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0%,6.15%,100% 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6.25%,12.4% 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43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAN+ElEQVR4nO2bXWwc13XHf+fO587Ozi7J5adoWbYl2ZJlx2hs00GZJmgDtw8FWjRBnwoUCBA0SFG0L3kI+pCHwCiKIECABir6kI8+FAGCpijQJqlRG3AcNihlQXYV1x+y4siSSFH8WJLL5e7szsftw53lh0w1cRCIS7QHGM7szNzLOf/7P+eec+4M/L/83xY57Af4Vcj8HDZg7zmVAunM7M9veyQBmJ8jBALABxTQAnp33JYDvZnZ953fJ0cKgGKkp9lV3t1zuQEsHdCsNzNLfLc+jwwA83Mo4EHAFcHWmqC45BabAlYxIKQYRuTFPfHdmGAfdHJQpFBaYRSpUYy41viYZ++bQF/qwAZGebvY94p2BwIwcAyYnwPAF8HV2ignQq41JwBXCb1cE8EOA+6UZQwTwICQFlsbiDHOsc+MwQKgGPEIdkZ4r5wUIcWMeKD1rhJ3yAYGhD47FGb042JLi317ZnaAACiUH8Y8+EFyGqgV9p+L0DoIBIGmhqaA0rtAphhg+s4wL44bg+QDatxd+eMC54ARESIBpTX/Bdzce5MIqgBFaWMiff/Q9yPs+R0AyvqVqvBLSjG9Dd3l8klgXIQE4QERJjQ8IIqTmKmvya5yIsIKUGa/cxSBbSC7o297UBiwz6EV9FUCEcKE1oRoJhACNL+hFFMlHzodHs/hW1rzpgjLWrNczBDqjv5zbczgfTIoAPQDGh+Y0BACbYQQzZQIx4qZYBphsV5naqgGSjj+1hV+H0hEeL2g//t0EiG+m9M8dACKaQ9gCniE/c90P8I00NSaE0oYRpjwPHAd8KswPc3jN26gtKashOdzTbRH4VygpfXdI8E7qXLPpUhYIuAs7x8QuzgfiFCzbJ4pl5m2lVEejJ1UI86J8BcavizCR9E8I8IJpUi10dE9oG8ADt0JFgx4DBi585oIjhgn+KGRYX5tahKmJqDcv1NDnpjD7XaoPG/asazqiNbtV/M8s7WmDCwACUbXnP2zweGbAOAK+NrMyzvToJhRK1l2lJeD5oOuC9WdYNhIYwkcF5ThsfK8kbEsS8bq9TMnkyR+udF4+4dJshhg+laYCLOl9U4X+aEz4DOfxhOhDpQwo6SUMAwcC4JHnrXshY+MDEOpBH60v22pAl4AoqEb94jjGKV8fL/mBUF0OqpOP+37x261Wu++WTSRYuvPCN2BAABj4yXAFrhfKf9UuXzmD7MsPhVF6wwPg22BrTjQaBfeg14POnEHWCXPG9h2BccO/SCo/Ob4+BPVtbV35rROwQDQT5K6h+4EMUpvaOO9a0oFQ7WhJ34ny38yViq9S1gBPwQ/ABzQnd2GWRuaq5Bl0Ke11hDHDZaWfsjy8n8iArbt/NGZs5/6klKlftOdxOjQGDA/h/uZT3Mfxsk9pBQB8HRUe/xTzY2Lk5UQshyCEgQRZuTFhHTxFnRasHDLjLwS6CUGCLVnSLvdJkmyiONM4jr+mfGJc+Xbt197XoQOpkYQH0oyND+Hi4nthwUCDXURglrtqd9Lk1c+Yduw2QTPg0fPgvKADLZbkOewsACua5QXgSyFdsfEtZYFSWLusy2wHfC8OvX6xyiXq2R59skg+vt/6j/LYc0Cj2CKFxTzdFoqnR53vfDjypzDsoxCi7egXALfh40NWFmBtHBhWpsRdxzjJLU27UTMsRTD2+2u0my+juM8RTkM/ybr/skLF1/5ux4Q33MA5ueIgIk9p2wR4mr1vme11vZ2e5QkWTHKCYRFlrC9DY2GUV4A161iOxGu66NUlzheQKlsxxf0lc+LWX9z820cdwKljk+1O60vA9+Ew2FAfc+xAvC8B33fD5+I422yfI0whFbLbLZtbHu7bZSxLLMpa5zx8ceJoiGUErKsx+LiBTY33zD3KcOkvbKxfplyMIFlOX+gVPi9PG8t31MnWER9k5jQt4aJAD8UVk79luuUTnY6t+h0lnBsqFQgjqHbMw5OBFz3PkSGSJNNRII47vZei7vxJc8rx0mSjW9txfj+MHF8e4cBsAuE1jEiI8SddqC1PZIkK8v3mgE2ZvqpATMYBtiWsh/sdJp0uzcQgU4H2m3wS4byWQa2PVFMd++hgW73xsU4vnFhq0lv6RbPDw8/fWZr673PheEJbHuUPF8x/1F2y15aw9bWVYLgISzLOw789r2OA3JMADLBbiKWWpZbF7HI8xZaw9i4cXpp4c11DnmeYds3+g7ukgivF1mfC0yur1/4SVCe+pbj+Pj+cfJc+vqjlFE+TUFkkbW1H5Em29Mi+PeUATOz5PNzpJgqTg9wLauW53kapmmXNE3wPaO4UqaK4ToQ1cH3V0gSWFoqPPxumVuJEGnNJ5ubrwaed6IH11zbNmbT7Zq+RGB4CMIy9CJYun0rRHPuMCLBVgHAT81x/mS7vcr29s8ol2FywoyU50OtBlEESc+YhWMbZgB+rjmNqSEAnFbCE2ierlSuuY89CtUIggDGRo0J5Tk0tyDTphCoZAuE6/ccgJlZWsBbmIQkUMpdLZWGEVFsbcG168bLu455+PFxKIfGDJLU7DErRAo4aSmmtGZag60s7KQHK2uQFtW/oLRrAnkOCzdhdeV+asMfQ2uuHFYu8BZwEahlWbdnWQ6uO4ZSZoSnp02kVx4CNzTxAEDgw7FjcOwYvlK4GCacxTDqqhKjeKtllLYtUDaMjEC5XARKtkV99FFct9QDlg4lEixWZi5f+A++q/VWPYpGPy6iakliMVrPSBLDgr5UqxCUoVyFThMsG9A8qRRLAiezjKsCDcQAF5ZhaMgAAIY1tmVmFqV80rSH65ZuAm8fajaoNYtas6QsdTUIImy7Yrx1YpToZ+2OU5hBbMygtQVKEfo+J7Xmmiiu2fZoqnPjJ8LQxBAiIDb43t4gKkRrTbvTbIqwetgVobeAqNvtvCHIk3leIk03SFMTA7RbJqLrpeA5sNGEtVUDwtg4xB2IY07Uak8rW/nTjfWMKGrgOEbpLIOkYwKp1rZJnly3im07dLe3rmjN9UNfGpufwy+Xz352bPz0V/IsU8vL/0aWJoyMmFFrt81oViqwvmFGtRoZRnieqQatrELcNb+Hh2Bs0vTd2oS1NWisGzNw3TLV2kfwS2F7ceHiH3e7N+cOmwEA09vbb7xhWWdf8L3ys1F0hvX1y6w1dj23iJnCRHYzw7AE0QiQGUagjW9obkLaMwWUOIaNzSJuUBBWzuF5ZZKk+/1u92YTiAehIhQBrK3e+DZCXqs9guO4O+msZRkz6AOhxSRIpTKmSOLC8Ai4nmHGyCi02rC6BsvLu+0cO8T36yA6Xll+4weYJfR8EACIAdbX5xfTpPeyUg5DQ4+Z4oYqKjxi9paA75gRvTPTc10T5OSZAS2OTUUJzP1B+RR5nhN3WnPd7nuLwDUGBIDr/YO1xsI/IBCGp3BdD8ctPHnBhJwivI2hu6c26NgGAMcqKkEOVMLdOqHrhATBFI7j9jY3r38b+DHFewKHDkARGV4Ceo21H19P096c6/qMjn7YlIsKFijL7NfWYa1hIsYsxlBBg1MGKzBTYKViNs8zIJTDh03hxLL/udO5+hJmdaE9M0t66AAAzMyyOjPLS8DLUTT0Z74fUKudQ1m+yesFKHyCsoxD6/XgnSvQ3jTUT1qYumHb1ASTxARQDz4AcRyT5VnaWL3+TYoXJWZm2amRD5zo5HP/gta/u7x8kZWVV4AiLS4onRVxfp6brVQylK9WoNWBrS2TPImAUsO47iRhODV369a/fx64gqF/c2Z2ABZH75T5OVhbu/23m5vr2PY0YO8o3BfLMvmBbRuziGMTF3R7sL5uYgdTU3Sw7QlyrWk0rr5UNA+Lvdr5M2By/KdXv9vY2Lh9bXu7RaXyCLCfAVoDslvw7Of9vaJ6JMWsUa2do1o9RlCqv9bt/uydon8XdvKRwQKgWC+YAhClvjI0NEatdpa962F9IPr07zvBzU1Yvm3yCFMe9wmC43hekLdai//KbgGl/9ocMGAAsEtPlm69eFHDJdv2iaJTwAEsgB0vFsfGOYJhQBQ9jIjQ7cUXO52r6xjnB6YgM7AA7JOtrcbXAYaHH0MK7eQAty1qN9sTBZblEAT3A+Qb69dewER9G5i6QXvva7ODBkBr74+bN35wKdfZZdsuEQQP7ARF/cCoX+sDc9xfMapUHkZE0UviS+32268CV4GWCNcxC6M7MlAAFCOz743vra2NrwNUq2d2WAC7S197GWHWDkpMTn6YMIzI0uQ5TMp9DbiqNa07vyEYKAAKuY551RWAG9e/dyHX2eueF1Gvn9tZ9+tvsCdaVDA5+RSlUoBfCr6ztPTi9zEALM7MEh/0AcUgpMP7pJie3p2fY5HCKXqe/+doedG2H6fReBOtk31tijI5rhcxPHwWRFJBvvDzPpaAAY0ED5K899nne93uswsLF9jc/O991/rmcPz4JxgZOQ3CeXHO/+kv0u8gmsCBIqI+b1k2YfgQSu2+KbWT8blVRuqnQWgDX/pF+z06ADjnL1u29R3fL1OrnQN2lReB8fFn+kWCr4pz/qBPZw6UIwMAgIj6guO6aal0H0r5O7NAqTROrXYchA3grz9In0cLAOf8u75f+oaIUCo9BBgWTE09g207AM+Jc775Qfo8UgAAiKgvjo5NxadOfZQgqDM09BBRdAyEReBrH7S/oweAse+viiimpn6dqaln+pe+KM75u74UfTc5cgAU8lcIG5XKMTyvCsIV4Bu/TEdHEoDCzp/bc+ovxTl/t4+o/lc5kgAU8jWEtxBeAv7xsB/myMr/ADjjXQXmW9ZVAAAAAElFTkSuQmCC) 0 0, auto;}
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81.25%,87.4% 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87.5%,93.65% 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gP/ELQnZw8TKk0jTH60uVL//XvI7dobrxN/0N0RwKw/9APz1cqtW9Wq/Yrum639d0s64wy3LyVT+bgDgUgp28VgsJbSsnLly//8Ccj59uMlLs3o7Fqi/+ytLxEA1vuhvwC0gf4X+bLfDOEeFDXAAAAAElFTkSuQmCC) 0 0, auto;}
93.75%,99.9% 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0 0, auto;}
}
div.testarea{
animation:rwdcur243800 2.6666666666667s linear infinite forwards;
}
