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0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 8 14, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 8 14, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDElEQVRYhe2WXWwUVRTHf3d22E6XZbss25YuCmhWaCMlVVoQIaQhRtH4YIwGMFERJTEmyouRxKQPYvSFGGNQoyR+JBB9wApBEUNQCUEE2vJhCm0BodZabCnbsp1OZ2dm5/ow02VToF0xPslJTmZm995zfvfc//2AW3bL/u8mbrZjIJiYDbwDPAi4/s+7gE1Zq+fXf482fvJkIJhobG1tk/m2ddt2GQgm9gSCifv+UwBIdLS1n5VjzXVd2fj1bhkIJo4UGkkppNGBFMoRg2CTidZkopXEJIqicLrtDELMOC3EjP0//nQQx3GoqkwCRAsFUG/0x74eiE4jpATQEKjCa6sArHzJfXPV2qUriydzpjlzsaG2qKKpvLwUx3E4fqIVoLNQgOuKsCmDFggQFoIQoCEIkgeAJzoHifVkTcXuTz5oTNbV1tDecY66RSv2Ak9nrZ6+m6pAi01YUYgAYQQhARqeXwPQ8FzFhs8+3JFcsGA+Px86ylPPrO7KWmI9FJYcxmjATx5FEEUQExAD4r6XjfF4bzfzKhLl2LbN+tdWdz7+vNvQYvd0F5o8H0BW1iAb1jCEICIgKjwhxfY18nH3BRbngeT85beNT+dWLWHx8spUR6uYffciO6UoRJozBP8JgATEF82Uv7WVuVs2cgqI4AOok0h0n+fFy73UISj3vRRBfNfnoVVbPtrED98ei7337ka+/7JoPYKwEih8FSgALTaaL7hwKAw+QARBNDQFKmv4rvdPnkgPMD+vAtNOtzDzkYeXY1kWKx6q59RR7gdPvC02WsEAQhBCoAkIFRUDeDBAiRaCaBxj1hwOD/TzgKFT6QPEapa4qe1ffYNt2+zYuYfaek4I/FjegCY0ccSAN9YhyxIwtRSefZWVQBzhjbLjBK/MrWEXEMmYxK+kqIxMpVUrpmtkGGPz6+VLjx9U4rX1bvvaDfrmqaXDnRL6kfRbGXoWTYAhmjOoAZUEgjKRLzJBORA/38YLd1axH08TYcdGSw8wPTSFVq2Y80AKL2Ev0A/0+wB9WYee2iKc8QBUIVD8qRh1FYGKt+7VgJqbkggQVSdBJEbfwCXmSRezeDLpXB+Z2ysUQPFjj2uKvxcque8xT3H1WwGCQFBVsUpinLvcy71Dg0y/Ud9CDntFSlwY4xLHf3fcLAAWYACDvhvBIlKxMo72dFKf6iOR1yfnfuxxTZUuLgEcuMZNwLRtANJ+ezPvmQ6FGZw+k/4zJ3nMvINUYhZ/5ceQbgEAdRrusSyW8EZp+m7gzbthZXIADuR2uNGK6CUxumfNoe/kIdYMp+m9q5puwJJg1WkFAABIF1MomFJgCi+whkRHoJoG4Cnd0K9w28Uu6rMOqm2BlYHMCIzoMDIMJ39hXbKavUhM6eaqNTFA1kFXgoQZTY5//EovMJAauETyj99YOjPJzmicTr8KQ0h0v0KDwKD0YphZB71ggIXFuC02uqIQlN7lI3fsGmm4+DuRC+08mqxmWzTOBfy7gA9s+ABpCWkkuuuiLyyeuPw5AIDhIdLhiJdcChD+KtDTcPwga6oX8n5ZBWeRHhhXNWMAup88LSXp4aGcaAsHWBaDwzqDQc1LLgUOYJkGXVX3sPn2JO157XMrRXoQOhJdStKWyeCyWKHpr3MlO5BCmTyFiKIQwjtYQkBQjLkRSQ/AQnrT4LoYw0Okl8UKK/0NAUbNvxeGhMgT5dg7IVhSYmazGHVFhal+rP0NJeAonZNgabwAAAAASUVORK5CYII=) 8 14, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 8 14, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 