC) 5 20, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIUUlEQVRYhe1Va1CU1xl+9tvdb7+9LxeXdWFZ7lhAAaGVWKfWRMYmw1gbqY2tg7aN0UnGNoOOnUkvmMa0Nkap42g6FRWjo7aNwWjb8ZKEIhJxASkgKAsBwV1gd9ll99vdb+97+qNigSiSGWfyp8+/c97zPs9z3vOec4Cnh3gAOU+RbxoECoXiQH5+Plm8eLEZwAtTYhK9Xt8BgPB4PKLRaAiAZU9VPT09vXH58uXk8uXL5MiRIyQmJoYAWAkASUlJTcXFxcRoNBKXy0V27dpFpFIpAZD8tPRVIpGIOJ1OMonq6mqSlZXVBEAiFApJa2srmYqCggIC4BUA1JPIn7gAgEwgEEAikTyciI2NhUwmSwEgCYVCUKlU0x3/dxz/u91vnfvB2jXfmfte/wctgIeKhYWFZPv27cTtdpPe3l6SnZ1NAGwFgJycHG9FRQWJRCKEEEKuXr1KhEIh2fbalkO32w2u948dqf4ywqqSkpJQZmYmSUhIIImJiXsfzGsKCwvdAoGAKBQKolarDzw0l51doNVqiUajIQUFBYTH45HFCxcO/vV0rffSuffJhQ9ON84mOO0IsrOzT5SWlgqMRiP6+voQGxu7A8A3AIy1t7fLw+GwkmVZvtVq/flkzvqKH0pe/el6f5ZeB4bPw4pvLYNSLklpbrou6evtgzo+LmvDhg2SmcKTEEzbvkq1ury8HAAgl8uxatUqdHV1FQMwPFjCziT4tL7xeRHNoyp37oDdbofDMYHeO3fQ1zcAq9UO1u9XFS5asPIUcOGJFRgfHz9bW1sLQgjsdjsuXrwIAM2zVBBLnilRZWSkQamUITc3B2vWrMa6dd8DwzCgaRHa2ntoAcX78ePyeTPGkqKiom6z2ZxCCEE0Gv2FzWZ7ZzYDnZ3tZ2xjI+XX/vWp4MXyl9DdeQuXLl7Ei+s3wBcIorOjC4iGufTU1O+//NrP/vkkA5OQAeAARGcTB0AZ7/Y0CIT8pV6Ph1IolfCwTshlcogkEgiFNGw2O2r+9B5iVIqeC5c+KWpubvZPI3gMsWcO4gAQFfApk8/np0ZHLYhECOLVGkhkcvD5AhBCoFQqIFOoMDo6tiAjVX+irKxsWkNOGqDVavXrpaWlRKvVvgGAmYM4ACACnvHmTQPe+s0uDA0NAaDgdnsRCgYRDocRjUbBulkoY1RUUuL8coYW/H5qPh8AYmNjN5eVlR3cs2cP3G73cxaLBS6Xq34uBjZu/BEnlUg2T1hsKCwugtM5gcGBfiSo40EIgclkxqlTJ/H1ogKIxQzPOja2JDtrQbJYKv14dHQ0RAFAcXHxvsrKSmRmZmLnzp1ITk7+1VzEq6qq6GAwrOVxvnAaGNz96BJ6brVhwYIscJwXQ8P3cbSmBnqdFmKGhi9MQSqT4f794Z+oFIo6ABQfACYmJhwOh6MsLy8P+/fvh8Fg2D1bBRobG1Vvvln1dkaq7rc289DWnjtGUToth4vhIW/pYrCsC11dPThecxTDw4NYlJsDzfwEzItToqf7DtxuD/x+v+5rubmfTN4CWq1Wb83Pzz/Q3d39y5GRkf0AJruVYMptqa+vlyUlzT/pZSdWe1gHxfk43LjZCg/rQX7+QvApoMXQirb2f0On02HZsm9Co9Fi3GqB1WqDyWQG6/ZAo00MfvbZzS2Pu4aTmCbe0NCgmRcXc8Lv9670cx6K49zYd+AQZDI5kjSxsFis6DV+jiTNPBQWFWPFs98Gy3pxo6kZoyMjEEvEIFECmhFDp9eHz5z52/bZDJC/nz+7nICXFQpy8dEotUQqEi3ji4TxwYAfXtYBIS0CXyhGSlo6Bvt70XStEQkaDfSpKdAk6nC7swteL4e0jCwMD99HV3sbfP4g0jLSQYFirzZcXy94hDBFUVTkj3t3vWsx9zf4fF4E/D5QFBNVqJRUwO/DhN0GsViKeZr5UMRIEPB5kJAQj/KX1oEQIBQKY7CvDzpdIlLTMiCkRZDL5XA5xtFr7ENqagquNTQZbTbb9S8YKCsrc61YsQKG9vYdNM/bnKrXtrq9nvb4mJgix7jvVc7tDftCgRq7w31yXmL685FI5A2Xc4JCNAiaYSAQiBAKBpCZnQGGYeDxuHHfZAQJB5Gepodao0YwFHF6OP/e/v5+dqYBmVAolFVWVoJlWWzatKnk2O5DzwDAzm0vX7FPWOo67vbcbW393LRt2zY6KTnlPRLyUjyKgs8bAOdwQK5Qgc8XIBKJwOfzobt3GFKZErxQEHFxMbCO26N9/UO1586f/wCY8R0D8ESjUdTW1qKlpQW3b9/ePtmI7xysMQEwAUBNzR9kKUlZ5ziXdZFAwAfAg9UyBtuYCSlpmRDSNAJ+PwQiCRLiZBgZHYVOq4aQpsHQElafnlWFB0/9o5qQSUxMrBgbG+uMRCJf+IrPnj26iCbR48FwsEAsoimRiIGb87D9d3o/9rpdA5oEbZSRSl8XSxhaoVCCkUhBM1JQFIVIOATO5xu4Wm/Ira6u9j+qAgDgN5vNf545uXbtC4uU8vgGQ1OTIjc7laIZKYL+wBXOaz15+NhfPhwcHIzdsrmiIk6j/q5AQNMyuRIURQEUjXCEIOwPRCectuC4xT7s9XplePDOPMrAI6FSaW7s27dfUldXh8G+lnAkiF+//e7hPQBwuLpq9bAl8NHSpUtxt+smUvQ6jFmdYdbDctFI9J6P45rtjommgaF7t+rq/mEEEJzknbMBu93R09bWVtzR0YHW5paN15tbTk/G7g2aDhJRLDo6OhBwezwtre1XxqyW4/2DA4YbNzqts/E+6SWcCjovL+8Vk8lkcDqdhqmB0mdL1gR8wec4H2dGhHzY2tVr/BK8/8dXi/8AeGfCANInAtYAAAAASUVORK5CYII=) 5 20, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 20, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 5 20, auto;}
}
div.testarea{
animation:rwdcur142988 0.66666666666667s linear infinite forwards;
}
