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0%,3.9%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhe2XW2wUZRTHf3PZabuzLGVboC10Q2iBQrUpCpj4UAgURQLSVKICEn0wxEDEGBMTDSroi8QgEgIJKBdvD000xogKoTVVQVBMxLbGEGhAqKW2te023W1353J8mF1aFdsttk/6TybfPMw53+87cy4z8F+XklwzgWwgCPgBHUgAMaAL6AXscaNYs4KZp2p5v7mRy5FWonYX0nOZ6I91/PTGC+wC5gGBcQMAwr9e4poIsnfvZpkzZ7ts3PisfFCzQbqu3i5NtTRXLGAlXoTGVFpyVQwbZ+kSlr+6q5KWlln09s7ixMlCPq8rYHW1NqlqyeXlHx/ny0gf7Yzh60gBJE6do2VBMcUPPqTOPlkfQtenUVQ0F5Fp1NVnsGnzz2ZxTu/0mmPU4uXEmMvIMCirr+Hc71fmyNHD62TZsu0yd+4+2bPnOXGcsPT9gjV/LisBYzwAwKuGkt3Pc6j5NBG7HZH+iSJuvogUiSRCcuAVjgC54wUAXglOAcqqKnli30vUXDxLhwcRljPHaARmjuBDTR4mkFxvSSpeTyjIy6Wq9RIRkRlyrcnfDZSNYOsPBRdVw707YdZ6vDIOJX3+SfowTly8RhRr66ShsYHz+UVSMTnPl61r+G1nWIBAzqScdV29d6+Fu4CONmg4CKePAK14Te7GKdPRQCxKLwhGlkbFAsIjwGf6dF944sQgphkECvNg6YvwwF5gxlDbdAFAwQVQNI3CfKaMAKDqeg+GkYGuZ2KamYAJlK6CVTuAvFED+HwpC5UpOQRGACAYUNB1H4aho+s+TNMHZACla6G4Ai+/0gZQNV8ym1UVM4sJIwFEYwqapqGqGpqm4fU8HfDrMP9RvOGXNoAeDHgGAKFJN81oHa9BGYCRsBRVVRVUVUHTFHRdTZqowOTyFMCwpxgqLfWkqmAGCDI4vkPgD4CeNwjlhFTFC7E38b2pb5oK0agCmLkkKyFtAJHkjaKSm0sBUABb3gyF5pUEAlnoOiiKt5HjuHT39/V2dr72FPjbRQTXdXFdsaGpFRKdQNtoAOzEAAlvCPooKCTsnT4ScxwL285CVQ1UNfVWXETiDAw0fQM0DPHj8pdJmm4OJNp/owUsQGP2HKZPMMmEq99HIv1YVgLbtrBtG9u2cV0Hx7HBC/PQ629jPF2AWON5fsCJARDMCxnbtrAGzn4K13tisRjxeBzLSmBZFpZl4TjDt8pRA+x6iy+626J9kADDz4ZHqJ6am/DDmf3RaLcbi0WJxfqJxwdSMC5eyIeVNtIDSYll4d5RQrh0vlKG4ieYaxgLi2Lz3v2w9W0RtdeycsrjcUVVVRfHcbDt7nbb/vo9oCPNPUaUPsGk/Eoj10RCIhIWSYTkkyOc0TXuh5Kt8FgjbBPYIfD0Bby+P6YK3LeYVW3NdHgQBSJWSL79jIt3lvI4UAl562HpTli+CQabF4ONKu3S/ydlL17EigvfcUEcU0SmirhTJXI9GP/oKHVVlWwFlgKLgNuAEqC4soLZ9bVm5eGDWUOhbvyYjFYBIHzodZ5cXc3Dk6eb2WgZgAaWQ6RLBrp7pB2IZWQ5qmPR09klX71ztG/f7v20MKQcbxUAvFBmA9NffoZ7yspZmF9IWDfINAz0nm5aOjq4dOI4dQfeoQnoSV6JoU7+DUBKqU+31Pefjld+CWAA6Euu/+um+gP0GNt87FroEwAAAABJRU5ErkJggg==) 2 