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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 32, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACrFBMVEUAAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACWAACQAACRAACSAACNAACOAACPAAAMgIDKub7TAAAA3HRSTlMACAQMCggKAgIGEhIOFg4QMjIsIAYUGBwcGhYiECAmJB42SDgeOkxYVkZYVCI+NERQXFxOMC4oQkBATF5gZmpEOCpIYmRsaDxQUjwqFFpadHBePkpSTnh4bmhqZGZscnB2dGI2gYOFi4+Ph4mBfG5CcpOVr6mdk42NhVSJlb+9r6Ohfounrbm/u8WrdpGZmX56n7HHy7uXl2C3tbHTybefnZuDfIe5vcnbxdHB0c+ztSyt09Wj5/3zpavjx+X56ffPy+XBkUalw6mb88On9aGz1+F6JCYaNAQoMAwYg+EC4gAAAAlwSFlzAAAPYQAAD2EBqD+naQAABWRJREFUWIXtl+1fUmcYxyHM5kMqiIiKgIKgJqYoriRt2fEBNRioh0xg6gTxSCWaCmZZKVnpODp1uWqRqTVqmz0ut9pDa/awNrdluYa1nv6R3eeIs/r0+ZzTetv3HS9+X67rvu9z7utQKG95C4C65A0FNJrPmylogKVvKqD5Plv4uWzJknf+h4Dmgxv8aP4BAP/Apc+IYossDwjCDFQQDw74D3/yXYWE0BmhwTQakxbGCmezIyK9ikCyRYRg0KM4odHceXj85biBs+w1BCExsQIGdwGeEDcEvYYgTiSOF3AXiQrDDL6kBXEJiWLxCsZzhiTM4E9qQyVxyTErU1KlUmkaHSwGPV3GyMBqwErwISN4d9XqtMxU+Zqs7Ky1AsF7McmgovR1XG44VgIZQU5smli8HsrOzc2LF2Dk5xQoFKLComJgIPOUZGZuUMpV7+cCgVoD8iVicbxCoSiNZQABmeOUWSaXZ8PajUAgzxFoErPKN5VXpAJHAjcggEpCINfpDSoY1n5QWaWvTknMxdmkW5NY+qGQ1EaWV9UYTbUmcx1SU2/R1Wze4jXo5FtlpCpoqLFaG5u2NbeYW20WPYLYVbihXKdrK2QxyQi2W9u37djZsWu3zbbHgCCddUZYW9mgz9IllslYYX6Egqpaa5djb/e+/QfMNm1P70dOpxNBUXRPz6Z4fXVbamw0kaBve7/D8XH3wODQJ62wyYlx0AIMKDyMaiFjnzKcQFBr/nTvocM7j3y2/2gzanf1H2secdajx1vb60Yd5pYxWBlC8ETYWg6ND504+fmA+5QLRZ0uwLH2kdNffNnU9NXEqYMVZWcIjqNt5OyJ7u7BwXPnzgPBGMhf6Lj49dMnjy9dmqwdqd0qExK0YHN9s697p9s9+O3lSROKml1n91559M/Dp999/8O5rs0r1nGIXm3mSUfT+ITb/aN76KwZRS39R91PHjx6+PjK1VM/Xft5KpRwH627Duy6PuEeuOG42eVE0V7nratPHjz95fzA7RM7bvbEc4uJBOaDoO2u0xNNjl9d1ga0t6Xl2sXfjlx2u92nx6d7NgiIdpFi7ATLbrZuO9wx6WrpsSMI8vsff7oxbo83bxETHyQD3LkdrN309QOTk42mWgQx3ho/iQtuHG1ds0JURCQQQ3pw7OqnXSPWRpO9vk9l6Gy+eQMTXJs2DBeIzhAJlOuhShSt2d