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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhbWXX4hcVx3HP9/fPffOndlJuml2h7thWdZgg8lDkx1SRYlEZLF2mhCwKUkr5kFoKEkJPkhVbEm02kX74oNJKtSCUtEaWw1mR8FQECTQIHc10CTWEuu4bocQyzyUZf/M3uPD3N1uTLebup3v2zm/c3/f7/ndc+/ve8RtYtPHtt+NtMnC4ozMXszQr8yFB5GdIoyPKHAXrVCMrWfDk9fOnv7T5kPH7dpPv5WtllerEg9/NCFwLxEWPiULGgqiIcyQBIFDgYOggMIIldajqIT13NEgLKbzC7NHGz8bm/q/BAwMDhpyJ7HgUQUBBCEKHDIHLkRBmGHBNBaUFMapwsJOxT2oUMLWbcTidahYrisIf5LNz6V/P3XsjdsWkAxs2o/s5zI5ZGABciEE0fM+jF41c4kseFphYdhjDbC+oNTTVGn9WLC+bwdRcdjidVtUKKGo2PbmfmNR/MjVsYdaqwqoJEmfpONCjyFDJrAgVeD2Tf3jjcmBbVXeupyuWNLhLxxzfqG9OaoMTygqmqI4JoyRC89n83MPvf7MoRsrCkiSpBc4gzQKAqmF9GDz35PnV2RcAXcdfqZicU8v0t8UFiEu4xfaz1mh+LsrJ/a9fIuASqWyWdJ3JR3sRPT7zPu915vN9gclX44tx04/oSjerbg8KhchF7a9gsKVb96bAdjiQjPbKWn/0pPe/9HDqp/Rash89nQ2O32fLGgBeOQEJxfjAujv768EQfBjYA8wA2xvNpuvr5V8ObaeODuqwP0BGQoLIBt47fHPNC1JEjOzH+Xk0Nn1Lad1rbhyYt95zKWYA3MoLLwEeQWSJPknMARcnZmZubfVajU+bAEA2773yqAs/JfCCBVK+CzbbkmS7MrJARrOuclukANc/tpnJy0uPa9CCaLipJ+f2+yAp5at+cuNGzfWfPBWwrYfvMpC1p5w8Z0oLg8G5Y1vGzC3bM03ukUOcPkrn8Bt2NSvuIyiIoqKZwzYmcf/PDs7W+mmAAAVyk8pKmVyIQvv/KduwKk8Vg3D8O1uC7BSeVhh9A4W4DYM7DHgSB6bNrOh93v4w0A2PzeJubIsIJubfs6AF/JYCXiz2wL8/FwfkHpAhZ7DBhzMYwZ8vdsCgp7eJqKqThe6aMCBxWCWZZOVSnfPoYwxqdODJCLLsiwGGgBm9unr1693jXxk3Btw97KpJ83Mplj6E+rLH3n4icGuKYAhPMMA3tNIa7pgzWbzEnAhqu7ljkPfp3TP3l93g7la9xWJ1xBb8ql0x7g3B7D+wLcfCPqH3ips3YUVe3ZW6340rekDu6BV0Mu7/uPcQsgjlz6nbMkRVev+NPBoPmzh2eg9TOzRmnrDjro3weOCsXyqDXwxremXLFMEcDQPLqr9LeKrayHPYcDuxYGHX3i4uDi+yZRWx/1+D7slHvN+Se1WoDVxv25ys7eDat2PAmfobAjgPPBgWtOS4bnFlo+M+zslXvSe0VzANDCN4x4ypibuW/mVVM950j1iZNwPSpwFqst2/kPg+ERNN/Wb97yYVOu+13tOAvvplLANXAWuAX/1nu8AfUBLYtDDm/l7bnr4JHBYN2duAwfSml7mf7Di1WzHOT8s8XE8X0J8no5XzPJkGZDSaeXTQBlwuVhb/NPleBY4mtbeu3KrXk5HzvoKjtN0yjnEu1a9nZMuwtQR0EAMAReAB9Kamu+Xf1UBACN1bxM1ZSPjfhcdCzcDVPE8izjiPS+Y8TBwwHtiwVR6vy7dTu7/AjPMeASI9s2zAAAAAElFTkSuQmCC) 15 14, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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}
div.testarea{
animation:rwdcur249777 2s linear infinite forwards;
}