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhe2WeWwUZRiHnzl2dpdd121ZekELdEsPrnBUwKIFtCgQVCTEo14xGDwiwcRoohFQIVHjUQnWCNqKBxKMUTGKECnBK4JUwlFEjlLAbSkLlB7L0s7OzOcfs43bKqUo/KW/ZDLJ7Pe+37Pfe3wv/Nclxd8uwA/4gD6ACuhAFGgCWgHjslHcMo3sHzaxunYPdS0NnDWaEM11nN1Vxd7XF/IqMBTwXjYAIKv+EL8LgVi+/BGRl/esuOeeJ8Una+8STcdGiJpN1BYXMgP7hC6plPhb0gzM6yYz9cVXSwiFhtDaOoSN32TydVUGN81WkmZNrpu6bgPftkQIcwnD0Qmg/7CdUGEOObfdLud+syUZVe1PMFiAEP2p2uJk3iP7PDl9Wwes/ZJN2DlxyaU5NUZuWcv200fyxKrKO8X11z8rCgrKxbJlTwnTzBKRo8RGFzAD0C4HANjVkF/2NBW1P9JihBHi3JVCWOlCiKAQerJYsYR3gcDlAgC7BFOAkbNKeKh8MWsPbuWkDZElfvqSPUD2Bey9QDJ20rp62kzq4Tc5buxPCzBux1beSw8O8oX2hpszh0cnAbu7rffZ4Om5kDMR3P5rCzvajzWEfjnaULsTaASaAas77flkYTeiaOMpdu/Zzc70oCjul+bwqwp9DLOLjwAMnwHjn4D++eAE4PtqC9AZnhtuROxaWXNw67tAA3aTuyBAotqjZ2kFgeZWKC4ka/M2qrHLUYUb74ZxL3k8SbLTqWEfrMA0DQzDoOaAOw1SFo0dnjrml5p1jwOH47bIvQQAyT46SVHITCclAd6CAzuTkrSoz+fD5eqDy+XG6XShaS5U1YXH4yIvz81Ha/SZH7/Nc0Bap9teAzgcnRYyKX3xJgDoULcjEvlggSSdiWqaE4fDgcPhQFUdaJqKqjpY/eE+cod+zaw5zJkznWLsO6fXALLiiGezLONxcwVdw9cUix34Ihwum2+aDVFVVZEkBUVRkGWF9etrGFv4AUjg8KI+OJf7sC+/XgOoPq9tAJCcRPLf2J4yjIYvjh8vm6/roagkSciyxKef7qKoaIW9QrKfgmGMulgAlM7/K0t4vPjiDgYBY4DC+JNjGA2N9fUvvKPrx/Q1a3ZQVPRGV0cSBAIEiFdCb6sAITodyAQCZAAZR37l7YEF5Hdfa1lNVFRErGnTaj9va2M13UoP+y5pvBgAQ29HtyvHQUYmWYCvvp7owHy6tDPLgsrKRSxdGpS93sE3g+9wW9tHy+IQf7lFexsCPXyCEMQAhdw8BlzhwVX9M9WJfc3e/BmWLAliGCaWJWSnc+JjLtdtC7BL7y/7Kd0/nEdSwUAyp9wgTUX24nRLihI51/FcGevmljLd48dliVQqKhaweHE2lmViWSaxmIlhmJIQ6eNBPWdZB38DzgKdAe01gFG9h/aH74+Vun0eDcXBoLTWYOVqNuhRjhVdnT5xefm90jML+2NZJqZpxt92J4xGTcmyUiaA8jvU7SUhH3oLIGIxrDH5ZA0bLY1E6oMvoGlXBaND5z3Be9t+HBF5653s0R0dkiTLFqZpQ7S1xYjFYtih0xXQI1CzHmi/WACA9o2bqS29pWOmP0XxIXsYNETpN2bwucEvlocq8waf2H7qjDs7M9XRN3zaTNi4AzjRCNWvw1evAKcBs8edepB3+iRmNtZyUohkIUSGELFksW09B8cO4wGgpK+/X+nVo655GaaWw5SXIK8Ue6pO4c+R/1/JP2kc0/b/zH5heoQQqUJYqaLluK/js1VU3VrCo0AJUAxMAEYBuSXF5G7Z5CmpXOn2JzrraSDpSV4gq+I15t80mzv6DfD4UZyAAjGTlibRfqZZhIGo023KZozmU03iu/dXRcrL3iREQj/4pwBgH6UfGPD849wwchRXpWeSpWq4NA21+Qyhkyc5tHEDVSvepwZ7Gmqma0f8VwCdkrFj68Ue4VTsaUrHzvYICVn/v7rrD8RhNkq+YMGfAAAAAElFTkSuQmCC) 2 