@keyframes rwdcur6122 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClUlEQVRYhcXXMWscRxjG8Z+O41CCMMEEY0fBmDTpFiNMsAmYuHEKQ3qBjEuX+RipREiVj6Am+QIp4pAipAjBLG6sCNsxRhZCHEI2xhziLsW8I41Oe6eTQJsXFnZnd+b9v88+Mzs7hxE+x3u8xbs4byU6dV3DU9zANVzCh60BQED8jC/ahuhAVVUZ4kcs4TNcbgOik08KiO9xXVLi3CE65UUBsdoWRGe8oW2IYwBtQzQCtAkxEaAtiKkAbUCcCHDeEDMBnCfEzACngBidcFxGLz/cPS1xhqiqahXfYhDH0OFXdDmSDMa6r+Er/IatUwNE9QfnVVX9gPvYlT7j+0UiuIW+9LXNsWBcgXLgMgrJD67xh7Rv2IvBP5ZeQSfGW8TtgLiGl9F9OZK/VSjTjUHL+BM3GxL/HZ13YtDX2Jak3I3qhwH1e3TtFdX28CT69ksFvsQ9XMV8DLRRVdVKyJzlXsJPeIF/sBkw/TGAQdzjqAcGAbtZtOniFR5J7pwvqFfGpYn2N1H5ywB456gRp8Wx+52oYB2PJZn/kqR6yIHZshe+wQdFReUeMitwqujEALmiF3iGDaw3+AM+dWi87lkTlwB5/mZn70rSbkrOxZEZsSLtGT8qIBqjruu1uq6fx2Wv6ZlyJRxK1exLqvTxanwqRiziguSZrtlW1ItNz02iHwbETm4IL/wqKTRwKP2sy/l8U+O0lXAQyb6uquoOPomk/0pe2SlAzhzTAPYlXzyL6yzhXiTfjvtDR004mjDed3EsOoQ3NwPggvS+83I7kEy7p3n6jaYt7XiAX8z4MdovEmUXl2Ydr75MNCnygmcWgJzwvVR5nrZMnvtXcFfyTFNsKX5+T3oFZ4me5JdG10fyvuN7hf8n/gNmrA4+fU+JhwAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACY0lEQVRYhb2Wz4vTQBTHPxNCWGQREZG6FZG9ePEgi4jgSVj0IHgXevevEREE8ehd/wERvYknj4K/QJdFFzeUpS5LCSHx8N40k2nStJHOF0KTmem8z3vz3swYoASuAFPgGDjR9yCKyrIE+AxcBy4D54FTwQAAFOIVcCM0RARgjLEQz4AdYBsYhICI7IsD8Ri4hkRi7RCR++FAPAoFEfkNoSHmAEJDNAKEhGgFCAWxECAERCfAuiGWAlgnxNIAK0CUHc8ASHoBNEBcBbaAs8DGjKAsGx/VHR2/OoA7kf4+QaJwBolCbCGNMTVo53vgwsbOZIu8nX0D75F7wwQYA+fUeKTzDYFd4IU33VPgEDjAuW/ELqnqA3CzwfBHNZwCe8Bv4I9OeATkQKFQbxr8OQRe63/HbgRuAfeAS0hocuCbMWZUluUsCsaYHeAl8AP4CvxSmLEHkGmfr0xha30xsA+8o1qbRJ9RwyQJ8Fc931OAE508U4CVFKsHX5Qu0bbTwEPguReF+8Anx6NjZD2t9ysrVg9yJIwxkkybQO4noeoi8J0q63sbR40VVDfiiYKkyFo9sAMdmBFyZ6yV3v8AWBWINzkSlTGw3xKFIbJMG1RR66U2+kIhUtugOfAWiVBGFfrexhcBoEaOgLvGmNvIlpsDP5FSTB2Q3prbhTxtIuW5jezfEZInKVKKY6oytJqtl106b7MbOvCdCTR1BtvtNtP2CVUJ1uTnjAeyi+yIB8sA5I4he4S6yVrQUIIN27ur+cOoQ7ZMM6qyhfbav4AcuVst/bXDqCsH+ijBux94miK5k7X0h9U/INkP51kBXocAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur6122 0.66666666666667s linear infinite forwards;
}