@keyframes rwdcur72739 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHcElEQVRYhcWWe2yddRnHP+/9PdeenranO6dr1251l8pkKw3CBCQTAecWQOkiiGgC2YIEl0gMKtHa+I8QQuIlEgty8cJlIAhxYJc5EraZLQVkA7qOua67dL2dnvv1vf38YxuC6akUYnz+/OX3fL+fPL/ned4XPmE89dR285PkSx8nqbe3N2xZfrlQOC0vW7bMCQQC1ulLL7We3bzZ+58DfOnmOzeWtOgTo68+qccaI/Ki+CLHtgNOU3P8kc6lkXv7+/udheipCwUI2umx48dOh4Utq6qm4nke0WiCI4eGrn/69/vGu7q6Hh0eHi4sVHdBsf7WnwwmlnaLCy+8UKxf/wXRoCLuSCAuq0PEJZ5ZiJY812Fvb++c5+8nBWMlLRjBdV3S6RQ9YbgsAjc3g62yeSEAH6kHtn3zuvaudRtOb9261Vn9xVuvUGanfzs5+mZnXSxMU6yZkQP7uCkGbxdhCl7r7ogNh4KRt71VVw4MDAzM2xNzAtzzs3vC933/vtwD372p8d09+wdT0+NrfL7oGTPesvXA0YnHWuRczC+XiEV8zJaqTOQdppMQbKwbSWjZ9nQVU1Uk4g0tf3ju7dPfmA9gzlLnT+YL64OcGHzyxWMHjhzvtl1LLpYnF4+fOLijkJ+IHc8U8BDoCuQtiUwFFjVCTMuuFGDG/JCvCGaK9vrt27fP+5y1niBxczPjEvAe0BkEWYayCaqjY3omslxCUj1cYZItSEQDRQoWpMsQ0GAsAyvj0XeeGU6tng9AqXGer1aYUVvaji7WyxdPF12pKKAu5OPqO39J+6YfE6mP403NsuZbv+KyW+7CrVQpzxwmWRYUqoKWOt1qjnd+Z+jE5PDHAWBWMDSazA6u6+mZNgONYVuvn4nWdyTWbtjGc4Ov0LWmh2MnpzhhySgNK/hcTydDg0+iNix/uaF+0QNNHcv7fz14YPd85vMCnI83jo2/fujU1ONdS+slo1rapJDgmT/+nD17d3IqeYKD+/ewoqMNtTTO5Fs7cTCPO0vW3P3E8y9PnJO4CrgH2ARUgNEP6n+kMezr2+I/+PKLxxXHisUCHqYC6aJNhSgBKUVAkSjYHumChY7i2fUd1z2//8hfgNuBh7v8Z3WGSwBsBQbOa3+kVTw8fCRseERaQ35iRhafIaNE/Mzm8sTCQRwBs2VByGczk8rJ+cxEEJB9Mg9/uQFuaDqr88IM7JjlN2WPRwAPaozhf8azXVdOO5bar5fyVAs22WKVfNHFtSqULYuyZeGIIpbjMZYzHLt5+TtAZ9mDntC/dS4KQfns97JzQRW4K5pSZzpWPX740L4+Q7J13fDQDRfH9tAKFi7gCEGmBGrz0ge09ljyCnFFcmjva7yeh9Zzfwxv5MEnQ9njn+e15+2Ba675bHthOnNvaurMhlTF0ddolcZWnyDog6oMlRKEQjBbhZwNRQsqSqBiqhq2kFLTnjF2ZGxy3Xw9UBOgr69PfXPnEwe85Fi3KSQOpwTJapgWTdBoVNAUB1OGrCuTdg0kzU+jOosiCfwyaJpEzhaU9fih3SMT+8/JPgvs+qDPnAB9fX3y3195rE3LTh2NSK5a75OpWhZ/zXVimgFkUcAqFlE0FUUzMP0BfIUsIW+cetVB1WQaQyq2a5NzQ5a56uKOR5/edWYurzmbsL+/34u1LKkEXcOJKiA8QbIMAdOkaJUolit01lVYZmbJZTLk8nn89TFKtkOqCrmqhG0JXE9G0s