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF20lEQVRYhe2Wa2xUZRrHf+cy9+l0OkxpC50BKZQOlloBwS9bUIpcAloRdllYs2Fd2Q3ZfhCiu2rclV1j1hjEhuAFpCAGTYlEiSRyaYElmiWABLkuu9QCLW23hdKpM8N0zuXdD2cGymWbssKn9Z+cvB/O+zzP/7m/8P8OKX06AT/gA9yACqSABNAF9AD6PWPxxAxGfFXP5sbjNEVbietdiO4m4t82cPLtV1gJjAG894wAEL54lmYhEKtXLxWjR78qnn76BfFp3SLRdWGsOFFPY8UEZmFF6K5CSZ+SXcd4dArT/rqykpaWUfT0jGLn7hBfNgxhzlwlp2pK07RtO/hbNEYHdzEdGQKprw7RMmEkI3/6M7l4974AqjqUoqIIQgylYZ+DJUtPe0YO6ims2049Vk3cddgddsr21XHo8rnRYmPtz8XUqa+KSGSNqKl5URhGWMTOoz0YYRZgvxcEwOqGklUvsb7xa6J6B0JczRbCLBBCFAmRCoj3/8IGIHivCIDVgoOBsqpKfrvmT9T96wCdFomw+Pt2jgMj+pG3Y3VMAKtonf0Zk/r5J6eF/flBJh45wIcFRcN9LSc7ukOlicnAsZvue4F8KCyF4ePBHSgKpZKKcv6bf55rOgq0A92AebO3/w0m1iBKtF/i2PFjHC0oEhW5+Ta/quDWjRt0BGHMDHj49zC0GBwySDQ2m0CKcWM62ieO37/2vY9ObwBasYbcNS8HgmQiTg8I7C6FigmE04Zly+tHl8NT6z2e0pJAIE8OBHIIBLLJzs7C48lm1NiC/NXvdv9xRx2rgeF9HR8oAZCs0EmKQqiAwWklbqhYCBXLAoF82efz4XS6cTpdOBxO7HYnquqkuvoCqruN6VXM3rKOFRbpOyRgs2UkZAYPwnvdi/yhOTnZptvtSRt1YLPZsNlsqKqN+fN1Jk2qt6pNhap5zJs3kwqL/MAJyIotXc2yjMdFVppAEra8EY+vXWwYTadUVSHzSZKCoihUVx9DVS9koojNi/qbZ/gl1vIbMAHV57UEAAI5BNKyOtCaSp3+vK1txVOdnRtf07T2S5IkI0kSixf3UFZWe12LZH2R+ynPEOivC26AkrkpS3i8+Li+vjNk7NHozq+j0V1tfv/ji7Kypk989tn9t+qXIBgkSLoTBkxAiIwCmWCQIcCQc6dYNyxCyU03gW3s3TvILC/POxGNDvrEMC6fwHpXpLDauwdrLgyYgJ5KkrIibmNIiDDgu3iRxLASbhln8XiE11+fJDudtlJFKXk5kTj0cTy+5V1Ifpc2fm0YDbQGUh3/pgU0QKF4NIVZHpyHD3L4xrlmYevWKk6dsmEYBqC6VXXCr12uF76AqUuwxvi18azcKn5bSJFhhB55TJqG7MXhkhQldrV3xSq2PbOQmR4/zkwUmpsrWbDgJ5imiaYZ6LqOrhskEmoWhKbByFI4sh2I30kEEis/YM+V9ngMUmB3s+gXzHU5cdfU8I6RwESAaUJNzWR6e1MkkykMQ0PXNeJxDSv9KeByB31SMNAICE3DHFdC+P4HpTIkN76g3f5QUWLMkuf5MOAmVv4ADxw4uFB+blkYwzAwTYPvv9fQNA0rdb3AP3bB1j9gFaBxJwQAkjv30Ljwid7Z/sGKD9nD8FFK7rj7rt73q+eobW5Sj2zaPDakmI7cjst6H8NJoL0VDtfAjteA8/RZRv2t49vBO3MyUzbUsiFvRCAITtCTHNzddXbp87z5zUm+CxfkBmU5Mv7cRYcb9Bi0fgtnjgKXgFja+A96U/onT2TGmYOcEYZHCJEnhJknom2+3s820vBkJb8DKoEK4GGgHCiurKB4X72nsnaty99X2Z1GIAMvEF7/FtVz5rIgt9DjR3EACmgG0S6RvNItOoCEw2XIhkb3pS6xf9PG2JpV79BCnwj8rwTAGmJ+oPDPy3msrJyHCkKEVTtOux21+wotnZ2c3bmDhvc3cQLrNdRNn/z/UAIZyFir1Ys1YFSsNkthVWAsff6I2+I/8GkXTr0SaPIAAAAASUVORK5CYII=) 2 