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10%,11.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiUlEQVRYhcXV228c9RUH8O/85rIzu7OzF6+96/X6El8TxwRDSIgJSRGlrUCtRIuQeuMv6HOlSn1GqvrYvpWHVq3ah6JWiLaUQKBRI8CYOCEkvu/a8Xptr3dnZ2dn537tExUgHDvloef16Kfz+Z3f0flh9ewvF5eLL0v4PwVVeek3i6HmKt5HnRem936uHXXAammwK02u+8YyCTWH0L1iyI1lffGJMT9R6nlgAEN4xpYujUMNl15dxssv3g9hbDdy4X5nJthpjxM3KFAEhPICN9hR6/JfFtfl68uruUvTygMBAIBwjJb+9rTWdu/8YRkvv/RFROP6ChPPpmYYI3zS2e6k7StrBG4I8DS4kRQXn+kfYnJiiYphxtrefRccUxb688cCEERRCEAlMbaefn7mA3pCeOWzM9H+YAPBPWUWsvHNyLSz3bdXSTQvw9/SwE0kkbk0CL4kgklxhOa5AvH95+D7heN2gER+ZANQALRogaunX5h+lRTZX3+KcOudEqqdpynf571aG95SE/6OBzLGQhyNI+x0EKldQDcBywYJw3Skm0+au3X+OAAmCkJXv7Wds+frUhSiN3LDEF5UAzCplw8+bv1x4XwMhIfhwJO7cDsW3MiCkBNhqE0wjgE2EQcnJkAJMYBhQNFkxHXcEoDykQBvtTPp051Xpz786e++mKy+eaFAuk7JMz3YLRFWV8MB14YuqsjZIdx9AxwvIBZPICaK4BJxEJaFzzE8lRRzxwJEevCTkys/e+vLkn61JaFpiJFiI+hn4HgmtISHfUoFabNgkhRCz4fvOHAtC5wugGIYEDGOWIwjRz8AwJw6pDgAUAWBCRSdCQwb8s1N0IUYeImHI0WoVltI5VNg2QiubcO1LVgaDcIwiJO8S0WReizAfZN5EcQLYWzJULcbsEwCMc5jcLiIptEJFdk30wMlk2FCzjcM0dF1hkQhIo6VY/35va8MMJUuxLwI5lwe3StVVFcOIGQFFAeLmH320t3shdPz+dlR1W7KvL6yPs415McIwPHDQ9cyU+NfvQP6Wh3ok9AzM4gBtwvlPQuu4yKKxxSm1HPtxFOPfFrE7u7Vb1qb22WaZTgmm5GPU/xIABfR0D6uIfQCSGISU1NjCKkozD46vlqcGf/ctkwWCyGAY9362AA/QSMIfDT/voQmraNNGUjle0wpxpd7ZyfCBy32wID4UAoU5cF2HDj3mjACE2wiQZSN2uQnv/0HN/jUbI3hBV9eqRWiIHQHHp+qxyQBrc09ydddiUtweme7JvKFlFaYnvrST+7+HfBC0W9bSE/2IhSAQpoHl0/FKcO50Hh78ULrVlljxLQpJNicICXMmty5aqv6+t3X3ptW3ylfpn0wtOBg6EePvrv6+ls1WzPt2R8//7n5uC8gMj3JudEEM5TByNgoxLlRUDQNc2UHbY+C1jCk0hPTUrI/CUSQ9Kr2TPmVayOGb/B31BoJNY850zcA9XZr2mq0zoccvb53q3y1+Mi4fyxASCNHKBrpnjQys2PwWy6i7T2kWBriw6dg8R7E4QzWKhUwRhfF4qi0907l0XZ2B/3fCFD5cxtyNYFNpVUqsCnEBGZ2f6