@keyframes rwdcur72724 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe2UT4gbZRjGf/Mnk8w0mWyySUw3FWWpF8EFDxYrFCyI4h+kXkR3cbVFukvX7qEoKoJ/2NZVC4UeaitKd5dWVITiQRSRxYMHETxJ8aCI2q5N4maTzeTPJJnMfB7E1LWbTFropeQ5fjzv+z3f837vAwMMcCNj6siU8OPI1+vy/SfGRWO4xe4zD/YUoW52uOP9XSIRTPLF5Dnpai9eWJwUf5QVKoqOFAnwzcRCzx6bOrBj9Q7STpznPnxeHDz7qq+N/+LM23tFvaiDY2AoIyhC963pqm76xJNiSE6jykncmonIaYSqaV5/99Eras5N7BRaKsyaPky2ZdJMZmhEYswfmPV1sOsfODXzkRRpWWjreYx6mYSkMqqqnJ7+SsyNL2xwJbciU7kgsPMeUWcUbT1Fa2XT6V6BnqxMxKViO9RXL5DwwiSaIwTXQri2toGXcG/DXTNJqaOo+nZotLAa7b4E9NyCZ/YtSgks0kqBZvl7xOpFDKnJrdX/CdhyJ1uNu0iK29HXwkS9GPMnH+/rA/uuYZw8iXoRPfcXrfJFnFqBYBCOjB3qjMGWQmhEkEsuWbvAynq2n7sBnxEAPPDS19LinrtFrRnClMqAxSXF5pUfj3VemHVKZMtFnv3h5ate2wGuybJTj7whpj9/rVN78v45kXHTaC0DV49yPlXkxbOTffXuW8DR3TtF0hklY4yhkibvlnli+Z+g+fjhd8Qt7ZshHMYRWyiZHsW4yt5j9157EP0XyzP3iExMRpGquJ5BMBTFqF+OWdOwsJzfWa38TE3P4YVtSlKOFw4u+MZ4X3FVG0mgKh4NNQrtGMKLoAYv937o08PS0q49AtnFDhggj9HSo8gxf4P7cqAcTJKTTERiO14qjqVLnE+WNnK0PJERC3PYoRr4hXZoBS1qcWjpzZ4u+ApYXJoUBVSq0W1YZpo/9SalrSpqJLqBN7v8nWTe5KGlFOLbQoSMAohLBKjx1Cf7u4rwHcFvZQnkAMSHsApNinadueOPbertfUe/7Zy/d/ppUag6WLaF63Ufha+AoiJjhuO0pSBtNN46PNHX5kztW+rwDsxPd3WgZ7PZ+RlRSbdQggYfjB+/LjHb04Gfhn4loIb4cvyzQcYPcOPib0+xKKfOa4+jAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2UTWgcZRzGf+/s7OzOzs5mv7K7SZukFT2JgvYkXrSgh0KxFdFqg6Z+9CB+IEakflwEDx5aqR7ENMQcWqkKCgULKoIgguBFD9JDC2JbsnaT3Z39mN2Z2cy8nhoIm7Y7yVIQ+1zf//t/fjzvwwu39F/Ro5+9LV869r4c9l5l0ME4Hm5R8MTXR4cKMTCA0lpG6VqMuTqvfXxiaBDqoIMZvUui0yHp+ziWGJb/4AlMRQ3SwkdUymS6PRZmP5dnXv1uy0kMDDA7syBGjQ5ad4miDSUvIEWwVf/BAQAySp2MViPmXEKv1mlePh/K7KEv3+hLbOAOAATLVSIVFcW5gOZmGK/31p3PvXeXLOSTBKkcDZGl7upUnICVVYUgWSBa1vp2hgKw7DbpdppMcwUZ/EG1sz7AaNmgUVVRpwStXkDb04nncuilJHbE59NnZ/vau6k6/3R4j7SXHJYbLjM//yIAfnzrEdm7YHHFFKwa21iNTtFMZmmaOnYqxrHDz2/oFaoDV/XA3FlxSVHWzAG8c10MJ8lEaxc7arsourdhOnn8irymOWwygY30xcP3yzG/iK7dQzuRRmzbTl3E2H98z3U9bgjw7akHZetyB+9vhVE/Bb7KXxWPF8/80Hf35J3TMpYpUcsXKI7uYN+Jx2+4/7olXDj9lOz4XSBK4DiotRZGYJB2nQ3np/88GTrRawJ8sHhItuw4tiWgqlCMbCeqlZCtK4haeW1ubu9uadoObnmSmXOnQwNsWMKDxw/IlbZGvRqn25gk5dxHyr8XtZeH7jhP/nZ2zWinrjKlp7i9VOCb3UdCf819AAcW35SxxAROagIxcgcdmUfqRVSzxEoiya/6+isyuko3piOyY4yMjPHV04uhIPqeINM0cUsarjBoN+NEeuDYKjKaZd+px9ZF/OHs3bJS6dHLWRQ8B00rkDeLYfz7AT555Z2B3zGbU1BHwA/iLFk1dMbpKVYogE19RFf1zJHfhbFTJzppUjNa/GPWOa9Wbh4AwN7p74WtJSGfwM44RCZ0Xv9ofuAebBkA4IWDC8IzPZqqRX3UxSp5A98dCgDAu8/NiyptPK9OUzRuPgDA4svzout5FC/6w1wbXvuPhv+Qbun/q38BbBkvFJb7XrAAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2WS4gcVRiFv9tV1V1dPdU9/crQMybZBHFAQdy4SgY3ihAQlQQUowxETDYuxOAQwQeiERFFfCGERJmFEsZBYgTdRMSVi4iPRRbGB3EyM5l+d091dfWt7utGmrTjJLnpJqs5q7v4//+ce+65twq2oImDLxxVo5xn6hTPfDWnWhV3lPxEdIpzKx6hI3l88b2RuaAlgKBIurzONj/GkbdOjkSE1hFMuzGo+UTbHmHZGAW/ngPjkShjXYldWqPQMVl4ZmFoF7QEZOMNMk4VRxbZ5rfJhgFfHxpOhNYRZGQRKSxKvSZJTxBp+BR7Yhh+PQf8eon1P6skvQZCXcSRF0nUljbUnT51T9+Vox8/1l/vOXNkg1va8uefvUvlmykSgYJKyN+XGjx67hcB8OErt6mEiONO5ajHMpSaaeq9CKsh1NIuSji4F9qcfPFYn1fvGgIH3vxRqIkUla7BkhH2yQF2Lk8SWXOo/GVQPi+QqzamnCI5cQdWeopu1B4gvyEHNsOXB+9VrmrjCZOOMUnbmqbkJCgnIrTSLm88Pfu/XNflwKmP7lQnXr39qmlv1VrE1xXZWoFMbTs5CuR6E3SralNyuA4HPvt0rxKXPeTvklxgYIkYF4ohTy2eHeh9/e5ptYsYOWc3jfFJ4oVb6VkO971z/1U5Nr2GL38yq9xelGqlTqRhEI/UsQKBI9ukusGG+rkfzv9L9NO19nRtAfvfP6D8loOoRlGtOPmmQ6FWxWkFdOprVC//0a89/tAeZXkeT3xz7obyNCBg5vScSvkKM4wiyaA6FqIRYosxDEPS7JSpSZvDP58RAF88t1eliz62Gee73Q+rme8/1xYxEMIdvwqSnTQylaXTc/G9GJ40sUhjje9iOWqz/9sP+iTRXkAQCWjbY9jZnSw++Jo6se9trad5wIH5549p7aBsVhFxG9sySGOTihXIJ3fojND7FvwXse2Krm+zWkoQRlKYUZOYbN9EAfkUnhxDSoMVsU6