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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 11, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 11, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 11, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 11, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 11, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACb0lEQVRYhe2VT2gTQRSHv4SApUtCKg2mNA1isGdBKGk95yJeKv471PYgtKAHNWnxqEVPdqseVEhuSRVsKXqRHLLgoWAjQoseRCgoZY0iSKxEA1qC46GTZFOTbLZ09ZIHw8x785jf92ZnZqFtbfvP5mg1UVN0P3AGOAsEAELXPJsdfa7FN+e+3o4Ug7ptAJqiHwMeAh5j/NC8rzwsfV/7dfFA1HvfKoCzRfEnBvEc8BhIlwq/f8iYy92/5977W9/OWwVougOaoncD76R4CZiKFIN3jDlr0xszXYc7JqVbenX6S8jK5zDbgRGqlf8lDtB/tWtqY+WnKl3XwRvekVbFTU1T9BVN0YWm6B/Mct9eyX+UuStWNJxhIiJMZLzBfED2L80Wyt0tvpBDvyUA2cebQNhqToCsyODGG49wcjtETvYDLaxVzvlsCcCNF4CMWADYDjEn+4Cm6JcaLSLnyp9rrlFeXQCjkxEL9BCMjxIrQzwCCnI8Uw9CxmakWwAeWAFwjBITSaHWBMcckwATKWYThofIJadzVA/lANXKS8BwpBh8agWg7juQFCrd9MSjqONywWGqOxEAjstWFi/sRLwhAMCsiAEYIULAZWAV+CTbqoyFdiIOQBRVNLMoqoii2nZFTX9G17Mx/PTFb7JgC4QpQGcYLmRPAcIWCKefPtMkI8RuA7iaTaYcyzX+vsqhtxEg5VjmRHaIzvCW76N34ij7E7uuLM1prEpWPLE4uFX5qBgC2PVtrwHYLj7GkYSP3pqkNOvTthEkeS5kq5zwNOvjadYrb8ESeWEbQCNbIv9PAJrdgsHXDrLAMw975+0CaNsf+435OI14FXgAAAAASUVORK5CYII=) 0 11, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACf0lEQVRYhe2VT2gTQRSHvywBpTElphYTmgRR0II3DzWt572Il4pKL7YXSQ61aBPFs4gXuwVFERLwkJRKDYIXKdKAh4KNFCp6EwUpoWgQY7El0GJ0PHTyt93NJnb1kh8smTfvzbxvXmbfQltt/WfZzAamHVkPMARcBDxyOgdMATNqIZCzDCDtyJ4BpoHOnfy9D/YXf67+unI44nq46wAy+TPALqdWgEU57vNHHL6ukx0ArH/YHG0Wwm7klGWflnFF4LpaCNytjnn/O38fuAzgPLrnXtqRfaEWAp/MAigN/ENUyr4tOUDv7a6x1aUNTZr244/cY2aTQ4O/IO3ILgEngBW1EPAbxX55XFi3dyr7NnLFnP+S02sWQAmiiiBqSMdfuu2LOv6yNr8X3wLs9djdZpND5Q7Egqi8Jh1vZnG1Pt748VUOvzWzTgHIiDmcuGIq5+srUXq3+0zsVYppqh8oTlwAzIkUQD3ElPz1pR3Zq3qbSJ+vbo05gGpjTqTwEogNEy1BzABrcjyxE4Scm5DmmlxjWrZhoiIhtJrJEds1gHCSyXijRkTl5EVgUC0EnjcDsGMfSAiNA3hjEbSQ3HCQSiV8wFn5lJKvtZJcFwBgUkQBqiGOAePAGyALfJbjceBIK8kBiKAJI0XQRARNr0/8tRq1Ym5lonjwx+6QsgSiIUBHEEYzFwBhCYTiwbDFb4PYbQDDz3HStlBjHyxfegsBkrYFzmUG6Ahu2d30hE9zqOVvRCMp1aeSJw4/7d86+bAYANj1stcA1Ccf4VS8m56aoFmWb1pGkOCVkE/5hs+yHJpludwL5skLywD0NE/+nwAYvQX972xkgJeduJ9YBdDWH6qB9232SNiPAAAAAElFTkSuQmCC) 0 11, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 11, auto;}
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66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 0 11, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 0 11, auto;}
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}
div.testarea{
animation:rwdcur182869 0.9s linear infinite forwards;
}