@keyframes rwdcur19969 {
0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0UlEQVRYhe2VQQrCQAxFX0W6suJCioKIFMVbeBiP5uE8gFkI3cRNC2UcpA1DlNoPs5hAZh5/kgxMmjTp35VZE0W5AjugBm5Fxj0ZVY/Ll6I8RdFmXaxnzSxJRcYDyDuh2hUgooUrgCh5kFu6AgDrYF95A2yC/dkbILTc3YEQ4PhtgFLU1glWgG0kZnqGVA78BICpDlICnDwBwjkAXg6IAu+TEBxrYAXMI/G9aDSeHCBmf3vWwQPg0883uA5GBzC4FS0AsTHcanAnjO4JqmZO9NYLvQ4iUuKUN/kAAAAASUVORK5CYII=) 15 18, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA9klEQVRYhe2VwQkCMRBFvyKLBzUeZFEPIotiF9qDxdiHFdiFTViCePYiCAYVvHwvuyAxiDtZRl38kEMGMnn8zEyAv/76dRmyHnK+GnDxwpBHAOcQALEMuTckDbkLySN2YInNeobLYYv5yhL9EIjcskTLEldLMF1TaS6RA80KTgCih9BNFcCjhiqAJSLnbKwKAKDj7BNtgK6zn2gDuJarO+ACjD4NEFvKOkEK0PPERM9QlANfASCqgyIBxpoA7hwAtBywBPA8CQHFGmgDqHniA0tvvHAAn/1ZrqEGwKufL3cdlA4gdytKAHxjOFPuTijdEyTpnHhbd98NNtMuNohCAAAAAElFTkSuQmCC) 15 18, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEUlEQVRYhe2VPUoEQRBGX4tspLaBLGowyqJ4C48geBqTzT2Il9BojyGYGZhoohYimHwms7C0jdjlUMqyHwwzXdBVj/obWGklh7J0lSXrvy+jg3dZusmSsjTt37def8kBcA90pZPnlJp9Aay1XnhJ6QC4W7QJrj3Bf6ULPczO9Pb0qPOpif3Q4Ca2TLybUP+cen01lwBgM/EKjBZMH6EAFW2EApgYFXfHoQDATnGeRAPsFueTaIAy5eEZKAGO/hpgbPJNghdgr2JzlWGoDPwLAFcfDAlwHAlQ7gGIyoAJ+LoJIbAHtoH1ir0zVe2DA9TSP/d1GAHw3Z+vuQ+WDqB5FD0AtTU8V/MkLF0JJv2e+LE+AaXeSLpUytu9AAAAAElFTkSuQmCC) 15 18, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABTklEQVRYhe2XO0oEQRCGvxJZxMf0BrKowSKLD/AQBoYGgh7A3BOYeBlvYSImgpGpoZiYaOLYPsDA38AdWJtGd9qxlcUfJuianqpvqrqrZ+BfDchJnVyBNp3knXTYH0+2JTnpPNWn1QRYA84MCsEr8AAUpZk5aReYAC5Ks9OfAlgBdoA9oBtzJHgqzaYaBXDShsHxoE3BnNKs1stUGhtyXktwKbA7MxNcBfePUoJ/S/u6PtnS4+2Ntg+8WMga3IvCi2cv1L/WU30NW4IPmjHugdaA6SUrQETTWQG8aAXPJnfC1AzMBuNeboC5YLyaGyBMefYMhABLvw3Q8UrbCakA8xFbUhmaysCfAEhaB00CLOcECPsA5MqAf/8SCTshZFwDbWA8Yu96Re2NA8TSX/lazAHw2clXex2MHEDtrZgCEGvDlWrvhJErQc+Hfyxf6A0lYlfycRm1ZAAAAABJRU5ErkJggg==) 15 18, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 18, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhb2WXYhVVRTHf+vOZRzM3BcZB5UwG0xJJMEsRKNIzKQHMx+MIIzCyN6KIMuE6MFewscon6IeTBOfhKyGsBADCXUEHzJN8tua0e7xqmMzd+bfw1lnZs+eMyYibTjsvdfnf6+91l4H7sII0sqapCAN3g17t+PwpSDN8/XxIOn/cLorSD2+Ph2kzNeH/kNvMEgf34nD1iC1BelQkOQhLr6uIN33H/q/+NxTG9E/eDuOvygUEqeXg7Q/2pfed5DWBmmX6/bFgCKbjxX0SqI82WCd4FjdzARDzroATAJ2A+8BzVTX9WWwE7gmmGDQFqTzAJnZo26zblAeiZCgjuifh9HRGP4imW0+Hy+iE6RXXW5PYm8wSH+nTrYEaaAUWc6/Hoc/AfJTtJ4SpPVB2ut6Bz3suyNba5zWPp6/8aJTfNWNOr9vla73/KXnNzfEDJcZSHTW+nw6LVU/RM+dOFdDTG6IvoaQf08E6WKZwSC1B6niJ34zom+q3c77USCPALwL0BCDEYDFQXqnluRFYqenJAq3BuAOB4p1jDgBsNxlTqTJWWLvz2j/1ZhSAvCTHCUvw0tObrrS8WfUt5zRZdjh80Sfe8uAZGYGdASpy/cvltVyn+BmZrbAnXztrKrglMGcbtr2JGqdPk8GmpnZVOAm0F0GwmB5kDbB2IeoatAGvBCkKZaTNwZpsa+rAKu5sj0BMNeN3wtUgnSC3E7VozEQpGcL4XoOYkt6+FGJEmdpkL4r8qGWV8HK6P7VEAciG3HFXAwjrbotSPtSnxXI7xzAoB34zHnT3WAXsMJpQwBn+WhOYmd2kDZ7GQ5F9GmZ2bd+B3szs6fGAAjSIne008P4hvOW1M0sM3saOOlX0AQ4ypNLEzsd9zO4gPwAp5zWa7ndH4CrwJLUeZAmEaRFHqKBIF12xqdpt/OQrqlJqmvh1uQKlGn+w0HaGqSZhU7cTYsop49PnIRVYEeQ2gw2MLbb9QO7BP0tHO5IeFQ41pmZvQ0sK2j1vOxueAQASB+I1MkB4HfBkNdsPFotl9/BSN3HY7bPz8Wll5ndA2wHCNIs4EzMr0DeSFx4OzAjM2spcTDkMi+PA+BBn1eU8Da4xw+A32JGFXjfmUNBmpUe25HLgOgHZVqJ2GwAg4lpmF0XYCH5o9UfJGVmVgHmuVw3sLuehD55ySqNfFfWxzvjTZCuF+vI5nzL/6zecpkpFXICwGuZ2SMlholP/zjNLvxFTMbMhkbRr5XIFDl31YDM7EqlgJaZHS5zDsPhawJ/nKVl2ThiFWBWtO9NkjGO7MRYadwRh9FluwdvrVNUwq82crVlYzhPxjUWpCOWI70KYHnY98+hWR9PZwdHXgHIzB4SfON2hv+SsvyvGOBD5x21IhsT5wXAk36qpQYHBK+fw6rAJ2UAVvHPjcO0VoFWoJcoWWMfNUnK2/yFasmDA9C0vP93Av2Z2c+1HNMDeD8oG5dpaSP/gWl3uZvAGWBU8xJcMlhb9zIcNfz0/coN9AN1VxoCVlP+CAEj95mZTXC91sxsrjeldVE0pit/dwbKcqCXPIQXgB+B751+zk8yLoAWFNvbZnm3Xe9Ov0zEpxpU/wWxOlnFDQq7VgAAAABJRU5ErkJggg==) 15 18, auto;}
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80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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}
div.testarea{
animation:rwdcur19969 5s linear infinite forwards;
}