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1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe2VW2hcRRjHf3Muu+fsJbtJmqbNpdtQEqXBNlUoWixakSJYKypeXhQ0tr4I0ocKthUEL4jFG4Ig2AcfLIIvLYJFqcW2pl5aq7YP25o0Mbdms5ttrps9Z/ecMz7EBszZTbIKvtgPBgbmz/f7zzcz38CN+L+H+A8YcjGm8i8TLxw+TVUkxObbOnjh+edKJtH+IZhEc4yGVXESjUHCIZVDh5M+XTQSpLm5mY0bb+HcuZ9KJqv0CGRTvYYejNG4KsraZgM7n+fzL/sX5pKGPjeJhKFpTRuZ0UGGR/M+ZiUGZEPd3GRtI2y8OUjXrzoXLs344DVVMDUDIRM0FYJGkJG0XZKnLhfe+WiQwasemSwkmjV+u+SRvOJLKm/foBAOSQI6CAHhEAyl3LKbXY4B+f2nJi2JALOWR++Ax5bNJse7/PA39xjcul6QLwrCpkB6gsv9six8OQbk+aNxWjdUs3qlQu8fBe5/pInXDmZ88MNvGSQa4NTPLumMRNfh9HlvUfhSi3Ji9m6Cqs2EEyeQ6uHImTidT571wfc+GySXl0xMQbKnSF1M8PUPS8Oh/DOUF6d3MeQJcKeJKBZdF+sIx6t9uo9eDZJYqTKQ8ejpB89R+eyY4zNZbsOlGpH8vbAPVYugyWlatV5+/MbGUatB+Ztf2X+yFlMTqKqgPiaIRUVJ+LuvtFdWActKoWARVSdIezUU0NAVgZDzzU5aI22oRpD7qrIMdo/Tl5Lsf8fywV9/sYXsuFuZAcNM4Mkis04a07uKIoJoWOheDoDJ7hasWAN5aeKSZXJGsPuAr8nIvZ0xhBJkeMQua6DkX6AqGopQQa9H0WpQCmMEvBke3HkCO9WK0bSCtFuNLopUN8S455lZH7zzYZ2tm4r09BWImFOVVcCysyBcdO8ahjKEdG12PnCGyfw28lISzY3SYgyQI0q4PumD73lKZUuHxlddLpo6wwefZBdqFq+Arni0m++DmyPKLI43Jxty1jDsNpM21wIe8dC389Dr4+19MVoaVdrXm6i6pDY8XXb3ZSvQZrz3l5E58IS7DvgOPdiI6xaZcousjhzj4yOPgXBRlQCGyOFkkijpAXqGBVPXLHZsVdi+y/8BLWXgulhi3sGAt4nauDdnLPDGvOjQ0cdBSBQRICBsDCdFW81VTnRDwVG40Oux+4DvVZSFLQyZkieRWJw9dYnJmRSuN0N2YoxAABThookimi7QVJ2ozLJj2xjTfaPkXUEuk+em7eNLwssJZJ/3IRorOPHFL6i6IBTS2HBnAE8WsfKDBESegjTRNYOI7KfOGSFzoR9VVQl1rL9+N5b11Zd+hkIHPEbHhigUpui4K4aUkqI9imEmEGoUnVkiso/aTJLk8W4s20EPiYrgUOYSOjKPJuChp9vxipNIz6JVf3l+/bL9EnWiG0265CZyqIpgfKxI672TFcGhTAWksLGdFI6dRdOqWKfun098RR5ECpVRr42i1LGmHYRw2fyErxktK0regUV0pdYWy3UjbsSS8SfOuMZ8IMc5hwAAAABJRU5ErkJggg==) 4 27, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhe2VS2xUVRzGf+c+5t6ZaedJZaiVQuUhyqNAILx8LdhoJDViUBcEiYAsUFesJC6MMcadiVESJC5cuDAxiDERTXiG1BhAECGFAC3MdAjMdF6d6cx9HReGJnRmOq0aN/IlZ3W++/99538eFx7o/y7xHzDkZEzlHxaeOOo8sViA3t5edu7c2bCI9jfBLF8cpWKHaG8zaG+XHD12tc7X0WEQj3exZMkSzp399V8JIJ9db5ArBinXQsyYoVGtVDl67Cbc31qZ6IDbd2tkM1fQVBjJJqeJagB/YaMq5zyCVARy2WJVzn802Kj18sk1Qi5aIGQsigyYyFkJo9kWoU4V/s1BH/N6NFwE1254rF/n58SpCkxY+Vtv+nhsgcZYBQImSCTJYXeib1xTuQXy9E9tzEoYAOw/UCLRE+edt9N18N2vG4TCcOF3h0JRouuC46ebw6F1B2SyuoF4d4RqbDZhv0UyF2DP7mQd/NXNOvmiy6XLNqm0oC0AJ/u9loucLIDsL75CyQtjoxKmwOFDVXZtu14H3/6aj9W9Cu1hhVJJQVXg1C+t4dD8HZCnR7cD4BclepQrHPlRR8R663znjwdZsULBNCHgV+juVjnZX9f2poewUQDZX96F7uUJKXlm6nf56uelOL4uXGnc50sPzmTBmk76XoywcplOteLxyefVOvi+vU80a0Djd0DXIqDFKHtFKnYalCiSKqpbGC86OJBAJLrIeAZ2Ocf1QYf3PqrVwffsmItuuNML4DhFhBAIEUTo83Frl1F1iSprAGSHZ2E+FGfYbiegVOnoDrJ5aaYO3vd8iEjUxLPt6QWQQsd1s3iUCQgbnzeKT5ps7TtCzl4OQCmV4uF4hZoWpj08VAd/uU/n6TUWI0WboeHc9AJoiomm+FHdFKawqbk6b2z6gVtja0laEWzPR6QjTNxIE1DP1cH37TVI3nLoTKhcHBjliy+zEz3jangLNC1Er3mAshsGwFG6AEg68yg5M6jIOAU3iq4OjEPvjc/2xxmrChxXYTgD+Xy+6eqbdqBXexeAtrZ1jLo5bDsNgM+cg2vnkPhYHjjIp99tRVU8TJlFFzWq6avMjt7hj7KL31S4MST5+tu6g9kywD2zNEQYQ4sSDVcAWKm/P27a//1WhBD4yGEoNezsLbZsURm67GPXDo1saoxnXqq7kk1hEyXPux+gizgXT4xQKN/FcQtkR/KYho5QJbruR1EqxNQcCg4bn7lN6uxNHMdj4dpugv6BlvBmBnlDHmJMpjh5eAhVrxEM+Fi0IYTjFLHsHIYvhm3dJqFfw/MUrEu/kU7aOI7H7LkmC1cWpgSHZk+xFLhY3MkksSyLnlUlanYW13MwzU4UpQ2hRbBcg6A6Rr4AwnGxHTEtODR7iKjiSZtN2x7Hq17CUTpZ5f94fP6C+yEKPjKym5B1hqBuYxkKz21uvedTClD2BpGyhsTBkS6r/4ILQJ6x91G1Mkgp0WQNMZqnlHd5apM1bXizDxr9tcQkc5PVeqAHaqk/AWxm3ANdv+UCAAAAAElFTkSuQmCC) 4 27, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbUlEQVRYhe2VWWxUVRjHf+feO3PvzDjTTme6YtsgoOASCEtk0UBiTBoVEgMo9RWXBNRggg8s8cGwmBhifMDEF/DBwIMPbPGFSNQEBEoguIRFKDaWlM5M25l2prPdOef4Ak1glrZqfJEvObkP53+/3+9+ufdceFj/9xL/AUPXYhr/sPGDqywz54kAa19byPYd71RsYv1NMO/vaKT90XqGYiaJhODA/qtluc5ZNrPntNPR8TTnL5z/VwT0mx/UEW0M0NocpPeGidQuB/bfgPtHq2fPhRkdLnfi10glNXdi/RUbTucd0Hv2+3jsSYvWZs2hgy7RGWF2bxksg3fMFNgOFAoagYHSHvr/KFTkTXUCuif3DEopSpYfNXyHSMtoRfhzL5j09ymGExoNNDXB9SuV4VMV0D/kVlA0itgyTe52HyeP5Ni7NVMGX7wc2toF+ZxASY3jE1y/oqrCpyKgv8uuQqg03nyckVsjnLkYYe/WRBl85z4bKTXJIYPMWImS1Fw+r2vCJxPQRzNr8Jkx/GTQyuDslbl8/PbFMvi+r/wsWu5lNFEgNgCD/WJK8FoC+pJ8irHiMMPFKEnRzLVTg4QbgmW5wyf9dC6IYuoCWmtOnypw9LBbJnn3