@keyframes rwdcur132265 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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5%,5.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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10%,10.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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28%,28.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIrklEQVRYhe2Xe3BU1R3HP+feu+8kmywJScg+EvMgCREoWp2KOJAqVUHpjLVasTIttWJTR5zaIljb6rS1qSO1xfp+tLZ2tAg6PlDUVmygColIeEUeWXA3CXmRTTb7yt3de/rHhk1SLNTpv70zd+aex+/7+57v7/zO+V3B53jqvctyTLK2dry5tz3YrAN807vqHKt0uqIizF8Cj7Z9Hkzx30ya41lTLkndL1CWgpKTMRRD5aJwW5EMeSE5G4RZIpGku1LIDWFx/LGXA5vD/zOBL3jWXmxgvAHkTRgJanBTIouBFGPiMAaxKXZjIrrbIh0XPhlsTp0JXznT4DzfukJD8DyIvMn9ZUyjVJYgEAhMWGQNAtMUW6t0zFMRvznbAj9TAc+C22rQbDc74u7rzXqpm3QCTQ+TjvdBeowLZQM2bFNskvSRFAEK0CiVFhxCQ5MKx0XHdoPwn5Iof2gObtLPSsCz8IffQygPAta8aANqapIjI0mDp5+vXtmAuyqfwuJ8rDY7A739DHQPEWhpR3snjhqbgB1U+umXnwL4gS83Bzcd/48EPJfcfhOq9Y+ZAYW86LkoKTMAVb40q75bwUUX1+PIcWRtpGEglEwk06kUvZ920/b8+4Se7UZJKQwxQK/I+gwA1ZOV0E59eOevypGK+YEsMBKkBOCqS1VW37mIwiIXSV3nQNtRDu0JMnwiSWIkhtNlpe5cF2Vzyiir9FGy7gb2fmkXu2/7O0Tl5DV6gQeB205TwHPJ6q+hWjZOnu3Qq1ixpIw77mjEYjVzcJ+fhzfsRtnuQ4ueACOzwatkGhcRHLdqLLv7pvEVSA5sb+OlFRuIpyYyRCpGb8Q2XPHIJ+8lYFIWqIYsV1Agz4H0lCE9ZTTMNWhqWoDZYubtt9q48Vut7PhIYVCLgGrNgmpCkKweYcHNV5JKJnnz4b8SGjjJrAVf5CuPrqBEkRRLMAkQhlKSG3VljbME0nm5MaPmHGRNHZTMwFxSwrpbFpKb62BX6xHuvr+HtMykWqc2QkwZyxLQlSHm/ewSXNMLaX/3A+LNnXz4o+eJhkc5f9ECvEtr8SJpMATT5ZSQZAh41qyx01CwXDoLQGSicpkLGmoriMbjPPCyn8T0UrBliOvCYK+xjzDhmE43BStN1M+fQ6j/JN13tZAvdfS/7eHjza+jmc3ULV+GgUTDoJgkgt3X/7sCdyIGL4JkltmyC8oxmUzs/PgwO40IYd8JYg0KCccJdFPP4Xhq6PZWZUeFq3Fw+eJvXwFAy+MvIIYChMQ+UoQ5/tAmYqMRfLPqSFflAjCqjSJJ/bbJ45kNoHivmW9HypVgIAiOxyNFhbcIgHfbjgECQ02RcMaIu5ORmOnwLXuD63+3P/B0/8q1y1cUu0s5uLs9MPjke+gMAhmZbSclXR2HsOfm4JhfSwKdbqMbwGyBJgBFVs2vRQgvAOIkggCFWorSQhfpZJIPhqJgOiVUGjzqY4HtD28DaNm6dZWnqnLx6PBweOeWt64bkyMZWVUwWzPvyPEACIGzropOcYykTJyS3g2gnXYYKn1QEkeoCnoiQa9TQTpVhDoKoSAMjBoAH+3akV9VU/8LRVEI+I/dffSZxz8xmVWc5QWUKdOwJ8dPUD0OgJFjIsbE5TgG88YJMAzogBlUZHUOukMjkYiT65pGRXE3+6zjCuRawTp6weKvL7K6vZW/z3Pmu/p6erYl9OQj6bnU1IkUFm2AQQayjnwFKzMfw/2UeuDEeJTtsB1ACTY3+5HGXgDpc4DTTFhAfziEUBQuc/mmKjR4dOHixsvfKCgouCEcCrHttS133PvQtWbFzMtj2tSpUkJhRRXSMBj2H8JdIrE7s8Nbx0MBGMY9WBQoypz7qAr7u/wAXOyrRSBRcsGS24OvUue6q7/RqGoqb//j9bfeCdy3sqGBzspGWassFFhnS7TpGZiUaw7u6hqio2ESnbsA8LolBqJrQORuzhIQxz58WzjST0xmv7H3MInEGLMrZ3J1US7mvFG06EHWVq7CXeph/5GPeSnx08vHauX3C3KNGUKA1CRDxQLbuRLzTIW6G29HM5n4dH87Wuw4AGYbOIrlFc8EDg5lCQQ27TAU//aYONoO8RgYBq2KTkvHHiwWC6srLuWcrkMsFXO5bN6lhEdHeOaT9ShakrQdhn0gx/dyQkIvAsd5Tcyav5B4JELHi09giMxm61AEcR9dpxY6EbU8ZR/D3YjhbrA4wGTnl317mFVSRpWnkg3cR47FjqaZ2HjgWbrMezCPF1sxuySeJ7CPZOLunN7EhYtXoWoaWzb+mY6eFqLjJ6yUkDImlJ64C1TT3mzvWBQiA3Q7uvnxh/czGBqkxlPNjOllBLr8vBrfjJaIZxNYTwlG8oH0bM4772mWLPsB9pxcWnduZV/bT4hO3Zu7178SHD7VmFqQ3LXoNSRLAYQqsM0BVIO5RiX3zFtNfUU9CMFQaAB/7xG6+vwkYlGKps/AW+DDV1aDxWYjFo3wz5aX8Pt/TvjEGIMdE26SSdPN61/1P/WZBLxrG8ullO8j8QoBttkSxhPDllb5zrRrWDLzCtzFZWimqUWolJJYZBR/ZzsftT6KnmxBCBjpIUsglWbLg68El0y2O60m9K5rLJcJ40VM4nxrjVQUZ9YDynACZ7CfhfULqM6bi6+kBoQgEg4R7DtC94FtlLo6sU3iNnBIIdwlw8C9JyPykae2diXOSCAbjjWLLrAW601mc/wmISUiFEOJZiobX7XEkT8VxHpUoIYyjWk2cFgkqoI/3KZskGn5XPOm4NBn+Tnjj0n99V5MbvkmKpdP7rfaBb6ZElXL3HrqCNgOnwaVQnDtk78KvnImH2f8MTn4QgBUrpJpXp/cn4hJAocgpYMpBNbOqc6lJGIY3Ho25wDq2Sb07Qgb07z5G82aaDVUdCVNnpFkLC15Th8R64p6RAsSTSYpMiT7jTQvqCo3PPXr4Ptnw/7/A/AvYyWHJZSY/LoAAAAASUVORK5CYII=) 4 9, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
49%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHrklEQVRYhe2Xe3CU1RXAf/d77G52lySbd8JuEmIIkJeAQBFBic1YRy3aKdOxjp3WwbGUyqToOJSWtnb6grFWxVot+GhH7Qwg1JmOoiOVDiKlSQciDyEJkMeSQOKym+x79/v2u/1jwyuIMLV/dKa9/90z59zzO4975l74X1/iWhWv963OlxgPC5QWUGotxfi4zpryZ48cnmqKxD0ams0i066hvxKgZ+d2/7b0fwxgpu/7SyTyOcB7TjadSkpkCQKDlOjDYuy8voW5NyzHlm099eKxzw3Q7Gu7XeD4C6Cdk9XhpUKWX6QlSYqjWMTOS9IiPWCTthmb/Ovj/xZAzU1rZhq2zLK8SPNyJWPPOs9EaJgS4u7bm/FdV0BxaR4Op4tPhocJDAY59sEhtB1hnKmsepDhMyEx8EQPyRc3+98OXzOAb/FjK4SiPqEbuU5XrA6AqdUmDz1Yw8JFDTjdzguxWxZCUQCwMhnO9A3S8fougi8PkckYHBcHMbFOGshFG/xvDl0VwHfLo60o2ruA4jSqsMdL+HKrwqrHWigsysdIG/Qc9tPVGSA4FCIzGsdXYKfs+lLKm8opq6wgY5oc3NVOZ9v7dEU7s3DIY/0kbtzi3zF6sT9tIgBCbALGQ4J7l7p45JFbsdttfHzoOFue6Sf4YR4CFRFPUmFlyJVRxogytLyXO9cuRdU0ZrXeiG2jRvd9B5AIFMT0Cmz3Ai9c7E65JPqW1ZUItRpNhfJSmmfByu8uxGbTeeedDu5/4J90tasIlGzyFDtFUmZZ69IseKgFI23w/u82ExoJ0rBwHks2fQeXIsejVb45MV5lwr6O4kJkYxO618ua5a24c920d5xg7UYT01NMUL2oqRUbTiRSsWj4cTOekkK6dv4d7Ve97F/9OrFwhLm33kLDndOplxKnVOZ/NkBTpVdWVYOuc5tH0DStmlgszm9eHiYt7JDr4XSpi4AeHTeQWEKSt8xN48J6Rj85y+APdiOkQNk5Suf2HWi6TsM37saBRY0wafP5vJ8K4Pveqmr0oecQWdGSL1Si6Tr7PuqmU6YuWLgm0VWQYkyNg5Ui6LOYt2wuIDjy/A6cAR2TFGHRR+8zW4lHovjqZ5CZmkuGBDo8++kZ0NSvoZlORBiRMampLAHgrx29xMvCRK4bwsiNYdkNUh4X+3MHgmfwvzbzcR9F3lK6dreT2NhNjGHiOUdRc8bICVicOtaNc5Kb3AX1DPMJAu5Z4fNVn3d7HiBjtaCqCPopVOooLSokYxjsUSSy3IUhwfDFEKEQIpxEM3ra2n56k3tey/z7Q8MjHP357ykqCZPnAFXNHmlmINbbB3Nn45heyRgBFGASzAH6LgWQVnbikISSARRVkEomOZNIg052YugKskyD4iAPTC35uGHunPeEotD+1puH89X+Rrc7HyEvjBZNBSudLZ9w2Sf234QMqNo+oIZ8G2mvQjKZoLigkNr8DAfHm07YoyieIMKIc+vkxTty8/ML/H3HD5786MmKyTPipMc85IwUops2AAw1Tb4nN5uNUADNBmYa4mBdDpCO7kLLu09WuQlrguHwKCVFxbRWaRyK9aIVSJRJ2UwsHfMwt+mGkrGxEC//7eFm74w4DilRCJJOBhnrFZiD2WOrqiqRlkXC301xmeT0gBhywtuf0oS2P+DS92NTQSgcOXUCgEWVM7CVWii5WeeliQwr65egaRqbP3yJmPcwI15JaLzuigNcMySOaRIjvwnftOnEIhESxzsoyIMUrF/v9ycvA/A/tcHEceaHjNds6+kukqkkzTXTuIP8rJJl8SPXXLylFRzqP8gO7U/oGkTd4C+CxEW11StU6r+1Ck3X6T/ciRo7STxH8LTfv+HiHrhkEOnhE6ZydA9KYIgOmWD3kU7sdjttU1qpjST4ynCS1oaFhCNhnht8FqlKxicx4Tw4owjOIshIcJStoH7+YhLRKAe2bGJAFRy3hHnlJgTMo+l9shboPQAI1p09RGOFl9qKKfzW+jpOWw6apvPG4VfoyTlJUThJQgOnDTIqpHIgHIGcspUs+tIKNF3nrS2vcnhwd7aJhdw+EeCSDAxs+zCqJI03sjvJgDLE2n3rCIwGmOqtZXLJZPpP9bI1vR3dMNCSCcLJ7LWTFqT1Rmbf8BJ3LHmEHJebjn+8y97tj5+PTxE8NRHgsvdAVduiAsuhvQfMtk0GrUIyR9awevYqGqsbQEBo9CzHh7s5ffoEiViMsvJyKnKrqfJNw+5wEI9F2fvBFk6e+CUnd2XfphnJxl9v93/7qgAAvuU315GnvqI4WOBolCAgx9B4sPir3DXtNipKfei6fsFASiQQi0boO/ERHe3PY5gfkIrAYIeIWpKnFcFP1m/zWxN9XfFN6FvdopCSd7mazEeFMG8WGYkSTmAPhPliw2Kme5qpLJ8KQiEaCTHo76H7yE487n7cdhCCtBHgZ6EusXH9Nv/Ilfxc9VU8a1llmeWRB1ApOyfLL1Qon5JBjFurUXD0CCb0+LpN6/1rrnb+Nf0Lrn/U5wb+iMbtgBPA4QBvrYy64rjtfeL8cJWSkWSCX7z27KX3/XMBnFuzHqyssQrlPAAsMM+KPXPcVpktR9QCmCkZNJPsefWFU5/5F/j/+q9a/wJzZg97QdgebAAAAABJRU5ErkJggg==) 4 9, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
