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0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2US2wbVRSGvzuesT0B5+H6EZGWoMZtrFaklIJaIUApAqlsCgIBG2AFOzaIJUt2sGLNBhagrioWsIEWqQEqFCU0kmls6hiap52Jk9jj14zncVlUtI0cIxVRicV826v73+8cnXsgICAg4P9O/KGsvJ/5ot/B8MMvyONPvUFqfIL6zg3KS1eprv7G1tJ83zsAiWhcPpk+xhPpLKfTkxQ2i1zIX2auUdr3ntovSFpbVMvL6MkseupxMmPHyQgLu1WW5fwM+UsXcDuN26EvZc7JM+kpTsSP8IBQ0CVEXJeKo5EI632F9xX4eDohE9oaidEvuVidI+9/RHQwRjgaITKkkDx8glznsz0VnXtkmsnoGA/aCmGni3Qsvhr8lpOvSd67tsvI1ZC8YnhsOHu7vkdgKoY8fyjCOy8fRcuMoUYPcCZ9lLMf/owz/hwJTSCkg1GY75H+1VhgYjxJSKqodZtc43fe/uRFMoNb1MI7rK/VEaLDjOHJXQda8paI8nfAER05GlUY1ASiZYNQUA4e4kB6nNdPLhP2bVTpgW2xvZzvEbi+XcSig6d5dDWXzecbZDNjCEWgP3qY6eww06MaEzEF5a4e3BZoOFC1fSzHZ6NQwb+xgrdTRtoG7781ScT4BtXzcJs1jD9zPQI5o4Dpmriqy4Ja5JV3p5CNVbyuDWaT+MER0hqciofQQ/sIeAKEEKy2fa4sbuOYbWoXL9O9WURt1qhXiihuF6O0gGe3eia64bTEQrWAozj80l4kKdawcj/ifH+J9a9nWZxdodTyKZge0t9nBrrerT8ZVuAP02NtfoXttkdp/nOMoREa3qtY9QqVpdme6u/MwSLPpLIk2kN8+sEXnE2p6F2b0q7DtYrFUtMnb/q07hLYU0kyhJyICR4bCRHTBD+UHUI+zLYQevpZ2dmc+ccdAHA6lZUpK8xPzRynhuHNyQG+W7UwHR+J4Hrd56Z1592ewGMDyAEV5sz+S+peeHoIud4BV0BMhZoDG93/JvueGBDIYYX7utYDAgICAv4VfwH/cEfdPQdaXQAAAABJRU5ErkJggg==) 15 9, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhe2Uz2scZRjHP887v3aTdbcNmRI3NiQbjVIiUUguglAoGu1CtdRTD9Iieuyxt/4jehGht1oTvTR6KQSEFLGEWOimRkWym9bdhGaTzOzszLyvh0Qx7CbFi172Ay/DOy/v83zm5fsO9OjRo8f/jBy3+OE7r5jBQh8mBZOY/acGnRqWf62zWKnKmy8Pm6kxH2UJokAsEFsQCxrbAV/ceXhsD/uohU8ulMxHFyYQrdChwSQG3d4fOy1FEKUsVqq8VBzg/GsjPJfVKFdQriC2oLKCUZqM2zaffv3LkRJdBcaLnmm1W3yz+JCs7fL+jE8qYIyhTYa9xAXroKYlKAcyboLrtBBHsFyYW6oTJm1a7RbjRc+s1aKuEqrby6QRoSsNzuVdZi/OcuveJkn0BMsKUR6IA3KwU9T+XHlgWSFJ9IRb9zaZvTjLubyLrjRIGtFRB9BdYDQnTPhZZsrTTE2OcvnadRYeWcRiEEdQrkKsAwGL/bkjxGJYeGRx+dp1piZHmSlPM+FnGc0dHYMOgXd9MTdmCnzw+iDWyQLETUpFh0tXrzC/EmN58nfI/hIQW7A8YX4l5tLVK5SKDsRNrJP7dW7MFDjvi