WiZU6SDSRzLrSBab8BglQlaKm9+P4/OGKOr7BPSxMz7a5wUxTYF+pAGPx+TTj/Jl8Be7Hp/eBHwqwzAzcVSSiDVASQSQWGhCE017ku0UUxlS8TyjiSShiI/VS0bL4F2rO0FVOiRrCITdq+S9Pgo6Sk4VyckgPuEgVQGAM7dbMAJ1SF8nba1x2rIZFjYMlMHf2FjHyKCX+mipqkDFf8Ggsxwp6nA8YcZUB4aycFWebWu+psddBI2d2KYk6UZIi0hF+OZtAW5eG8MflDS3p6c3AceeT0mOooWJY4TJ5v9kd/e3fJNez62ciWH4GXHjFHSAlfbZMvh72wIEGxTRZpOWjiyf7xp6MFN7Ao7h8LK9l7wbI53vmwiZRhS0wGMGyetWXg8dmoDeW+/u8NG13kRJweLnPdj+VNWnrzqBlcYWAPxmmKKOYaimuxSFx8jjVX28GjzGnqMbMEyB0hJBkeFbl5k/L0nvbzkcv8HSFYKuRWVfxaQC98K60buApBWiPjQMwNrAlxOhT050YwgTqUogXFQhxbIFcU4eLzE2qmmfrSeF19rU5/RBTG1z8cdfSY0NABaZ1C/YpsS12rBMD6bXAkp4hMuspnP0/pxGGFBwBTs3TQ6vNgF9QR0iLQe4cOIGkiz1oQbmLz2NUiWGxBK08ACQl2kcobBFkWxPnvS4oLVV82H31ODVBAAYL8WJDQ0QDgeZtaqFpPssmgSaHAGjlzG3mYg1hGOO41MZLiUkPluzqbv6r3fKAllGkDLJsg0tOJ4wrhznFeeLif3j4xuxLJuUFNgyiJn6CdOUbN9cnBa8qgCAaYZBZDENi5e8u+411j/Iz9BCUNIuyVyesPgdkcvx1rrpw6vdUOngFjX2avV6WA9r0voLSYLiFuGQWgUAAAAASUVORK5CYII=) 4 27, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2WXYgVZRjHf/O+Z2bO2c+ze9ZzVlMrt9zyE+vCKBKCCIMiLKutjCykNIoiIoTMNSshoguj9MKuKvPCNlEzLbMI0tYiMU1hDUtF1/3ePWfPx5yZd+btYnEhz8fuFnSTD7wXM89/nt//mXfmmYEr8X8P4z9g6HJM8S8LX74KNHUNFdx2+wJeePHpokVC/xDMhrZmKuw68o5CugEvP3qkQFcfizD96mnMunEuhw//XLTYRLdAr9s6jXCkFitchZv08DI5Xltx8vJaurYerPDIwZT4THr7ztN5PlvAnIgB/W2uiZy2MS3B4OluDu302fjKQAH85jskp3/1UQqEgIoqi67zblGeHC/8azUHT7ngOnSf7OX7HRk2vZougM+cJ6iPG6TTIydqonDhjF+y2fEY0F968zGyaZzOPs6dSHH8iM2m1YXwB1aGmbXQwDBC5HOKQMG53ykJH48B3ZZbiCkCDC9L4Cl+ORpn47OdBfBnWk0W3SMxQwaegmRvwPF2XRY+lgH9RVecipCHK6pwqOPH/SbvLj9VAH/jozAL7qpBhgIikYBj7QH7PlVjwqH0HNCfZO9ExCaj7UrCwuWnfWHs6tkFurVbIlw71yRSKUlcH8MOCz7bVPDAlZoTReeA3uPchMp2cVHNwZRJTh2wsewwaPNvum3Horh5TSYVcPSHIWrqJGuXFbxq+rFVs9m6+UTRTosOIpXL4/d3YU+ZTFo1IowAkBh4o0V3nYliJ2L4oRqMoS5iUxVLm3oL4I8/NwMn6xeFlzQwGLoOeVUzOd8mYtYRBL0IoSAYye8dbgZLYLhZUkSpsn2WNh0rgLc8X4tybXSQn5gBKadhyWpMGZBXKXzlYloWrfdtY2t6MWnhMOzGCMsMjqqkpea7AviDq0yk5ZAecElnkyUNFH0IzVAUy6zFktV4QR+GNmm9dxvbvVbyOkFOR9DaJOVN4qnqtgL4spdC3Lo4xGAPBDrDgR39l2vKG7BEmCViNWmvl0ozQYgoAHlvGMEQVSJFo3WKlbUfj0IvrSfWRIlPt2jf79E4XdDbM1CyeyixBfeH1gBQZU6mWtTjOIdGxNLE9UOkVAPLq3eyblcLkjQIhW3k6OnqZH7zWfZuNxjsN8glFe3feCW7L2XgkliHRQUeDg11MQBa7LdHRa/vfgRhZNC4WIaHl+8nEbvIV20GialQUSv5cL1TFl4uqfcG7+MHDucOZkgO95PzBkmm0thhCwOFkAYRawjfiFBhJLnmliwH3vsN0wqINQrWrxgbXuoO6CN6P926gxN7uglCWaywZNbd88j7g/hBH77vUyk7yKh64vaf+I6Ln88hpabvguaDNeODlzKAr/M4OsnAwABV0TDxRYMMODmkYaJ8TUjapIPpKCwuODZSpAn+OEh9QrO5tfyej8uANGxkYHLDwzZ5lUSICE9WbhnNf67exJZNOCpLxjtLXHTgNAjeWln8p2PCBjyyVMtJ1EQS9HgdPGRtuFRY7/bfIQAUAV6QRmuTHDUsmTE0YXipC4p9tYwyuXK1rsSVGDP+AulF4XVZlldwAAAAAElFTkSuQmCC) 4 27, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2VS2wVZRiGn3+uPXPaaXvaQilqS6xYCMVUiHEBUTdiTDRC1LBwYXRh4kaNggYXJhjDQhdujDG6MHEBhKAJgY0EA14CxoAXQKAUCFprL6c9lznnzH1+VzSBOeeUqnEjbzLJJP873/N+3//PDNzS/13iP2DIZkzlHxa+8Up5rMEORh5azwuvvFi3iPY3wXS9PkRHOYtWEShRwrndp1I+806b27r7GF61hu9P//CvBJDWzpW0Fg3skoFWkfiuy5X9v8L1o5WstfDnPEYnLiFUwXhtsm5BdVHwoyPEEwGB51KYKeDHAZP7xtLwe7MoHTpKu46oJlR1l9qpuRt9iwog7zjzNGpBIRAe8oKL0mdQ/ehqCq493o0wFajGYADLDMKvC3XhNxtALjmzCaWm4gVloqURqqvgvpXuXNu6BLXXQtFUooqP1mcRf5FvCIeFz4DMHBpGswzi9gjZItC/kpS3nUvBM++sRIYJIqMiqzFmEOPvnmwKh+avoTQPD0NOo+BMoBgqypclyi//lILnTmxELDPB1pB6DK0q/t6F4c0CSPPIWjKd7eQGBlFVFePzMr0Dt6d8S49tItEkkREge4A1Ft72C6mQ1P9O1N0C2Tv+GEoiyFQ78C+VGJjog56YjJm7zpc9vB7PrqJ1mFjrezHb2phafjAFH3pvI+df+6Zup3XPQH/POqqiSCx9nOwsRrEdI8lgy675opkj99C9ZpAAF6YlUa3G1FAavuLtdcgmG1E3QGe4DF0zKanTWLlOsnGOVmyy0gbA3LeabGcPiq1jxhpGV4bR4Y9T8PY3h2ixMgRGsrgAs/oERmKiYDCgjKCFk9i6zd4nttN/fAvxCo1sT46kEhIVfUb70/C2Xatx75JEfyY4TmVxAWpaiSAxgZD2eClmFLL3ye08VdpPRSuhSwNcmGn5jeP9O1Lw3Pv3Ue0pI7oMKldcpnf8cqOneYDh6gPssTfzbO0QrWoWR50FQBcWbbFAlRoaBgdan5mHXrvp/eRBvA2SloJGFHmUHKdh9w0D7LE3AzDUMogbexT9CAADBV20EuLzmf0Izx34gESBiJiIiLOFn5m7v0zgj6N1asjLEbWdFxt23yjANbPUJehKC8s7uwH41N40b3r+0IdIAXEcE4mEgl+ksiWhMpYncUL0jE350eNN4c0W5btylCAJ0L69yFylgkdMvpgnFhKhK6AIhK4Ri5AEyeWHZ8l7V5m6dB5l1Ke29eyC8EYTkHuSP/idKsHBHynpktasxZKNw5hhEVUIfBlDIqklHgExs3KKRMkT+iFCiJuGNwrAcpHFIWBsbhor14Gy4W48QrwkpBLVUIWCKyPKSh4hISIgQZJMergjJ28a3sgoj8kip2UeVyQoCMI44g1t1bxhm3uCqXgORzo46gwRPgBHrVcXBYcGE8jj0iZ0FBnhiuQaXADyJfc7xqM8vqziaDMAOGqek+auRcMbPVDvryWarDWrdUu3tKD+Ao6H396HDkcdAAAAAElFTkSuQmCC) 