3fbjXfOY7c0arQUdMFsK87bvXpNohEGUQCaSoEaVG00Wm1Iio7MgproUoYtoyNbTZsgUpFsRFEArV0GIIMo8Zeax260YhYVBVySAsDtA1Zw2WZdBahQA2agKA8u9UO51qON8gBuh4gqCqvbkuLmVlOLJCKq9crSqvz9HJlNXiz4mRXarMrFFPJZ9gcYoFa2VZQChAVlMYvCJSJBTlx4KK6e4/wKKvVqYqElSUrJQmSVSUpUJZXUBKHX/vsMKI8RdyWIlqrSU5Ol2kkktUlaqlcrhaXrZ3Fb+0M1l+EgjLR1KpZumyGz78vKNRoCmNzplZLNHExWL6IT+JiyAcXqozLx5j5m57OY+RLQF4gAPVn8AOJ8xTGuvvcKP480QwGj3d3Nh/kBbOypEhSU2wSj8dbEPCFkeyomajo+zJZkZBDZTLJjEn80KRFAcs/OIjGCeYEejy+TACZSQ3LsdlCPB+OJb34gDzxFngFESzAPdbcYnxeQGrQwwT3MAFrLsjzooBUAZhAiOcjn/9/XEBu0sRax/LFnhfxZZL8jMA7mCsOfCnvoZJrgEKJiJjzD3o5DSAeDLx4OLRXxD1khhuvgEr1eUWe/HcUWG0/35cX0I/UGZwHO7FMv+eq8AFxsjsA+BextkImQkeLLQAAAABJRU5ErkJggg==) 18 32, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACbVBMVEUAAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACOAAAMgIC5LIe9AAAAzXRSTlMAAgQEAgYKDAgIDAYQEhQSEA4WGBoWNCgeGDo4GhQ4ICYcHiA6PD4iLjY0MiwiQDwoKjIwNipCREQwJEBGQkZKSlZSWFheYlBITlBMXFpmYFRsZnBOYD5iZFxqVkhofFpwcmxuZGiFTH56XniXj4GLeHYmdouhlauDkyx8cmqPmbetu7WvnZ+FmX4cg3qNo62pq7HJ2+G9y7GXVL+1uc+hkeOp23TR1cXB5+XTs9evv6fH49fNbpvJzbOTh6XFwSQKlbuJUo2dm6ORgS4O3AqvggAAAAlwSFlzAAAPYQAAD2EBqD+naQAABOxJREFUWIXtl2lXGlcAhkcJGmUZBUQdVBTUotRdAQUBYQABIYAgrihoglutjYnGqIlJGjUaozY2TWINpk2t1jaxTW1rF0ma2C1pflMvm8s5Pc6Qnn7p6XPm6/vMe+/MnXsHgv7nv8SriEgCIeLVa6aPEaOiA0QRj4V7Z3Adjz5ITHg1CBAhNvowsYRwBCRQnkyhUqlwXPyeghiGII5GozOCJFBChuP4BczEJMY+yXFBA/5RIKzElAMGRmpwHnA/DARJYx8UMBICUxGDX4AwGYcNgQ54KwABkp6RxAEkZXC4bDAjtLDmEcnMyk5jcwFv8HIQVlou/808/0zG4hRk5efnFxSCfBEL8ZOWyywihzGGfJ+gmMstQUKwSpllvhciMgxBGpdXkC0QikRCQXYBKFFeATqQ8AnEPgHCE0r2EGYjaYlsmIrzfRZVSiVCmUxyEFGWWI6UFvDoZBwLs6pKoURV6ipN9QGDSqXVVOn0gvQ87HGgaI3KYDxhMKCavbzJbFHXolaNTVdXHIElsKvqGwyNKgOgqVrS7BfYzS0OR2tNm9Ol1zOxllV7raXB4Go1GGpsHfYmk0mhscpOmi2nTrU4nc42q7uSjTEPnV3t3QaLoaHDArCb/LQ5enrf6gOCt/vfQU+Tjxb09Q2AuN0SoNuXR8+cHRwaOutwnhvu6TGfp2MIRrpGbU3BvMXYZKoZu3Bx/NLlK+9eHZk4Nzl1TTB9tGDmepej0VofMrR0zt6Ym7+xMP/ezcX3b31w+87IXe7RAse1zslGqyEQdw0ufbi8uHjvtmfl+sKf9z/6+P5ghyLjaMGo48yIq8rqn4QHQ5+sfrq2vv7ZxufDjeYv7j0cf9TnyI/HEPSPONtUbh0YRNfmxurql2tfrT/+emlqxeW5tXx5psvCPjoPjQ4YW7bGtG6deuCbb1dXV2+ubTz+bml77vsf2l0WYymvCGs5NBqNxg61Ru9GO38E+Y2flrd3xre3t68On6zMy2V5n2DkITUQ2G1WgV754OnPOzuPHk6sDC8AweYzk7SckYAVh6B6IFDbtM3PTaN35ubmLvXuAp7+8uuuWSNE2Azs75oNGGwqnaKpySeY9+wGeebSChAeA3uHQg0qtarhuVKpcK5s/ua5GBJMjsnqEGYS9ocRRdG7Cq1Vo5N39094PCshgUMlBVtOBfYQUFSpUFS79XqZpvZ3z1QoP9uuFQOBFzMPKUEBjRQI5FJbX++FvQJKaSaC8DnYAk2VQiEXyfV6vbR5yzkTzP+hlGSDLaKEhi2otoICYhkQSISIyjUwOQuewJZOUunbY9gwtkAgtVZLM5uBQMzkI7rWE3Z7q1YOZL4CMAVbkCmtE4tZIrk0i8nn8xG5GyAP3L+cDmOsRB/pPN6LwvPFCIvlE/BLRW63TJoP4jmFHCqM45gxPe2dpjPYOSwWP0ApkpmTw3yRyOUyYBhzV4AgmEqjAyrK+eW+eEmR139YACTBcDR2HqLEkMipCcn0srLTXm9FKAzgpMIUHAUgIolEjINhmJ7HPQSHBsO4TjkkAPElDFNoh/JJqTAchSfvF5BIsRRydCpnP58COj3BlQ8KQIvY6LjpYPsUcHsy3rNqMA+WbQQx5mVyxjQjgQpT4nGeb/YE+9+NSBKRFBnOH4M/H9YPwt8I/kkeOtT/tQQEPK/bEYQ1Yf8GfwE12Ym6jZEnyQAAAABJRU5ErkJggg==) 18 32, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACbVBMVEUAAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACTAACaAACNAAAMgICe7rxlAAAAy3RSTlMAAgIEBggGBAwKCAoOEBIQDhYcHh4aEgwYHCYoJCYkICAiIjY+ODAuOkI8KBQ+OkZEQEJQVipETlhMRlRcLjZiXFJWYDgyMDxkXmJugWhmZGBebHSHaixKUHBmfjQyhYeJbHiBTmpwk596fnRMSm6LhZWZj5mdjbG5qUhSdsvHy7+3wcmvcnJ6i9Xz593DtbHJv/HtnY/l4dHb8eXNpXibm5Ofs9OpQGino6uroa+94dlIpZe717WXkYOhWhYYiZWRrXwsKlQaNBRaWOG6tI8AAAAJcEhZcwAAD2EAAA9hAag/p2kAAATfSURBVFiF3ZfpWxpXFIdR0eCG6Cij4gVRcYnigIobQaMjSiKg4Bj3YLDu+4ZrEk3rkjRpkxTTNk3UatUm6aZd0tbYJbEm3fybegcE0ceHmfFj3++/d849c+beOyzW/4B9D0+Ih8dp815sB16epxKwXTiVgn0EL+YrYR+DcRHe3t4+RwxnGAo4JL5+PqeugXOA/6GCWR84TvycnTylgON7qjZwXA2OZewzFgQEcoN4hzUw6SNM84JDEJLQML4v8y5w0HDkkBAe4zUERiCuhHLZbB9GawhFjhIpiAJChO9JuwYEEUWLxVFRYnGMCEGiY+Mk8SAhMelsckQKvU7ERAmdREUlSqWJqVIMk8mlAhESSEcgdCVVliY9m55BCuRxMSIRl6FAIZPJMrOys3OwzFzlufQ4icqXWpDsIsiDAiz/fHZBbiGO4+fSMuVF/pQCdbHCKSiBgiwNfr7wwkUcL9Xq9GVKIWUNarW6WHAgkEKBUlNuMOrK8QqCqNTr9ZiI6stSk1wCIDISgBJZVbWmpvZiXSWuIwhCBwUF6hRqQX1ebIOCJC1fp6m4rDU1XsHNBNEE8/q3kkIpRqohL7YIoob5xPTK5uYWQtva1p7fQRCd+hZzTRcmppgnWxyiUhR1dxt6amp6+/rbBgaHhk21lpHRMbNR4e1ecJAvilWNT2QbJuvqiKGRq9euT031m6ZHR2+8/c4MxTQ5BKlK42zFTE973dz8zVvv3r7z3vt3rt29d/+DEWuc+ybY45JxfSPRp50zm+cqFq4/+PCje0OjD/79+OE/nzx6rESpBXJ8saNtaWBp+dO+9paVfuvojSnr6sNbd+///dnVtXX3ayDz4xvmy71rn69AhnsXpx/PP3n67Isvb95e/urrb57MCXhUgk2ded5i2VqDeeu3rY1jq1uDbd+trT36fuDZD326OCHbrUBVlGno7LVYLMNPV6xLz1t//Mm6umpt3Wr7eXplUrddVg1euM2zxAnpFVqYtyyMLQ8MtVqatINbq2NDKwvEnDIHkrtDMYmIqrtS+4vJRBC/Djxf6NNCflv+3bTU39klUaVKU4H7OIslWi/AZybb6zrqXr5s0tromFzcLjVWSySvAACUm9Iu9kf+rA0jvjFnE7QXYnnq7pwSSTEA0ZRHdT2WoSHjNaU6uAvpjT1GPV6N1SsScmUSNUCod+YibEIzO9NSajSW4Q4KMLUARKp2ERpbIkudVGUwklxx5vFq2Su4vYj36ORZl+Tr2zZB7aGgS7oL2ydGKD5kOyBOnr5BFlDuzBtyG2ABIEbkfgQdgtfypHIo0BwWkCEVAFIQQeumAgRSeVWzUXeYN2Dk+4dv8A2twxGAYrl8wiWPZ6lseWEESlMA6uWJm38689325wMxF6W3BPis5Pi8zKy/LpDHmbJk154HwShK65oBhKKwnb3I+jQMy92UJSYk2+PCMBRFaV0y9nbsIKrY1/GKgzgQh/NQlPpgJeGnvHkRThrC98TAEd/jB8ECaI0Bi+9Cyk5IaGhEWDCfz4V5Dr1rUgD/BLgBUOBDK8/y4Z6Qhw1AaX1JELb/yc/n0L0qstmcY3myfyi9ISLx8DpqsJWPcpjc+PfPeAc50kG2OOrL9Odt348XGBjIC7ClUQ69ATiGlx/HnvZm+tvmUoeHpweTfxUb/wGBBHh9/3CfZwAAAABJRU5ErkJggg==) 18 32, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACplBMVEUAAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACbAACSAACjAACmAACZAACdAACXAACVAACUAACWAACRAACNAACOAACPAAAMgIAcBuFjAAAA03RSTlMAAgwMCAQGEhYWFBAKDhwkHBoiGAgmJiAiLjQuChAkLDAaKj44LCg8QEA0Nh4CPDhETE5GMCg2UGBoVFRSPjJIWGxuWkJcUBJSbF46MkpaYDpWaipwcmJYbnp2eHAOdHSLg3qHZkgUQoWRlY+VjYmPfI2Zm8XbsWZGfJefr37B24GJq7m7rbefnafxZLvDv7Wzt7XhvaVMq8Gpvfnn1/PpVk6Tl