@keyframes rwdcur38920 {
0%,83.233333333333%,100% {cursor:url(data:image/png;base64,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) 24 14, auto;}
83.333333333333%,84.483333333333% {cursor:url(data:image/png;base64,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) 24 14, auto;}
84.583333333333%,85.733333333333% {cursor:url(data:image/png;base64,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) 24 14, auto;}
85.833333333333%,86.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhbVXK5SrMBQc9lRUIldeiaysRFYikUgkMvJJZCXuVVZGIpGVK5FXVlbG5YmQkEDY3b7tzjk9h3zIzL2Zm9AEMVCnV31cJ9G5P8Ru3VVpUBF2DQLI7xosXy5kvVh+D6MfBJC3AEs4YcP7y0S8hc1KYxCGzIOq63BabIt+jkqDOo38Pv+mtlJd0HbPK1HV08J2jjxv16NUACyxPxXxMcD5RdU19mX6LP9yCxCm3993T1CAQXjkl4U3qi+zsjOpP7rFArJlNdj+hbh9eYuTW/My9HrcCZgjAS7JqgpisORO8Aa5E33cFGG2gG0E3zCRJR0EpIxkaNNPR8TWf4tHAIAlujRDl2ZfagrIcUkwiHA7+fZZkLbDK0PqdFekWqlOK2Weg/JEpaWUC4NVbixoB+VZ6WW57lbRszRqD6aZZS3GsUUla1yuAwCgpRRNMwDgZCbz0x7bSq/P80QSTKAjwDcQGSJxeKC6triUAtV1JsiyFuLwQC0fyeae+wFtjt3mu4CINEOA0ILZREZEWhweqMrcvWOzYMg94VuIlbLFINa3ITMnXZHqqsyB4mRIS2Oo9iMFkDqBk6QEjFkE3zzyyPlis2XLPhBLZIx3LTQRzYaZ7gM7pq6F7orUmNNhNphSSgemRmXWWxk1+j0AE7n4gBor9P07isbcB6o3+5mJD4zjFEkptMnOAGZAqQ77fb1akjk3EQ/bpyKIaCo/pZum0UqpOZrFLUhE2mbMzm2aZo7c/hblGyVeivDJAwGRK3cWMosORDxDbheUUjpyF1V+93wRf89/d+mBb5HHskBELvrPBCyFONP9x0dKsFAQvXP667D+IJkQ1vqEP3/DOv9NAUSkx3E0x7J/kMDPzi/COlsppaWUWkqpfce/SsBmBgCg73v33DQNAOB8Pr+C12G1zzb1DlkG+0nSMqMgMg07J8sgmd30MvZn5xOsjuKWGcjmr6D+fAam6B08cgCzKABXZv2MiJUAfzEAUEUBTH17KdEDOC2FeBBZBngZ+QorpVJKfTo5CvR9j6ZpwMzJd4wXLd9nBMRInl30GfwDtZRYGVuh2oAAAAAASUVORK5CYII=) 24 14, auto;}
87.083333333333%,88.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhbVXK7SjMBC97KlAVq4ciaysRFYikZFIJHIlshK3lZWRSGTlk5UjKyvjsiIkJCR9r93XN+dwDvnNvTO5k0CGlNGgoz5usuTcb9om7hIaVIVdUweUNw2WbycSOytvYfRTB5Q9wBKO2PT7bSR+hU2hMXUGzDPVNOG01BZ934QGDRrlbXnmtlJD0HbvESnxMrGNAy/7eJQqgCXyQ5UeA5xeVNMgr7ev4q+3AGH6/X33CAU2dR74aaUN8WVWNib1e+csAFtXg+1fkcvrSxrcipeh43FHYIkEOGVRFaTMgjvCD8Ad6f1DEmYL2EbwhIgs6NRBykSGHuppj5T/TToCACwx7AxYc7hDCQUAyPPP2AkT5QQDZInwBQuOWGfCsvLKkAY9VFut1KCVsu/KPYDQUsqVwIRZ6/tz5brC8NZtouhZGsY70yyKHtdrD8gap/MEACDaom0nAJwtYH7aU1vp9XmayIIJtAf4AiID1O3uEOcep7qDOC8ARdGj293RyHv2cM/9gB6OXZa7gIg0owOhB7OJjIh0t7tD1KVbY7NgwD3ijyxVytamLr4NmTkbqq0WdQlUBwNaGzH2H1sAW0dwppSBsZBwggOS54vNli37gCyREd650kS0CGa+D+yYOld6qLZ6qLahCOf5VqhO1BDGXyTU5PcATOTdB9RVYBx/o2rNfaBGs59F92GECQB1p012JjADSg3I8yZyyVxiKdH0qQgiciXXtm1QdutbkIi0zZid27btErl9/Nv1mYOOiALwgEDiyl2ILKQDEq+AW4dSSgfuoipvni7S6/y1aw08BZ7KAhG56D8jsCbiRPcfHymBoyB6p/T3WfxBMltY67P9+RvW+U8SICJ9vV7NsewfJPCz84Nmla2U0lJKLaXUvuLfReBhBgBgHEf33rYtAOB4PL4D11m0zzb1zooCxfzaM6MiMg07pyggmd30OvWz84lFR3HPDBSFa4/HIzBH78wDB7CQAnBm1q+QiAj4zgBAVRUw9+VSYgRwWBPxrCsKwMvIVxYxlVLqw8FBYBxHtG0LZs6eEV6yfF8hkAJ51ekr9g+nlF8zUEesUgAAAABJRU5ErkJggg==) 24 14, auto;}
