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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 6 6, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 6 6, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 6 6, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhe3WXWjVdRzH8dc5O9PjXNtY8wHTuYmkmeRjFj0TGKgZRWomzdLqMgyMIRpBRXUTWIFe1MUGFgUS68EpaopOW2BOyPkwqcypzc2lc3Nnzbnt18VZBtHZg9ZFsA/8+cHv//l9v+/v9+L7+zGoQf0L2n4DZyPXe3ALWZJfG1rR+Sjd/ynARuK/8UIG98cZ3Uq8gfY2jl2kqo395dQMFKJPlZL3KmtK+TmsXt0VqqtDaG0Nob4+hJMnQygr6worViQqqV7CmnnM7m/sXjuwFZ0M2ck7H6Snr3TiRI6Cgr8MR4+ydy9NTUQijBpFZWXH+pKSyjLW7+Or6yu5R68TLeLNkJaWCPv3h1BXF0JTUwhHjoSwe3cIxcUh5OaGkJYWQkZGCPn5ISxbFsLatV3v8f00HruhDsxl0fNseKq0dKTLl2lvJx7vsHnz4ZaKis1n2HGAaII5aczN4aF7yc2fMIFJk7pf3Lbtm12s+4WDA66+iNjjfBoWL+4Kq1aFMGtWqKFhE2tDcXE8nDoV/dO7pWd9g5XrOf4loYVwjMQUigecHO7i7vc5F5YvD2HcuFBFYiOv9XVuHc+9TeOHhNOEIr4tZHIqf/SfNouIZvPEfeTYvt2hM2d8R2UW7/YF8BalF9hai3LkUYCZAwJArIuCH4hta2hwBOf5/CrtfQFAB1+3oApnycFtqbyxFPudQ8mrJ3YUF3AzFSv6OekuUNGATgwnI0JuKm/KDlzhUj3dEXShJTly+6VWursRx+99QKcC6O7gUhsd6ZJtSvRzui1ILrNjGJqEacPFAQFsojNKbXMSwjCks7AkNfA1lSf9C29CQBtncXxAAD2qaKEugTnJaubvYWlfAEUsHcmi2ehAJycjHErlT0v14wFO1zN5OJNziY8ho5FJM0jMp3pfssC/J1+C4rFMvIg6zjfzyU+93AkpAQ4T8rgyjFsjjJ9LJIuR6Tx4jqlTiUynaRqZ03lkBq8M5+U7mXgLquhsZmcLHzdRlypPr3fBUqK/snwmL2Vyx+3Enh4xQkljoxo09/jGYwyezc72WXOzPXQ0UlHLhiq+6C1Hnw+ShejkmTEUZTJnHDmrs7LIzqawkFiM6mrVjY32oomWH6mo46Nd/biO+/0iepJ7hvBwFvOGkR8jJ05mJpppHU20moMt7LzKjjIO9CfugN+Ei5kiORPGorBnuxancLCNmvKBBr0RLXBt+AxqUP9P/QESdEuPcgfosQAAAABJRU5ErkJggg==) 6 6, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 6 6, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 6 6, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 6 6, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 6 6, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 6 6, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 6 6, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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}
div.testarea{
animation:rwdcur142723 0.6s linear infinite forwards;
}
