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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.6666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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60%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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86.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDElEQVRYhe2W248jRxnFT126+uq23fZ4bM+MJ5kMm2zYoGxuIIQUIZ54CEj8t0CEhCIuQuwCy+6yhNFmHebisT2+truru+vCwyRS2PuuIsHDnufqOr+ur776DvBKr/Q/FnvJ7/j2Nry39/o1PV2TYGvLzbJMAbAvuhF5wfX0MEmiWq/Wb0TioF0LY9dhklmzuvNgMoam2aQkp8PhUH7bALTXg+d5nWgvqb3da9Z+sNWIrm/VvaQZe7LUanY63aRn0/TkaLh84HnsqLrIb/3x+PiZIPw5zPn7bw3aO1v1K+3E+95WHFxvRN67ceAOGr6IkpafWQu13ajJSMxl5Lqpsebmv2B+/X5978837vz7GED5sgD8u2/0u+168FG3Ff7kym7y0U4n7DdrXoNSKjghXLhMEAIA1nCa4DuDpkplsdvrhq8NTxaJXMlfjeVkPJkgfWGAFuAFvvfBoNP8+X47/tF2PejutGMvrjkwBjQvNBbrks4WGxgD2mmFqMceBWy7ceq9t0kr0+u1vLZ0P/3t5PgeAPWwx9O6gB++2R+06+HP3jls/+Jwp7ldC10RBQ7lDiPGEKSSYjQ3+OIkxWyeQzCGbqdFwiAiWabcolRt4VDhcGfGK+d8tFpt8FCnPBGgXkf88bXDH394tfvJ1ddbB/u9uue7jISBA84pDAhKEmBjG1huLPLVGi5jaLebaDQSqKokDjGiFnKhCfKK6nO91hezPC+epwTip+9d7b9zsPX+m6+3rw26sXe5mkIIBkIAyhgUc1C3AQQHdFWAcR8EGsTmaDUc+CKm8Zq1K2vfna/k38/3gs+PZrMUgHkmQLfTPOx1ooMk9jgApKmCMRaUEvgeBwUgSAFRpuhEEuFeiJ2ej9BXoMgguALxOZQW3lbDG3SS4Go88m8CmAGQTwOgP7y+F1OgD2sHrsM9awClDLSx0NrCWoBQC5cqbIUaXk+A9LfgCQ5PEGhVQWuDTVahkIa6nMeBEAe+EJ39/bo3HC6fCoBY+O3AF/ue73iUEep5nH4NwBgFcPmCcQZEAYdwPMhCg1Dgq5aE1gbrtEJRalAQxJETJLUw0drS//rbh80PAZ4VlVhuiu5mo5Oy1NSYy5JVlUGeK8hSYZNXkIWGtYC1gLEWhBAQQi7xCIHjUHBOEIWCy9LQXCnZYk3zTb9HTuAIwK7hNMu0vFjkauy7VFUGxgBppuA4GqOLCrKoIByGZsNHM3bhcAbOCehXJ8AZQVwTCH2O0+k6zfLydDRdHP9tOFw8FQCAWmdyupDyJM2KVal1m1Jwx2HUgmCVW4zXFGfnEtlqjbcOWnDfaCKOBBgj0AYoC42y0uCcwnUpPZ9n5mSyvMOB44fNHgdgsFGrdF3dSkv1oabYFYLR0BfUcS2U8OERDswIDEoslyXStEK95oIzBikVprMcMteoxQ6ysirnqTwdL4vjT2/cfwTgkTsAADfOzhbLtLx7scg/Ox6vbl+sZJpXylgQhIGDRj2EF3hgnMBxHXDhgzEX1gJlpVGWGkWpIQuN89kmPZ9nf+WOc+/jx/g96SU0MXhZEJ36QljHIR1otBzOqGAgRknocoPIteh3m9gf9BFFAWReQsoSnBMwh5isqNaTZXbr/un8l/fOT373h7P0kYH0xGF0dzJJe3xytxkGARjd0QqJ5/LdeiQEcRWCHQGlEzQaDYQ+h9YWstDIigqUWEOYVSuZj88v1jeLVN7Oc/XYbPDUSJamqCixBWGwzdiPXIc3SqV5VWpVlMoRnKJec4yFsVLmdrlK9SrLy2VarEfzzYPhaPmnL84Wv/nHP0/+cutoOnucxzMDyd3hZBbF4veTeYMqbWaR53YzqdpEo3Ow10hKrWJCWVmVlVqmMp2nRTld5A9OJ+tbo0X62fl4eXv65XTxpP2fN5LxT75/LXFcHfuBNxiOsqTuO4PX+vH1vW6tzxhVWVGNy1LPLpZykkn5YDTK794/XXx5NBrN8I3h87IAX4vu7kIcH8Psb2/3ZVV1PrjS6VPBqIEZZ6t8dTHLV9Kjqfn8bHV0GUCeaP6tKAFiAEGvhwCXJX1sa7/S/63+A4A98DR/QRtSAAAAAElFTkSuQmCC) 15 16, auto;}
}
div.testarea{
animation:rwdcur202501 0.5s linear infinite forwards;
}
