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12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe2WS2hcVRjHf+fkOkzj0E5e00laNULUCLZ1KVq0Cj6WSmMomm5KdVMotiA+KRUXirgLWKvgoqLG0ioVhYqb+KCIrQZKa1EhpDEmJmnTSTozmc7ce/4u7qTJdB6dlC5c9A8f9zy+e/7/c77Ddz64gRu4gWVC0k5JQ5IykgKFCIr9IUm9y1nPLIP4fuAbIP4v8L5g0EFE8JiFtQbuM9AZuo8DTxtjjl0XAZI+BLadEna9DzryZcl8y5NPESm2ewzsboBOcMBHxpjnaq1t6yTfvlfYdYM/lpEDnJ+evtw+JHgigAFhge3F/69NQPHYt73u4I19++HEL5DLlTsOD5d05wQ7AzjgANg2IT1YjaNmCAoKJn6XTW44+h2cm1qcuJCCjo7FfjxO+6aHS/7NAxHgmAdrcambTEMLYVhKUPUEJPV62GSPo5QcoCkOY2O1tJMTpATP++Bh45PS7kp8VQX4uFdOCv769JPKDi3NkEqF7XhzKTmLW/1JMAPEYOuyBADdB1VjFsA5CHxYsxiOHOHul+JrBxHcnYB3JWc1AdbDRgaXRuxSHjLZ0Hw/HFsRhYtpVre14QPpCuQAJ8NPlM7bomVE1QQAdsoAs3Oh5XIhse+HIs7PwMgIbLiXLJAW+FVObE7gYSGf99izt74T8HGsrBaC8+dgZBgaPGhtxanyQrZotxrwcTA+YTl9qi4BALlHKs2eHYH5LESj8MBG8DwyQVBCuGAL6DTgMDkSbZBOl4ksx+Ye8tg/d185OzYKDUsGF3LBxHiNfcBGA2nMMFPTjm+P1iHg8CE3Bp8lAXq3hGPz2XI/z7v8zYyerbjUMzZ8oA6I/cWhkmRULQTurq473sujuaFEEyQS4YWrhUiEzNjfJUNxC682QBqmdlnzFZBn4ODVBUhy3LIm/64zW+/B8WLP5ioyr8isnkdm/B8yo2fJZDK8bWEtjr6AXTQ35YE8W0rLhYoCjDEw+L3/WoP5YRg78I6FHf39kEiWOlZKx9bC6iT9q26mz8BJ7BdHPPMzMxdygE+F96AWoiTakqelzwsKdNxJK/ISL70c2r4PxOh4id3tS39IKijQr9JhVsa6gA6gLAnVAwvEgI5nA/VelCYl6biTdgTS7QXp0YK0NZD6nTRdrM/m5WYf99UHhOTd3THCNHxN8IAYrS0drIx1vRnohUnpzCW5+UKxJCwo0CW5+UnpzMdObwHdQBetLUkgxp69VcnrrQk9wue9kfiqRlKzERYellhj6JHOOsL4OiBPcnWW9jVZhn5b+jheswAIw+EBUTraI4xPRGhusjhnSc1Cc5Nj5oJPeNFyhDXJsi9d/UI2PRQFGlm3vhFYsCjhSV211rwukIR0taLhf47/AIVA4prhaZ0NAAAAAElFTkSuQmCC) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhe2WTUxcZRSGn3sZxxEGOjAUmYECqdgQjCTdGUwjpGhdWLWpIVbbjbFbf5rYpJpQogtNamKTJhp/YmJIrJKyx63uTJRWaRq6aGvTQoGWnzIMMHPv97q4M2VmmDtMqyYueJOTuWe+c8/7nvPdc+8HW9jCFu4Tkt6SNCZpWZIrD27GH5PU/18Rd0ual6QpSSdc6em09LgjveRIH7jSBaMsbkrqLievVSb518Ab58HenUzDyLBPNpsnDh3iexu6LAzwrWVZR/+RgAz5m8cNnDo3AjMzsK2mePBSAhoaIFrPyZ49DHrZvykloqSATBt/OW6wT33+Rf5iMRFZARmcPHiAQQtzC3pjlvXzfQtIy50ax27cPZypvBCFItZSEIms+9F6LvTsodMyCw9ZFVHAFKaw/cgl9QewG19wKU4O4Dj5fnU4379zmwEDAezItHSsGJ+vAAdz4jxw8/RnMDXp2fxcPulyModsDioC+Un29vGrYAEIw5H7EgB0fGWA2RlwHc+WE3BrEv78AxKJ/OjaSL6/t49YdTUAo4IgZhcQKOT0E2AHsIOjG3Ysh2xhDv665vmzt6Eq0/7WNqIvH7hHDjAuAEK0tYYKUwUK/8gRZk/6LNLSBvE4xOJg29BdB03NRAMVBIuE3xUEsCGVCjAwaPPh4L3SfAU4GOLYXC0kfvY5CGUKSaWoamklaMGG0nJvs8DBwOSUzcXxsrYAYPX53NXePtj/4jq541DV0uoFyqsy5ZOo2QKDtUrD9g3PTnEBB18hhX35/exqbx90dpbQ6g14UrAgSADJjN0VPGVBAusKM7OGn0bz7iu+BSPnzA04uwu6ePvYxnkHqpp3+IpxtH79mg1twGnxZY7WTWHzWHvNmszihCSWVsX1yXW7cl1VKeXZI0UslpauSlqSpvF01PDD8ObPgCTDjqbUp8Y6shPDmaqHy1C8EZ/Y0IzhsMu71NWmgBSvln9cCACRCemsJJ0xOZ0o0oHcTsTS0neZo8pv0giwE6jDf+p8EaJhe+NF6ce0XE1I2u9KXLvhK2Cf47U9Ldcjrwm3A3FKT6ovbCAMxF931b8kTUvShKQhI73nSkcd73fISHcyx6EVmcV9jg4DHnlHR/hBqs8iAISpj8apCbd/5OqdaenSmsxKOnMkTMvVmszKtHRpyOhjoANopz7aCIQZGPQlL+tIlhERBCqJbKtkYTFI9sMSrvQiEkmDN2IGSNH4aJJYU5Kx31cpMXrlCgBvOwJAiHgsyORUkLpaG2NsFhahrtYwN+8ADrCK92J0SpE/KDwhPc+EgEqe7KoEshbC61SpV/y/B0lI2jzw/4y/AZ94OK2Py2WPAAAAAElFTkSuQmCC) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217268 1.2s linear infinite forwards;
}
