@keyframes rwdcur255787 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF50lEQVRYhZWXf2xV5RnHP897zr29vVxuy1raaiZbtojQKWhmlKBbpgOXKIj7AYkLk2xaCt0fk18umcuYLFniplmWRd24ZYaYqHQyiDYgUhzG8mu4TdER0DKMVluw0FKwP+495332x7m3vbfntr19kvPHPfd5v9/v+33f93mfIzRtO0BZ7IuAZaIQsYjEGRrso7/vOzy3/nwo58epjVSWb8I4F7ETwyHiksl0uhhnHvX11ZSXgdXxksEInP3QcvTMY7T+MkwO0H25hWmxRuZdO4dEAjx/fDzfQsf/Ei6qlrIozKoF4wBjRDgCYuCNox6Hj/+IPb96cdxZ7V3/EYt//3XU7mTZ4kVUJiGdGcsOvgef9IAqBgBrIeIgMxNIXQVSkwye2gqkOgmnOjz+cXhi8lzs39TP6fOraGs/KWSQuso8vCQyczo4zojb7shAq0jUgdePeXr2k1NEXIuIIZNx+c97m3n11y0hsqVPgBM37G4qXPC2TZ+iv7tNe3el5Eszr8e3aay1lMdqdMkdVyOjqWYspp7r6dbO7tt087L5+vG5+dr16VxaN4fIZflP62T21Ttkwex3WbXlhyFxBx7p42zfcu3s/pp2nrtJH/vuTdp1/slgX4wqcEMDXQeikWBGqYZxt7KW3/hQZOWdK8wNtaT/kHlUv/d4C3//uVfoxHpoyztdrmvzZx92QArETRxxU0GyDHFAKuNRZiRDboZCMJjCtNFfjkGtwmDaw6o3duyEoTDpuQcY9oYYGILoqPGBAGPAV3RPe7++dbaR5sahkoidApTJ4/2e53lh70E6u8B1s0NzRab9mMerxxt4+eHXSkNTcLI1QzRUPorGvg19nOhcyr72NgYHwDEYHCfKqfevcOjkPbRuCB+1cUMojXVMvP7IFc5cWM7xd9oZHooZMsMX+e+Hjby8rsSZ52vIllqZopD9G/vo+Gwp3Z/tNtLVOV96ep+fMrlvLeoDCta3UzbjtQ195szphqKHzqxYVWNrv/EoZfFqNLu98zNV0xizILJ+Ub1TV036xcP99lBHK7GIR25L5gQJYF3MB29ut6881TaWq6gA2bhth7v6/hVS5Qb2OllYsVnbfRCQWCRAyFg07QeXFg6oASuQTcW6eLv/ae2BY7ey4+G38rnClRBg2LgSMYgjAUEWF5HgyVWsnHwD4mbfad7/I5YaEDHin3fHrlRRAc6RV36WfjoxAJlqKFKUVD0cMy+ybtFXnNoq0juPDNhDHQcpi4SrkWIQAxfOpXjpt0fDbE3bo0VdmCwaUo9HPu7SmFo1zW2neeCpKePIA08Yg9h/0Zi6b8oCHGMQBxAwjim5GuaiaVtcyxN/NDhmFlVVz7I6dfuURWi2FmupN1g21jYniJbtYvqMlQarQ8y5rpJrrtrHg8/cPQV2Sr8686Jxa5RI5Dnmzr2L+LQhg2qA862FcW6Ys53VW0t0QsDPClApTcuaVILk9F0svOU+KpLg+9mV8y1EXWTJN6vlqpnPsjoVK0lDrukt4SYGIBpZyb2L7uar14AXHK7RreP5iGsgEYujWrw+FIYpqHZSggXRSJzKBKRHT3bh3lVACbVNRUOdK1wZRn3Qy2mPjDO5D4od27iEZ+pbyAxPiuUeeSGVqam8Rdqr6jn65pO0bJm8i/K80A0eEiAzkjVUf2E/v9jhBW255+