3mmwHgGs7pr2BIbF42u1Wg/WCau3ad0+gTl8lnmlmooB+QgA3KQgbmlGuXyWUqnTxDX7tN+sIyu1XDRbIlNZdcwnqFD4lAIUwPPZ4RqPWDENQwtV1CjQ6TrVdLNTVZvLrDjZtAqpbEdAtDYDtEqZScIWL35JWcKuxC2kKdP0b89prHRpFoPOeUJG2HnIRy+BQJjOYWfcxj0+2kGCdnKOj9/9SNePssfa3UqfVmq9YDbd9cF4PbdVfHswOwGewwHIWuf3yFqhrx45hRhCoN+P/52wlguYqOVdggcSsdkDpN3FJ4FrxYUrlLMvuDRDBOCdsp8Neb7GGpbpiNVxQExbzjw3rBDn2uRz9osrEe0tWZlWxOl0Iw1P+0e7tk1nhP9GM8SHOCtIZutluaz39Nj/2j/5OMRywxkFN89ToiBKDWs7nXvdWTRt31lmrEh0fBDs/OLn8V0XoytIO8I39b1v97fo0ePHj3+M/4Ej2BG3ZxOfy4AAAAASUVORK5CYII=) 15 9, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
68%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2Tz09cVRTHP+feYWbeINNMZZBSQYYi0lbSJQtjC3GlcdGkC3HTjYn/TlfdmHRBk0ZWBGO60KQxsWHRhTUWKxSJIDLEcaYOA8x7M2/eu8fFkJqGof5IjJv5bG5yT3K+33zPOdClS5cu/zPyouLk9SnN9HugMaIOoyAKximl78ps3i9K4e2z+sqlPM4IKuAEVAyIxa8ErN1eeaFG4qTC2McXdeKjSxhxqGuiGmGdI+GUxIEh8mM27xd5+fXTFN4bIepzREaIjUEkgZgUTg1h2ulPnzw+0URHA6nxXm00QtY+/4GkZ8lfHYC4hWrES2GSTD2JHoWnCLGBIB1xmAwRSYDtoby0TRjENBohqfFebW7UO5ownT6bG3WZXd7mpu+4VZiksVCkFO0R2IjYCNFR1NB+I4HYCIGNKEV7NBaK3CpMctN3zC5vc5L4iQlczol+eHmUt65OIwjzox9w/e4C7v0MSBJnzHMGnLEggrYCsnebzL87x3D0M/rqNM1qwC+/r+vXVf17CUx46BnPMCgtbG8Wkx/g3Ngw81eukV4MENuDSAKVoxGItGdue0gvBsxfuca5sWFMfgDbm2VQWpzxDBMe+pcGCh46lbOkEsJqySeqPUXDEA1KjJ+/wI2ZOXaXdsDY9qyh/RrL7tION2bmGD9/AQ1KaBgS1Z6yWvJJJYSpnKXQwcSzEeQsagUSAkNpGEkp7tETZNojaoREm0U27nyFfxpiZwkqPgBBxSd2Fv+gycad27whsyR6wbkm7tETRlLKUBq26mClrVON/zz/ZwaqMWJC1I8hY4U+UXT/kJ0vH1DbrfHgcZmHRZ/ym3n84iE7iz8KwPriqvipltYPA774vkx5fZPpi3lODZ1iUFr0iZKxQj1WqmFbp2MCAJHCSi3GGphpRnx2b4utSkDOwnIlZu0gZu+b36jutp5rsvPphshQj3570CJoxrDvU41htN/jtT7Lw5pjpRYTddiCY5uZNehQRpjIWspBzKBn2A8d9yqdt7gT7/SLZpOGXwNH3rOs78fsNpT96Lhex6Znk2jgQPV4ZP+EnG0fi2egGP77Pl26dOnS5T/lDx8UdJJcDtCaAAAAAElFTkSuQmCC) 15 9, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2TzUtcVxjGf++5d+7MaLVVJibWj6hjQjCSWgrZlCaERBKaLvwDSgkU+u9k3yyCpRCySBRa0kUDXWTnJgZqmfhRSxg1OpOMOuO9d2buuW8XYwtmHEtX7WJ+cBbnHJ73fTjvc6BNmzZt/mPkpMsLX13WjkwHqEXVglrQGI0thRc7bDzLy8Bng3rqoz7EOCAGxEHEAXHwiz657xZO7OG2uhj75rKe//pTjMRoHKJaR+PGMuUI60dsPMvTe66X4c/HiLtcxCQaSxKISRGroZZCf/+2tYljDSTHezQMa+R+WMRLO5yaGQFrUY1I1QTvwEUOpYILxiVKCaEXIWLAMRTml6gFljCskRzv0epq6VgT5rjD6mpJZhZy3At3uT85Qfggx3a0T+AoGA/EBTmsJ9LYG4/AUbajfcIHOe5PTnAv3GVmIUer5i0N3MgYvTM9ytRQJ5cGUszeukn3kzdo3SDiYYzXmDeAGIzxEPHQuqH7yRtmb93k0kCKqaFO7kyPciNj9F8ZGOxyGZo6izuRJa75ZEfOMHvlOum5HcRpzBhxDg04jZk7CdJzO8xeuU525AxxzcedyDI0dZbBrpZRO2pgIIlezRjNppTC4jqx1rFhBVvdIzs2zN1rt9mcXwXjInKYAWlkYHN+lbvXbpMdG8ZW97BhhVjrFBbXyaaUqxmjA0maXuKIgXoMNoanBUtQKBOt5BHXJXq9ht0v8fLRQ/xyiI0NQfEAgKB4gI0Nfjnk5aOH2P0S0eu1hm4lT1Ao87RgsXGj/rscfRuF8S6DVYgqIfVXRarGJb+0RaX6C3M/rVH4eAR/Y4/84xcCsPz4ufhJqweVgLnnf9Bf3eW9pDB4sR/zqkhUCRnuMDgCy/vNDprSeb4Tne73+HLyfZa2A7aCmPW3VYpVZaUck/ugA930m3TyYYde2PU512XIJIXR3iT9acPF02m+/3WPn7dqLB809zv2e3xx2qgApZrSlza8DWN2qspvxxR4l4lOtC8p9KYMO0FMjyco8ON2/I/av+lLoN1OIzCfdEvLL3QSf+m6HbQv0Ry+Nm3atGnzv+FPJShXBeD8UZ4AAAAASUVORK5CYII=) 15 9, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2Uv09bVxTHP/fe954dI7vElPIzaexARQcocYWCFHWJxNCwdOuULlXSfybKUnVot9ApVRQhVUqHDhlQGldAkUlinJKkEWALDC7Bhmf72e/eDnYVEQNNh6qLP8u9OkfnnO/93qsLbdq0afM/I05KjnwxZULvhsH4GFMH44PRGO2znVojO7cqBj4ZNt0fnUVIBUKCUAhhgVC4OyUyMz+fOMM6LhG//qn54MsrSKExuoIxNYyuYbSHLFXxXY/s3CrR4V7OXhlDh4MI6SCkjRA2QgbRRuIFLfPiu5+OFXGkgMBQr6lUPDI//oJzyqL7s3HwDcZogp6Nc+AjUE0LFUibetCm4jRPryy2ZxfwynUqFY/AUK+pPts8UoQ8Klh9timuLT/k5laKWxdHqdxOslUvU1YSpAPCbtgNTdstkA5lJdmql6ncTnLr4ig3t1JcW37IccOPdeDqoDKfj0V5f3oUZyjETPgSV+89QE+PI4SNlD4I1RSgkNJBCAdTqxG5l2Zm+hLneixGpkeJV4u82Kma7zf8t3MgERFm6nwYS8D+/AreZpp4n2Tm8gTBOwsI5TQf2WsHhLARyiF4Z4GZyxPE+yTeZpr9+RUsAVPnwyQiwryVgNO2IBZW9IyfIRINoYIdeOtPiccGuJEYJDe7CNJqiIDGKi1ys4vcSAwSjw3grT9FBTuIREP0jJ8hFlZ0OkffwiEB54KYog/311zqL/NU83vox08AibeRprS0jFty8bWivFMEoLxTxNcKt+RSWlrG20gDEv34CdX8HvWXee6vuZTqjf5vCjj0BpSE9bIms1vj11SejxN9yOdZhB0imXzANz88YjtxATdbYOPunAD4/e6ccAPKHOy7fP3bEvqgxORkHPM8S7Xms5jKk9mtsV7WdKhWBw75MhoRRgGTXYqJLovOkM12DXJasZU/4Ns/akL0nzYmt9vi59/xr2K26Xmvg37p023DK7fGfKFOsuDjA4+K5lBtS6MPQ5jJbotMSVOoasY6FfN/+jgCVt2Tf06A4RDGMzARVSy/8ukKSEbCkmShzsp+a31L4B2FCcjXif5TsFT858FvciGCyZUbewNUNez5/75PmzZt2rT5z/kL3cpW9LtB2jUAAAAASUVORK5CYII=) 15 9, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
88%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2UTU9UVxiAn3PunTszFAuhIkM7lA+pJY0GmtQFi2qjCxJjbdq1blrSVX+Ky65cmCrGyAaoNiYk2I1p2JgWA6FIEMswM0CZD53Bey/36+1iaCIZpHbVLuZJTnLPe+57zpP3fECDBg0a/MeowwYHLl+WpmNHQUJEApCw9h2FbD9eIPfwkXrv00+kffAkShugak0pE5SB/WeBpVu3Dl3DfN1A39ffyonRb9CGQsRFxEciD4k8dPUFoW2Te/iItg/6eP/COaIjLSht1ZqKoVSCKBQ8q0lWr197rcSBAvHefnEdl6Uf72E1J2n/8nOIPEQ8Ep6N9dJGYeyV0AAdI0i8hWs1oZQF2mJ78h7ejoPruMR7+2X32cqBEvqgYOfGCqP5aW6fLnJjGNzxMbYCcIwE6DgoC9ReqtK1vo7jGAm2gtr/N4bh9ukio/lpOjdW/t0WfNZucHGglcFTA+ijPdxs3eTK/UmiC1+hlIXWFqi9VGWitYVSFuIJb9+f5OYX/fT1pogKzUQDrWRWC/ywHh4oUFeBM21KLqUtUkkIS1mC7QWO96QYG0mTnBrf22NzXwWUMlHaIjk1zthImuM9KYLtBcJSllQSLqUtzrQp+UeB7gTSkdBk7Ij8WondmRmCuVnC8iJpZ56rQxXyU3dBWyi1dwaUAdoiP3WXq0MV0s48YXmRYG6W3ZkZ8mslMnZER0LTnaBOYp9AiwVn200EhRMIXqHC7uomfjGLn8nwdHwau1wl9AWnUALAKZQIfcEuV3k6Po2fyeAXs+yubuIVKjiBICjOtpu0WPUV2HcGSi7MVwP6mk2Wyx4nAiGWK2L/usT67znu/JJl++QT7I0c2YkJBbA8MaFsMy4vKzvcWcjy4bE4XRWHKFfER7Fc9vBEeFINKLn1AnVX41Qz8vE7Jl1JzUdtMc6f6+OnB38wt+ny/TNfqY53RbbydXl/x7/rjclQKsHF8z08+HmVxZLPuhPxWzFgfqd+vbpAq4EciUFXk2aw1aSj2WB6zWH2xeGv5qsMtyAj3Um2dkIePw9YtyOqPjwP30CgM4Zs+LV4dwLRAkEE6/6bC3TFEFNDpGDNreW9Om+DBg0aNPhf8Re20W+YNqpRkwAAAABJRU5ErkJggg==) 15 9, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 9, auto;}
}
div.testarea{
animation:rwdcur73815 1.6666666666667s linear infinite forwards;
}