88.333333333333%,89.483333333333% {cursor:url(data:image/png;base64,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) 24 14, auto;}
89.583333333333%,93.65% {cursor:url(data:image/png;base64,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) 24 14, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 24 14, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 24 14, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 24 14, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhbVXK7SjMBC97KlAVq4ciaysRFYikZFIJHIlshK3lZWRSGTlk5UjKyvjsiIkJCR9r93XN+dwDvnNvTO5k0CGlNGgoz5usuTcb9om7hIaVIVdUweUNw2WbycSOytvYfRTB5Q9wBKO2PT7bSR+hU2hMXUGzDPVNOG01BZ934QGDRrlbXnmtlJD0HbvESnxMrGNAy/7eJQqgCXyQ5UeA5xeVNMgr7ev4q+3AGH6/X33CAU2dR74aaUN8WVWNib1e+csAFtXg+1fkcvrSxrcipeh43FHYIkEOGVRFaTMgjvCD8Ad6f1DEmYL2EbwhIgs6NRBykSGHuppj5T/TToCACwx7AxYc7hDCQUAyPPP2AkT5QQDZInwBQuOWGfCsvLKkAY9VFut1KCVsu/KPYDQUsqVwIRZ6/tz5brC8NZtouhZGsY70yyKHtdrD8gap/MEACDaom0nAJwtYH7aU1vp9XmayIIJtAf4AiID1O3uEOcep7qDOC8ARdGj293RyHv2cM/9gB6OXZa7gIg0owOhB7OJjIh0t7tD1KVbY7NgwD3ijyxVytamLr4NmTkbqq0WdQlUBwNaGzH2H1sAW0dwppSBsZBwggOS54vNli37gCyREd650kS0CGa+D+yYOld6qLZ6qLahCOf5VqhO1BDGXyTU5PcATOTdB9RVYBx/o2rNfaBGs59F92GECQB1p012JjADSg3I8yZyyVxiKdH0qQgiciXXtm1QdutbkIi0zZid27btErl9/Nv1mYOOiALwgEDiyl2ILKQDEq+AW4dSSgfuoipvni7S6/y1aw08BZ7KAhG56D8jsCbiRPcfHymBoyB6p/T3WfxBMltY67P9+RvW+U8SICJ9vV7NsewfJPCz84Nmla2U0lJKLaXUvuLfReBhBgBgHEf33rYtAOB4PL4D11m0zzb1zooCxfzaM6MiMg07pyggmd30OvWz84lFR3HPDBSFa4/HIzBH78wDB7CQAnBm1q+QiAj4zgBAVRUw9+VSYgRwWBPxrCsKwMvIVxYxlVLqw8FBYBxHtG0LZs6eEV6yfF8hkAJ51ekr9g+nlF8zUEesUgAAAABJRU5ErkJggg==) 24 14, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhbVXLZjiMBB9vQ+BrDw5shKJrERWVkYiKyNPViLrDomMrKxcuRI5EomMy4k0adKE3eWWne/rR/M3783kTVIK5IwGk/TxscjO/aZt0i5hQE3cNUmgvhmwejmR1Fl9i6OfJFD3ACt4YtPvl5H4FTeFwSQtWGD6eIyn5bbo+yYMaDCob8szt7UeorZ/T0iJp4ltPHjdp6PUAKywPTT5McDrRR+P2Lbls/jrLUCc/nDfA0KRTTIAP6+0IT7Nysamfu+dRWDranD9K3Lb9i0P7sTLMOm4J7BEApyLpApCc6Du1xN+AO5J7x+SsFvALoI0XXosQbyHHkvoq1hAJwmlMhl6qKc9cv43+QgAsMKwkzi3AMt7BihnwkY5wQI5IvyGBUesM+FYBWVIgxma0mg9GK3du/YPIIxSaiUwYdeG/ny5rjCCdZskelaW8c42q6rH9doDqsX5MgEAiEp03QSAiwUsTHtO+UFfoIkimkB7gN9AZIHk7g5x6XFuJcRlAaiqHnJ3x1Hdi4d7Hgb0cOxtuQuIyDAkCD2YbWREZOTuDtHWfo3LggUPiD+yXCk7m2R6GzJzMTSlEW0NNAcL2lrl9+8lgNITnCkVYCwkvOCA7PnisuXKPiJLZIV3aQwRLYKZ7wM3pi+NGZrSDE0Zi3Ce74TqRQ1h/SVCzX4PwEYu36GvAuP4G01n7wM92v2s5LsVJgC00tjsTGAGtB6w3R4Tl8w1lhLNn4ogIl9yXddFZbe+BYnIuIy5uV3XLZG7J7xdv3JbElEEHhHIXLkLkYV0ROIZcOdQKeXBfVT1LdBFfl24dq2BL4HnskBEPvqPCKyJeNH9x0dK5CiK3iv9dZZ+kMwW1/psf/7Gdf6TBIjIXK9XeyyHBwnC7PygOWVrrY1SyiilTKj4VxF4mAEAGMfRv3ddBwA4nU6vwPWW7LNLvbeqQjW/9sxoiGzDzakqKGY/vc392fnAkqO4ZwaqyrfH0wmYo/cWgANYSAG4MJtnSCQEQmcAoJsGmPu2SmEEcFgTCUxWFRBk5DNLmCqlzOHgITCOI7quAzMXXxFetnyfIZADedbpM/YPTo1nWxxAnLcAAAAASUVORK5CYII=) 24 14, auto;}
}
div.testarea{
animation:rwdcur38920 4s linear infinite forwards;
}