SsBp4/T7PMMQBdOxdL8eCnC3D2O3A/qoIrSqDmhiGM5WDWtmAHPoJMDsOlfnAkhtRMFoWpBqi+GAbkDLpMiFsLi2jLJffi+blV3wmYMIr+W+PQfa03Vc5Y3pfYwSTCwEfnygb8ugPudAn8QBbWZgPNxTJ830eu0AsKFLhUHMWLJ2FuZlB+TQeXDzD73QSe+14GI/EUScXjZv7h4Xssxx49A8rKdtp1PZC+GNrLNQRlDdx3ToDO8DBu70BbKKOt7SB7bgjx0gDae7vQNQ1d1cHBbR+93CQ0cxd77AbYrX4MlgqMs9t6THnDHLnxi7/eCzly8+SLF+VDAc33V0oe5RPbsmAuNcFJBFIvC+PeAZyrVZAoAEMz6Fb30DdxAlamB/UbH8JUVGxv76LSpPD4D59EfuxboIoRSOChXttiBIEtuA2n0No2i9UPV18/9Akan2z2WZ5NbN2EIiswsgEc38bBtTUYd9qIegX0PzaB5lIN3aVV5AYKYKdOI5VO48zlQfRdjoMtROCJD4Y2YRgN3LEMKMRFz6kM3NAiQm/aPbQDQeCHrudBN3S0Ix2ckES3rsCoyuBFDvHxJIQkj86CjvL1W5hM8Ogfm8Auz8Pf2EBeSiKyDNTX1tANKTRicfRMTGKYZxG6lpo9Nzw/eHZcPxSQOTdWU19/P1S1DtGIjbhngto9gG52kDqRhdjVQLZayLMpVBZq0OS/YejcSQxeOA9r7nF0bReqbcPxQ8RYFieiEOm2AmW9AgvsXt/pk+ucKBw+hPm56c31fy2ormpk/VgETe8i8DwY0BGjE5C39kEfeEhP9GN0UMT65ioqV++iW9lFz6lh8JkMEnERhCbg/QhBV0Ozto/l9ysQSLoIhWIA+IcCxi8+Yr/5q9+/sXPt5jOhZRQ6hokIEQzYSLo2rLYBxqDQN/4QmI6CuWe+DuPGLsyyAmbQhSmXoR7IaNo20gwLmqYhsWkMtJKIKDpNXI8BjlhEM0/NbXqW8yfpoSHJ79jj2tr2Gd80pY6pM6xPgY/zUPb3Ye6oyGayAAd0lC60VQNWaEGuy1iqNdCTENCXTKCX8yAqHJJfK9j8id7wSEDpzAQA6AB0td7cW79+4+7tN/89mkgnCmxApGirXayXd+JmQweRaBBCoHEu9udl7ARtgALskIInJk33gOabfoeYPaKfGEl+nBjpswGAuh/gsNiYv0Xa1TrhhVi29s+Fy53Ng2KoOVLPUK+fHC1UN6xWvVrb5ZM9abs4M1ZP8PFqClzBrCt9yeF8Pcay1bPff87/nwGfjeriClO5stBXvfJRWposuGd/8Oze0NNnzeOe/w919EJ/wQx3HAAAAABJRU5ErkJggg==) 0 0, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIYUlEQVRYhcXVSYwcZxUH8H99tXR1dXV1dc/Sy6ye3WPH8RrbCU4EISEskQiRUBQpHBA3JG4gJM5IKJdIcINIIJA4YKEAgSSGRDgBgjPeso1nPDM94+np7um1urv2ruUrTpFIlPGMw4F3ffr0fu99n96H1VPPX79V+LGC/1Mwxed+fp3qnuZf7T29WP2Rvt8Bp92DW2wR45VbhOp9wg7JVJjO0Ow3H6CfBUCIyLnqVxfBn1Iu7jcJa7sh0119LtzpPEi88HGW4HHGD78Q7nTP3Xnh0lTzrWXpngEAQAROV7+2WOXuS/zm0xD1N28Rc7k6yln0dLjdm3Ev3VZRNQhMD0JGEJRThUzusfkFJZ846WxXBu8NEEUUQJfE+Jr69aP/Zmfjv/gkgpY6o2hZi5HtysbfVkl0pYVgS4cwm0T6whjEURlcSiCsKKgkCI45pcqB3xSJgsgFoAFos3Ghpj69eJEU+J99hKi/dE1FqbfABIHglzvwl5sIdnyQaR7ylATa6yHqGoBpA44LQqkYmfaMXdnlDgLgopB65s3tQfdKTYkohiKPUvhRGcCcsV6/of12aTIGIsDqw28Z8HoOvMhBfFCG1W2C61vgExIEOQEmHgM4jjAsyXjNvgqgtS/AX+3NBWzv4vw73//VJ5Pbr51TiNHP+LYPty3DMXTUhQ5MuYtBl8LbtSCIccSkBGKyDCEhgfA8AoETmKQsHwgQmeF3F1Z++NdPSwZbTZFpO0KkuQjzHPq+DT3hY5fpgnR4cEkG1A8Q9PvwHAeCGQfDcSCyBCEmkP0vAOAO71EcAEg+TkLd5kLLRevGJthcDKIioq9EKJXaSGVT4PkInuvCcx04OgvCcZCYbMBE1D4Q4K7JrAxCAWurhe52A45NIEsixiYKaFo9qrUCTx0Z9TiOcoFlCX3TJCSiiGK8Gcvn9l1q+wIszUAymwR3JgvjUgmllTrimTgKYwV6/MsXqpmzi5vZE9O222xx5spaTmi0xglAxInxtfT8zP8+AXNlF8yIi4GjYxjxDGj/cuD1PRpJMZsbGVg79PmTHxUJjGrtjrO53WA5juMG1AN1vy9AiFjo75ZB/RCKnMT8/DQoEyF9cqZWuO/jHSYLOQA4UNcHBgQJDmE9QPPPy2iyJjqMhVR2wEsKscbQ8dl7rXXvAGkyBSKEcPt99O80YYU2+EQCnfVy7v1f/oUbe+R+jY3Faft2RYnCiE49dr8OAK1iVQzNvijIMa+3XRbEXMrNLc67n1aDuRtg+YXfTzorlaOcyEHbaQKqCCGbAmP14bR7lB1UXE5Oe/EEL8eVhCcOplZHnjhd+/CP/5zsvlGcYQMQNu5h/NkTa47paq7hBCeee8o88AQi2xf715rgxtOYnJ6CfH4KDMvCXtlBx2eI3rCk0QePSMl8EohAzJK+sPHi5YwVmMIH3TKhus8dGx6hvffbObvRnqQCqVVvrq8WTszSAwEox8iEYaEOqEgfn0bQ9hBtV5HiWcj3H4Yj+pAn0rhdLIKzDFIoTEnVN4qTncwO8o+FKP6ug1YpQTa1dibHpxCLc+PVyaILYPNgAN2RYykR4mIO/d0evKslCAUFzPkJxKcHYZe34IYBwvQgJkbzEEgMqaMZ5OYbYIZjGGmlYXAUN5euo9MaDR46c64W9oOPreg997XZ6BDr1q7IjyVBwwC9S+sIan0IR0YhjmTgbDbQvL6BIAgwmBsCAwZCSkLhoQXYm2ls/MGEkA1x/KkEvvKNNCalFJREwssem/zYB7XnBLTVkuR5PshwDJ1bZYQbOoQnD4FNi7De24G+tIGOvoPMmXFIoyPoVCswdR1Gt4/6ewGGhDnodgVVfh38Vh5jozniVdrj2qt25vpPXtJ8NiotPnPB3BPQfHsl4zMBcR0H9nITgkKgDPGw7tTRf70EEoXgWA5GqYrh2UNw0gOoXXsHttbF9nYFxSaDs89+DtnpL4EpRCChT2rlLRKP86rXcBW9bKuld1bf3fMKGu9tyo7vwjVtaC0NViZEP3BRv3wb1gcdRENx5E/PorlchrG8isGRHPj5I0ipKo49PIbhhyXwuQgiCcCxNiyrgQ8cCxrxMHA4TTzqID6UCvacQEgDeL4P0zLRiUwI8SSMmgar1IIoC5BmkognRfSWTGz84ybmEiLy07OoiCKC9XVklSQix0Lt9m0YlEEjJmFgdg4TIg/qOXbmzMTm9CPHvD0B6TPT3e6f3kZX70EnLiTfBlOpw7R7SB3KQDZ0kK02snwKxaUy9NbLGD+zgLFzD8A5fxaG66HruugHFDGex6GIQu1o0NaKcMB3h48sNO76CIfPHm6s/X3J9rqWFMQiopsGQt+HBRMxNoHW1i7Yug91No+pMRlrm6sovv4hjGIFA4cnIKbTSEgyCEsgBhFCQ0ezvItbbxcRZ1SV1ikBQPcEzF44Gbz2019/WLp8Y4E6ltqzbESIYMFF0nPhdCxwFoPhmfvA9TSc/+KjsK5VYG9o4MY82K0NdOstNF0XKseDZVkovIqRdhIRw0pR2yR3nQAAPPG9b7Vefv7Fa/JCXoisYFhfK40Gti31bJPwAQNREqHt7sLe6SKTzgAC0NMM6KsWHOqgVWthudzAQCKO4WQCQ4IPWROQfCTnSYfzdF8AADz5g++4AFwA+tLFV6vvvvLmoJyRFT4kYrTVUWsbO6LdMEEUFoQQ6IKH3Sst7IQdgAFcylBfTgZeneWaQY/YAzKVJpPl5OJoAOzzG+4V61duor1ZIfFEXKpcujrX26yrVO+LA+NDNDmV1dYdrbtdKgvKUDooHJ3uJkSpq0CQnZqmJMeHdRKE2rlvP00/M+C/o3RjhRRfW5JLl65KylyOnnrmie74o6e9g57/D72UK6aJ2jmZAAAAAElFTkSuQmCC) 0 0, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAINklEQVRYhcXWWWxcVxkH8P8998yZO3fu3Nk8i8ceO/HUWZy0aZM2JUoX1EWUQqXSIlVUQgVViIdK8FSEhHhESAipquCpqBIVTxDR8lDRhqaoLaFL4pCaxHFSb5nFY3tmPMuduy/n8kKRWurYpQ98r0dX53f/39lw9dgvLlwp/UzF/6mE5W+/cIFrbtc7P3h8pvkTbTcf9c4tY/jnK+CaQ8ScwtlUBoUnjv9PAEIkaqe+NoPIMfXUTkkY1U1qXK4rQb2XIW5QFAnyghfkg0Y/c/251+X2O/PkcwMAgDCqpb4+06Q3x3+3HUK/vCaJBk8F1YFin77G0BwCuguWYUQ9VmLFBw+o6mg8Y1XX2OcDhCEH0CfRyEbq0cPvidOx33wa0XzprIwtU4Xp0OEbVxG+34G/qoFNJ5C+uwxpXAFNMogSo8T3U1Z9je4aEPqhDaALYEuMsY3U4zOnSCnyq48Rm6/MUqGhKYLvE6/Rgzffhl/3QCoRKFMy+GCAsD8EdBOwbBDOSTg0FaPR3BWAhgF39YvVEfv9DTXkyIUu5/DCBoB9AGbtuaYSFUQCw4HXGcIdWHBDC7ERBUa/DeoYiMRlMCUOIRYFKIUgEuZ1HAbA3RHgXR3s88XBqf0fPPvbTw9Wnz9DSb1PPdODvaXAGmrYZD3oSh8jNoe7boBJMUTlOKKKAhaXQSIR+IwSIaHQXQFCPXjmwMKP//JZg961TUIMl4ZdG8EoheOZ0OIe1oU+SC8CmhDAPR++48C1LDA9BoFSEEUGY5Ed4wcAenCbyQGAjMcIX3EQGDY6/1iBWIxCUiU4aohabQvJQhKRSAjXtuHaFixNBKEUMilwASHfFeCGg6MJhKIIY7WDfrUFyyRQZAnlyRLa+gDdjs9TY+OcUg7fMKij6yAhR8gifrRY2DH+HQHGlga1kAK9o4Dh6RpqC5uIZWIolUs48vDddub4jF48WvHtdofoCx9JrNWRCUCkibKePjD9xRMYXmqCVDxkD5cx5g7R/bsF13URylFfzCW1qfuOfjwJB2C2zn5gE0EgIyeP+7uZfEcAC0VoHzbAvQCqksD+/RVwIUT6yJR969OP/Ncf5u+6k/8bs+u6IcBXKIKBj/ar82iLOnqCgWQhy5VodFf9/cKAeCUNJyHAdhw419swAhOReBy9xTU29+KrmLjvNje9dwwrb/6TIgwx9cARHwA6y00S6A5h8SgfVOtEGk3x4sz+z0xGuBHgynN/lM2FNZVKFN16G0hJYIUkBMOBtTWAmFV9mkgjFo/QmCrzaErVyo8cty+9clbu/3VZEX0QMeZg4smjmtnXXVu3cfQ73/zE+rhhAlx3iTPbBp1IY09lCsqJKQiiCHOhjp4nQGsbdPzkISRGE0AIotc0dfGFt5jh6+RSvwGuebglP4b+3JZktbdkzojbvLiolW6b3iWAEUoEEalsCulbK/C3XITVJpIREcqRg7AkD8pkGteWl0GNIUqlKdJ8c1nuZeoYfTDA8h966NTiWOlusWIkiWiMkubksg/A3B1As2g0KUGaKcJZH8A9XwMrqRBOTCJWGYHZWIUd+AjSI5gcHwUjUSQPZ1Dc34KQj2Ksk8aQclw8dwG9zjg/eccJ23c+uUO3fcHorR6MK+s0Uk6ABz4Gpxfhbzhgh8YhjWVgrbTQvrAE3/cxUsxBgACWlFE6eQDmShpLf9LBCgFu/UYcDz+Wxh45SVRZRvHInk/soG0T6F6tUdf1QPJR9K40ECxpYI/shZiWYMzVoZ1bQk+rI3PHBOTxMfSaa9A1DcO+g805Hzm2D5q5hmZkEZHVUZTHi3CbW3L3NZPN/vxl2xdhfulHj/FtAe33Fqgn+LAtC+Z8G0wlUHMRGNc34ZypgYQBqEgxrDWRn94LK53FxuwHMLt9VKtrWG4LuPPJu1CofAVCKQQJPGw0VhGLRajbcpRhw2CXT73T37YFrQ+XmeXZsHUT3U4XRiaA49vYfOsajEs9hLkYRm+fRnu+geH8VYyMFRHZfwjJVAq33FNG/h4ZkWIIifigognDaOGSZaBLXGQPpuGGNmL51PYtCHgA1/OgGzp6oQ4WS2C40YVR60BSGOSbEoglJAzO6Vj620Xsi0sYrUxjTZLgLy6ioCYQWgY2rl3DkAtoRWVkp/dhUoqAu5afPlo2K/fewsXtAM9892mhs1CVPO6i2xuAqVEEpov+xgDCHglSOgZvtQ/RDdFYXEervghq9jC2pwypUkEwVoaezaGfyUEojWE0m8akbaK/UkWvb7vHv/+EDtzgJLz82lmc//WpkbBv0H53CFWNIx6VYKzpKNxUgConIG56SE2PYiC7+GjlKhgNkd+bRvbgJGg6DVFWQEQCyQ8RDDUMGuu48u4yYiTN87l8654Xf7B9Cw5/9S68/vxLWu3tiyq3DDowTIQIYcBGwrVh9QxQQ0D+pptBB12ceOB+GLNrMJe