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22.222222222222%,25.825925925926% {cursor:url(data:image/png;base64,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) 17 16, auto;}
25.925925925926%,29.52962962963% {cursor:url(data:image/png;base64,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) 17 16, auto;}
29.62962962963%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe2XYUjcdRjHP15icV5qN5WbiJg73JBBDobUi8bEIigpYoESDmQIuiGO3sSSESyCsRe9WIOIkUaM7fCFuGgYwhg2cHi4LdIN5pidck1d9sY5PZXptxe/30/P804tid74wJ+D/+/5/57v93me7/P7XRrJzQtkAbnA68DbQLFdGwV6gF5gEphLsce/tlygFggBvwIzC6ClgF9LQb/uZyNgGugE3rdgNzMvEMCQCGz0TS7QAIzMg5ZKC6TTn0jffyMgBsTU36/YgSJ9m4ksiJJNgpYB9ZZQH3ApFXAXPLIEmj3/pYBZm4UOoNk+PYAmDrzqMnEsyWbxWRwAovL7tZTt0bUsZN8XJaKtBUaWQE8vfiUgArQA+y0Tn33KgR5duaLvTBY67HriXsPzoMkcNPwKAp4AsWhxtoAxoC4eeAnQJZA6fnDBGyyTRPPZTMQeVpYLCAPBuPUioFPFxZramy9gBugCTgCngYnwahYCDvExYFqNje6D5hTBAfKBU8DC7bcqEgHkAk1AVEfrHJFmS9BnszmwXPCiMKUpcxteVl6e/my/IIu2BEhntZGCQKlNfwswpuJCtQZyHJNC4npoIS9DQNSCiScSAEKqrHTr9Q5Am7q6BAxj6udjbSOFLeIhYFZ79qi3+k0BI9Yn3/6OyO/XxVWFrGk0S6geiI7krJQBL/Au8Cnwkd0sHydHj0fL9R9In7dK585J3d261/ixC95gfYNAl3bv1kB5cTywRHWkAxXA/Sm/x5UPgAzL2v0aNrt26Xn7106OQzYLYYu81mbJh+uhmprNeshrQc/YDIST+Ng6+f1SW5uTTAum/qWWbfw0CwAdOnJEPwcyBfxI8h4KAgeBn3T4sC6vSnidlQED6uvbiiKwG4cVCjn/BhvYi5l4lyzTMPALMPvsjb0rvulJUlQBBMjMBLgOdAN/bQDgJSCDx48BHgH9mAMqH/hQ1dV1jI+zPDXFXDTKy8CFweEVX0/CZlnAOzp+vDCtvPwPTDonNwjuxaQ198nobwAPEsAuU1lJ2t278y9Eo4u+W7cY2xfgs1mS+QIunVevCnMG7N8gOLipd/ZssvHq1NWKmYKngJGHBd54uXsTSwDgobAQ4Dkwvwn7Q8DBxelRgNvATVbvB3OYEt4EljFqeVQ6PrfPsu8lyV0iCAxocNCNymCiwzr27e1JD5cUFi93wEhlvcViYJrLl2KjXEx6K2aj92A9+1S2aJ+UZnrgxg03fFpYK0EvhnkTENGZM/+E/ZbMDKGqKsXOf+FOsxOYZizHaLwLiCoS0bXXgkkvF9uxlcuEamqkUJuACYwihoAZnTypieaj7jQLsfV74ZbNnYKdwJh6e6XRUSkSke7cUbiqwh02TRjm2wqeluK91wI5BLyHme0ejJx+xwyo62w8IbcFIB5IFkYNDsAz4Cn/wf+BHduxHftf7G9ZRMF7/TBOAQAAAABJRU5ErkJggg==) 17 16, auto;}
33.333333333333%,36.937037037037% {cursor:url(data:image/png;base64,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) 17 16, auto;}
37.037037037037%,40.640740740741% {cursor:url(data:image/png;base64,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) 17 16, auto;}
40.740740740741%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhb3XX2jVZRzH8dcOuo1fp7nJlFG6nKwValFDzoXRH0I0MpWwQEJQqBu9KCIWXWXQTVCQF2JX0kWEdWFRFKsY5Y3iyjRWZMo46VQcMjL1uIZOny6e3xlj7fyZO/aBB86P3/N7nvfvOd/v5/v91SmvBE2YjxzWYikyuIk8vkAfRiqsNa3mlLnXitXYiE60hdbWRTo6CEG4OKjvwt+5NVd0Yxxf4tqtQEynBJtxYoww3LUgHH3m0YAzOIZfcSX09oZ37swEvI5srTaHNuwLhPB2T8BVfI5tWIGH8BI+xl48jfpaAnSiP2zfHvAP3hD/+2TSnAQL05H8Z4UqVS4GMlpaYBDfiAE3WaPpmJUyZe9euQRjKMx2o1sDaLzlk60RwKVL0KjGEV4twE0NDcTge0z0hf8NoIC869f98cjyBK+KqTb/dkBMpwkjCn194fDmdQH9eGGGEInoKZ3paDODlG1NIfbjdHh/Z8BBPFflIgk24KMUvj/9vWEmEAna8TLO5dfkguh+bVU82459IZcLobs7nOxoCe8lAj4UzQuVsiAazRC+x4WOTS8Sj7JSViRi4K6Sy6k7evRa158XxxY0zCVW0QmVc8LJGsO4xYurgSaW8HVh/fr2ut27h/EBRrZevN6MX0wytmoBomJaVqP56DSvHs7iM9HKM2LJnijb1QAUIznR3MyUIywxP4e2U6dPEmvJiBJ1YzqAYheUTcdKbMLSoQNfFRcsVxuasDbs2LGobs+es/gWl0tNngqQiF3Q8+hKr5f81dKSPf3kSve8tvOs2IzclcIV0sUnv10WSxUKxDc/okzVnAqQxbM35s3bMt7Z6WZDg8buB5xZ2OThN9+Vbrw1BRzHqfQND2B40kYZdzRK54yV2nw6gPh0JqO+uZmmJiP5Afkjlx3o2eHxjZsy5mbvlyScP2/wrVdy9x46/pSYpvtxSMzxek11VI4XdVOup/4FpVKuEUtCT0/2xpyrThzut/yHn4fEFBvF6h9XPdiaOzTwiVhHhiuBTIUo+ndXiVHsCT/FTzgfBgZCYdmygDC4ZX2xgd1mFu1ataDLxK74aujtDQh777s7iN3zikqLVONqpTQqHu3v+A751Cn1jY0TzaZsAM4WYLIKGJXE0z547gLR+Sr2krUEyNu1y7GuhYbGwzC+VsaAaq2JBuZ4i2LJbq/mwalpOBu14gmxh/xNNKdZfzfMVPWim9b0M+226l9qTAwmnYglrAAAAABJRU5ErkJggg==) 17 16, auto;}
44.444444444444%,48.048148148148% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhdXX72vVVRwH8NeGbut2uzpZsmSKG8vEHxHDhBC30KwH/TBakfRARvVAn9SjhfjAgkCIoP4HK4YPJEILDTEXZWquQVJNGZpTc9Sa7Ydzy+npwfleWWP37l43g95w4X7P+Z5z3uecz/v9+XxL5EcKGSzAWjyFOpTiFn7FIRxFL0YmjU0n/4cn9d1GSZ7Fq/AENqMe1aGqqkZtLSHQ0+3Sjb8svmowIbAfp5KFyrAGGxOi+3EE/dNs+F/st+DMKKF32f3hh2fWB1xEJ05jKHR2hrBuVTiVETCUtH+fvHMx3HdPuLBAwLd4MZm3IFSjLRDCu60B1/ApWrAKj+B1fIaB0NERRp5vDP2ra8Lwmrpw/aGqcGNROksqfB4JfpLMWxDqcSJs3x5wHTvEu5+4g1TS9ir24kSy+47kBNrxHcKee2+fwtLJC83JQ6JUZSV04yDOTeofSdp68YUYcJlkl49hAxqGa+fZdWUAejBaDAGGBiSDhnO8kVVJGhV4WAzaDaOlpZm5a+q0nTnvg1FnxesaLI5ARd6YKcPjeBnLk+eq0NRUo7FR76E2D5zsHhSjfy8Om0KK+QkMDEh2lp6itwzLw86dW42N0X3Kb319StrbL2lv7xWvJ5dHFETglvJyYqA14hL6JvT/ja6S3bv3iCdgwqInRc0P5lp4OkQZbtsWutatDDiPraIjTkQqebc++VUrQuv5cNuIwuHD4fiWp4Mos1emIHHXUJWQ2IcL4cO378jRZooUluANXD735NqiHW06lE7TPyIayBH8Xtv8GvGup1LFXSGQxSjGLV5czJhZJRARZTmrKIRAVmop8+cT8/usYSojmujvabGwaEZdz9EDxOSUKzfMGCk8h49E3Z/GUH9lZehs3pQtSHagwSwZz+SSbCHeuzlvXst4fb1b5eUqGla7uDBjya73icd/VlTHuPw14Z0TCJWVLRoayGT0jfX6qX+Q9U2aNjczN00qxZUrut9504PHfslmvH34WswXBROZTCAlFqIvYZncQVqBpaG1NX1zzjVnjp+w8quOHhxDmxyptxACWRLZIMxFICUG5yYxW9aEH3+sPrDxUc/+MfYxWsUruavIynMF3sK1yy0vZJNWfaGTzMTVRsRd/owvcW7R0hVFzzlbthq/fK7+SZFGNZsEusa/OQhdijCqfJ9mxSAlFqjLEwJH3WEpNhOUicop+68X/n/jH6LtKRwmmYOXAAAAAElFTkSuQmCC) 17 16, auto;}
48.148148148148%,51.751851851852% {cursor:url(data:image/png;base64,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) 17 16, auto;}
51.851851851852%,55.455555555556% {cursor:url(data:image/png;base64,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) 17 16, auto;}
55.555555555556%,59.159259259259% {cursor:url(data:image/png;base64,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) 17 16, auto;}
59.259259259259%,62.862962962963% {cursor:url(data:image/png;base64,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) 17 16, auto;}
62.962962962963%,66.566666666667% {cursor:url(data:image/png;base64,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) 17 16, auto;}
66.666666666667%,70.27037037037% {cursor:url(data:image/png;base64,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) 17 16, auto;}
70.37037037037%,73.974074074074% {cursor:url(data:image/png;base64,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) 17 16, auto;}
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77.777777777778%,81.381481481481% {cursor:url(data:image/png;base64,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) 17 16, auto;}
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}
div.testarea{
animation:rwdcur215180 1.8s linear infinite forwards;
}