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFX0lEQVRYhe2XbWxTVRjHf733rt3asXWXbozRVeR1qCwYpigaBBwGCTLgA06RxKghBsVIiBhkikKIGoOgBJIRBwOCyQLRqPhCYMkw4AuaKA5CEAgIAxwbWzfWUtt77+OH07qpRLoJn/SfnDxNc85zfuc5z3POufBflytpMwE/kAN4AQOIA1GgDegErBtGUTGVIfv3sv1kI6c6zhOx2pDwKSKH6jmy9mVWA7cA2TcMAAidO8FZEWTdugUycuSrMm/eEtlZN1fazoyWw3s5OaGMaagIXVfpSetyW9iTJzLljdXlNDUNp7NzOLv3FPN5fREPzdbzZk48NeWjL9jX0cVFruN2pADi+7+jqWwYw+Y8rI3Y02BiGIMYOnQUIoOob/Awf8FR37D+ncG6XexF5cR1l9vjprShju8unR4ptZsekfvvf1VGjVov77yzVGw7JF2/kLh9FNMA940AAFUNJWteoubkATqsi4hcyRVxBorIUJG4KdUr2QwEbhQAqBIsAEpnlvP0+uXUHf+GFgURkq930QgMSXMx2UnbJ2moM6GoMMDM8yfoEBksZw9724HSa4z1rniR6e9vYNXcCh5FlbGZ9NknDdn9AftEbpJYa64YOnddo3+gtoY6sRD5DTlzhAtvVvEaMJi/5E+6RLFohE4Q3Fk6E8oIobZKAwIwfIyyf/hzt7aSia6mKy6hcMkyXvl4e2DdXyHSD4kLB8Cl6xQPpCDpxIS750PlAa932hNAYQ+wbt8aWHo+P52onA4Vr6NyrHcAGRmpERoF/VPJlTUExr1gmgO8eXmzVprmYwuTEG5Dx58a6ziwuXYeVcsHAiUzoWQCKr/SBtD0jGQ2axq+LPoBfhg31+cr8mdmZuHx+NymOW1Jfv6Ti4CQI6q/40BNzWIWLUrtmleD0U+q6Kl/0pGRk929IjMPUzkI3uvxZJKRkYGmaei6puXlTXnetjsL4vEdXjX5UpYtC2EYCbp3pqCU5L2SLgB6qqfmwpdNDpANvoCuG7hcLlwudbOLaFpe3qxHcfmimzYFWb78ZiABgM/nIhJxAV6T5PmQdg6IJH+4NAIBigA3aNi2ICI4joPjCOAALq1fbg5VVZ4YCLYtgBCJyN/8pgtgxWPE1SWoU1SsytDMudxq2wkSCQvbtpPNYevWg0ya9G64uXnt27HY2Sg4WJaCUC3SCsR6AxC/2EyTCqXOiJEE+/nITCTOfd/RcYVEIo5lJbAsi23bDjJ+/BoMAwsufd7eXr0wFjsXBZvu1vIjEO4NQLTxR37AjgKQU2i6q56h4vKVrz6F5nA0GiU3N8bOnV8xfvxaAJIp0Qa/fhyN1iyMRJq7VASjFhzakgJIV5rPS1lbE5dFgiISlKafuDygP5Uw7vWyscvsI4fniKh0EBHk+HFOASXJ8QEY/Bg8dwEqtgDB3kyeUmHdRraJnSsiN4lY+dKwgyO6xoyVS4urY2ESYiPi/AlgRI/xfhh0G92nZa9l9PMx5nQjZ0VMEQmJxE35ZDNfGzozHp/Dc4cO0ChRROLIz0c5BIT6MtE/KfvB+5j+60laFESRSMKUbz/j+NhbeQoov2csle+9xaqNq3mcPz9iDdT90afV95T/vjuZeuwgx8T2icgAEWeAdFzI+e3DWupnlfMsMBm4E7gNlQfDyicwomGvr3zTxix/T2euq0yQjrKBUM3bLHxoNpX5QZ8f3QPokLDpaJNYe1guAlFPlq3ZCcKtbfLl1tqu9Ws20ESPV3VfAUCF0g8EVyzmgdIx3DGwmJDhJtPtxgi309TSwondX1BfvZXDqLILo764/tC/AUgp9XRLvf8M1HkcR512XUn7v66q3wEfDSpydCVl9gAAAABJRU5ErkJggg==) 2 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
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96%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur23542 4.1666666666667s linear infinite forwards;
}