v16Tq1bRmaD/FV+KBfWdFQ7hId5xGskszD3LKuXkCAA49Mi9ajqSVCmjeYuJP6P0pDS0A4KXZ42Kp22A5WmFlvKrVO1QGrkQQs+nKFrav1zcSBwAWnnxXeCIk8ZteCLewhX8AIZo/xBpuxAgAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhe2WTWgcZRjHf+/O7OzMfn9kt6lp6xdSD9GTKNSDuYhUIwoagqRiT0VNozYeFEUaCLTFqoe2oil+ENIetEXiRSiKFITiQa8eLKht067dbHY3s7szu7Mz+3oyGkxkZ3fxIPmfn4f/b56vd2BL/zc9sPCVvOPsBdlpfKCf5g+f+URGjAC/TDwi/nOAfXOH5PZykTutpq+8vgBMLhyQUdcj3miRzFd4cfZMxy1QezWf+vJxqVo2iiWJNNqE7CrHjxzsuAU9AyTVGm0pCNFm0LURbsRXfk8Abx3ZI8NFE0MRpI0oqZaJ0lJ6A3hoflGiW2RXfkXX80TUJppWx4gVCVVsZie+Wyvv7BuXxKeL98mk4zKQCOKZZRyv5QvgH0NYiKaIiAQJEUcrRzFKIUI2aI5KyHM4fPz+dQO2S+bIBgSqV8BrVVkqLPsC2HBYnv3gnBxwHAy7iNa6jtBuEEyWyMQrxCMusepuRicWBMD5+RFpWCrSqjD66g8dD9+f2nANF14YE2rBJVZR2dZMsttNMyyz3CZSDHlB9FB+Lfbp5y6Kyz9HujKHTSrwd30+/Y5MJa+ihVbQMjXagTpLFYXx6QtdGfoGAPj2tSlZaeYJp6qYyhI/XYsxM/f9utyPTj0obxlIYgebXLVLVDGw0wZHH/3mXz368hUAp2dG5fBwDZsGV1yNGzKIqSRoODFO7Jvf1KfrU7xwekR+OLt3bSPazTytIhjudnL2EPrvacQVA2UlzP6PD256mrsCWDz/mLxrp2RX3OO9V+6WAM8f/VFYywrt3wLoywZD9SGy9q0EazkUM8vY3LsbQvhqweG390g92WJnRmGHp6GYIUo3yzzx5l8bcG5yXGaz2yg0BsljsGLomLk41xNh8qqGsWzy9eQza/G+KiDvCeJmdEwriuvsQFQTOMXBdTFj738mRmZOCHVV5+Vjh4RTN6jYGmK1RVGJclnTu6/AS188KcMNQaIQ4F4vg2E5lG+2eOrU2a6H2d9jZGVwVyXUDUrNJANtGEw43Xr7B6hLDa8eounlqDg6og57T073tMq+AOzVBIFggkY7S6nWZurkgZ7viC+ASux2FBmlXFM59vp4X46YL4CalsXS0lzcP9K3C+prDZsmXGt3/L+5pS11pD8AtS0/GYOdt1IAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhe2WT2hcVRTGf+/fzHvz5r3JzDh/nIAobQ24KGhd6L6Foi0qiqXGktRSlaLUTWwqBKldKK2orWmt2hgVKaJkI1J37kRRcKF0o0gs1kZpkmnz3kze/+tOGc10XnTsQvMtL98957vfOffcC2v4r2LnoVfFponTohdP/bcEtKwySVDqyeu7gJGTz4gwrJBB5aPxrdI1FbD37X0iWYrJ+wI9ClPtkVdaHJ442rN2f8bIzH1CiVoUnJCyL2M7Xqp9KzrwvXkL90y+L3TxK7p6CdlwmR59paud+9+9Q8RKm2ygc70cYyw7xF7y9wV8OX63tOflGWEmOsvLMlqQsPe9YYG1gOFe5vjwFx1ickmE7vhUDZmGKuH7l5HD+VQCViwBAM0IcylD3S9SdDSseQm7LZONIg4cv72jROtreTYWFIbsEFtapGbFPDB5rGcDXlXA1HM7JMsNqLdibkpUbjUHWBcYbDDzDK0f6OCuy+tUDZmc6hJ5V/h5biFNbgB6qjzz1LjIVXzMioteWgLLQbV9vpvNMvLQWQlg+s0tomaGBMEC945+m+rkqQUAfP7iAdGMLzAwuEiU82lHcH4eHtv36aqS/SNMPfGgAPjg9SHx/MTQqq9pN/TtBJMnt4h6w6CpJfxwfo4glHlp/1c943e/BT1w4tTWDhcqesjgdS1qqotR1IgbWUY/3tzTqVU58OThTWJwg87Gmo0eBFyc9Xj48c8kgJnp20S9WsONVM414YKssZRRwbM4PTrVNc+qHNBqKoEcI3k+epKlaP0xbu/f/bWkXEnQnRw3azdQXiyT+6mA7Fvsmhrr6kTqx2jXJ5uFF0rEixpuksWWBZl2oYMz+41NtZ4nTjRKToFlKYufJMi61jVuage0Zg2xUEJzq9hhg6hp0vyx2sHZ+cKHUi4skfwCSttC9yoUxY0oNNg2+c6KLqR2QPFKZC4l6LFB0xVU1AqWGvyFd+fY0d/rPfH0W6LpmUSaQjvSuOvQG+Lss4929ENqAWHLRoqyRJ5By1/GbM2x/cRrV23iw0ce6eOHJCqTVQYIooQ9R8b6Nj9SBdp+bFpYiontCE4d3NHX8ZvKgchRuKjnOHNw27Wb/WtYw/8GvwHoZCn2lpooxgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2VS2hcZRiGn3ObOTNnJnNvE9NSEaF21W2wO6WLCLGCWBvUJlARSogtpBdMg4oLDdjR1mBbRCQyYpRCEboQ3KtrERQFqdrUZjRzy8yZOdf5XTVlsHPOaF14ybv9vv897/9+7/8d2MIW/us4Or8oxmeWRL+63K8wdnRZPDdf7HtwEEwuLgk7kkHWMn17pCCCqYWSUIwmQjfxsm1KUy8F9t/CkeUFwUaMmJVCsdKcf/HpvufUICLFVxkROnXbxG3YPPv+rFjP1vhk4oM7Eh74bFwY1QLR35qoTZWUp7JhBYvtOwKA916blNSWoGBppE0b2WqhO3UOXd4nJt8Y6xnPUxceFMZGB71jkvJchtFIdlyyTrCCQAcAhmyTCBY7MkludCtE6h7IXRxJ6enLxSUiLR/d9XkgpeB3TGzP51RxNnBsoQLmis9LKy+cEDHN4568RFlRsTSdRl7r6dszHGPIh4KkwYaJPyTj/loLow8XALA94SI0D1Vqsjun05Z9mv7t+rnlCXFfwiYuRVFth8ZaC9VOMH7uYmhoAzNwCw+dOS+VV00qay6WtY5wbKqrtxUcn74qrf0sqFZrVOsVvvvaZv/cWwO9mL+EUwv339V++PejuHJAnF0a73HhzYuPiEtXHv3Tzgw8pycvjYmkI7Frl87eXBS7IvjpxxYnjn0uAVy5ul8YWfim5vJ92aGmCT46/OXfE0IAb6eKklEwPEGsq1BIdRGiulmPRx1iwiDmqmhaFJFKMPHp46GODPQMD14+LOROk67tYmgKcSeKrNicPP7t5g0jlooiZEbkPD+YHnFfI6olQ7kHciDb2ka6XGCnPcpwdztORePmV71/uGtf5GnfjBM10+yR7