5vT38f3/VxocoGFkfnvx+PZ06mTYqfNz8OtZIvNufXJo6GxxZ2Hs14GSnggHgQY3cPLKAAAAAlwSFlzAAAPYQAAD2EBqD+naQAABMtJREFUWIXt1/tfWmUcB3C8hA5vgIIDEfCCghgI4nJcdAqKCl5wQ2VzXkFJ5xjgVDKWl9KZNVe5tm6bt9ZSkWptmLXZvZXW1rosy1n9Jz3PQSbr1eDw2m+99vkVP+/zfTjH8zxgMI/yKP+PBAUF/f1QQDBISOhjDwdAAxsUEha+CxcRGeg820BUdAyeAIMnxobEBTKQux8RQyKR4wmE3RQqlZoQTQinBQYk0kkwRAYVCTOJQAhHOwUCEJF+ckqqG6CywFpiseiBWKSfls7mZLgBLjkzmhD7OGpgNwJksNlsHmjzswTC7AyuKA2HFghD+jkcALD3ZGQJhU/k7hVLpAJZGErAvYI82Gen5AuF+woKC+USEAUOxUMBgCQE4MO+Qgz6hSBFECjeowwASIdAsby4pBQCZRCQqphxKJeQzFSXC7IVWRVyaSXsu5cgqVLh0QBKShW4uEYu31dUJJdUI4BGg0yg2h/qH4jKlMHppXK5/IC2phbW63QHdYfqy4pVKlGiX+AwkUSFgAAADY2HChrqCuuamnW6luZWfblB1eYPSIwHz2AKANor5GXGJzs6j3QZj5p0x8wWa/fxns5ebqQfAJ8D7gCDk9WXrdHbnuro6Oo3mZ422Tus1hN//bn1jEXL8iMks8A9oKgEQqF0YHBo+NnnRnpG+0+OWa2jz9/d/OP37qHWZN8AQ8TlKRRshUA43jD6wounJk6/ZBl5ufv0UM8rmxu/bU6esez1/W7gZb9qyIYpqW/tPHtu4rX+fsvrb7z51uSp83d+/eXOhTOWFqJPQCieEk8LAFBrN+oaZ2bn5ua63t7aujjxzs8/bVzaevfEaB3FJ5Cbm1s5XzRfO71wdLDVtuhYajI7Ry689/4Hlzc3Ln14/MpVVzXDN1Azrl8GSm6zqcs8WL84MGD8aHLl4ytDn5zfunux+9rMTA3ZJzCu1+uvQ8A06lwdcADBem145dNzzrHPLn/+xZczTpvc978k6OvHIdD61Umjw2Ertc9c/Xpl5Rvz2Nhwz43ZYwcKDL5fCsseQGc94hxwOBpXW769Mdz9nc5lMq02mesWNEk++xgxHAH016rtLpfZ4TAOahs7Z8+aC3Xmpd7egqm+1CDfgKAMAmsVkgrtksvV7Fht0WoPGm22ev3iAvhEo1r33ccYvp+vXNNIQRa0dueqXafTahek0ynTBk7+1PyUyO+7XSaTTdfCvlRSqm34Ye16/XKttDiDwSCxmJT9xBB/fQjI2stLoCDWj1fk981LpQJuHoNBj4fxv7lAIJ2v4rRnKXh8jqCvPd/AU6vVTAYZ9lHsLRBQ8e8lgRydAPrqPGQCPIodFvRTdvp8Bjl2FyJQYkDf3x3YBtK9ABZdqcTR89Rq0c3MNlS76/0D8HMylSA4/M1Mmp8HaAeo8upz6eFKd4LR1QHA8x5AdGu7r/S7oXhy3wJSYzz9w1i0pzWVN8DAbffD1lED3n1mm2cAGhblCckb4LI811cGY7E/ogVIeVxk9WoG0buPRX3WvH2LTsrJSSPT8Z56GJgfi0V3RIPA7SQimRyDv3f5qHXYR/0dYuJCwAkhMWK7HREcitTRfwUY999j1yNpNFrcOtYTlM/xDvCvoB/gAUAAPxr+s4/6FjwACOT3xj+WdpDBGVnv6AAAAABJRU5ErkJggg==) 18 32, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAADAFBMVEUAAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACMAACPAACMAACUAACSAACsAACpAACdAACYAACXAACjAACwAACuAAC0AADBAAClAACVAACTAACOAACZAACoAACzAACrAAC2AAC+AACfAACQAACNAACmAACxAACvAACRAACWAAChAACgAACbAAAMgIDdhc6FAAAA3HRSTlMAAggMDhAMCAIGEg4EFhQWHCAiBBgmGBQaHhoqLCgmKCouNjxGTEBAPjocBi44SFJSSDAeMjhOJDpQCj5MUCwyRCQ2NE48WFZUSkJEWmpyZGBweGxmYHJweIeFXjQiYm5okaWxwZ98XFh0iW58p8PN4+XRtZdGXGx+jWRmpcfL593TxZlCXoGNfnS539fn6cWjg4eRqYt6g3q1z+Xxi3aXs4mdq9f9dqGjt62729VUubfr2Vavs7+n/fXz273Hz73ZwWKV+6Foj6+/qfH77YGr65+Fk82xapVKChIQ3hXmMgAAAAlwSFlzAAAPYQAAD2EBqD+naQAABUFJREFUWIVjYBgFowAMGJmYWVhZ2Ng5yNPOycIFA9w85BjAywfVzi8gKCTAwswkTKIBIiL8IO0iQqIgIAQ0joWTRANExMT5BEWhAGQCF/N/0gwQkRBFAEmQe1hJCFCgfilpGVmECWJgE4h3A9AAORkZGXmodnkFWQkpYKhwk2CAIFC/jIIcULecopKyiqqauoamopY28QbIggyQkRYV1dHV1NM3MDBUBwEjYuNCxFgGAmRNTJXNDIBAFWyAuiIbkQaYQw0wNbWwBOk3sIQYoKtgRZwB8hD9utaaNmD9BrYQA5TtZIlK2iLSYP321tYOEP0wF2jY2WkRY4Cjk5OzkYyMsrW1LdQAF4gB1nZ20uxEGCCjYW1t7Wqhbq3uBtHv7uGp56Xu7Q10gR0vMQYA7ba2trF0UHHzAGr38fXzDwgIDAoOCVDTsZMkImsCQw8IbPX1bUEGhIb5hQcERERGRoVFu9nGxDIRYQAw+KzV3KLj4v3ifKL9/PwSAoIjE5OSU1LT/NLVzQmHgoydq7VeRnBwsF9kZmBWml92QEBObl5+QWFRcUmUe6kzP0EDZJRs3cqABpRHVVRUVkZVBVTX1NYV1jc0NhU0NtckBosSMMBOscWtrDU+Pji4oi2xsr2jMzioq7a7vqCn99/fP7/7+if4E3CDfYuNWWtozsRJk7ImT5maNm361BkzZ9XP7p7z6+ePH99/feuba4q/bHD2tFGNnhfZ3t6eNX9BycKckkXti5fM7l769cvnTx8/vH/3Lt8Af1RYl6q2+vt2tE+dlLOsZvmKrpXFq1avKXz75vWrly+eP3v65O3aeVx4DVDRSw8oW+eeHRHh5ze1a31+3YYFK2o3Pnn8+NHDB9+ffluzZlOEMX4D3AICAqI3+1T7lodP3rK1qG7b9vnr7797/HXHvXe/d97dtXtPCH4DLAPAAGRMfFt7ycy9+1IW7//97ved7roDdbX7D25pUxXEG4oJCYdABkR7pAektbUlpaQc3HB4y9uvX4+sXlCcUrv+6PxjFoJ4C/nycmC+CQgoc7ONa2s/nnjiZMrBFadO3zlzdkny0aM1hzumHZPB74VyIDgWkO7jk+F2rjmrcvmK81tXlGzoPnth1vqaoxfTpnWWyeLP1L4gE0J8gOBQ5KWKqKPLl6dentSecmVJ3eoNqZOC4st8HPGngwCgH45VhwINCJs0LTNz4eGS9qycZVFTuq6erzmX0OrjYyCGVz+Dh++1aiBo9SnLjMrMzIyonNoZEQE06PqMzsxAkMOUCdRytutCQAb4+xwKCwcakNk2I/PYNJBJIF66j5uaOH79DIaq7mATokP8DwH1+MVdC/RZ1pkZ5rauNSTBQEVJklDZrqGqqn8IaECoW2ioT3hggI+Pm8+hTr90DxBoMRJkIaCfwcRQVVXVPbp13ebQAJdSSx8fd3VvA7cMsH4XRUFWQvoZTJw8VW84KGtqqHnqKWtqWqsomSiKCsq76uk5aGhqEVExODpKm2qCgG5pqQWQFBUEAi0pKQkhx1gJwtoZGIDKY+1BBih5qWhq2scKQg0AAcLuhxggKOioqKSppKSm6CgIAQJg/SJEtfgEYUCLSxLOlgAbwEyMfoQBElw3JaBMSbD+W0TpRxggcpuTXQTCNAbpJ5gA0A3gvcnJyckqAPWBONGNLJh+SVZOMGDj4uVntSKh2Q33gTYnDJDW7ofqN74J109icx3VA0BAaqcBmgYQ+klpqUMNkBS5xU62fgZJATEuSvQzANv2t+ERwEiydqABt5hhtguTbj0QsGlDdZPZ6wMAdS24FH3qk1sAAAAASUVORK5CYII=) 18 32, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 32, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAHdUlEQVR4nOWaz24bVRTGfx5PJq7rpsaqSkEhIP4vQCAkdkjs+kR9AD+AXwgkNuzYsKwQQhUqUSglBOMYx3GdCYtzv9zj6dhJ28Rjh08azfjOnfGcf98598zA/x09aPQg0dbqdk+rfqZlotaDFpADUzeeA/kD219rJG6fFsbTHmS9OOdaIikcpyVz0p5t11IRRaHmKUEece2UUCZQMmccgjdc4fMsHfMEXWTp5DopYZ4HZEDDbRkm9BlpXpdw8FkgA7bC1gp7KaDptlaYm16HmiHBhJLQsrK2tHCcEb2j1e12b627Emo92FlwfsriYigHRsBoXYum8+L4IuebQHNdifFVFaA5GWuqhMticnFEc92yw0UfNiVmgwbPWzpx85qX82jLwSKXTZjNDEVMCQTILAFmPUgfzK4uVxbzPKAJ3MUUMLcsxtLnXcwritevBcqE2wLa4dxFUlsC3MGUJazNmqGogBazglwUObFyFLKXfahlwlspw9w5IypmQuwWTTg/rtvA03BNoxdJU/ebAmNgsCocofK2ibmxj92cqCAxv4hvCnSIVh4C+5iS2mG7hwmranIEDMI1rZ4poX9Vgl0UIjJ4nsjAwqHJrCLeC9f0gUNmLTkJ2yCMa1NGaYVzB0A7ZIv9S5TnhVG/D29gVrnpxhvAbWbddwv4POxTzGNuA68BJ+H3R8CXwBFwK8ztAJvuPvXwf/8C2X2YfmtKqwSyrCcskZnPAA3gU+JqsIkJ1MA8YRuz7jth/xXwPeb2KRYSLSxU5CGj8Lsd9pVAQsg6WvMX098HRMHbzPYJOsCHwCfhWPcprjJTd20HUxZYyiwLv6XgrIYnNkSK7Kzs0CESZYPYNHk3bB3ME8QZ9yjvLSiEVETpPyqBQiDHHqYofAK8hVluK/xuE6vEbBPSOvAMOLUbbGHs3wK+xkJEbp+H7RB4jCltQIULKClgEo5TYm3v411tsB3gbg3SU2CDaNp62E6gdQiNBNLcPOUXTCE7wC7mReKOb7CMsHf1opbDF0ITosBTZlNfhrn53Rpm6VrYwATXxMR+p0fAsXmKaos+8DGmDMJ+gAlfmQckROsPwliDWBsI9wjC1zCBNzGtbITfPtgb4Xw9elEG3KkZR9xx/7MNvE+FJOibnip1M3cOzFLbcnNZPwgI4eIaVgwED6AJDGbze5IAG9CeQDvMbwLfYUp4chUCngfvehmxbFWJrNSVeeFTovuDCe5R5yyPpm6slYZ73Iwnxljh9EVVq8cEc8MOFq9bmNU2gNeBtzHr/Dolun8Rz7DST/3xHDi2myfYdS1JN8WqnmMjxD7m/p8RQ2OpUEMzY3YZ/Df2nHpf0DgJLuotr2XiKaaEZ2F8yJkrTYGJLH9i28NTywx94juGKfDmFch3Lopu18DSoM7tY/m6CTSPoT+Btgr7OqYQlY0DzH1qnMXWGNh7FtOrBNcagTD1N16uD/HKEPu3sHzcYZYYCeMjAkecQn8MwzF06tA8BXLTwR42cbseLx6Ga3cxD5JyB+F3ivUPtGxeOlLMaHoA1QG3iS0xeXTHjSXAoxPjDZ8tBjl0crvPPvBT2Je5d+L+d0BFCyJv6ZzY1Cg2Q4fMls1K96odxsSGx+Nwj8fEgmpAXGj5/54Cf4b7V5IG5e6+6aFQVtw2sDDYxTKGf0H6BIvpQdhPMcH7RIsmmGK1esyJ1eBBmL9HVOZSoZVgkQz/Am6E8TOXxxSzQ1w3NIGHYVwE+tjN893lXSyMlGoPgB8w4XepkAPm4Qh7+H8wi3eAn4Ffw3ETE+IpZu0DLBNKkCSMK9ZTTNAxxvo/Ej2lst6gLOyhavBG+D0Cfg/H4gW57BTzFvX+FDLK7RL8kEi22tRIVahU8no9JRYkfj0zwXp6x2HeNMxrhXNFxvbEKAHBvENNTy0Wx2Fsj5gWqer7AhHdU2JXSEppES0rYvwjzNtccD+1zyG+T4DoAZ4ccfMqgW+IyDpg8azzapCI0AZERnc1zxkaRCHF7AqPifvtr6usK+zf2HiIpb1bjgvHei/gx4WMSG5KkV7IGQV0u92jl3j2S0FZR8i/0BA/gAnqO8jK530iB+DmPprzn8UPs0fDbrc2Z+6Vo+iGilNZXoSlBy4jv9wdiy/2mZ9ix37+g3IPWhr8Q/o05mv+CZEk9cGESlq5tbxB6wbduyy0cndc2QsRQXWArA+xqlM5LOhrkH1in6BfuNajSI4+I0yBg1X4tM6zvDBx58qQY4LvnzOvmOZ8N3hYtesLZZUgmBJUC5S9tcmJLzpU+S2KeTVcR26/Eli0FpDLa83v2V/CQ6z8UjdP3KHltf/iNF8V68NiNxeB9YkrxoRoxSL8VyTaykiucuLzmKeAUeFYVh0Ss4OPcZ8O/VgRw1X5NEYoU0AxPifYwkVNECgXuIiioMMHFZa886CFj9xbRZBCwMeu0t2ibwc9/IJouAoprwzKAiNmK8B50BrhPOZX2huvmssXkRLT1ItAzK+34xCrx5wVjPV5UFv8ZaEqcmZsXYSHq3kvvzI5/iK4bAWMV5Xs5uEyFTBZJ9cX/gOPPE2iuURKyQAAAABJRU5ErkJggg==) 18 32, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 32, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 32, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 32, auto;}
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}
div.testarea{
animation:rwdcur216449 2.6666666666667s linear infinite forwards;
}