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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhb2XT2gTeRTHP50NpZQQQthDdymhhFCChKKlyBBKD1U8LGPpKUgIHoK3sjBIcMsexbMIWpEapLBD6GEP0tUcpHSlhGFQt7uEocgShhBalOLWMDvEEE1mD2l329qmk2zGB+/0e7/3/b73+/vtw6lpWgjTXKBcFikWfei6QLHYGguHIRptEg6bBIMaPt8comg4SdvnADiJrt8lm/UzMwPj4xAMQiAAAwOtmFoNdnehXIaNDVhZgUSiQjT6PaKoOC7ykKnqEIryBkmyyeVsTNPm0ydnbpqtOZJkoyhvUNWhzsA1LYEsN1hc7Az4qFcqNg8e2MhyA01LOq38BvG4TT7fPfBRz+dt4nEbTZs/vfJ43KZQ6B34vhcK+yRO6ISqDiHLjZ5WflwnZLlxcE8I/xIwjN84c0ZAFJ0tVTcmihCJCBjGy8MDmpZAkv7fhutkY0qSzePH0wBfAXD+/DoXLgwQibhX/b7197fukMuXPwK/CKjqCMvLfiYn3QdvNmFzs0o+vwWkAK8Hy1pgZgYGB90DLpUsVlbecv3618AfwE/Az4DloVyOMT7ee9CdHYtcrsS1a35gdw90Gdg6GOahWPRx8WJvQE3TZHW1yOJigNVVD5DbA9ZPmuJB1wUCge5Ba7Ud1tcNMhkva2vDVCobe6DrzhJEIjb1erfH6j1gMzn5FJgF+jvlL5we0tb8AExNjXLr1jBbW6OdEwiHW+95t1atwuxsGEG4SzL5O+n0r6RS3zlPMD/foFTq3S33/LmNLH/k0qW/uXr1IRBtB99HJvOe0VE/sVj3XTjO3r2DFy9gaalOrbZDrfaQtbVHHDmG8OzZU+7ccff+NwybpaUPiOIHpqZekk7/CPhaBFR1hOnpL/MQ1es2um5z8+ZfQAMYFIjFSly5UiGf7+0SHGeCAJEITEwEuH37T6DaOoZjY3PcuweW5T4Jy4L79+Hs2R/g4LdcUbapVr8llXKXQCYDXu9bkslv4OBFNDx8js3NJprmHrimwevXTUKhcycFfIlPaaI9S1VNu/YtV9UbTlvlhjA5pfLPOzGEomz3QJptt5NmTsRpAl1fIJv1I0kwMdESp37/YXFaqbTE6atX8OTJvjidQxSz7dKfTuC/joxgWQuUyzEMw0ehcFiej401CYVMgkEVr3eOWKzkJO0/U+h5r/6xb+0AAAAASUVORK5CYII=) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhcWXQWjbZhTHf1ZFcE0OJhhXFOGDMcaUkkMJTik5DLFl4AodTOm1UHrwnNBDbmOnHbLdeigOCyX3lR1KEcKkwYxhsizxSigiZML1QnF1MCGkwTOOKbG1g/Bwgzcrrt394YGQvu/7v/f0vu97fx9esbEhcXT0NbXaPLYtY1kBDg4EAKLRDolEE1m2kaQNQqHvmZ+veVnWN3CEYSiUyz9gGHE0DWZmQJZhagr8fndMqwXHx2Db8PIl6Dqoapl4/CtU9WfPQX6AQiFILreDpjmsrzs0Gg5nZ96s0XDnaJpDLrdDoRC8GLmuK2Szpzx54lCveyc+b/W6w+qqQzZ7imEoXsnvkk632doanvi8bW05pNNtdP3u4MjT6TamOTryrpmmw5077X/PRKEQJJM5HWnk/TKRzZ721oTwjwOW9YIbN/wkk95+1TBIJmF62o9lvfjwg64raNrHFdxFClPTnO6vcDNQqayQzUIgML7ouwgEIJOBcnnFfZHPh1GUi+3zj7VGw0FRHDY2pEvcvv0dsjzLrVvjj74LUYR370AQJkRqtfmxFl4Xx8dQrUKlAq9euc8zM5+L2LZMOj1aslbLvRcqFTDN96yvC4RCLa5fryLLJnNzv7K3d8jS0k8ilhVgamp4sk6ngW2fsL/fZHdXYHNzCtv2E4mYNJtFotHfKRZ/AY549qx3pgTgI5FwME0QhH7LD4wVUfQDu8A28BtQAsoe5k4A78VhWHvg3seLiwliMT/hsJ9QqE4yWWVyMo4omoMW8JFKtXn6VBj6DOh0oFaDN2/AsmB72y2wubk6kUiFcHgLVf0WODo3UwJqPpaW/uLhw0lkeTgH+qFbhAcHsLcHhQJcvdphevqESMRCkopY1p88eLDm49GjP0gmE9y8OToH+qHbMZXLvdtw/xL37sV5/Xp27GfB5ctw5QpcuwaKAm/fgiT9KBAMLqPrbto+FVotMAyQpGWBVOoQVbXY3Px0DhSLoKoWinLobv5YbIHHj6HZHD95swmrqxCPL0BvW57L7TAxkeT+/fE6sLYGZ2clFhdnobcjika/YHe3Rak0PvJSCUyzRSLxZf8Buv7ZWJtStzMe0J4/f/4/tuW9mchkRitMBkZ+Hl1ppqoO+fzFpVk+70maDRanuq5QqaxgGAlU1RWnkUh/cVqtuuLUMNx9HostoGn/KU4HO9BFPh/m5OQbT/I8GFwmlTr0suzf2RDsQzrAN2UAAAAASUVORK5CYII=) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143304 2s linear infinite forwards;
}
