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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYha3XS4hVdRwH8I+naZhsMJFBwswGE5EhxMTGMULCoFqIUEQbA2kXIi2CNkaLFiUhLSJa9JCIsLCCFlERZS8ty+xl9sDMntobTZ0RdbzT4ve7zpnrudd7tS/8ufec8z+/1//7e5xJ2sNkzMM1WIJZea+MQ9iD9/EB9uL4mQRPakPxtbg9lU9PwQ/n70jum5JGXYn5+d5WPI0d7RhShXl4CgcwlusAVqMbRcU7XZiBW/ASvsG6vNcRhvAxTpaUj2EjZuNBEYXBFjKm4FZ8hNdEZNrC1fiyQXF9PZPG/ZTXb2Ca8LyMQdyGmZiLTdiCBY3Kzmu4HsLjuKLCsNEUdBUW4kJBujm4CRdgvzjvhVguOPEm3k2ZKwUn/qzyfECEvcrzMezDYxgu3RvGifx/WIR6meDI5IzCetyI/nTgZUHmCRHoxQO4wemZUcNR7MRXggMX5b7zjZOxO6NxHS7JaKzOfU/gD3yNVRmtbSkbrMC/FV4P49H0oJ77g/i+RaTG0uAfcAwbMhLLBb/Wi+w4RcpekTJVgjYINpfRLfK7lQHldSLXsEjjf9KwdfXoDWZ4qrxYrhqrnZ6ina4vMKPAUvRVKDkuymsVdrZ41i7mYEEhantVVduB3U1ePuQsyyu+xYs4gsWFSI8yasLDdfi9iZABTD0L5TXBn1V4HgOFIGF5w1ZRMN5qIWiuIGOnKHCpiN536OsyHv4aXsXdIkytsF0cQ2OGNMOH+FwUqV/y3hH0lGv4HtzbhnKiFR9sYcCRlDNVRHgr7sPF4lhHZRHqyj81kfN7xfkWJQV9+FF4PEcUkyVK5bQBP+MhPJvKp4recEfKeDL3TcNIl3FG78f9uLnBgF78mvv6U3FV1tTwDu4RGTSKv/PZbkHqWWnYCC6TTek5UVS2mNhoOl2HcX2TqBCteZNoyb2ila8txAxXEyNX45zXKUZbPNsvzn9INLSZ2F7gPU36c4foScHNUBNeTxeROijqjR4x6ZxLXa+vbaqHmTq6BMm3Ya0Sl5bhr//BgJNiKGmWIQXuwmeimJ1CDx5x7h1uTMwBQ00MGBRDzRoVmdQvZrdzUf626K5VZbofr4vJumkfWSDG6E4VHxW1fWkTubPwAjaLYtYSCzsw4pj4eFkhyNU4nhdYJHixWQffBvPzhfrEW0W238SwWTXMEHV/jZh8NmrD80bMFOVzn4nkrHu9yMTCVeT1QCreksrvFHW/Emf6OO0WvFhpfDIeEcPEJ6I/FIJUl6fy2Xn/ldy3W2n87tSAOrpERBZhscjhPuNnflxU012CP5/mdVPFdfwHST6Pz9g73tAAAAAASUVORK5CYII=) 16 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur105861 0.23333333333333s linear infinite forwards;
}