59%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3ElEQVRYhe2Wa3BUZxnHf+/Zs2d3s5fsQnZDQjYJISEJJITaDgiBclOsQwVtZ7T6QUunthWqiMIA4m3UlqE4VFscrLRWO1I6ZUDGDnZwoGCpNGBqG4qBkEA25EJuJHvLXs85rx9SUC5yGTvjF/7fzvs+839+7/+d884Dd/R/lrid4trgk6oQ6iKQc5HmRc2aPTk163IhmWGi9yW15Nve7NiGFzqf/vgBpgXXPiwxnwfFpaJQJooYZ/oBnYwIYRK5ZHkU5LLtnZvOfGwAdWU/WQc8hZRK+RTJ0sWfoKJ8PHn5XjSHg4t9fVzo7OHkOy30HOhHGRHxrM0yf+vZnzX+TwDB+Wtn2TK523MSE6vKS6Xy+GMTqK+fgtPtvFwjTROhKACYhkFvezeNrx6i76VQtF027zExVm7q3B29bYCSuWu+YyrKU+7EJPuDc32sXDOPsXk+spksZ06ep+WDMJELw9iG4vj8GuNq8imcWkB+cSGGrtN06Dj7Vr7ESDwSAhZu6tx97pYBgvPX3gvsB+zLF81j1aoF2Gwapz5sZ+8vOrlw1IHAgsNIUZfsRMhRG+cTGp/bsBSEAAlNf3uXHQ//HJERp0/L1F1/6tqXurqXcj0AxTQ2A/YZpR5WLK9H06zs/0sTq59oo/eoC4FlNCVpIoQ2Gv+kDLMfn4Ou67y99XXCAxepmz2TpVuXIxSqyoXtoev2unqhdOYjZabDMc1aXcm6VQ/i9rg5/vc2NmxPMRwIIH1esKpYkLjNDCg2TMVk6o9q8eWNoflAA3LTORpX/4GRSIwZC++l7P4qVMTiWwIwx08KyMpK7dPFTuqqJjIykmTLb/vJmFbiikHCAdLjQVFVVABFxbvMSXV9DZGBYfq+dxhFCrS3kjTt2Y9qtTLnK0uYQCZwSwAU619Hs7Nk+gRUq0rDP85yatB2ebvLmQBFwXS5MBEYhSmmPzodgBMv7MM+MHolWRK0P/saiVicktpq5ETbrLXB4OwbAhQ/ucwjrbFHhBmjPOgH4GBLO8m6NNKvIb0a3XmSfl8aXbWS0FSm/LCYvGA+oSONuF/rIjdX4vFlcBaeY4wu6TrVQo7LRU79FNWAlTcEkE7/dIA8dQC/34eu67yb0kn6RxipGML06mBVaB6Xoa04ifElK7ULagj3DhDefAibVSJyhjBym9FsCfLHSpIdIRCCQHUFAh64GkC98nP0d9ItQ1gsCplkkp5kBtxOMs4U2aoUFouCalhJmhmWfH4aQgg6/rgHu+c0ui2JPpwF49+OeioDgC0nB+U6V37FghKN6gCyIId0Oo3D6aTcZQUBikti8UnwGJh5EdbX+ynI99N85hj9+k4YM4zqz2Arl1hyR/0Mi47m8wAQGbiIAYM3TKBj27bDwfXrwuExVm9feAj/2Dw+VSJp1noQymipsMd4SFiYV3kf4cgQe3qfwV3bSsTvpjCUi5rRkEGI9SeI9Axzd1kJ0jSJhU4DvHjDBAAIaBvQVD7sHn05Z5dXYPEOILy9CG8vRVqU5RPvR7VYeP30K4T8fZhAVyDGsL+HqL+dWKAdWd1H1l9NUUUl8WiUVFvjYNw0f3VTAKWvsYHBXvb2niKVTjG1pJLPpj/KVErWOz/J+EAh/zx/ggPuvQgJMQSGAlGvedlHKgo1y1ahWq2EmpsYNs8e/nV3d9dNAbT+oZOi4/3BhlATR068h81m49uliyjNKjyQ9LGwfCbRWITnup5HFxJ7JkUWiAiVsENgjnJiH/ctqu6ZSyIe481dL9Kvi8w1acNHj/p/aOj9LiO3vtRLMjKnqfU97ps8h5LCYmaKAHMD1eS6vexo+h2HbUewKBCM9aNIA4kkm4VsWODM/yb1i76BzeHgz7t20Hrs94m0xVxxvDl2TQLXAAAEJ3pDaZfjCxGZzu1In6K+aAbBQBFup4fzXefYMvgsGauOZziKV49hUUZP7YrWMatqI7PnfRnNbuedw/s59MoaQP54y+6undfr9V/ngaqfLipLRtJvWCvE5Ht8pXz/7tVMLq0GIRgOD9LW10rPhTbSqQSFBQX4nSVMCFZisztIjsQ5+tddHNy5keRI6jfplLli25vd+m0BAATXztc0u/GYVqpvtKua69ExX2RxzWcoLAhitVqvqJVSkhiJ09ryAccathGLH3mr/7j4weY9nUdv1OOWZsJp3w3OkyovA6WKoTArfwF3VdVQPH4SAkG8P0zP+VZa2g+SMDoQgleBr23f1HndU982AMDU1UXjhCLWA19F4HW5wV8gQ54Epbbu0QnIMAgZJr/U7Dy3/elO86amtwNwSbWrilRFEwoClH6hT/OYqmobtentF/obL5+/pcZ3dEeX9C8ZLMDTsuh1ZgAAAABJRU5ErkJggg==) 4 9, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
61%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnElEQVRYhe2WWWxU1xnHf+fOvXNn7LEZ2+Nt7BmMXWxsTFzRQFiMw5JUJE1DAkqVIl6SLkpZHmhLWaS2qlBbQRcShVRAKpG2oDa0NCmUqoEQSCDUqITYrLbB4AVsY4+X2bd77+kDKVHTaXDUVnnh/3jOd77/75zv6JwP7ulTlvgkwVN9S1BFrV3KWJMkTpWc8o5OS64Tz0zLHhgQKc+5X93YZvxfABp866slqd0C+xwAL/n4ZRkacZLiBpBAIsckcvvlnLPbTl06OvI/A2jwb5yPIg4qElfVfTqPPFpP3WcqyC9y48hyMjwwQP/NW5w/cYnuI0Ok4ualJMGH9/Tu6vuvAHwL1udqhrbZFal/tspvulY+V8XsxnqyXdl3YqRlIRQFAMs06e++wek9x+l7pfNqT/ri99tJ/uHAjUOpTwzgW7C+EiGOumITK5Y2FbF23UIKPG7SqRRXLvTS0Rpk5EYARyhKnttOUUMxvmleiiZ6MQ2DlreaeW3tdlJh4y8BPbxs99XDiUw+tkyDUxtWu1MOezM2ZeKziyvZsOlxcnKyaLtwnV9+7zJvP2/Q9a7AaBEUvD9K8kyakT+PMmQfoHpeDYrNhrfST0GDl/MHT012WKLkb2MdBzN5KZkGI25tnRTCP8vrYM2qxdjtGkeOnOebq7sYPOVCoCCAcmkibE4AzKo0c7/WiGEYvP3Cq4wNBWhonMMTL65ENfXlq8uXVo8bwLLZl+oVfjaue5qc3BzO/P0qG3bFSbkLkXl54HDgxCLLMsDmQApJww/qySv20HakGX52nTPf2UssFGHmQ034vlCTpQsWjwvAt2mTIqurSxZV5zOtppJoNM5Pdw+RlhqDahpDBely4dK1O2sKvpJNbeNUgoMj9G06jmIJ7G/Gad1/GFXTWLDicSqEnDe+EzDNL5Hrci+ZVYmqqZx+/xqXh/Q70wFnDIC0MwsUgfQm+dxXZyCE4PzOQzgD9ttpSHF9217ikQgV02qh2jb/G2Vl3rsDSOuHGCNU+YoAOHyxk2RdGunRkR6dzjJJ1G0R0uwYqo267/ooKC+m88R75O7rxVMgyS9MkVV6jQJT0nupgyyXC+cDdR6nEI/dHUAolYXqMMUFeZjpNGcNk6g3RMIfQmoWKRVaSmMMFlsoT+tMXVRP8NYQoa3H0BQFyxYnldWO5ghRmA/x7i4QAm/tZBQhln3UTs1UF0OLIVRBMpGgK5qC3GzinjCp0gj2tINUUmHACLBoeR2KEHS/doBsdxemK0F6LIyMWx9WNJkEQM92Ycuw4YwA0mMnkUxSmJdPnUvnPQWUHInQJGliCCw21JRTXOLhQlszfaHX8eeqKBbobkiNgHlLYNoMdHcOAOHAEElFCdwdwEgdHiuY8PnBsWGKCjzMq4QWcQthZoNioeVEeUpYNNUsIhgcZc/IVkpmnGW40ktNqwstrmMUpoiUJBm+2c/0SRVIy2KgrR3dsl6+K4Aw05ulri08f7NLra+q4cHKSnaE3sBSbr/a5arJytIVqKrK79p3E8gdoDgAg54+sqYIckIfnGIppJINlFfXEAuHEP1nWrb09r71Ub9/q0nP89tPiv7OyOv9bSSSCaZNrOGRpPs2nJCst8+irLCMCz2tvJn9J1JA5IMvJZQrPyyjYqP+mbWomsaVi+e4Hu08l6ncGV9C+tuPN185yYnWM+i6zpqKh/AbNpZEJ7CwajahcJCX+l5E2kCzTBJAEEFEBQlICY6SVUy5v4l4JMJf9+1EqmJ/JquMl9CeSP0mxfATmw9sY6qvgsllk9ilPEm2akdVNX5/6RU69GvkmpAfGQMgDYwqgm5L4C1ZTePDz6Ha7Rzav4dA98mRm1Icz+SV8TccPd17ecLMivvGRKK2K9LGXP8D+Aq95GTn0HPzOlsDP8G0m9iDMYqSIygKYEFW+LPMnfIj5s5fjt3h5OTRNzj662/HFI0nd/6xpy2T13/uB1Y96MAhXtBK5Ndn+yvZeP+3qKuoBSEYCw7TPtDB4MA1YrEw3tJyil1+KnzV6A4n8WiEE8f2cXTvjwMinXxqy/7ejLv/WIB/qmr13Dl6fXqLU6qNz5R8mS9Of5TSUh+apv1LnJSSaDhMW0crJ9/dYcSD72wOnhM/37K/N/Jx+cfXE673eTH5LTaaVAkzChcxffI0JvlrAIgOjtHX00HbtWPEZJchYM3LW3p3jCf3uLvi6Y/5FbNGrgCWoZJv16FskuzIHaVav3UnTXMozN5Xf9HbMt6893RPn7r+AYeBo7vPwnwEAAAAAElFTkSuQmCC) 4 9, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
79%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGOUlEQVRYhe2WfWxVZx3HP+fce+65r+2l71y47e36StcXWAS6MhgINLps6HQaJNMMZ7KJGBFMyqIzUYPb4uYcusE2dcqW2YW4SkImMJBCYUBX2CisFNpSetuyUtrS29v7cnpeHv8Y0WkuWhaNf8jnrye/c87v+3l+T3LOgVv8vyPd7AM1wYY6gb5EkhyOMnlmd7oVzZDFRIYu9KGoc+LIzu7fdPxXBGqCDXNBvFhW5V6w8t5ySosLmJmXhcPlZuzKZS4PDHPmSKfV85f+Rimqfvvl/qfGbnZzKam442F7ZeXTax5YtTW2/63DIhadFB/HNM2/rQ3DEOHuS+LVn+9498dzHwlMp/+/nEBwWUOezVJefbC2asWG79WTmeVHn9LpOtPHufYo1wbHmXFtDE+mk9zqPALVM8nND2AaBu+1HJt45Ts/++3gqNi06/Ju60YZthtdKJu/KqA7spsfuads/ubNX8aX5ub8mT5+/fgHND9nED4qob4v8LbHSLZqjOweY1S5QumScmRZJhAqUGdXh2r79hzzHB/tfPumBbylX9y+IOhcuuWHa3G7Xex9u52nG0aQwxlIhoVPmBQbcZDtYCYRRQbLnlyO4rDTsu1N/KFcQhVl+Epy6hynRg+0jXSFU+XIqYqFSx7PsTlY9djGB0hLS6O1tYvvv5TA5slGeHyIGX6ybCIOgGRHsduY+6MqMnIz6TxwAumpHtoaXiceibJw+WKq71/02I02mlIA71T9ysVl3qrbS4nHEjz7yii6cDCpGNfnZifiS18JtCpA+kNeyu6qIHL1GoObDyEJCcf+