qlz3/DXxpaC7BO7Ovk1hX36IVel5Yt6RDZmlRcXPdPVEybh2oaaz3i8Vm4pkBDngBBPYtZvDAqdy5YELwK1sJ/499/w/75+6TW7CkgST1ogTB549ZqKpN7Zdm3b5aaGYGrWTw1Br002vGZESJVtG8Q/+Igfv9w8Fwawr+chhvrY3x51k4aty4JkYVnHqM8nuKO22+28en4vYV4tneA4CKTrAMiBmuh++L4na0xMPu6GCq7WNt8P8889FLRvLXNdcTKD3B9fT2fZ+D0R8Xxcn2oY3Cx9m1OnqyjlM9ziGPMOpr+epCnf9JTJOsHQJIPOk7gj/NlPIJnDMPp7v8DCEJDoYPrhAwAAAAASUVORK5CYII=) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF40lEQVRYhZWXcWxV1R3HP79z7n19r5TXWtZSGXlm2D8cGYxMKhhFUUGnoO4P0G0J0VlaigSNGBWj07glZkaSZVGDtJTMiQKiG4WowUHYnAWdLDRQNEKDDGYJFgq2UNv77j1nf9z3Xt/jPdrXX3Lz8u75/b7f7/2d3/mdc4TfbFDE7I0Y4wCG0SzqRvmqv5sPVx7Mfu38+PpK//YV1+ENDmLtqDCIOBjpcoiZBGXj91AWV9gR+EXC374LKPOfxw3kCEC5cYJgHdUTEzgOmFGwkh6c7V3jEBhFRQXMmAYmoKB6EYi4cOhLw7GuJWbnK29f6uIf/vg40xfOpzS6h1kzJ1EaA98vjBVYONENZ3uVA4RqIxoq4yAKHA2SHWDgs0PQceBp3lyVR56xTU8eYdHv7yBW0saCW6dQFsvNRGDAD6CnD4JQnJMZtBaJRnDGOdjuntBRBCIO5vBx3+za/QBbVueS/+pP8H1EsW35MMu7v+3E/u5OsLv1bbMni5Ywq8Zir4gTxCI5WXZyAJWCvgv4G9//hKTfhpIoIiUMXDzAltV/zcnk4hU1XDXxFamommriLzzDX57flhl877kjuH+4Mzh9djHYJOAz6FXJnJmPMKcuhzNXgISZQNRemhvXXDbVgI3NWOreP3eRmjYRb83Qoxa25ThsXt0JdGb+P/h6AqTpUk6VDy0MF8AIVqrKiZcgGmTCuOjoAahCsMMCbIrXJZyKsVgx695VoCV8stxVhlwJ+IZg71eGs1/vK4pY56CMbO093fbwyf309oGrSasIQ1W4zm37AWO2dyzhree2jQCVMgs69SlFzBhfPOPRcaqBv+3q5uIAaDdLgDWKzzvg7wfraWu4/DrPMWE4l0VMAcBHK45wqGcOH+//N94giELhOA7f9vh8enQJ7zT8uTiktIZgbAIAdjQdo+v8Er7+bx9iIwo/OENvcj5bl20cE3lgDDYIye1Ijb+AbW88wjfetfjmrYKzJ79sStiquicoiVVmwLM9rfVQara7at5UXfMDvM17z5j2rg+IupBd2Ok44xh19F9vmh2v7crjKijg2Y1bnYcWL5K4gLJhtStATCrtAQhI1A0Rkgbr+SAa0GAVGIGUK4HGb/vMmN37Z7Hl0f3ZXE4eO8CQcsRVIZ4iS4CktuXUk5avQJzUO5s1nvkiBWglwWnn0mopKED/Y+tTnrgDWK8SyN9TrfXRarr72LwpeuIEvPf2nTftXZ9Q4uaDWRQoQ+/pVt598dN8h2UvVfBw63UFMzGSNbS85J48ZaPWWNWyq33M8Ss2JKhvnaFwqqvReg9NLb8YE4BWqTkSUGPs3cvXJxD1OVFVrwh8n6qqUn501RaaWu4bE5BN9+JiWmHKljVPoqzsDRKJahBPYS1obZg9M8K0a96gfu09RbJnERcpoGFdgvL4P5l17VxKS8Ga1Jo1Fnwfuakuqup+spVl638+OppAIMNaRrPGZoeaqhbumV9LRRz8JJBuGkJ4Xitx0Df/NILr3lLUF6U7cTF90DOT5erJN3JlJXg+6awNF096b0kWRR3GZrpdkVNgCE/EWe4FqrfIjcXqC1wYwgZg+z2vKPoC0AUakUDg/4z6dQ+hJApEEL6gufGjnMB9m1r8msrZtE+YKns+WJuH3bh+CtYsJGxkPoNeDdbk8WUdy4HAIBXj0L++ax6BmYcAEQfbeWzQBGvvp3X59rS7f3Dn/5i1eAFnzim744+5GVjanKC6cqe+ta4WR6eO5QYmlBNcclkZFqAEm/RJ9luors5KiMANlVECaUM3r6S58dXMWMvS/Da9dN0Ufli9g7tvqzXlZbkXE2PCAsyqGSdNTmDh235soQOmErimFi4OvExTywleb9ie7wQ0tSYYX7aTGdNr6R/C9l4sjGUArVMClIK+fug4HC7Fy5kSsDZKLNZGY+tKmutfzRlfvn4yWu9mfLyWo8fDm9VIWENDaQFygu/O38u53gijrWgBtI5i7fG8seC8B+XPc+rkAKaIlaQkgpHO/wP6Bjeze4SBOAAAAABJRU5ErkJggg==) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF5UlEQVRYhZWXa2xURRTHfzP37t3tirwEbHxD0PBSngaihg+kqDFiFEHjIyYotKiooKLxQXwkKgWNghZtCz4Cahpro/iuQAxUUdRK1G8i1WIoD1sLlG333jszfri73Sfs5ST7Yeee+Z///OecmTMCQNzw5EAjHYcwFokiu9q0bn6jK3vYnnz1AH9sxQCSCb8khpAI9yiIWLcNYM69cCux2Di0cU860ZKgvcHGt9YCD2R/UkNmXMnwEe9SFnNRWmNOgiMFxnPjHO+90QZg2LBhTBgfR+s45gQznQj81wlf7dpmvuhekf/ZbHu6CffFF7hp2jOcNxJ8RVEsIUBp2NsG7X/HAgJKa6IRGDYAEIGTyJpkW9DVDU27m2lqu5Hkyp6iJFsefhaxOkLVkCeZcBF4ebthDGgDHf+BCgja/R+1hjIHe3AMkl7AMhVc7z+MfvOzZhr33ECyOtE/59ZXoC8qabpb94/tWL4CZY6Lh+wXrIkXBUqk4zsR1JFkjjIZAoE+SAl+09e/m47O7diWgy1tOo79S9Pe57KDi/n3lDPq7Fpx+pDRJv7EA2bTc1v6Yb57ZKUZ6CTU5F+n4mkX8PH80WLOrArKR+REzCMARhvMsUSzeeWOh4rKnPYrm7IwctPM6+S4Ebireh8FtuQ4fLl0rfky6/+dNdcJz6/I3VuQRdGlLD6ebXExiLiDsEAMKhtQ0l9KiRCFwwUjtoBICAKQWcyJKifbIlJii3wB8gg4Nrr9EGZPZ0coAukNDEN33/F2s++wG1RYhkVmajQK+zpQaz5qpuGPtaURDcgQK0/bpw/+ZGq3PkXrbxCx+0kEa7At6DwMjS2b2PznIrxVfaURBYhU9YmQRL5/dCWu6ua2GWuwLQfSCvT2xPm45Rs+aasKFzxt6fI/BSVaH3+Dxp9X0N0JlpSSJRskv+x/jMa2ObgrE6URUqa0xqiAhNa6pH+27Vy+ii1/LcCS+wvrAhC3LRtthl68jGhsMCYFnu1pjIuUMyIPVoyzys/AfXv7v7q1/XOiNqRVTYsiAGVpuadlo/6kJvesoKAoUoMr3vvMXjDvGjGQINGsFKzQIBSgghSIRQIEV2E8DUICFmgJRkDKFd/C3/yD1lt/nE7D0p+yYxWchAB4thQRgUgH7ieQLqHUL01fCoSdGjMCpAAlslJDApYU6lBB3RQlIHd+vtxVdIE3FChsMIzxseQlkWUVo6wzh+K+t6Nbt7a34BSBM0iQPl0H36Lx+V2FDjfXSBatn8e9b8aKqnEiW1RfHdnXYWJGGVnzxbenNBdg8fq5LK6ZJmm4VzMo/irwAYs3hGvLACwp+/cozN2RbVXrlxCPf4hVNiqYOGhwgimTr8WxX6WqrnheFLV03KK5XNwW1t7OyPOrGT4clNIBgq/gvLNh1uWVWHYDd70eQgkDJkXAhCSwsG4JUyZsZPyYOKnqzkjXl4QxF2DNmz2XstiS0mgC9KmsfN0kMX1iNTMvzekXc/fO9ZFjz0GcMfD8UKDp+gh1DopRYmR5HEHO9V2YPJ4BEwpSZk67UEpofFNwbRTP3jBnu7F66PUwCkxClb5DtNbFGpeCjBdCQLxsFve98xK25SCETV9fB77/InVV/YHsne/X++cMn8mOoaNFc+OaAujK+js5rWw64AIuvj8G2yZfgjwCBiPAmj97Ep6ehCBoy/d2oDdvm0hl3S3UVboA/q9f/cP0+bM52CnN1/W5L6pFdffLK6aukTMmBP1/2mIOujuZ45rZAinB9fEOJ1AJjfJBeaB6Febcs2BOxVxOi7/P4vWZEq1f6PPaHXnBax/msmkvm6kXo5I6wEj9/CPJ4L0hMzkTKCCFxFdw4AhoU7y9iDowfvxcdu9uoLL2FuqqChuXuzcsZeQFqzmzHNN2MHgF5ZsUQdWkDs+AQPeRo+xq1Rhz8m7IsiAau57e3mryHqcsWHc9jrOaYz0u3+7yT9opCwHJZBwh3YBAovcqehLhLiPblhx3C4ke1duJeWM5cKj08zxNwubA/0xBUNW4lf2vAAAAAElFTkSuQmCC) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFwklEQVRYhZWXa2wUVRTHf/fOzHb7APqQWguWCIUP1RBEDEYDUSxiASGggMRCURABUVBjREWMqBD94ANBwZbwUpQE+aBBnkYDGoOakhhFlEcID+lbaUvb3Z251w+z2+10p3Q8ySabuff+z++ee+6ZMwKAJVvAcSRBTEqIdUiqltie5xXvmmRmKxwnkAyWBesrlAmAIzaRlTEOpdt6da5UX7RzBKjwjIXCi7DM58hIb+4VQkqJ45jG3XNnuwBpmcO49ZZiNKC1/yLDgEgEfv+tiUj0/ZRx29lILFrG0KETycuDWMxfRwhwFJw5hTN4fLYLgIbMMOT1dSd0N9OASAy+/eE89Q3T2P50dcqcLUttKtbP4eQfuxg3ppQhN7prupvSUNMEGrAjmMkBBZlpyJxMlyERCAm6pR114Ls6zp4rY8eyE51rZr8HkTTJnsUKgG1Lm4DxyK1fiAfLpsub8iGRKQK00qiGVhcisTcPnQYjHdSBn+rU2b+PYJkmUkqaW2wu167t6lw8tLiAIQM2iT45xTrj5WX6kzcPd+r8e2Wx3rO/QeXnFaK0DUTR+hZx350lWOne4KbGCHRNfbVePW2G31jnnIzbFlgzx06RJflE325/AUgCbF9WBzzhyabHPlrB1Y615GR4dPyvnmlcy7drGaIfGSGEAaJfelav80Omb36lAhiA7AGsuyX0ero53X0Z1wLQgGWg/omgG1saAgEkDjAIbkzXceVqSnSTSy0TmttxPttfp2tr3+xdUYMMtHPXNi+s0oeO7eHcJQhZ3QCkhPYIHPi2mgsXxlD11ImedJImQKj434AgjZFH2Xd0OzW1nZFwg2jbIY4fb6Wxfg6bn/or+LbiAAQE2Dm/Gahg8bYs+oSnEwrHAdqa92Lb86laejKwb0cptONCKKV6nd/VWvQcnLYa48x3HT51F8Qjy4t17vBnSAtno+PiXWdqHUXKO6xnS0uMgjyiW480qOrzX5NmQuJYE0ERgGMoefr7HeqrDYfpZv4Ar+zcaz760ETRFzfRjLisUCAcwHFTIGy5ClEHHVMgJGCAkqAFxKdiG9hfHlPqm59Hs2v5L119+VZCYqYUlkAkHHcCiHgxif8S+FIgzPgzLUAKcESX1JCAIYVTl3JvfAHkj3ufjzo0QSyX5OskaVrbGHK49UzpYOP6XKI7j/6rqs9/T8hHTiNB2jTVbmH3mp98NyymrllO7qrBvoM92eOVb1kXLuuwdrTcsO+H/7U2bWWI+99ZKx94bpQE0DcNnUH5sGPkvhwcwpCy84ykDFa6EzahoJLbblyh8kdkxReKKGNuv45ZJTvIfrEouFLCr28up1raigzK1n1E2ai5WOkQi8QVlIJQGMon3MnCkUfJeSlAJDToOIAOCFBWtIknJy0i/3qwbc8WIGZDVhbG/MlFYs7Nr/SuJkAFdAwwbd1cMa+0nKKBEE22akkA4ULInDBiSF5hINHE/QhSBwdkDiQnC2xvx5yaPA4Q00EkZbLaBYiErRRO6jvDP3udAP610Up7DO2AbnOu/T0B7hH7NC6+hUjk9RshXty1I9mUXo3qz/58i8uv/9a58MedlfbA/mM5mlssDu5+3yOdviKbWUNeE4OvK8RWblOq9AgRTkN3g/ACCNBRkOPvKhD36nIADIFubsOx9o2l6qV7aFxzFsD+9eBFRs8cT22j1Icqox6d+wd9IBdMLpeDCsDWndpKCahv6QFASIja2LUteOo8uF9F00uL0OIAW1ZOpf4Nt2GpXOAt05krsygr/JR5E6aoPjmomtbU8NqOJ2dcACncM7rU6Plo8KKaMLKkmI72Q3y+6l7qVqf2DqU3bGbS6CnYBvx50V9HSnDiEKaIA9Rfucjx4zXYqveP07CRzcQBr7KV2Z6xhz9cTmHfcZw8ew7n1LWzWAiJHTU509zqAjS1zSdHSmIBsl8IyDRTb0//9I20RT5GdwTrjiwJp690/AcjjydfVhqkEgAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRYhZWXbWxUVRrHf89zb2eGWrC2a20lW7DUZjVooHQx0mY1vtAYlxAhG1GTTegylBK+VDQb3Y2JJhtjDJq4m0AZZeNiQFAENpG3AAsVLbHVshVXBT9sFywvCi1vpZ2595z9cKfDDDN2hn8yuXfOfc7/+Z/nPOc55wjL1pUhph5rPQrBhKJivhg8Rmf79+nNzgNP1/r18+oYuTKMtfl5VF0SpsdFzVxKyzYSiTBuR5HgOXQxrqZ3oYEMAVjqsHYrt1WGUB2fSwWGh2HowpMuxioVt0LdNDB+7o6qYIHePsO5s/PNoX/sut7E79ywg+qG+ygt2cmsmZUI4Pu5B+Jb+PY4nB9UN+jtQ3EIbp4QGLjOdR0M7Ou6zNF//4FNL