yVXyWPUh5gqvRzoQqiAZ959RXitOEY9R64zivVLEqlRQG73Cjiy+LEUN0ewrut0ywZJcwdyM41c1QP5QwVIjQSRdgbDHcVZN+iUI7SvuTw2/84fArZv5nXJXXWx6nE0O03a30bETnLw1Qt9XQjNgGQZJIniORK2pzF9di4w2U8svb1Zn5n/UKi+wPDqYZ+5M6ZPFsWh0yUxeXrlrjbfw7Ol//nm3MIW/tH4HdE5PPZTf554AAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2W22scZRjGfzO7M7Mze8js7G6yzQly6ZX+AYJEsIpYmoqitpVssMYWCxW9D1hQ0AttQWhRW0+1jbSYFikoWAXxthdeiCAWxJg2m2z2OJnD7s5+XrkQE5M9xHrT53J4n+f98XzfMAP31INmDp8Uu5Ul92IKh7I8OnVlVyB6Ali3J8gMru/G/t4AxrM2phkw/daZvlvoCWAsXmAgUkFXasx+erYviHAvpkD+jZiustyo4av9ldB1A1+ee1mkJwLiWZtAr1DhDyavH+2ZousGrCENR6vjBS6aWsP2blNt9Lq+B4A/C8s0zCb1dIAhe8Rsm1hT4+bdAjicuyi9cWavUEeahGWZtKbg+/ENM/d9dkCkk2lSjXGSjglBjNLvAVfnjkj/zNv0oFMdv3y/qMcjtJwoHz75XTtn35W9ouzWUZUhzMYoZi2O4hgE1Qj+ahK3qBFX7nD+wgmpL4CtdGjhcSElfEplj6CYYLQ+hOVa6HYG4YxQLGZYW/O4tHCgvbejI3j4+mui6txGcooMD0hcm/p6S/BIw0XTW2TlBMOmRayiI+6EcUsOBgEiUuK9hYMbvDsC5OZPi4qbR2oCIRtDD/PijUdE81aLj2ZvbAirVqvscUNkkxHMdYfUgEm9WicfBMy+PbMl9L8CTM2dFakRGXV1Bb9VRg4FyBkdU20R1j1Wjfomz+UjNyWAkxcnhe5HUawW+3Ontj3mLQGeyn0sTM8juuwTlZuMDOhY2RSkFFyjwoq9Bvlie/7Q+w+Kz2d/bC+aO/h9x3dr0+Bzz5wTkMSMRhmxVohqi0StCuaERxArs+YXOb7vq7Yvd+EBoWbjCMXgg4e+6fpSb2rg0hcvtEPeeeUToRJGdn2SEjQ9g8JSdcP86LCBp2ksOjWevjopfson+PWlax2DbHsJXz01vW3Q628+JgYNGbuh80uhScULiJtqp7t3BthJ42MmWiVMGIUxP4ykxIhGYl1l9PQ/8Ldmnp+XzEYGpZTAclLEKwlS7nBXGX01AFBdbOFXIxitBJYU0EhYXfn7agDg2WOnJVFMErIHEc00Xq27F6HvBgD8+h4cLwq+jVt2uvL23QDAiXenpaW8QmHJJFjV7z4AwPn5/VJcKVBYyvw/AAAR9Wd++PaJXf3E39N/rr8Ah/02a1q+kPQAAAAASUVORK5CYII=) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2Wz4vcZBjHP5lJMplkJzM7v123IrYi3jwI/jgUUXAEK6VWF1prTyuyICJIETworHiw4KnYgopCK7VdD0VbLW4XQVE8+A/oRVu3aru7mZnOTPLmxySvt4VlaOlkpBf7XMP3+3ze7/MmT+B2paznWkvy0QeX5aQ+mbTCrKxiV8Wk/dMDbLvbY/t9HnOHPpoohdQAs8UN8