6oGUXZmcJ/c0O2raNFI1AFEWokRTGthIIBUK4qREA2+8CAHjoh0+5v3/2l125kieCG0raRzXJN006MHVEfAGSLKG7vg6z3kcmnQEYMOgOoV01YHELnY0O5hstZOMx5BNx5JgHpcuQuLfIpXKW48wOl9Gn69yp18jsy29IqWKaslAkfLXHmBUSs6WjdGgchBA0VtewvtVBPegBAmBwD4VMjo8YImG+iHhWweRDx/Qv//R7N14Du6m5V87QtdPnlcH1FuWaQ7MTOZ6YKviLVtet1hpEzaV56VDFj8uymwwZNTd6VCnn/JNPPfqf0/ALAQBg5d051N7+kFZfP0/V6SI/9q2H/In7b9/1q+hfgMLzVj5mShcAAAAASUVORK5CYII=) 0 0, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2XTUhVQRTHf/fxEJEQkfJjApEIidGVZERKUVRIRNQiWrSIkBYto2gzttIhWrUOkVq1iei1yBYthLJoEVKhFxchYTJ+Ig+JuIhkiznvdXu+D42eUnQ2w8yZe/7/+c+ZM3cCgPHG/jXEWmd6A8poC4PDWaxdPUeDYLyxf63edmUnzJmRspFYGBxemzMj2X697SKR6cz3vi4HZl6LLzhLoK6/c8sIxFUIYHtzoJxYf4fllSBUNgHUSTetnYliPoCEduZ7nu+S2pnVzRBIlvDdk8BTwIB2ZhSoBI6HynYC1UAEPNXOvAT2hcqeAnYDVcArIKWdWS4EUjQJQmU/AG3AKHBOOzMd890E7gCXtTMPYuMtAjwBnNDOrBTDSBRyhMpW4bdhBGjm55ZkbF7atznjS8Aq8E7aolaQALBfQAaBnXgl4lYlbS5IpcTdUC4UI3AY+AQMAWngSI6/XtooZ7wWnz8RsC5RN0QgVLYa6ACeA8vAR6A9Z1qltLN5xhPAjHamFP6vpyBUtgm/gi7gEH4LksAk0B0q26yd+RwnkOfYZWKWXD2sVyAJHAOu41f2TNoKYAdwMDa3tgBIjcTZPAHtzCSQkvG72pmUdiYF3Mar0SFFKkMgX6JV87tJKMHP4JPuTcw1BSwCLXglAJrwRy7XGvCr/7ZhAqGyKlRWSdAe4LF2ZiIzSSpZiE9EJcM1wNdQ2URMFfAKAEShssUqLSCVMFT2LH6vrwrAJe2My0wKla0BrgHd+MJzH3iBz41RWcgT/JG9CNwQwgn8CRoAJrQzSxIvCdRpZ1yGgAZOywcPtTNTcZZCINLORFIh9wDngS/4hGsFTuKLUwRM42vIAenvFaKPhFgtsKqdGQpiIAmRu2T25t6IobIV+C1pB67gS3dalBoSVS+IgivAe8BoZ9J//I9EyDThr/HFHNIKr5jb7LX93/5dC2Brf5XHGvqyWG2zt4Ig33OpXCTGGvrWPQOzJTTuKLfFn4FZAnEVym3xZ+C258APt0IRzP62eicAAAAASUVORK5CYII=) 0 0, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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71.25%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur176394 13.333333333333s linear infinite forwards;
}
