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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFElEQVRYhe2WO64dRRCGv6l+eLg+NhbItoSELFmAIHJiiZwVIDIyMvbAAshYgCV2gECELMChCRwgMkskYNkyXF9fn9P0dNcQVM/r2JAQEOA6Gs3pV9X//11dPfDKXtl/bN2mde8eAPEhsuqVKz8ggJ86/Cm6WRc28zn9cB4vQNnfXg3eXjegu3x35N0PzMGTLyzg7h3kPEDuYDdwwgEPRAm2SF1bHdv7DOaxAegRIAH5cSRdT3DxdcrjXyA9gysfw6MH95XGSp59jQASbxqQ3CG7AXJHBE7ca8SxzOEgNTXSwkQHAyEB1EYicHY1mxLPnyJXb8Dzp2iTR6/dvKUeNvLK1M62Ob49u84bgLHMDGeT2uQ0L5mRy0Be9EEAff60jVtwefTgPhOAKXhcgYiAjyMnpRJbO67mrk0738BBxG1yJLenANp8FKBcu3lL/Ft3LWAa8M5ZYCd4qUR1xFLZQemB3exy8H4DQWFsUq+CemCPkqjQmVDFQYk/ITmZKvMW7Hr8YSAGwVOJnRIFojp6N6TdKH0/KyDAsJwKHKVbABWmLbVkTVQEC54qcDiDaJ6KB8Q7fKn4YE48EEcxyaUSW/BJgYgihCYo0AllXEQvCIIDBkDoAW1p4gFiRKf/HpBSZ1494DsljgZmYr3e/9hAMK0adZZ+evdUQNi3eV4Mr1/Ns2M4/AkhwCRhHWZ2vkkdcd63wB5BnCCjNmeKquBRtJFALFDplL4GooIiZBQIqNO2EpBwcRP8RXNNOml8FT8HnzVYPRXfNXXG7VnxHFnokePj9HKTo/dxcAXqBjBYAptV/tY2Ll34BxD6Qs8WjgPEfuMxUANSeIl5BRgQCWgLMz1gsqlMmW1hSzcQxxUkmQqPtrWmSZGKqgHTtlZW158MyY7hfJG0/zoVa5TEcvxy21s/Wq33k68RtOVRAUu2lQppxb5wgLoC7xvb0nl8PVAamNQQg+O8W4pOBmIHMkIeW2fXGI6mQO7MZ2K6DwYKwcovgcIALqI1WyUsUx2XMMts5oA6O/IsNX3zITEq0okVJKC0rdi3JxEo+FmJwmDBXaT4x+/D9Z9RHKWFVjHvZSgUIBJIbrlIMgEZG4jRGOoKDD6QiymgFc5dh1Kt+ORMcW8aibragskmpmvLbrn5M8ttxqzEKus7gWLje7brCqAx0gqvJewGwP4ZnFxayiRA8Jy70VY3xgnQ7bfcZjto13EabO4kveZMiXFWujAp8Ptv6NvvAeAvXkJOTxf26QCxB1knnSXhwnodfGG3D5ASpJrJu8vmB9BDI/jrdbTj2284ufHRpnT4h2+s29M9sPT1R7TTtln6GUQGyoWjMvbHlR+t/dWX26/i8OlnAtAdLmwW5O/v8G+s/+TzGXz67s6LNfWV/a/tL0bfrLePO+leAAAAAElFTkSuQmCC) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2klEQVRYhe2XwYscRRTGf11VU909M7uzO8Z1XdaYBUFzCIIgGBHBW/wD/AsEL3rz6sGzENCzB28KevImogQPHhIx5qJIAkYTjRqX2Wx2MtNd0/3aQ3VPd09md6NX/aDoqnpV9X3v1avqbvivI1jaq1ehswmzDwHUvL+4fsxyg3Zz8yaA4D6D3U+OEdB5XfHohq+Pv/HPfuzJxzvQv66Q6dH8CgHg4PHSkdu1zZ4Txhe8oLW34cYTpYBuoZi94Qet/OKXqbzux+12LaCOSg1p9AogTOK23YVNO4zfQ8NuFQVFuK/xUVFAgO2020WmAdMQ1SyaoDEWNLNOtXYBBOSmKNsBUJB+gWHj99qj4AR0dhVioQhVYLOo5aM+sbrE8wbuZc1WASOaEeym3r5/SxhsQTGYe+NFdHb9YOVAMKs7Zzh99pnnXn7xhbMAg4i2oKQMZYW2lSvX9i5+/P4Hlya/Xh0BMJsqOjEMtuDeCNgQ05ohFpRTiK1Ub5fkzwPbtPf+FrQEbC2xK+DSvKcTq/mc3lDhmAvwhEWoylRSLE+0JrYWBByGIX4rKh6P2VQAZUicold6bCYK0QqVK0QbZZS6cfOmOvfs05vAJnY8qebfdc6RkAHE1hrAdFRNcDdxw42H160KjUPTBaDIHSA4pwitEP2IYT2GsQOrFZmto1Gr3Wx4Y6vKqrXMBFtGQfVMZJwkahBFlQADbLRikecKrf02GA25P1JgtS9ZblA5iF66BQMTVWmW7WcJPRNVW2Bia0xMVG2pW41sH1x7Aa29g9YKWa44OCUGlyusrsky6+sqb07dBhhaowBGLrMDE5lp5hliawyghnN+7H5CO8F9BCoRcxhUKGTVPYAQAAGKQENn0B30bXdnjRGw3Q1hksLQGoBsJHMSM4xQMG9ng6hvetFoqANsUPYXgc0QhCL026Ajdb/K5dgG6BtM38A4QybpnBSAtbjlsRkldb4chQcV0ELfeOJJOidXgFpvX0QPtPaDDDpZVXptn5StM2eRnGZ0jhGQ+oGhhtQpCgsFgnKqY5CVEFmL/YWzWspN/Gme53hDCEN/4rm+B4MIAoOg/X1BZkCnijwv24gi1EKSC2mZ9coJQQ5FO1sBzDG7WpEfCp22n4AhzSEqycRmUF4uQb70mjWW+473P4CQh4JOhfAAwtsoDlxt1FMfAT0VgjxbnJ05X/41jAOdCnkIkxMCYOggoCGZgokVKhfKzxCdz9zVm7fHd6an/QJR6bvCv3oT3+0EXAJ7Da61ddSti3vZzpknk++u/eBH5itCsgdRCCYVfnsKRTqFZCpEsf+MEi3MrK97/AT8/C/8vQH8ce3b79u90bpfO9kDEEMYQzqFKBY6Tsg1iIaZpSS+cP7TrwDo9hYul9kCZdh+PT/U2/5yYYTMS3oAQMCpVwzJ1ItY64PODUmsUDlBvNo63YFm7UifdTs9ZXzvTsueG3+A92/A4KTw15AA+2p9int3688zAJO3X82xq23LcPBIFQH/DHabbcGt07KPz4vCvtMSvaRk+IPnGvXskFLP617OGvNlYX1YfQt4c+HP6OS7tYcHX1cRqJE/dqjzABRj/+xe9s9peYv3X/Kkoysw/RzyW/NcWf5rVmGlvHtXPvLC/tw5WkA8/3UTNl+D6ynkk6Nm/A/+BpzBve8iH/CtAAAAAElFTkSuQmCC) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5klEQVRYheWWOW8TURSFv7nveRzDZHHYAkgsQrT5AamgowsNSHSUoPAbUFoaKgr+QySEEAUFBVV6KFmkxF0SwFkmsT2Zd4fieTyOsQIJHgo4zbzlzjvnnrfC/45gaGs9BDsPchdA2JgcCNg6fFQ5EK9ET2HzzS8EnFmQonldDkSlZ319fNULUnSQskcG0D7ny+MrvrVZUaLZQtDOE2ErUC8gyITTjwYGW/ffjaVkeIpHxNQt2yOPZmGj6+DYcyw8ACzsLgsn5/JsZOhAx0U0W4wXfwAud516QMDZG5Z9AxPTBfnqUnukAnJcuBdiO0qrCqDMNLqZ9pO3W6PNvh+2Y0mrlqjp+eJxbF+3Jx6r/SRgkSw7Dt8iwc+7rLrjuaKmEtd7cy20W8ABQaOHSSwu9E7HdQAR3DUInFALhcBB4MoToSFgoFUVJlNLrYMwsSIkSeFEmQicYPrWWOL6CK0RnBv9FuxHZsDVhCiExMF+LiAMfYAxpXF3BXi+xPl6xWCJpyECUoTAKFryNICiE74kSEF2rI325yg72yMIGH4x/wUB0XdQB0FLUSdkJZ5FCuAE0wHTgUpHvQOSgBv3N1TQKU+AOMW4ot5uImxf8eTavaGy6uBjY3RovNhkP0xpN3tNFm+MYLZBEoWk3IVZScDUFVDG6giVj5B1FEVJQ0jDtFQBzkCloexWld3qgdtPyd0YwNBr9bgInLJ5vVf1U9CKoRYJkAKWS3ciABpL8ciIc7jQJzr1CUC9A7VI2VyDqXO5iHBkhFfvT+G2E0yi7NcUcX6Rd12wrF2D6ZNCeB6+Lisn5kBWR/MaBmg122Q3lfilQtfQ9nkvQp4RIN+E+uM8XNhbhuiiL+eY7Hs5fX6999vkM/PeyZ2tfH1BdBu+fgJ5Bvpo4AA+teBJJq5D/LYQMQlsXy7i0kNOy+gLJIYeIUB2s+iPX8Luu17f4avbjnULrwoxANn0ob9x9T00HvpykpR3sP0T+AFukvJDUceVPAAAAABJRU5ErkJggg==) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWUlEQVRYhe2XvY7kxhHHf11d5HCWuzurtTRnwzrJDqRAgADDyQLK7jUMZ071Ao78AIYBBX4VRQ4uO2BhZ04MX3DQYaWFRto7zd5xhkM2qxU0yRnuWnfO7QYI9ger/v/66m7C/3pzb1w9/QI2n+zHEXmztnObjB98IVx/CfbSfkLigEAehfPfGexB3KevBCB+9WEax7OpdJ1PxycvBBjB4vpmuu4/MsB4/qcDAnkU7PM0evcF/OJCuL5M7+rpobi4eDb1QJ3Dg9V+vNHD1RDXN7B8BKvHhwQYSV59jo7gyXIZ+9eXcHoOkPfzyq++nhJ4WXKnHQIElo+M1eMAGMtHcHO1x/rhsRGf4fjl74XlQqhqmB0nEl0tgDh2kj34WPXkwTGg6GkS71qiBXGuncRWdC5AkCzD2jY0L5/WzbfPaiAkuZnR7OBnS+NmZWyfopSzBF4WwmYt+JnQ7RIRjwIJPHli4uMYNgA4n4HL9m5o29CDmpuVIe6qtNDsjHwWuFkJxwvYYklhWSQSOhO6nR6QGFoO5HStRgs9eItzEGMHHTgPFjIAE1W1EOqe8EA6kM+EZqccLwJNLQBKWUBVp7gMoIMH9gpyQK3ZTtI+xm7/7iDG1iTLgoWAte0gO+gZSMDrtXC8sERgEwSn6YP8FkzVhdkYAouotT2JDCW0o2fMvAE4yYiAuI0RMwXMudYMlBaloU76gtIVgTzANhj6m0lMhTATZ3po/d79kBNaxVroukk1xL2GISlDjF0YPOiKUoEQ2xrmK9guwdfCe9+a0Oz2pSedRgmwL8lDl+dYK0CB93tS+0cBjV3LQegGI/bhaE6FfJ0wv/tQpnVtfgTviRx6ACQbCPUh8ukBcZKlt8/04Jvkobo6RBGaxbiuEx+2aijgwaFAiW0qzL9Ay3MlQgSJsQNFhG7Umvb0IwECDoFMYK20lTpPoK3Al+CBLeALo1i95XAB9OQMLc/37O9Yd2iZ8wxGiRtOmdm93XIq9DYCk+YynM/EOX+4bU/1uQmZt7b/lsBkB3Q+w7l9vrgBbXq439fd3ZtBUSDu0ijvhYx0LHtAChnPgHbbxxZibIFXI5jzGShByAwwo0VY0O2ejdmM1VBjOCCqMMfus4xMj0xoRhRR6+cNMOd8enxmuMyEDIf2CfyGpgr1rt8JwShKoa4MaHAUEcyl288A3pBKMYj0G5UC7ug/3XQCw3Gc5MLYLwqoayOE0UihKGG9GqwaLB8UHLZGfDYqFNGGOyAObRxZ48iGUAQ3W+w11LWhmjxQzHoPKEbRx7gphLwOOCSailPUF0dNbG+bYvEQ67a5Jw/WVYOtBiA6x/kSZw1OS4AggUbfObHmm/VAElxn+MJoKiMv4ekS7e8CUNXJ8qaAvAYfAG2Aplg8bADEz826rYrva9uXkxD04Dh/lCba2yDH59jrF0Nokofz0qhWwNJ0BC8LGZO6KYy8PgxLzZADfh6s205i4/w8vWU8OkIvczcPev0VlMs+BN+vjXcXQlUb8y6wLftrmQ4VcgucArc9sAJYV4VhB49dhfOlxpiSS/IlwOYe+GD52a+NH54ZLFFWC1hhUMCnv4XvnhjvfyZcPQG71d3rU9u9Xhug8fu/T8v2k/5G/K/+2n76Qe+xawCLN6/quLoObnlhcXUJjTc4hZubZFP9V3OcRKHpb8bv1PD+Z3D1RADcyWYKWDwceqnQZT5Z5tW/p5VTXCQPrS5xywuLV/+EIaxnfzSe//nO5vnzPwy9gcAUoHg4JXSfwJ3vL4iry/24OQpUf4Pu+Tj15l+zu83/Yzq+I+0++AsA8fmXaaIrhLj6yd+y/zeAHwEb5VUKd2HfCwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur205269 0.5s linear infinite forwards;
}
