@keyframes rwdcur24414 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMklEQVRYhb2X3WsUVxiHn5ndJJv9IMmaNOka0tT6bRsDgQa9yJXmD5DihYjXQqFehV4VKdILLwteCApeRNAiFKxgLPaiQSjWFq0lFVetRmskaT7MbDKzOzPnoxc7k2w2s9tooS+8HGbmnPN7znvOvOccgzr2GLrqfd+obYPpWt+MDYjn/qP+q3oQkQAR4m8L8erfINYBVItryBWz2eTNTZtOoRRaCNC6pqIWAqTk4MzMySQ4JrysB7EGoFpctLT0zLS37/wjmfzcEaI15vtordFSoqshtEYD2vcRQtDgec4OyzrTC/cS8MisAbECUC3udnRsmW5vH3jW2HjUU6p7SAjaPA8pJVKpyNErIVBaMycEtx0H37aXN8N3H8DNNpiIgaqGMGqJz3R0DD5vajoU17p3v++b75ZKKN9HBiI1AaRESskry+I2UIDFTfDjDhjrhLvVEEZE2Hunc7nBZ4nEJ01a93zsefGc6+IXiwjfR0qJkjISQFNeAwoQts008BuoOXBa4M5e+CYHv1IxHSFADkBB999bt374OJX6NG4YXfs8z+wqlRDFIq7jIIVA2HakeNAeHYRVAB4wD9wvl14KHh6Er1LwJIQwK9rnStls4vfm5pGiUrl9nmfmXBdRLFJ0HFzLomjb+FDXZVCGk9QM7AZaoXEZ+r6HU1T81vHKEdzs6DiFEK3DQM7zVkbuWxZ+1Uhrma4ow4iYwDvA64j6awDwfUzTpE1rtBB4vo8vxIbFKy2spys8ytYAaClRSpUXke+jpETZNmbQ4UbFo8RqAZhRL5VS5YSTSGDs3o1qaakv3tkJqdTKo1HVcTgdUbZ2CrQGwyiv5D17yBw+jMrl8JeWKIyNkRoaItbcXIYslVg8e5b0kSM09vQgFhawr1zBzGZJDQ+j43FKc3N4Fy+i796tyb4uAmGKbdi+HQYH8efnkYaBkc1SnJxEt7WhMhmcp09JHj1KcmgIe2ICo7WV1LFjxPfvp7G/H+vqVRr6+kgMDtaLXfQUAPj5PExM0NTXR7K/HzOTwbt0CTk/j5ibw71wgVg2iyoUKJ45g3fvHrFsFiOZBCB74gQIgffs2RsCBBGI9/ZCNsvy6ChqeZmGzs51Vb1HjzDSaVIjIzQODCCmptCFAgAL584xe/w43o0bdQHikW+Vws/nid25Q+OuXTjj4zjXrqELBdzxcZASbdsUR0eJeR4Nvb3IfB7n+nWMTAbHsvBv3UJNTq7kgg0tQq0UmGZ5x8vncR48wEunEZaFtiwAiufPrzawLJZPn4aODnAcCNJ0aWxsjWDt00N1BKQs7/VKIaUE14WFhbodADA7u9pFUIa5Q1LeF6K3r2oA18WPxZjyPJqFQNl2zYZRVlk33Bu8wK0yz7o1t+bF8MLCF/HZ2cWfLIsnto1LdErVgVi1V4sXARt4UQYw47B4AE5WasY+gzSQAZYaINEAj+dh5xSkG8FIsrqIZFAKVlNztYcjdoAC8ByYB9UEUx/B1zmYMmAq0F8KAZaAjAFLGZAKrNeweRrScTCbWd1mQxcR7gFu4MuB+ByIJvhrC1zeCfcbygGB8EAC649kRdiah8E/4ZAPPdvA7Aoqh1GIsjBKbiD+ujzyF+/Bt7vh58qDCARHsrBxNYQDWx/BwGM44kJ3DlQazPC/jrJwLVigCmA2wcv34fIu+CVKfCUCtSBc6H0KO+/DiIDWGrqRFoPCXji9BR4mYDJKfB1AFISC7mVI/gBfvgnAATiZftOLSS0I/s+rWR2It7U3v5xGQPwnq3c9/wd8GrzlubPvLgAAAABJRU5ErkJggg==) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur24414 0.5s linear infinite forwards;
}