8 14, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhe2WX0wUVxTGfzM7LARwwG3544YiEiLwwqLWVsW0hKgFjTW2TauJ4cHElz40JqaxMa2mPLRRHoxvpjYaoU3/qqQ2QV7QFouWmJY1VpAaC6KAhKywwrrMzM7tw8zszq603cSHvniSL9mdufec73znnDsXntkz+59N+te3y0MycpYCsgySbD81wTQRuskt1XhaAsrCQXO8IHuRJMVaEw9umzCZaffDSx/DRAMYpv3iB4+X1pg2dj1dAsmOq+az8agqkpKPJKsg5S+IR101hDs+vXHj9OtCjOQKcV8V4r7a/sWxXcBhj9e/Jl0CiRJU6blIci7gBbJA8lrZx5GwgVe+GRg8VVpVWZGsixCc6+jk7R17+mLa2MvpK1BtKEhyPpALkmoBFci34f6dD15ZlmVuDgwhSfV3pNzNfd0XL2MYBtVVFdjr0jI7MynXAtlW9nEotiIyiXKZlOxtq1zdWo+n+B7VF08wsOFEUVEBhmHwe/8NgOF0CVglqDbLAZ9NwE3CXQbXFGACGqBxd0vrT50flax+sZbBW7dZuX5/L3Oz26FnMj0Fqk3FDu4o4CbhtSClEBAGYPDgwM6eC4dKVq2q4ZfePjZu+HCC0pZjlNbPMiAvEG4hAsmBXb8lh0TmkwpIBjDP/FD5En8Ruq6zcdvhMfx7PyenfhKrZyLpEJDtxe7MnX5YBOQRufYuRqiKpCZEBfIoaPmxsrqOvLztYY8e9OOtmLF9pDShvx38My60pxLISsl8kf08F8njQx9vxAhXkDwRKuFTGz473sr4+JfqsaMt8PD0O7avBIGczZ3izMCu/sAR1YHY1rUL/J1uAs7sZwM5rlKoyFmQWdaPObUec67MRUIl1Fe8uakBTdNofK0eZn6uSSbQMCravmoMtpxP0iM4HERs62oE/69uBbwJImTZJHKRMkHOMVD8t4mFV2I+Lo2r41s7/d3359F1nXMdneBrGIz7sJobgMDBrdQGTw7XBk8OB8oC1sPm0ngJsknMeybJ50C29RgVOUtGeX4Mc64KM1oMZFNw8Np7h/6cqKho1t7/5MEgzx04Q2JsvdD9grR7f6+05+i30L3MHZi2u0DSUSvJyZvtTKQM4iWRMsCTP0VsejlgIufcpejIJYqYBqYBA0Ty8T1zvM7qhaZR0fZ1SbDlPIGDW5Gad/TCWJ17WOUUWE4kD66SqEgKePLGiD2swowUpuxJ9WOZ74MrScHf3DLBXGcdpH4N0zUpI4pn8RDGZA1GuPA/188Plce3Nu8Yg8tLnP9Oo5gpMGxoiBhA1JVdFNCQs8IoBb+hD6+DJWEUX2gBX5bNnS1Sdl4VMa0q7PEO+mMubrIdKHG8uoODhtABZoEwVp3DWKdcFDlnAk9JN9rtTegTJQvst8y3b8Ro6qI/sFs1mrrAt2/ErUAEaxKs49XK0GlCxfYTdqnlOJ8Foih5k4hlHWjX30BEp/EunXKRsCzUVxwcXgFYZwChvmI3gTDWXGsgoiAln/1iHjtzBXPOhz6+BnQFUwehWZxFFMwozF9/C+/SK0CUATlBwLd2OlAWKAwOBwmUBWB0zU1CPUkENDtz96dXBkzMqKWAES4mdq8WT8klFHXMXh+x8QjEbFwVi3DCQkeKpB4xTuiqj9FX7xBqXZGqQDQRWMj2NcH65ovHYISy0f9aR0b5BTu45iI9B8IhElmQAECo1ep8O/NUAhGSZleYIJnAPCIC839swlt5FmXxPRJTYveLcCvh4EkC/2CKLZtDwMncmQovZmySzGVnySgcSbyPT0zUhYjLVzhdAk9/JbPgSG+TEDcZ8KStACBC9jXckddxvPCl9Ml1TvAoiKl0gwP8Dea5K8gDB6zsAAAAAElFTkSuQmCC) 8 14, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 8 14, auto;}
}
div.testarea{
animation:rwdcur33225 1.8666666666667s linear infinite forwards;
}