4 27, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZklEQVRYhe2WW4hVVRjHf2vvs8/9zMyZGY/jZcwmiGzEMNMZCpLuElIPhUlED4X14nsZhAVRFgVWdKEiKHwokAqDiKholPBuRmpKXmucaTzXOdd9W2v10GjoPufoVPSSHyw2m/Xf3+//ffvbiw2X4/8e4j9g6HZM4x8mvnAFNPF53Sy+Y5jHn1jbNEnob4K54pUVRBoacaKKmHQ5vHl3QBfp76S/fy4Lrx1k5w97/hUDOvPS7SQiEayiA0erOPic3LwHzm+tFlcmcEOSI/kTsA9+K441TWhOBz5/32O4sxSF3AT5bcdwZwsm3v0xAGc4DR0hDE8jpKbs1bEP5C/UTcuA7t23CuGZ1LNn8LAxwhFqLx4Iwm/uwcxEMBNRdN5Gzwgj9xSawi/VgI5uGsboiaAz4PoN9N4izjM/BeDRtQsQCEQ8jIgItAY9kmsJvxQDOvLpjej+KJ50Ufh4H43iPn8wAE+P3Itn2YhYGMMSoDT+5tG2cGg/hDr63lK0rwmVFdKC2FcNai8fCsB7dt4HIfnn3UAUdBL34e8vCm9nQCcP3Y2WilS2A/d4iRmdGRLLEuQYOU8X/3I5jVgV0zRhUQexzi5K13wSMDl1DRhqZkAvcJ7F9ksYhoGa6zOnkQZDoM4/a3R04/V0LRzA8zwa43nMMUlpKAgfXHcbB1/4pmmlTU9C3fCJRbpJhroJJZPoqXQdfvov+IbrMK5OIS1QvkNnfz/1+0cC8IGnliNjrUet6SsoFH4hYfYh4ym01igfeo0MGd0HQN/W1fjdHuHZ3YSJUStUOT30TgDe9dwSoq6Fk1LTMxDP9KEciYxJDB/mePPpifTy4T1rWFn9nKqRxTFdEjJJ1hrj5NBrAXhyw1IalsJNCgqThekZGBTLSYYT5LwzzJAziXCMD1auYVX5O1AAPmHlkNBdfB1/KADvfOtWvMUGRs2nvL1Ccf3eCzXnoukMLAsv4uPUnQyZSxgIz0VMDUFCWMSJkJLddMpePk2tOAc9u+a9/wDGcAe+b6N8STlXall9yw6st64CIG2mkFpx3LYBGIj2UVcOk7LBm/ElrPrsdWwcAKTpM16c4PRdJZwTecTPNjpt4Ww83LL6VgbOirUU4CiPwfQsAJ6eMgawessbNISLVgItJGW3TPnBGP74OH6ugaiDu2Z7W3i7Tf22GqciFF1bD3KqkqciFL/mficcDaO1xDY8pAWmaeGIKtYtgxwO7WLiyH68bXnstbsuCm8l0N+qClLAji1f0LAgGo9RGRogGoqSc0vk/BKOaWNpi7oxiYuDbdQoWlnG9u+mdMOWS4JDiyE0hYmP4mRhAs/zEDcNEg9FyXuTaK1JmSkSMoWhTBqiim3UmLRyCKmnBW/ZgU0qRx2fivBQSiC14snQvHOCR8o7yBk5stYoFZFFGeC6NY7GN0wLDi2+AikUHdrEwkAZmkfFzLOJ9TrnECW/TlmcoShGqdVKGCGTU6lXpw1v9UCzv1vRZq9drstxOS4afwAOnOzFl8kIlQAAAABJRU5ErkJggg==) 4 27, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 27, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
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88.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
