@keyframes rwdcur126629 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfklEQVRYhaWXS2xU1xnHf+fcO3dm7ozH+IExBmweiW1SIAZD1QClUIL6SlUpUbsJi1Yoi24qVVVUReoiVTaVumk3rVRVahSpUatGkSqllC4IhJKGlyjYAWEcU+MnfmDPe+7rnNOFsWEcB9vwSVdz58z/3P/vfuc7jxE8JlxLNhqjX9rm2Ee3OPaOOktS1pq7gRrqD9TFCN4vKn3rcc9YLsRSjWlLrmmx5VuvZBI/3OpY6e0Jm4R4KA2NYTBQDARK/7Pof3C1Erxe0dx+EgBrcUNSsveg65x5c13NsX1uzPl3OWBXIrZAagBLCK55IQdSjvh6Ot4hEa/d9MPhyHD9qQBSUu54rd493WDJZlcKPrJjZDXsjckFzTzIQKD4xE0Slj20wT5WE/9ejxfdKWvT80QAKUvKo2nng5cziW0XWpuoP7aLbS+0M1ry2ZMrYR6Yz3/2Og67jh8k6NxIrxB03S+IrY714n+96J3AmMJKAez5G2P49uGUs/fk1vV861AnMXuOTWQSXK2EZJXGN3PmtZZgYtNaOqWkPpPkOwc7uVCT5PkLfZm04KcFeH2lAAu5rZUcnYo0u/ZuXTAHSKUSpKVgn+twKOXw1ZTDVsfGZNwFjRCwb8cmPk3EOZKO71+peVUGNjtWoysFZpEg7TrUWJK0nBt9ATgC3EyySicEhNrQbMvNqwFYyEBSiudsAX4QVQlSiRgFpRE8rIGKgbjrVOmiSBOUPFJyyZm9PMB8N28RQDLpkNemKjNFZUglqwGCSKHCaOmFZSUABjGiDFT8sBogHmP2QQbmZ0Bea9KLADw/RAPh4jFcJh7WQMzaIwWUK9UAccdmPOEwHumFtuFQk0nEqnR+qDAGGmzZXGvJzTmlB1cF0GDLZm2g7IWfEzV8o4v/BBGYudcTQtCyqAY8by4DtVJIBfXA6gCUmUtwqewDoLUhW/QIlWJtXYpMKr7QyRjD4MQshYoPGJoyNZS8EAQooKj00ErMqwACMzfGsuwTKc31wTEOvFBHXWOSu8MFLl6ZYM+2DQD0jU3y8vc30NHqYJwkZy6M84/fDvGsEEQGYsDn87gMgIBB35hn3Nki1wfHOHFiI9ubHEQS+EoDu7uyvP+XKYQWHD6SpjsTIRMGowp898sO+eNtnHtzGoXBkhDqx7g+EguzIDAm3+8ripM52jYatlsholSChIT8CDtr87RujhienaHbNaDKmLzAFByiy8O014ScN4bxUGMJ+TjPpQHOl4OZbEcL1xrXcLR7DWp0Bn0/jyk6RD1lwhtZ6mrAoEnUa8LxPGQsgr4JvFGFNC6t29ZzquhP2lBcNcBgEP28ubEm2NDQyFSljEjFEM0phD+Df6+MN6UYGvQYuOsxlc7gtDZhRos462uIP1vH2Z4snW1rueWHv8wp7a0aoKS5+knP0Llj3c30DCjoXAf3DOQk7u61qN0tnLtRoaOjm9/9vp8J28VkEpSSNhf8GBOzcfpHZ6KUlH9cqTksOpAU85VDqVR8j6NTZKOALV9aS2SFDObgz/+aYr1bz85NMZJWmpNnx7h8p8SpszkmRyx8T/G3U9fuFJT5zWoAqpZuR/LWM/HYL468tIeWpgwlXWEiX2BTuoH6jEv9oh0wUhpjDONTBf707sck/PBqbyXsXg2A/egXC3i1NsGHAxM0rnHZvmk97U3rsCyJWGKXsS3JTK7CmcsDHE/aXNRqureyGvtHagBAaa53ODbtSjN8L8f9XBnbXtoc5rbui71DrEsn2J+wyUZmZHX2iwAcS1694Uf68GyBpvo0V26OoNQXryiXPh2hvbWRrttjTCtNrx99/FQARaXvvD1b/kNMwGz/PXZ3tNB3d3rJjtOzJdKuw/18me0xybvZyhUL3nkqAICiNm+8l/M+SwxO4iZijE3mqyp1/r7v7jTtbY1M/G+KS5UwOl30T2SVjhY/b7lYcnRjcPhAyjm9pWuzLAYRdV744ERkEEaAhKmST11nC7nzt/iwGPxqVuk3VmsOS/wzAtAwWGvJLV+reF2XRrPUP7cBWZeCWnfuyrgMjWfZOTTFjDKfDQTqVc+Y4EkA7C/6oS9QP/t73vvmK7XJ5sTzbSilKXsBlmWxrj5FeuAe2bKnTxYqPy7pla/9i+OxZ8ik5Ac/aUj/1dSlaa74tArIaUN/KomTLfJetvL2TT/60ZOaLwvQYEsyUvx6v+u8aD2iFMBtX93p8aMTJaWzTwPwf60Pz2PG8FEqAAAAAElFTkSuQmCC) 2 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGg0lEQVRYhaWXW4xVVxnHf2vty7nsM+cwZ66MDAODhYGOw0ghsUApCqitJiZC9MGaaJrG+GI0pjF90/hS44svvuhL0wejsWmswVpNaK0CAkVoGS7DAMMwDJ07c+7n7Mtay4dhhs50YGbgS3b23mv/1/r/9rcue23BQyJpyUZj9Nc3ufaBja7dXW9JKlpzK1DD1wJ1OoI3S0r3P6yN5UIsVZiy5Jo2W/7ycDr+vU7XSm2N28TFfWloDEOB4kag9N9L/tFz1eDlqmbgUQCsxQUJyc69Sfe9n7fUHdqVdNz/VAJ64s48qQEsIfiwFrLHc8WXUrEtEvHSZT+8HRk+eiwAT8rul7LJYw2WbE1Kwfu2Q07DTkfOa+ZAbgSK/yYThJUa2mAfqot940ItGqxoc+GRADxLygMp9+g30/FNp9Y3kz3Uw6anN3On7LMjX8bcM58797kuPS/sJehaR58Q9E4XRadrHTxfi14PjCmuFMCeuzCG5/d77s63O9fy3L4uHHuWTaTjnKuG5JTGN7PmGUsw3t5El5Rk0wm+treLU3UJtp+6mk4JflKEl1cKMJ/bjOTAZKTp2dk5bw7geXFSUrAr6bLPc3nGc+l0bUw6Oa8RAnZ1t3MxHuOLqdjulZovyMAG12pMSoFZJEglXeosSUrO9r4AXAHJdGKBTggItaHVlhtWAzCfgYQU22wBfhAtEHhxh6LSCO6PgaqBWNJdoIsiTVCu4cklZ/byAHPVaosAEgmXgjYLMlNSBi+xECCIFCqMll5YVgJgECPKQNUPFwLEHGbuZWBuBhS0JrUIoOaHaCBc3IfLxP0x4Fg7pIBKdSFAzLUZjbuMRnq+7HaoScedBTo/VBgDDbZszVhyQ17poVUBNNiyVRuo1MJPiRq+0svJIAIz+3pCCNoWjYFabTYDGSmkgiywOgBlZhNcrvqz90qTK9UIlaKp3iPtxeYraW24dGscKQ2h0jSn6yhVAxCggJLSwysxXwAQmHt9XPIJQsXJK0M89+W1NNbH6B8s8v7ZOzy9tQNj4PrYBIePrGXbhhiBsvnn6XH+8tubdAtBZMABPp3HZQAEDPnGfNbLlbl8Z4wf/2AjW9tiyLqIvb1ptnen+eubU0gkz3zB46lMhGx08fw8R/Y4FGee4PSrZ1EYLAmhfpjt/ZifBYExhWu+ojg6Q1PKp8sNEPiQqUc6ZXY2FlnfIbmTn2FXViDcCiZwML6HuTLOFrvGBwJGQ40l5MM8lwY4Xgnu5ra0cWldC8/vbULnioiogpoWqItFwoESWU8TaY0TU2giDAY9MkVhIMRJJGje2Mw7JX/ChtKqAYaC6GetjXVBU8pjIgyQSRtak0g3TzhVoDDkMzJSZuh2wGRDPULXISpFRMzCaU/z7/48XR3N9PvhL/JK11YKMP/VCQ2j1Wrw7LcPbu0cCwKe6mlETkQIZRCuQ6VxDb8/VmRdew8nT/Sx48lGUkJQDeF/eYvzVyL6b05Hk6O5I1Vt1KoBAEqF6r6kF9vR4KQZrZTpaEkibM3wXcMfT8zQEs/Q3WaRSdTxt5MTnB+p8I/jRabHHaqViD+/8+FgUZnfrNQcPjELAIxk7PLJAVqyHva1DL/qn2CmVKY1sYbm+iyZljgA2XSCbLqdMNK0r4eRiQJvHT3PE65T6FtiIVsxgAW8sCbOu4OTNNV7PLl+LUppbGvpUe3Ykrv5Kv/64AbfTdicVmqqb8W9PxsLWlaaj7a4NpuV4vZYnulc5YHmMPvpPt03TEsqzu64TU6ZkdXZLwJwLXnukh/p/TNFmrMpzl4eQakHryhnLo6weX0jvQMfM6U0fX504rEASkoPvjZT+Z0jYObaGJ/f0sbVW1NLVpyaKZNKukwXKmx1JH/IVc9a8PpjAQCUtHnljXztenxogmTc4eOJwoJNxtz11VtTbO5oZPzmJGeqYXSs5L+YUzpa3N5yseQGxoH9ezz32MbeDbIURNTXwns7IoMwAiRMln3qu9rIH+/n3VLw6ozSr6zWHJb4MwLQMJSx5MZnq7XeM3dyZLd9BlnvQSY5e6STDI/m+NzwJHeVuX4jUN+pGRM8CoD9oAdXA/XTtwq1rx7OJFrj2ztQSlOpBViWRUvWI3VjjFylpt8uVn9Y1itf+xfHQ/eQCcm3ftSQ+pOpT9Fa9VkvIK8N17wEbq7EG7nqa5f96PuPar4sQIMtSUvx691J96D1CaUABnw1eMGPXiwrnXscgP8DkRzSMUojGvIAAAAASUVORK5CYII=) 2 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjElEQVRYhaWXXWxUxxmGn5lz9vjsP14b2xjH2CaAIcRQAq0KFEgJbdNWqtpEkaqmVasoF7mpVFVRlbtWvamUm173CuWiUtsoUiVEokiAaNPUUPNrIPzExhhjG9vYu+v1nj0/M9ML44V1DNjwSas9O/vOeZ/95ps53woeEwlLNhqjf7jesQ92OvbWektS1ppbgRq+EahTEXxUUvrq4+7xpBBLDaYsuarVln98LeP+ssuxUptdG1c8kIbGMBQoBgKlPy75R856wbue5vrTAFiLB+KSnXsTzonfN6cP7UrEnH+XA3rcWJXUAJYQnK+E7Ek64tupuk0S8fYVP7wdGS48E0BSyq1v5xLHGizZkpCCk3aMvIadMVnVLIAMBIr/JuKE5QraYB9K1/3oYiUaLGtz8akAkpaUB1POkZ9k3PW97U3kDvWw/psbuTPns6Mwh7lvvvDe7zj0vLmXoLuNfiHYfm9WdDnWK+cq0QeBMbPLBbAXLozh+weSzs6jXWt4dV83MXueTWRcznoheaXxzbx51hLcfW413VKSy8T5wd5uetNxtvVey6QEv5mFd5cLUM1tVnJwMtL07OyqmgMkky4pKdiVcNiXdPhW0qHLsTGZRFUjBOza