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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGxElEQVRYhcWWeWxU1xXGf2+bfRgb74M3HBswg514CWFfmoRASKuURk1TNVGbpkSB0gQBbZWlrWgoSlRElZQ/UihKWonSpgSBUKIECKnDUsrixNhmCeo4xsYYe5jxbG888+a9/uEFYw/UplQ50tW977177/fdc75z3xEAGRD5/5ve34tDxl+JiUN6WR72ceD5dhjOA5YCMeAMkA/UAadTELjp/jLXQ3LLJs82Tc1ck/OuMsc0FXgBUC33CKqpDBUGWwT49rC1A4ccOh47gbxN+Wcq9Voj77f5ZwCf82nUe0/lqjVHc9SMjai5O1Btj6ICx29F4LbFF21Wt/j/7CN0KrQPsJk9EIvGURNxlCJAAsEEgOVW+wgpPABj04AN8Dq+h8OxFAwN4tvBVZJtiuZKYvffOv+uf6E/PmS+CGhc98gIAoMhKNxR0uT+XcGvuXU4igEvoJKOmp2mqGufqEiUt1UalXqtkf1SngEs5iYhGCGCoaZ1ae9p3dqR/+KBTWQX5zLnG2Cx8WJ2lGKjUX/3ZCu2WjBdjuvAX4CvA0eHL74TIejkwe84KK0is8xDfvZ41rfv51rzfvFgV6vo8gvawS86Odsd2ws8wbAQjEWEjwG7gIPABiCTAYEFVdKKipBzMrkiiDw/4UGOWav1zKik6ZqGP6YBBFJtKg17HiBkDHu/GXiVyTWlFE3LJ+ifQSL2LWAxirWM6vmIZhemtAwERUITBFoLPTj9veyvq6MjrLUCPwKC9Hld7++F0RDYDCz/yaoX6CyeQSBvIrLnPoTekMvw+4p45Ic4pk3HWeEh0dWJKFsQFIl4NMGpqwF6jn4E8CvgUP9+YyKwGVi+Yd0vWDJ3Lk8urGH9sq9hsmVydmINMXsG9qm1OKZMAkFAcjqJtngR4gn858+QjITg8zqEEjFonWdfr7XET5Pk8lACN8sCEdjUB/4y82bPwNB1MjPSsJkVcjPSEEMaGYuWkQz6QOjTcm9bK6Fzn8FVLziz4fwJpEpZd/+s4CnnQy461l465n/bNxFoGQAa4QH37wseC70f/AHwbB/4rL6Jdgd5hW5kWcahCHxyqYewIiGIZjRfF1rPNfz1/8IU2EXakqMI3SdJHLqMa1G6NfcVN6JVRM5RCNYHYkaHfvCmIQi9H5wBvPLqupeZPwDucDDlHg9mi4Wtb/2BZCjA92fdzT8uBQkpIoJooqfhJPpHO7DO9JIz10n+/ekYhTrXPo6iuBRRmWCia2MH0Q8iT9KXEQIgpErD56i+n4LyaYPg5VXTMFnMAJxtaMbr9VI63s622YUUiCKi3cT4adVIWZn01oPWm0TXdKQyHb1B09peatnrffpig/+vvvuAtqFgqUT4GyrnynUxM3PyXMycMx1Jkdm7ew9HDx+h8bMGwr4AV7quEvF18sycKuraw4RsVnSzi9jpRuSqa4TVKImOJNEPgQCva+fjK9G4zCiy4AEEsSBWNJmTul0sM+vChPHjjD9tf4cz9Z8TDkSIhCK0t10iGAyybOki5mXb2f3xCa70BCEpoO47S7ILgjuBCK3AOqC3H+MGAqmu4lk42C/bZZN9gZOkP0nv+RjNB5ribrdbX73yecrKJ7HixysBSCaTXGho5EJLGy/+s4WWxuPwya4wAq246CbAauDcsEMOXsWp0lA25ZhNdx2egpKjABD6sIepD3hM3Q1dMbPVgtz/DxsAV7sDFDgcrCqysmb7pzgfdmU6Fjoz5VyFa9u6myJHQlVoNKTAGlkSCWXi6qw1uYPgAM6HXJgnW9h/ullc+/N1uqIoJDWN8w1NxHx9V3x7t48/bt0C6tUrjoX5xVlrcgGwzXTw5ap/74l9EJmYisCILBCdYr6UPlwaIKVLrD3xJe0JCUkU2fLGG/LjG79rOXTssOzt6GD96xtovnDuAlm8JedeJy9nyZgUpTAVeGqPiKxwPuIyKpI1RqVea1TqtUZ5x92GnCMbOVsPqCVvf6paq2yG+81CY1KTx3C/WWhYq2wGfZWwG3Db5zuNyRcrDE9PlZHxXJYhlIrLuUlBMjILDOqTzuSqyL6wRZAFIkfCtD3TQsKfiKNbDH9Hp+y6t1nM/mkecpaCbbqdREecyJHwa+gcAMKJy/H3IhciSyJ7g2k9xwPPGhf1bUMwbsiCkR4YaCIrpGq5XigVdwML6KsHQkL5XcnCnSWD3qnUa43CnSWGOFl6h1uXbnekLF8MeMc9mmZUaH0hqtBqjHHfTDOAh0cBPNBuIDBUiKM5gSh6pD32BU4j55duw77AaYgeac9o1w7BS0lgLDYFeKq/vx37nwncCROFr5gA/wG/6pCZObz4FgAAAABJRU5ErkJggg==) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur127799 2s linear infinite forwards;
}