91.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhUlEQVRYhe2VS2xUZRiGn/9ceqYz0850GNrpRQqVaoGwERdcQk1AYoixROMGSVy4MQpRCTFe0HDRhAWJNxJDTDAuNJgYNQgoC5t4AUFBQrEWelEqtnQ6l46dzkzPzJxzfhekTWAubdG4kS/5V/973uc9X77zHbhd//cS/wFDlmMq/9D45lOgWeNpZcuKjbzw5LNFTbRbBPN+w+MkPJJ+EWFcWBzu7SzQrXa30rCgibplC7ly9tK/EkAeqn8UofuIuEwGiKPnJYevdMKNrZUPqcsxctB9uQcLSXR4pKihOhd4JLSbYNrPSCrC6VgfS0WQfcPHC+BbjTUEVTdRmcYn3CRSCU6m+m/WzSmATD3RgZGtw06q+JVKMCTbxz4vgG/WV9Ao/Jgij46KI+CE2VMUPtsAcvLOfWijIZxxHXeFygdjZ9mRPlYA36guY6lahyIkXfkRLMfmM+tiSXjZiynTbu+LOJqFR1Ywmbf5mC5ez5wogO8yNvCLPYohdPy4OGUPctEZnpFRrgNyrOE1/F6dH1J/EMtP0lcb5fnYkQK42babhdSi5OFXO0zYTnJGDs7mBUvuAZl67jEqvBJNUVnjaUau7adhdaZAF63fg10paZzvJkkeIQSdsmDgSu2JogFket9ToCsod32HsuRrLqzroiIUQBr6Dbqh2j143QLV04miKKxSF/GF1V0A37HskZIdKLoHnGsR1Etx7BYfImMj9OtgRzrTpl3ztoMrh6K5SYcfwLAFa9NvF8C3LLqPmJWcWwCloRYpFZTRFLSFsAYiaK4KZJUHgMy9exnsS3EpOsaokmXISrApe6gAvsqzGK/LzWAmVjJA0RlQq6tQlyyC5gByOI7t8yCrPGw68BHmunZk3bc0NrtRHEE6bxWF36+18qC9mD4zgivpFMOUDpC7OoSUEq2lCdlUg1RUOt75kPHmvfzVtx6lZz1ey8Xdvjrac28VwLcaK4nbGY6ZPXjSCkcSP9+sKR+gojFE5bb96DU1aB4v1sT16TdNm0wmj1BtrGqTpsiuaejUORjoIAd4FYP5ahXBZPldV3QGXM+8cd1V1XGSJrnYGABBvwtfHnTDRv1xN0e2bUbVdOzfo2SvLiQbnyA+mqZFBGnTQiQx2WMWLK0ZA0yJpRWPwYVBgu2r4avvUXtfmhYdfXozQtPhzzGyQy2QyfCw2sY5JUy/jLLSvYDlif1l4eUupf3Jm1jRMGdcIVITSWQ8QfjcTxjVVaiGgeGrQpcSpy+COdrKpvE7SJl5wmaKxKRJu3lgRngpgXTOfQlDAxwdTKArArfbyz2D5xG2AF1Bq/bj5HPkPw0wNgBNDQZCVUARSNuhovvVWcGhxAwIVUBtI/HT3QTqG1h7/hQimcVprEZI0ALVWBMp9A3XCC0Yxh5NY9dXocVSuL45OWt46Q4cPwi+ADgOxMPkevpw7Xx3WpB77xW0QBAp82S7e1E6LyOiGzF6d84JDiU+Q6EbiGwWKr3gr52CC4DcwZdR59WA242TSuH8FmZyZN0twUs9UOyvJcrclfO6XbdrxvobnzXbCwur27EAAAAASUVORK5CYII=) 4 27, auto;}
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95%,96.566666666667% {cursor:url(data:image/png;base64,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) 4 27, auto;}
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}
div.testarea{
animation:rwdcur74612 2s linear infinite forwards;
}
