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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAET0lEQVRYhe2WXWwUZRSGn5ntdrcNZctCW2gpqV1iKZFSQUgkwoViwg0IxviT8OdPQiJRekXiBSAXDdGEGGJKiG1iDCREI3pBojSlVO2FRcAWQsQVkErZdeNOd7t/ndndme/zYqdLwXZLkRuSvsm5mJM5533PN+c7Z2AGM5jB4wZd1xdZltUjhIgKISwppRRCWEKIqGVZ/fF4fN108inTIXa5XN8qirJitPsGxuUh0gNBsoMR1PIS3M01eHasxumbi2VZA6FQaMvChQsHH4mAbDa7xuFw/KgoStGdTR0kT1+d9F3PtlXMO7CBonqvGQ6HX6yqqvqhUG51KnJd1xeNkQO4m2vuBtfNwbWsGllekvfFjl/g1vo20r8GiyoqKrrOnz+/eOoSC8CyrH45DqY2KoNbT0j94p3xbpm5ocng1hPyGnvkNfZIf91BmbmhyXQ6fRkoniy/oxB5PB5f53a7PxjvU0udlL3cxEhxZqCzs7Otq6vry1Ao9Evd8oYnva+tnI0lGf3pJnJEJ90fwPvOmqqGhoavTp06FQHEtKo3TfOe6sfQ29t7BHgGeApYYltTX1/fYSmlHNrYnj+J1NnrMpVK/Qy4p0UOqJZlRe8nT6VSQ8AKoB6oBMptqwQWR6PRC8bFO3kBw4d7pGmaMcDLBD1XqAmLFEWZfb+zp6enDYgDEdvito0Amt/v/8K1sga1bg4A6YEAqqrOsk+gaDoCUBRFvb3uU35XWrjV9DEA4XA4aBMmAZPcdxVABkgKIf4EcJaVApAdHEZRFHUi8ikFSCmF064kmzAA8Pl8XptsooYStbW1lQDGUCRHUF6KlHLS5isoQAiRdNn3XgxGMC4FaG5ufqNQzIIFC/Zlbw6jjOhAbm5YlpV8KAHpdPo39/La/LN28HvKyspWBwKBdyeKNQzjfYfDUa99eCbv8+xYja7roYcS0N7e/l7pC4spXesDIHn6Ktr+M1RXV7eapulPJBKvG4bxXDabfdWyrB6Xy/WJtv8MsRMXcuTbVuH0zeXkyZMfkeuX/6DQLlCB8lQq1ev8W196a30bYjCSTzzvwAacvrl3q780hHawM78n1DovT5zdjV7h/MPj8WwBQuRuyj39MNUych86dKh57969vZn+QNHtVz7PiwCQ5SWU1HrJJPR7/Gqdl0Vfv0nx0zXmrl27Xuro6LgKaMDo/QQFRzFAd3d3srGx8UrT+mc3ezYtU0VEJ30lmFNvmJj/JJB2wwGUrq2n9pu3cTZWmkePHt3d2to6AERt8umNYhvFwPyWlpbn4/G4f2zxhPd9J4c2fib/WntEBrcdl8OHz8nU2etSSiljsZh/586dm4ClwHwKLKMHhdtOtOTYsWNvxWIxfyaTSYz/I8pkMglN0/q3b9++mdyeWGLHFNwBD/xHRK6KWeNsotFqkjvqUXKTMkluaD0SAdiExTb5ZAIMW4DJJFfv/wgYL2SyGTK2H2bweOBfQvU7t6NMOFYAAAAASUVORK5CYII=) 16 16, auto;}
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,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRYhe2WW2wUVRjHf7PtXmgoxXIRaLZZWSKUKK5BCBJLjJKIDyAmRDSxiJeERNTyRGIiYB8a4gMxPIDEYgyRhGisxpAoDWAT+iBgm0VCJCsFK+3Wlk6Xvc/sXM7xYaa1le2Wmw8k/ScnmTmZ7/z/3znf+X8DU5jCFB40aJpWa9t2uxDiphDCllJKIYQthLhp23Y0nU6v+d+IhRBd8jZgWVa0r68vdN/ITdNcLYQwjW5V9q5vkbaaK0psdKty8L1WaXSrUghhDg4OPnvP5G7mptZ5XcZCTfIyjbK/4WhRAf2vH5WXaZSxUJPUOvukEMI8d+7colLreyYT4PP5frCuJcqvb/oS0ZMAwE5qiOH8hDGiJ8H1TV9gXUuURyKRVsA30bdlpcjT6fSaQCDw4Y3G79HPXAVg9kcvMK9lM8P51IW2trYDJ0+e/HpgYOB8bW3to9Wbl8/AluTPXEUmNQrRONXvrH548eLF37S2tiYAMVnC42BZVtToVuVlGsdtfUdHx37gKeAxYIk7lp09e3aflFL2rm8ZjcmduiJzudwvQKAYR6kj8CiKEkodOT86MXvPOvL5fF99ff0RIAHcAAZGxqpVqz5LJpOdc/a8OBqj/9aH3+9fClQU4ysloFxRlBmFaBwAOXMa3vAs2tvbDwBpV0DCfU4DSUCNxWJH/Mtr8IQeAqBwIY7H45nu7kD5nQhAURSPndIACASdBYeGhvpdwixg4ZyrAAwgK4S4BuCtrADA7BlGURRPMfJJBUgphdfNxMzoAITD4WqXrFhBiWAwOBdA73VujGdmBVLKCYuvpAAhRNYfqXGeexLoXXEikchrpWLmz5+/y7w6jJJ0dy5Sg23b2bsSUCgUfg88ERx9V5t+orKycmU8Hn+3WKyu6x+UlZUtVD8+MTpX9cZKNE0buCsBLS0t71c8v4iK+jAA2eOXUHefYMGCBc2WZcUymcyruq4/Y5rmK7Ztt/v9/k/V3SdIHf3VIW9YgTc8i2PHjn2CUy+3QCnB7wFm5nK5Du/f2tI/1x4YdcKqhhXM3rMOb3jWv9l39aI2tZE9fskJDlXzyKntaHO8f1RVVb2Mc1WT/Kd2SgkACOzduzeyc+fODiMaH2fH4FzNacFqjIw2bt4Tqqb22zfxPVljbdu27aXDhw9fAlTgFv8uacUAp0+fztbV1V1ctvbpjVUbHveIhEbhYr+jXrewbmSQbsEBVNQvJPjd23jr5loHDx7c3tzcfAG46ZLfmRW78AHzduzY8Vw6nY6NtN2hXT/K3vWfy7/q98v+hq/k8L6fZe7UFSmllKlUKrZ169YNwFJgHiWa0e0i4C605NChQ2+lUqmYYRiZsX9EhmFkVFWNbtmyZSNOn1jixhTtASOYrAbGwgdMHzOKWauFs9V5HKfM4pjWfRGAS+hzyScSoLsCLCa4evciYKyQiTxkpD9M4cHAP8wSbvEtvsONAAAAAElFTkSuQmCC) 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,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) 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;}
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58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219846 1.2s linear infinite forwards;
}
