@keyframes rwdcur113150 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUUlEQVRYhcWWXWwcVxXHf/Nl7zr7vXYbO2liHFfiI6FJbVUNgmIeaNQ2fIjKRUi0kBIV0odIVRFI8GCJPgAKRiqIigcqHiI1SNAi0agkVMGxoqikdR2UBge8ru2112t7d732emdndr552F137XhtU0XlSFd37p17zv8/55w590jAOeBeYAYo8H+QHwBedVwBngFiHyWBvXUEasMCXgeeAHwfBYlhwOv8Dt7+p/CE6DoyReAs8DAg3mlgqTrLwJdDn4L2x6D9ixDtVVBaFYr/cpqATwNPAqeAe4AckL4TBITqHAEWBR9Nvb8FsSWEqwTwlGYsQ0abtFh+SyX3Wq5edwJ4hYp3Jj4sgZoHykAPNh+P3K+gtEfxlGY8pQmhpQllXwvBz8aIP96OvzeCJYhYE6UY8HngNHAc8ANTQOnDEIBK4n1djisEe6J4ShOerOAqMp5cGYSbaOoOEn7kbkKP76H5cISyauPO6h3AI8DzwOeoePZ9wNyOgFD33ARkgdB9f+xGivnWgbuKVJllEVeS8GQJV5ZwBShP6ahv5ym+PI53S6/ZKwPnqYToDcDezgMOlYJ0JNgTQuls2R5cFnEVCXa30NQbx//tboSv7MU5EMT7+6IMfBL4BpUwdVMpdMlGHgDoA4aij0XZ9+MDDcEdB2zdxS652KqDvWpTXjYxMwZOSscdzcM/cjSQFB8k782NBABmgb2fOH8/0h7/OnAjWSY9OIF5YaGR8XpRqZT3VN1IVufavipvovgH4PvqLY3Q/uAHXy6JpH+RwLy4eJvxRCLx0127dn1GluVvSZLUObc0F/pL8veaIkhmRNr3zz2+rlez/87eOHHiRHkj2GYeOAi85+uL8rHfHK6GQMIuuUweehNgAWgH6O/vFwcHB1+Ix+PPKIoSE0VRFASBsekx9elrhwIATfhpkYLlpzt++XanfKD/6NGjmXqwzTxwE7hZvrx8sDxnoHQHcWUJM7tGfgQgkUh0h8PhM+Fw+Lgsy5vZAcBEx3R034up7z7UF37i6rvvvfvDnkM9r9XeN6rtZwG00dW1bDfn1giM9vf3i4FA4IzjOA8LgtAQfJ14BnFfV+f+9v0vJxKJB7cj8ApA9twUjgeuJFKaUGvvBgYHB1+IxWLHY7FYS6FQMD3PW6csgCgRXFtLyDx5z8/MUw88J0YikUg8Hh+sO9tQhoGHOi71Id0XZa7/Ku5QhkQicW9HR8dbPp+vFcB1XVZWVsxgMCjruj6qquqFYrk4v7C6EJgpTvX8Nf+7R3sjj/pOPfCc6Pf7RQDLsux0Ov18V1fXr7Zy2knAC/zkoNc+/aXa1Ty/uLj4lGmajuM4Xm3ouu6kUqlLFy9ebKk3MDAwIF67ee1koVDQbdv26nWWlpZujYyMtGyKXJUIYNAhe5E3v1Aj8Homk7m00djy8vI7G8HrJZlM/sgwDKtep1wu6+Pj44e3ajBWgDdI2xReHK/tjUqS1CkI6yOnquqFY8eOaY0MFQqFl2zbXqnfEwRBDgQCoe0y+CzwVe/8XG39jmEYzy4vL6t1Z0THcea3MqJpmlsqlfK6rq9r7yzL8m1H4DywCoSq6xGfz6eFw+HW+kOqqga2MtLW1kYgEAg0NzevnbNt27Ysy9yuxzOBP1WfF4AF13XzGw/5/f6egYGBhrZs2+7i9k7btW37ttK8mfRRScBhgEwm83PTNL0Nf0Fxenr65GbKY2NjB7PZ7PsbE7dYLM5fv369YydV7DKVS+cygKqqr4ZCodOSJPkAPM/DsixfNBr9dTKZvKtQKLykaZrb1taGIAidoVDoz5Zl7XZdF0mqtB/V2nH5yJEjO25sz1Dp+xgaGvLNz88PO47j2bbt5fN5o1QqObZte4ZhWKVSKZvJZP6jadqcpmm6bdueaZpeLpczal5QVXVxbGxs907BoXJDrincuHHjrpWVlcTq6qpVKpXWFSXHcbxcLlfcuGfbtpfNZg1N06x0Ov29/wV8U5mamvpaLpcrbIxtIwLVXDFmZmbODg0N7ewC204SicSD+Xz+arlctrYiYFmWp6rqYiqVevaOgdfL5OTk6aWlpVvlclk3DMPK5XJFwzAswzCMYrE4Pzs7e65RzLe6DUXA3SmJK1eu7G1tbf1mMBi82zTNUNEqaoIrrFqGNdxzuOdvjfT+C1iMvh8Ml1SXAAAAAElFTkSuQmCC) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur113150 1.0666666666667s linear infinite forwards;
}