lYbqz7kwCfHU0OoaYVov2PmM7iqimJkU9ukSuDzo69Ie5tPrtKjyzrXdIfWuXdSpZAqgea9OVYjgemHuH8NcJUQL4zTWKUDWOv1ESUXYUX4wiHyu4Te1K0DuHSpAyWfNUNgND3yAn544WsljVcqEcChpcekOy3p5xXiwOTkE99sej3wwT6Zq1sU8jOs7Fq8YY/UAAB73ntE5myLUwsrmz57z+yWHS8hytjY2l1URI2cayCcLOGfWTYuFgnbeX78ZZcCNzmC1rlF2Q8vE3W6lDXBtwfPKgBn3vh5ywHmTrYkJY+s4iM7MeaaRj4UTPnTWF6dQKkRxSUy9sam5oYAL356Quq64JpwiBMIjT56UbDvu6dk8lvM6YULWwBUMUTVY+6oZpmdMqkPDDJXVfxBjJ7orGeyHFt5fKvmes33v/6hVP/ukNMcdNapFDxEJUaditA0SZCMfnzcqz7NWpZGM0c1lpQKCmoP1ocDzCTktaO7R0Y+ArDzofPSnpaUI5dCfwPTUtlRzaPNJHjFCMcEtx3Qc/ojAF+++ZMC8NbHT8qsluPOWYOhFbD/3SPXvWsjAA27jybLWH7ITC4PXkRBUdF1DSPUwM1x+OnlTcM97++URlkn1jSWDpxXABbnl2/6co8AfHFhbkR8+tjLsqFaXOkavPT8Z1ue1+4HrxiRBOn2wUSv4dunWjK6J+EPL8DpQtAr8f3Br8byTL2OAeqUqfk2dVEhbNskus3DS/NjLaX06xjYXqtzJQwIBwmrXkxQahDq451pIgClm6C6NrpIsAchcdDkxLOv3roRtPYeUdq/xkT/FCiFZYyBMbbHRAkAmMMdBLFGnAkQzvjnmSgBgPnDC0qn3yDo1ggujq+fOAGAy6vQ8UsIdfy/sokTADh+9hklE/cQjvlf2N2u/1n9C06dPYSYSBuYAAAAAElFTkSuQmCC) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2W32scVRzFP3dmdnZ3ZrLddZOuSWt/+BeooH3wIWr1zYe+aOmLtVRMscZERSRUWiSFIogYQwv1Bwg1YBBFSl+kQSgIgi/iH9BE0yY22c3uzuzszOzO7FzfistW252FiNDv44Vz7uGccy9fuD//5/n22ZPyh8ffkoNwaIOAR4cKVMzsIBQog4A3R2Ju5eD8ofnELiR24Ivz78gtR+KuQaAaSWmSO3Aj7LCmqdwyJfVMxLtHv07kQmIHnFIezc9Sa6i0PAXppRLxJBYgR/fS8LP4jk/19xg/VBPxJI6gUm1STe+gag7jmApBxuGRpy72HUNiB2p2i3Akj6+HyP2CbL7Bz4sviX55Ejtw5dibwltdB11g5If48dzhrsuPfnX2nty4Z8VTVz+RleUyCxOzXZiDZy9IJVa4evrE7fPnFy7IgpmimNNRN1YZKtfZqwuOnfiw5767CpiZm5atXQ8SDe9h05PU9TzuH2V+Ov5yD/ax6RlpPXGAzNgo+ahOse2Q21jFrNTY1Y4oLmuUtgRrbp3fSpvMLiyKf+zAN9NvSHu/wc1IIXI1PFOnoz9AOzBQzCzjZ+bktfenukQUhvcQyRH8lRaq10bzXNo1QSfKYDRUwnYMEnbYGWaXFgXcoYTfHZyUO80if9YUWpokTAscW+Cu1bGFxLciMpaFqls9okVHQXc7+HYD53oN6arsFHlUyyL0NSI74NDl17pE9wgwbJ31rEbZ02mWDSJDEnop7DCNp/vo+zSGFI3Lp473RLB0ZkIAPP32gvS2YoJ2AZnqEIsWM5eO3DHuf+3AucOXpGcpVFyd5SCN3XGItSa/fD9xGzd++iOZSudYOvVKF9ej45/KX6+9eteO9f1u/z5Pfv6lVK3dKIGB5QZcef2Z7fsHAMyxPKlCjrDh4VRtDrz42fb9hEcuvieJ6oS6hRvYNFeaCL//5SSxgOGHSygpjVZQJ4uDHiq01XzfPIkjmH9uUojqKkMbK1h+naLqsS/T6ptnoJ0wfWODbGyiR1lCUyWbavfNMVAJP5iaEw9pHXb7EUVPIeP2vxQN5ABA7rqHUjOIA4+Ti5Pb+wwBXvh4XozVYkpelAg/sAMA680tTDvZTnh//vP5CwLuRcRsXngUAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe2VS4gbdRzHP/P+Z2aSbNdutqv2UMSDJw/evMgeBLGi7KG43UupBdsi7SL4Yq+iHhprKaJWhRYFWaVlsaiIVevNo6gHRdBWW9x0J69JMklmJpO/J2PLPtrZhAWh3+PM7/uY7/8xcBv/N7xyYk6OUk9NS7j7zhanPtkzshCpAyRVm3wuQ/GjQyMJoacldEoZIi1HYIhR+KdvQK0I6lcEST3HsyeOD91C6gAinKLnuYReHi2cZL741VAhUi+BU8vjKAl+kidqbSdxtWH80zdg1iYw/DwZTxCVBLXfujwxe3LTLaQO4HlNGi2BWrWw2wZ6eYxPF48q18/MH/tOHjn2xSDUyx8eXTegst6LjfDqw5/LXuTQloJLzWU+/mFmoLPnyUU5vmM7zh0tDLeEaa0wMe5TGC8T+G2CoMfR/UuD+dQNACxc2K3EVp12/zK96PfB87kHv5H5YBdqVaHvxSilEMvr0b8UUv9ZR2kmN5jDJhtYC/seOC0LmfvQ8jGmWsa0VxBqDX1bF1u7St9a4VDx/Cq/m56C+dcvyLgF5V+qqCs5worP0o+zq4QydoKtR6j1LgYtdoQWrpsjaSfsPfP+uh+6YQNHjhelGe8kLE3QvqphtzIYjZi4/xdvfr93Fbf42HlJpEHdY0qBsWzC7q8PbOixbgMLp1+UNBOSZp0kUinoNnovRDcEHX3ta/i5zx5PvaSrApw6NyOdzBhBo0dluUGvIhmrtLHqNp1ODsxtTLrWYP7g9HtSaTlcbvp8+evh4QIsvHZAKqFPEoREfzZwyl3M0CKbCKzEZbkbEDQ8Dn/737m/S7uXjhCERietN7DGHlhcmpazMxeVt55/RNp+AYNdOGUbs7aTeqXJ3E8HB5zi9FnZ6bmEhkXVFdSMKlH2GufOPHXLTQx1DE/e/7YM3CxJRsObmqBjKzj36LzxwkO3rJv6Z3Q9pjRBV0iuuWU0W+IWBIlq3Zw4qgBOXkXNthCig2uVCF1BX+ul0tjUVfwvHr24T4lzPvpYG1NUsTNljGx56wIAzH7wkmLxN7bmMVnwyVr+1gYA2P/Ou4rId8maFSadlVTcofbADULZgDjuE8VmKt5IGgB4+pmzClqLK3/kRyV5G1uDfwAUHT0RxpLp6AAAAABJRU5ErkJggg==) 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:rwdcur72724 1.0666666666667s linear infinite forwards;
}
