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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADD0lEQVRYhe2WMUvsShTHDxuL7ZJCW0MC8nib6JCvsKWQ/QBbvc7dTlAU1CJt0lj4ISw2Cgre3ippLIQEvCsXWcQEbQxE3RGT/b/KXPTurslFO3/lzJn5nzkz58wh+uabajRlWT4wDAOiKEIQBIiiCMMwIMvyARE1v0p4WdM0MMbgOA5830ccx+h2u4jjGL7vw3EcMMagaRqIaPmzhGcURTlSVRWWZYFzjlfyPEe/30ee58UY5xyWZUFRFCiKckREMx8J1KaJa5r2c3FxsXV+fk66rhPn/PfCWo0WFhaoVvu9BeecGo0G+b5Puq63dF3/WcaJsSiKctRqtZBlGcrCOcfOzg7Ozs7w8vIC0zRfI1GZZVVVkaZpJfGtrS2srKwU15KmKVRVrf4mNE2DZVlwXbeU+HA4xObmJogIFxcXxbjrurAsC7quo4p+kzEGzjmSJCklvrGxASKCbdtv5pIkAeccjDFQ2RSVZfnAcZxSJ396esL6+jqICHNzc7i9vR1rZ9s25ufne6UcMAwDvu+XEl9bWwMRgYiwv78/0dbzPBiGUe4aRFFEHMdv8nsc29vbhXiz2cTj4+NYuzzPEUURJEkq54AgCOh2u+j3+xPFh8NhIU5EOD09nWjb7/fR6XQgCMLnReDq6qoQ393dnVorPorAH5VQVVUaDAZvKtx7rq+vaW9vj25ubmh1dZUEQZhoW6vVaDAYkKIopQJQKguen5+nzr+nUhZQxTowjTJ1YFzsrmZnZ637+3t6eHigRqNR1vE/ODk5ocPDQwrDkO7u7v6rsrbyXzCONE2hKMrUv2DSS/sB4LjdblOWZVUcL8iyjNrtNhHRMRH9+Js9ZjRN+2WaJtI0Ra/X+/BNJEkC13WRpilM04SmaZf0QT8wrSHJwjD8JwiCY8YYhWFI9Xq9mByNRnR5eUmj0agYq9frFAQBLS0tURAEx2EY/ktEfxfCdyzrug7GGGzbhud5iKIInU4HURTB8zzYtg3G2OvX+2k94Xuasiz3DMOAJEkQBAGSJMEwjNc8/7Ku+Jtvvoz/Ab89fBsWz8bDAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2WT0vjWhjGHxqhpRTShS5EaEhALmOOHrIRN4K4FNKNu7gWLPMlene2X0A/g3UuqDArmUURWnSlpIvpcJWitCBaKqEQMOlzN1fn1umf6B13/iAE3vOc8/7JyXsO8MEHr2NV07QvlmVRVVUqikJVVWlZFjVN+wJg9b0cr5mmSSkli8Uiq9UqW60Wc7kcW60Wq9Uqi8UipZQ0TZMA1n6X4wld1w8Mw2A+n6fv+3wiDEPW63WGYfhs832f+Xyeuq5T1/UDABPjHMRGOTdN8/v8/Hz2/PwcQgj4vv9zYiyG2dlZxGI/l/B9H0IIXFxcQAiRFUJ8jxLEQHRdP8hmswyCgG/h8fGRtm0/VeLVrBmGQc/z3uT8Cc/zaBjGyD2hDDKapll3HAee52Fubu4tCQAAjo6OMD09jbu7u43b29s/o85blVLS9312Op3/VYFOp0Pf9ymlJIb8or9sQk3TPm9sbCAej0NV1ZGRnpycjBxXVRXxeByO4yCTyeQipW9ZFqvV6tjsrq+vCYA3NzdjtZVKhZZlMVIFLi8voWkaer3eyED39vb63sPo9XrQNA1XV1eRCgBFUZjL5Viv14dm1G63CeD5abfbQ7X1ep1bW1tUFGVgBX5BVVW2Wq2+DveSbrfbF0C32x2qDcOQzWaT6XQ62icwDAONRqOvw70kmUxieXkZALCysoJkMjlUG4vF0Gg0oOv64PGXhna7/Ve5XB664BNLS0sAgMXFxbHacrmM+/v7/bHCf4nUB3Z2dgiAu7u7QzVR+sCgg+JbEATY3t6GEALr6+sDo5yZmel7D+L4+Biu6yIMQwD4FrUCQISz4PT0lAB4dnY2VON5HnVdH3kWDNtpX0keOo6DIAgGCqampgAAk5OTA8eDIIDjOABwCOBr5NT/w4Rpmn/btk3P81gqlfr2RKfTIQA+PDz02fb39+l5Hm3bpmmaPzDmPjDqQhLUarU/XNc9lFKiVqshkUg8D6ZSKdi2jVQq9WxLJBJwXRcLCwtwXfewVqt9AjC4hK9kTQhBKSULhQIrlQqbzSY3NzfZbDZZqVRYKBQopaQQ4rfeCV+yqmlaybIsptNpKorCdDpNy7KYyWRKeMdb8QcfvBv/AIa0cvHI1xN3AAAAAElFTkSuQmCC) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe2Wz0ojWRTGP1NCsqtsXLhJUQUyjHX1Wou8gEsx2bgQyxdImHeQDLgw2fsCbmMPqNAr6UVAkq1SJXQNswhKgiFKsFQKrPKbRY/pbpNK0o7u/EFBuOfce/7k3HsO8MEHv8aypmmfLMuiqqpUFIWqqtKyLGqa9gnA8nsZXjFNk1JKVioVNhoNttttFotFttttNhoNVioVSilpmiYBrLyV4Wld1w8Mw2CpVGIQBHwmiiJ6nscoivprQRCwVCpR13Xqun4AYHqcgcQo46Zpfl1YWMifnp5CCIEgCL5vTCQwNzeHROL7EUEQQAiBs7MzCCHyQoivkzgxFF3XD/L5PMMw5Gt4fHxkLpd7zsQvs2IYBn3ff5XxZ3zfp2EYI2tCGbZomqZn2zZ838f8/PxrAgAAHB0dYXZ2Ft1ud7PT6fw56b5lKSWDIGCv1/tfGej1egyCgFJKIuaKDhShpml/bG5uIplMQlXVkZ6en5/j7u4uVq6qKpLJJGzbRiaTKU4UvmVZbDQaY6O7v7/n6uoqT05OxurW63ValsWJHFBVle12+6f7PYzd3V0C4NbW1ki9KIrYarWYTqcnc0BRFBaLRXqeF3vo1dUVAfS/29vbWF3P81goFKgoyttloNVq9Y1ns9mRb8W4DAwUoWEYaDabP71wL5mamur/3tjYgKIMvc3fDCQSaDab0HV9uPzlws3NzV+1Wi32wJcOZLPZkboAUKvVcH19vT9W8T/GvgM/1kCn04lN/yTvwLBG8SUMQ+zs7EAIgbW1tVhP19fXMTMzEys/Pj6G4ziIoggAvkyaAWBML+h0OgTAvb292OjJb71A1/WRvSCu0j6TPLRtG2EYDgifa2BpaSk2gjAMYds2ABwC+Dxx6D8wbZrmP7lcjr7vs1qt9mui2+0SAB8eHgb+8/39ffq+z1wuR9M0/8aYeWDUQBK6rvub4ziHUkq4rotUKgUASCaT2N7exuXlJZ6envobUqkUHMfB4uIiHMc5dF33dwCDKXwFK0IISilZLpdZr9d5cXHBQqHAVqvFer3OcrlMKSWFEG86E75kWdO0qmVZTKfTVBSF6XSalmUxk8lU8Y5T8QcfvBv/AmyAu3DDBhDKAAAAAElFTkSuQmCC) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhe2WP0srSxjGH1wh6TZoJUiWDYgcZ3TY0iaFpZAUcm3WWkg4hV9AIbdMwC+Qr6BBNHgqOaVJY6FsICfhYrcBSRFZiw3ZzXObmxyOf+ImVzt/sM3szPs88+7Mvi/wxRfTsWUYRsWyLOq6Tk3TqOs6LcuiYRgVAFufJbwthKBSiqVSifV6nZ1Oh/l8np1Oh/V6naVSiUopCiEIYPujhOdN0zxPpVIsFAr0fZ8jwjBkq9ViGIbjMd/3WSgUaJomTdM8BzD/nsDcJHEhxK/19fXs7e0tpJTwff/3wrk5rKysYG7udwjf9yGlxN3dHaSUWSnlrygmXsU0zfNsNssgCDgLg8GAmUxmlImp2U6lUvQ8bybxEZ7nMZVKTTwT2muDQoiWbdvwPA9ra2uzbAAAUK1WsbS0hG63u/fw8PB31HVbSin6vs9er/e/MtDr9ej7PpVSxBtX9MUhNAzj+97eHmKxGHRdn3n3AKDrOmKxGGzbRjKZzEcysLCwsJNOp98NPhwOMRgMIhlJp9NYXFz8K9JkXdfZ6XT+uN/PaTab3N/fJwAKIbi7u8t2u/3q3DAM6bouE4kEIxnQNI35fJ6tVutFsG63y+PjYwL446lWq2+abbVazOVy1DQtmoHXMtDv93l2dsbV1dUX4uVyeeJBnDoDlmWxXq+PA9zc3HBnZ2csuLy8zKOjI15eXvL+/n7ipxpRq9VoWVY0A4ZhVEqlEh8fH3l4eEgAPDg4YKVSYbPZZL/ff1fwOcVikclk8iSSAfz3H3Bdl9fX13x6eppacESU/8BrheJnEAQol8uQUmJzczOq8RdcXV3BcRyEYQgAP6dZ+2G1wDTNibXgrXL8g+SFbdsIgmAa42OCIIBt2wBwAeDHLDHmhRD/ZDIZep7Hk5OTd2tDr9fj6ekpPc9jJpOhEKKNd/qBSQ1J0Gg0Vh3HuVBKodFoIB6Pj18Oh0O0220Mh8PxWDweh+M42NjYgOM4F41G4xuA2VL4jG0pJZVSLBaLrNVqdF2XuVyOruuyVquxWCxSKUUp5Yf2hM/ZMgzjxLIsJhIJaprGRCJBy7JG9/zTuuIvvvg0/gWCLeZjVn6SGgAAAABJRU5ErkJggg==) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhe2WP08qWxTFVxhj6KDAwsZxJpqX64yezAewoTSBD8BrXgm1xpjYcDuhMfFLmIiaqPHWZhpoLDRMcce8WAmB+IdkFI5xYL0K7lMBB/90/sozs/des7Jnnw18881oxFVV3bMsi5FIhIqiMBKJ0LIsqqq6ByD+VYWXDMOgEIL5fJ6lUonVapWZTIbVapWlUon5fJ5CCBqGQQBLn1V4TNO0A13Xmc1mKaVkl3a7Tdd12W63e2dSSmazWWqaRk3TDgCMvVUgNKy4YRi/5+fnk2dnZzBNE1LKP4GhEGZnZxEK/UkhpYRpmjg/P4dpmknTNH8HEdEXTdMOkskkfd/ne3h6emIikeg6MTJLuq6zVqvx9PT0mc2j4HkedV0f2hNKv0PDMNxUKoVmswnbtrGzs4OZmRnEYrGRvuLo6AiTk5O4vr7+u16v/wwaFxdCUErJRqNBKSXX19cJgBsbG6zVaoEd6MYLIYigv6iqqnv5fP5ZIikl19bWCIATExPc3t7mw8NDYCG5XI5TU1OFQAIsy2KpVHqVpNVqcXV1lQAIgPF4nCcnJ4GatFgs0rIsBhIQiURYrVb7Nl6r1eLKykpPBABubm4OLd5ut1mpVBiNRoMJUBSFmUyGruv2TdhsNrm8vPxMxNXV1UABrusynU5TUZSPO/B/Ed3GBMCtra3Pc2BQD/Sj1Wrx8vKStm3z8fFx4HvDeuDVKL69vd23bTuQ2HA4jOnpaSwuLmJ8fHzge7Zt4+bmZjdQUryYAx8hyBzoNwkvY7FY9u7uDvf395ibmwsq/BXHx8fY39+H4zio1+v/jBK7pOs6Pc/7kAOe51HTtKF3waDr+BfJw1QqBd/3RxHew/d9pFIpADgE8Os9OcYMw/g3kUjQ8zwWCoU3e6LRaHB3d5ee5zGRSNAwjAu8sQ8MW0h8x3H+KpfLh0IIOI6DcDjce9jpdHBxcYFOp9M7C4fDKJfLWFhYQLlcPnQc5weA91n4giXTNCmEYC6XY7FYZKVSYTqdZqVSYbFYZC6XoxCCpml+6k74kriqqgXLshiNRqkoCqPRKC3L6t52X7YVf/PNl/Ef6d1HiDpQfSwAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQ0lEQVRYhe2WPU8qWxSG3zCa0A2FDY2TmcQcrzOyMybGgthYmkBxS25zKwI/wY7bkMAfsOQHoCZqPD9gCiFaaZjCMTc3NHzFj0nGYkTgvc2RcxSEwaOdT7k/1nr32muvvYAvvpiNLUVR9k3TpCzLlCSJsizTNE0qirIPYOuzHG/ruk4hBIvFIqvVKpvNJrPZLJvNJqvVKovFIoUQ1HWdALY/yvGcqqqHmqYxl8vR930+0+/36TgO+/3+cMz3feZyOaqqSlVVDwHMTXMQmuRc1/Wr1dXV5MXFBQzDgO/7PzeGQlhaWkIo9NOE7/swDAOXl5cwDCNpGMZVEBFjUVX1MJlMstPpsN1uc1aenp6YSCSeIzEz25qm0fM8ttttxuNxnp6ezizC8zxqmjYxJ6Rxg7quO6lUCp7nYX19HcvLy4jH44hGo4jFYpCksdtGOD4+RjQaxc3NzV+dTuefoKffEkLQ9326rjs8ze7uLgEwnU6z1WoFioDruvR9n0IIIugTVRRlv1gsjhh7fHxkOp0mAK6trfH8/DzwVRQKBS4uLpYDCTBNk9VqdayhVqvFWCxGAATAUqnEbrc7VUClUqFpmgwkQJZlNpvNF+/7V87OzoYCADCfz0903u/32Wg0GIlEggmQJInZbJaO47xptFQqvRDxa668xnEcZjIZSpL0MREgyW63y3w+PxRgWda7IzBSCTVNQ71ef1HhXjM/P4+dnR24rgvLstBqtd5cGwqFUK/Xoarq2PmRMnl3d3dgWdafGxsbbxp9RpZlbG5uTl1nWRZub2/3pi78wdg68B6C1IFxJe2/hYWF3P39PR4eHrCyshJU+AgnJyc4ODiAbdvodDp/z7J3+Bf8Dp7nUVXViX/BW5n2neRRKpVCr9ebRfiQXq+HVCoFAEcAvr/Hxpyu6/8mEgl6nsdyuTw1J1zX5d7eHj3PYyKRoK7r15jSD0xqSHq2bX+r1WpHQgjYto1wODycHAwGuL6+xmAwGI6Fw2HUajXEYjHUarUj27b/APC+EL5i2zAMCiFYKBRYqVTYaDSYyWTYaDRYqVRYKBQohKBhGB/aE75mS1GUsmmajEQilCSJkUiEpmk+/3af1hV/8cWn8T8cDQH0xYNvdgAAAABJRU5ErkJggg==) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur136299 2.4s linear infinite forwards;
}