2Q5T+G9Z4/w5KttRMLrebSxhAkhMGkD8gwkEnDmAhgDgHsthBYpieDiYU+fuxZy18Hv/sbYrq6FbH5xT4bDeX8DRdm+wqTaNr2wjcQrjRLS3U7jjEoSXorfVpTjS1FGlN0MQlcx357E37znfcLuF0AEkTCXLn56vXNZ9HwDdVPeRES5aWW73bDq89THj17qs8WrnvKO9z+MtaPACKOJWbpg7iKmTcl0mRVGC6h+wJroR7njnDSrqG8LrWhuAoi/OvQX4NEMg/dWHgAOpP63dCzAsuh6nmwBAIKO5xyASUURKU52nzihJK89KJLdmJYDgAKugDj5BVhLirCQde9qwO0kfaVUjcFRGDXYo/0DcuGbI3kJJSnfhVwjy8KX5/ts77EBhq5krLJAgCpgsR8fNObg8cV286pjBVAGo3HyWgXo+eMxe/i/j7G36yzYpE/QYLlZ6Owe4OB3zWxfumd8piQEwAS/QiIA8M+2Prr7F/JZz2kScRBBUXXpPwFHTixmW9veAqkC0eIBHhmTmg/blh3iqzPNnDozjGpIEQ4zcLWRLQWOfAzGGKwP4oNvTP4Oadje2seP3gOIPZwzePJMe50tv7edUHgSNkmebun5HlW3PBh+7pGpCIy+vvcnTg3uSCZXMLljQRGBBEb/1/lXs7WjJ8tXVsNT7SXUNfW6Lb+tlRIBsUGiKcFoxQA+OIKEg1VsR/xkbVfAAeME6eETPBMO3ob935uur2fyYfvldH/ZhejcJDC44iriJCU6gFoQDQQhqSwGknYStFsNttuxjVAA64D1XTGnsrIl5xToYyvvNdNn/wm8SQRZlgnf96i6ZXZ45cO3A4y+sW+IHwYPZeyiY7AoTsjod5+/Zra9fijbIPrWVJa/MyOXkHHx4vvrw94VG/auWP686dMb7r983XRaVtcooYm/wS3qZdnbTTdE4Ghyjpzg/UawLFaL6idEIk2K8T2qq+H2yvVEO+YUziJgb6QWJ9G6toGy8t1UVJRiTFyxNqjNTbOnMm3qPqIdhUXCQpD1WngdWrKmlslVW7i/oYZIGKxJrlnfB9dF5j8U0V/d8S7RtTUFEfpcy/Z8WBqrkSmTd/PQnGpcNzjmkb4bej4Uu8g902owtiEvoSVYH4VWYs/Uy6y7arj1ZlLHNNLrgBAUDQ8Q8pdWSXNcaAr4BCfiNPvcJyIKEDBq43Y4UMtVf7gA9yZXpHILSHiPE11bCkSAEEIPa5dmFBHt3hVLvFtej4L27Ho5S/HS2GysnQPEgRHiicZcrjIFeAa9czIsnt+CSEvgSTHdX4/YaEczsdbO1HAOrPuMux6chRrsv/6eWS1b1tTKnVM+0PvvqR5LNqxFqn6BGc00TcsBwY4k8ByFqirS22kuj2BlO0tWP8PbbTtS31b/PrtML+mYyx2/3MgjjWWmpDh1AQlU++DFr905UgIcB+IenL6AzXXAdBSm313K5atbaIs1szramW0EtMbqqLwtxq9nltnBYfjxUraNJjeyZPF0EYFz5+HLo5nXqFwiQuEI4chOouueINaSeYBZ/s5c1NlKUbiY3v+k1vnPcl28BKK4WNnPT2d+x9kCrucCqJbg24Gsb96lAdyJrZzsv1zY9VxcxDnwfxnmL9buKNkhAAAAAElFTkSuQmCC) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur255787 1.3333333333333s linear infinite forwards;
}