BKeb9mJXFFas/lzFN++pSJmVsqhXls+7784yFEXh+KmLdIyp4LJxzS/AKYNNYlRxDQFrCWrM+8Y8QOLci/vJ1uw4nWBJOj3P7iQRnSQQCoYKi1bUT0sg/7vr82SzZ11RQR4A+y70ogdBeOxE3RIjM6bAbcPjE6GvXFzeUflkqDtzdg5dLadxvRHGpYLXY5E+8zK5lkG44zwer5fZJSUPT0tAODyBDLvhzMvyY+o6pxI68fxxhGqCBN3ZSRJeExANh/6859Hi+aXF40PDTD53CNWjA2CoVxHqEJl+gRbuA0kiKy9naSoBe6oiQiDbZLSkxkBCw/QZRKuH8Y750UZVTruizDGt2rm1tZ+SJImLfzxIuqZBlobpvYIxMgza9ePUPlo4XJ6UWSmKAlOWSWpJsjMyCXmcnFFB8pnE/KPYCmUMWeKhUCAtzZ9Ox3snuTq4n1h1jKxrCQBUDyR7wTQtlBlpAMQjE8PTOgK1r7lzPE0OD0XGkWSZFbfZsGXE/27ssbjPkWRRVTGRyDi/iz9Df3U/cY9G3H39JkWgV0bon9FJemEIYVkkIpE3pzWB7sbWeLD+3m0dl3ufqC4qYUlRAdsie7EkGbtdUGC3WJ/zIHa7ncau1xjOGsShjjOZO4ZLs1HcLSFkEyEsDKOGYEkp8VhsSreJ56c1AQCl43Dzn04fJKklqcovpX7KB5JAcQg22RYyOztAR387+927SAKKaSAki7hTx5INkCyQbMxZswG7ohDu6RpY/ei6gWkLaFPJtmP9Jy4efvcdVNXJxoLPkK/LfDbi59NFdUxEI2z/cCvYprAATU+iAwJI2j96u6u532LOgruJT06yb9cfUo4fbvAtiJ4IW+lLCic+6Gn//MryRRTMyqfOlsvd2beT7k3jtZO/56DagqpAZiKGJxFBQ2LKknBdEbhz13Nn/TpUt5s9TY0T7+x9ac3JC2OT0xYASFtUeHZcTwR6L3XdcVfFAoLZs/C5fYQHe/nFyDNoqoEc18mfHEJGgAD/WA0L5jxB3dI1OJxOjrUcmNi1fdPybbsvXrhRzr8luHnZ17768tf7z3afFZZlCcs0xcjYsDjReVQ0Hdwh3nhrm2g+1STOd78vEvGYEEKIRDyuHW8+sHPj6rryTxz8cap+UpNV+4Oqoy80bhWXLvUIXZ8S/4xlWSIaiYi2tiP6T7ds/OV0e0//n7AhKCPbN8i6tHZh5uLSyllVjpLbypIOWZGjI6OOwQ+7kud6j7SOT3Zu2fGrgX3/cYF/kLl/do5wOUPtr3e3fuFLAbdiSnM7hdR2umlg6pP0u8Ut/qf8FfKkxPA0vTDrAAAAAElFTkSuQmCC) 4 9, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3ElEQVRYhe2Wa3BUZxnHf+/Zs2d3s5fsQnZDQjYJISEJJITaDgiBclOsQwVtZ7T6QUunthWqiMIA4m3UlqE4VFscrLRWO1I6ZUDGDnZwoGCpNGBqG4qBkEA25EJuJHvLXs85rx9SUC5yGTvjF/7fzvs+839+7/+d884Dd/R/lrid4trgk6oQ6iKQc5HmRc2aPTk163IhmWGi9yW15Nve7NiGFzqf/vgBpgXXPiwxnwfFpaJQJooYZ/oBnYwIYRK5ZHkU5LLtnZvOfGwAdWU/WQc8hZRK+RTJ0sWfoKJ8PHn5XjSHg4t9fVzo7OHkOy30HOhHGRHxrM0yf+vZnzX+TwDB+Wtn2TK523MSE6vKS6Xy+GMTqK+fgtPtvFwjTROhKACYhkFvezeNrx6i76VQtF027zExVm7q3B29bYCSuWu+YyrKU+7EJPuDc32sXDOPsXk+spksZ06ep+WDMJELw9iG4vj8GuNq8imcWkB+cSGGrtN06Dj7Vr7ESDwSAhZu6tx97pYBgvPX3gvsB+zLF81j1aoF2Gwapz5sZ+8vOrlw1IHAgsNIUZfsRMhRG+cTGp/bsBSEAAlNf3uXHQ//HJERp0/L1F1/6tqXurqXcj0AxTQ2A/YZpR5WLK9H06zs/0sTq59oo/eoC4FlNCVpIoQ2Gv+kDLMfn4Ou67y99XXCAxepmz2TpVuXIxSqyoXtoev2unqhdOYjZabDMc1aXcm6VQ/i9rg5/vc2NmxPMRwIIH1esKpYkLjNDCg2TMVk6o9q8eWNoflAA3LTORpX/4GRSIwZC++l7P4qVMTiWwIwx08KyMpK7dPFTuqqJjIykmTLb/vJmFbiikHCAdLjQVFVVABFxbvMSXV9DZGBYfq+dxhFCrS3kjTt2Y9qtTLnK0uYQCZwSwAU619Hs7Nk+gRUq0rDP85yatB2ebvLmQBFwXS5MBEYhSmmPzodgBMv7MM+MHolWRK0P/saiVicktpq5ETbrLXB4OwbAhQ/ucwjrbFHhBmjPOgH4GBLO8m6NNKvIb0a3XmSfl8aXbWS0FSm/LCYvGA+oSONuF/rIjdX4vFlcBaeY4wu6TrVQo7LRU79FNWAlTcEkE7/dIA8dQC/34eu67yb0kn6RxipGML06mBVaB6Xoa04ifElK7ULagj3DhDefAibVSJyhjBym9FsCfLHSpIdIRCCQHUFAh64GkC98nP0d9ItQ1gsCplkkp5kBtxOMs4U2aoUFouCalhJmhmWfH4aQgg6/rgHu+c0ui2JPpwF49+OeioDgC0nB+U6V37FghKN6gCyIId0Oo3D6aTcZQUBikti8UnwGJh5EdbX+ynI99N85hj9+k4YM4zqz2Arl1hyR/0Mi47m8wAQGbiIAYM3TKBj27bDwfXrwuExVm9feAj/2Dw+VSJp1noQymipsMd4SFiYV3kf4cgQe3qfwV3bSsTvpjCUi5rRkEGI9SeI9Axzd1kJ0jSJhU4DvHjDBAAIaBvQVD7sHn05Z5dXYPEOILy9CG8vRVqU5RPvR7VYeP30K4T8fZhAVyDGsL+HqL+dWKAdWd1H1l9NUUUl8WiUVFvjYNw0f3VTAKWvsYHBXvb2niKVTjG1pJLPpj/KVErWOz/J+EAh/zx/ggPuvQgJMQSGAlGvedlHKgo1y1ahWq2EmpsYNs8e/nV3d9dNAbT+oZOi4/3BhlATR068h81m49uliyjNKjyQ9LGwfCbRWITnup5HFxJ7JkUWiAiVsENgjnJiH/ctqu6ZSyIe481dL9Kvi8w1acNHj/p/aOj9LiO3vtRLMjKnqfU97ps8h5LCYmaKAHMD1eS6vexo+h2HbUewKBCM9aNIA4kkm4VsWODM/yb1i76BzeHgz7t20Hrs94m0xVxxvDl2TQLXAAAEJ3pDaZfjCxGZzu1In6K+aAbBQBFup4fzXefYMvgsGauOZziKV49hUUZP7YrWMatqI7PnfRnNbuedw/s59MoaQP54y+6undfr9V/ngaqfLipLRtJvWCvE5Ht8pXz/7tVMLq0GIRgOD9LW10rPhTbSqQSFBQX4nSVMCFZisztIjsQ5+tddHNy5keRI6jfplLli25vd+m0BAATXztc0u/GYVqpvtKua69ExX2RxzWcoLAhitVqvqJVSkhiJ09ryAccathGLH3mr/7j4weY9nUdv1OOWZsJp3w3OkyovA6WKoTArfwF3VdVQPH4SAkG8P0zP+VZa2g+SMDoQgleBr23f1HndU982AMDU1UXjhCLWA19F4HW5wV8gQ54Epbbu0QnIMAgZJr/U7Dy3/elO86amtwNwSbWrilRFEwoClH6hT/OYqmobtentF/obL5+/pcZ3dEeX9C8ZLMDTsuh1ZgAAAABJRU5ErkJggg==) 4 9, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
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97%,97.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur132265 1.6666666666667s linear infinite forwards;
}