1J9Wh6ulalay6ijumTuhpf+ulqenplwYGjWYGoZvDsImubLC5vF1wQ09C8EmOnZqnmJxFCMJ0BVQPPdklVQQ/XPfi7ofdereVTcwpeSpHacmPPtn/8eTQB1sUFoVPnd1jbUseKiIWhCCzX42+HK0zZQMl9PzefIlNpatRDUf9LRnP9L2DO6s9fgd6rL4lWTo284BezqyxHGJpw8RyBXxdETQdD9dh+qMRoRnB7Au5IwOURGK/CWAVzVbx+Sm8IfnXHzneTNd2ZZxHFwsZXonL2kpCph1sDEPWDqkhMzFTJ5F2SJYuhUx4bG+DzEfApkDBgWysYEuSy44vrsskXN268yL9ggLuuvVbX0xM/aPdDd6tGZ2uIxRGJuF9FVySSZYd06exKW+b7cG5QgUU6JIsSbSGrxzebvnLBAO+OvX5BuDzRZjo2qg2LQwZBXcWQHBThMpYSTOUEAEfLH87NOzBhweo2hUgY2dDoWTBAojUx4kq+TLUiYVclLMsCScZzBRjxMdFwwQ0nvU99PWgaqR1J2JU6a3yiAg+eAkvA0noZ23XBCJycD6DmJvzRVd0/NPLHfiprrix0i8MzDpOlhlJd5+pr/jS4e++5a90q7HHgQ+9802qJlc0KSSuYGlWXrN6x+2DNMajZhLIdur8UWXH/maJkDU9ZnHHaRlp61m36gDnAmw60NDU1fW9FW3z00kWSt2UtdERVZio+S3xmw86ey6+vuYTmrcD5+PZtt3Q6FStMIDIyMDBQqnVvy5aL1CPD7o1SMX9bxGec0UKBhy657Wtv3b357sp/8/i/xr8AMgQ7IfHQqGAAAAAASUVORK5CYII=) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHnklEQVRYhcWXa2wc1RXHf/OefXptr9ePtZ3EdkgMIQSSJg4hgVAoJeoDVbULlNBSIK1aVRXlQ1VVVWr1W1oJ1EqksUgbJFTSGKoWkaQNKaS8CqmgEMB1IA8njR+xvbv2PmZn59kP64CztQ0pqnqk0Vyduff+//fc/zn3DnxCe+KJffonGS/8N4O6u7ujlhUU8/lzYnt7uxMKhaxz69db/T093v+cwK13fudzhlLz2Knnf6sm4jGxobHBse2QU1ff+GhHW+xHvb29zqXMJ14qgbCdGTo/eCzq22JYVuSg53nRZPKymtrqZKa3t9fp7u6+pDmlOXxB4B7gW8AXgCQwANgAAwNvj6/89B3XTYwOtWuSTSAQJBxu8gZeeuq0nD5/9uV3BsYuhUAl2y7gDLALuG/m2Tnj6/pgUDhhKOEYrutimkVSqRHW597adlU1+y8FHC7WwGIB3vdBbtPhuljZ+dIUnDJBAM+H9itvvrtVSo3vHjv1RkdVIkpDQyOpVBHdKpxzdOmeK6UTlidE74iEY297nTf09fX1LaiJ2QR2A9+4OgwPtIA088X14eF/wRt56EwmDiPIK5NiNhEUDRKxACmjRMqACQMaauoOBOyxG1Omr8uSQGNt8vEn3z63dSECs7fgJoCexIfgUG53J8rt6cnxm/K50cTpqTwePqoEOUtgvOBQrTlI1ugW1/f1RBByps9Ewb5x3759C4pSntVOANQq/9kpPuPLOrClCXQviigaFK0iTWGdECo1oQJ5CzJFECUQfGjQ7XTPR9SG2QROACsGDVgdubjToFF+N8cFbvneLoh3Mf2Ppxl94Uk6vtJLfVsT7z79S06/tpcJ02Gy6LGkRrVq61p7Ib0Q/kVbsBtgzygMlz50DpfKPoCOliuIL9rEgecOEV7WRSZ+Fa8