+hyX3DpeTtXtXq55TQY6HKsxIQVmkSCVcEhbkpScX30BOAISmXiNTggItaHFlh0rAahmIC7FFluAH0Q1gqQbY1ZpBA9qwDNQl3BqdFGkCeYqJOWSO/vJAAvTKosA4nGHojY1mSkpQzJeCxBEChVGSx8sywEwiBFlwPPDWoC6GDP3M7CwA4pak1oEUPFDNBAuXsMnxIMaiFk7pICyVwtQ59iMuQ5jka6O3Q41GTdWo/NDhTHQYMuWrCU7CkoPrQigwZYt2kC5En5F1PDd7XweRGDmf54QgtZFNVCpzGcgK4VUkANWBqDMfILnyv78Z625MzmLENCUS5JO1FUnGWO4MDCGinywLNoachTLPkKAAkpKDy/HvAYgMPNrLMs+fhhx5sZtvnOoiTVZwaUr9zjZ77FncycGw6XhMX76xlpe6LIJQvj40zE+OnGTrVIQGYgBX83j0lE9cb6RcH5hC3KBlIw7hndeb2XvnhxtGyy2bUqxOg0n+/IUSz4vb7PYsyNJrCNLXUbS3T5HGCW5eWqCNbbg2Jz/fmQoLwegugsCY4o3fEVpPE9HxmfLuhCZ0eA2IbMxdr4YsbpJURYVXno+jpBF9KRCDxSQExHd6YA+rRkLNZaQj/OsieoSfFYOptt61uE0tvPqoTTGK6JuToMTQw2OggxptSMuzwRIsoicgxoN0AVF5YsylmfTur6FTy6PTNhQWi5AFXUoiH7X0pgOtFdgtFhBNjlY7asQtsZKC6b75siXNXdGA8ZMGjNrYTeXiT3voO0YfWMeL3Q2cdUP/1BQurJcgGoNhIYxzwv2/3j/hq7RcoWXWjPYboRIKlCQj+r4e3+SVY2dnDvzBV9vy+Aah2BGc2rC0HtVMTCcjyZGZ173tFErBgAoFb19qbS7oy3bwHR+mrWWg4gEI9MWh4/fJVfn0tMWI51I8cn/pjk/VODov4pMTbtUyop/fHp+cFaZPy/XHB6qAQAjGb/8+XVW1ydRKsuZwRnuzRZpTq2mub6VbMoFIJdJkMskCELFmk7JyESBI0fPscGJFfu95W7AJQAs4M2sy/HBSZrqk2xuX0sUtdT0Bw+HE7OYLnicOD3AzxMxerWe6l+R/UNFCKA0FzY5NhuV4vZ4gXv58iPNYf7Rfap/mOaUy27XpqDMyAr9awEcS5697Ef6wMwsTbkUfVdGUEo/ai6nL42wsb2R7ddHmVKafj/6zzMBlJQePDxT/ktMwMyNcb62qZVrt6aWnDg1M0cq4XCvWGZzTPLXvNdnwQfPBABQ0ua9DwuVL92hCRJujNGJYk2TsXB97dYUG9c1cvfmJKe9MDpW8t/KKx0tvt+TYskGJgYH9iSdY53bO2QpiKivhPc7IoMwAiRMzvnUd7dS+Owqx0vBn2aUfm+l5rDEPyMADUNZS3bu9yrbT9/Jk9uyFlmfhGxi/pVJMDyW58XhSaaV+XIgUD+rGBM8DYD9qC+uBeq3/yxWvvdaNt7ibluHUppyJcCyLJpzSVID4+TLFX101ntnTi//7F8cj+0h45I3ft2Q+pupT9Hi+bQLKGjDjWQcJ1/iw7x3+Iof/eppzZ8I0GBLMlK8vzvhvGI9pBTAdV8NXvSjt+aUzj8LwP8BjWPLQWZ+1ioAAAAASUVORK5CYII=) 2 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
}
div.testarea{
animation:rwdcur126629 1.6s linear infinite forwards;
}