MHue9tMrGL23FcqE2ufzAoiVXfrNpxfp1j/z1zScXRK+IwK+A7rTDtT84CR2BmbAUwQea6/RTtVKp7b0jR3i5fyev7VfRFIfM88+SqApwcrKELrhYdl6229Y9+kh//8cqy5WlOAw8JMB9/qwOifrqPeta1C2KayUSIQ9dgkzBxqSGkJAmJAnkbY9M3kJF8uzqJV/8/avHn7mwSAFuA/DhD8BFaTk7AgB54H4ffgisAEQfjm3atFIWTw3e2RIJktCmCWgiUixIKpsjEQ3j+JAq+kQCNhPprJibGg1fmLBd4sW2aLmInc5y9ITLutmA86XIJHAEeA6Y7L/8hnHHkntVI0cpbzNdKJEruLiWSdGyKFoWjl/AcjyGsppj11/2zgcrEun6WgPc3QBZkbWVQJURmNO+W5OWJ5Z07vnnsZe3a4KtqpqHqrk4toeSt3ABx/eZMkCub/u5sjgx2Z3oFvv7+72wx6uPjZUjEPU4Ol4x93zHcRhYtXz5oqZqTbt1amL0M2nTUVcpZrwl4BMOQEkE04BIBFIlyNpQsMCUQqYuK9i+kC4FY4f1oNr74tHj18DcGpiLwNd1kd+YMxrWRdiQhNECTJaiJBWfuGaiSA66CNOuSMbVEJQgcTmFJPgERVAUgaztI0daX/jjW2c3A3NmRSWBzwIHG1XYUlt2HEzBiAU9S+EVswNdDyH6eaxCAUmRkRQNPRgikJ8m4g1TLTvIikg8ImO7Nlk3Yumda5f8eu/hkbkIVGqgNyzB9sUQmfmyNgoPnoBjYxBq0MlaBqJj0lllInoux1IqlutRW5PAGDuD74LuCVRpPq4gIqj6mPx+pnLr5yagCaxdHvwQHCAsQWcQ3sxDx9S7qAS4qkGkq0UgLCvUn7U5em4U/DRRWWBoWqQ26CF7LiVBoKpB3t3399fnPZIvSkPbZ2TMKh/8F8zzYcwqVxM9KLBhaYjVLRKaJBBURTYtCrD1ao2gnCVj+Qjh4I7ztjp4zo0bZrRlr1lf94v5wKHiSuZDVdblesODpQGwffjdePku0BYERfAJqj41ukNAlVAliZFpm+1/mcYuwpkcCHlrw7I6N14fbzzuRvSv7j/07uRCBCpFKAMHmbkbXLBVcagLQcYSEBFY0yrRWqcQEOH7Txvc3wQbY1B04SdDsCIJzRGZrB87arQu2vzMM68b8xGoFKED3NxcXX37iiZtV42UiTbHXDRZZjhVQs/LZEoek0WHelsk53i4lIUKEJBgZQhkTeaK5iqGp6w1Z1KZG4AD8xGYsxRfVi+9t66qEPxUrUazrtMcCRNWZTTBQfJdhtI+x8/bDE/byAL8bbo8znDLYm2vVZFVn1gUUVNYMx/4XBEAoKmladA1xqZKZimueAKCZIEg4rk+aI1DfqT2gcGSpUa0qNjRPrX50RMntv0pDWkbltUJxEMuBdPBdl3QQmcvmcDjzx4zfnzTNQ85uZM/9VxfNEsl0kWHrFhnxDs6tz715+demtV9b9fl7e9HJk7+bHlSIFkn4DgiJcEhbanpjCweWojAvBdG0Y7sMGLLdowUBGvgvMWI0zqYXHPt5yvAAbil+66HpfaVe4ZzijeZA8NxmDAly1+55dCajbfNW4TgY/wbfvveuzoc04oSig329fXNq+Zt21bLxwfcLwuF3L2xgDaiREI7u+69/c0Hex40Pwrj/2r/Bl57DcQIhs6zAAAAAElFTkSuQmCC) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72739 1.25s linear infinite forwards;
}
