@keyframes rwdcur188201 {
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8.695652173913%,21.639130434783% {cursor:url(data:image/png;base64,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) 3 8, auto;}
21.739130434783%,34.682608695652% {cursor:url(data:image/png;base64,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) 3 8, auto;}
34.782608695652%,47.726086956522% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.826086956522%,60.769565217391% {cursor:url(data:image/png;base64,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) 3 8, auto;}
60.869565217391%,73.813043478261% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2WX2gUVxTGv3Nnds0NZRuDD8GGtGgfSmhDjHZrpYqJSS01hWDRxhgVNS1ooQglD2EIS5sMJdjSQlG0CZWmhci2SDEPNcQYFE1WUYOJREQJWcE/D6VYYZ3dZGZOH7KJu9PZYTV/fPGDZbln557zu989984CLzSH4hBEIlJeEh+sfIM5uzliLgHMTVUfClX9S/XRj4mhiuIFBZiIVK4WCroFYSmAdYpNe/+OBAMLAjB5uaJGqOiZHhPBTxCfBURgD4e8a8waoPdiTT5sZSNAaaslwksk6Cvzo8oP5g2gY7i+5o4MdA34Xh6yGWEGbAeE32bfO9X9d5dkC7ATwK3kt6eOXdu+mkj5hYjeH1NydwwqeT1scUdq9zOL8MHYgbtxi/Zv6H2wLBuA5lgsdhJAC4AGtwmhEET7SH01K+ogEQIggIneG/PJbRd8i69YwAlmxC32dX4fO9B/zizZRUKESEFtcfi635lPdYz9QgjTMIzjUsrmZKwj9YHCj+tKBZT2tFkEMFPluJKTy8g7tsaKdX/7+Iucs5Ol+0AoI5Ag5sZX8peMjgJ/ejkAAJBSFhiGcRxAs9MJQcIE8z1mNp0QFlHZuFiUf+5qycBA4q3lIARBNL3IPCI+tKH3/nrgyT5lbMJMEHve/G3YtrCPGSeZEU+Dsym87sy/j9YPjzRq17pu2qCfAJ5qTCIAWCrAVcVhzGyF5ylwgyACPl3RecmasD5n5iPMHAdjgm10rj37sL/o9uRuYrth1VjfJ99c7bqoWNYfYAYYJjMGWEHP6FaaSDEuTdHk/hekBg3DeCClrMVUc870RPv1LfmwcqpVEu+u7Xs49NrtxC5mCgqCygAY4nzk1Ypfv15Z9zZAr7NA0+nygkhq7qwAvCAAgPeXF5m0SCemOqInriZ3+sxw0abvGstqIn1Vhf8482Z9EXk1Jh3uv8OMo8wcZuBxyk8mGGLFWPeoW/GnAgCgSikLM0H4D586rybML2Fz20yQccm2uYmO9oxnSuoFIAAUAigFsAZAEEBQSrlZ0zR3J34+fU95hB9Mm3fYzJ02c5P/yKnI/zJ7KGoYRhuA3wGMYOpadv1omtYGIOqEAAAGxP36qtynKewEuOFV3AXimeW8itHa2uoaBwBN007MplhWAG5FdV3fPD3Wdb3W8UjLXAJFk7amWewWm6uCGU9BcuXO1abK9XU9W0U1TWtzdHgD5tEFZw+06Lo+/T8g9cptxnPWjAte539BIJ5X8ReaN/0HTIKqux0X4L0AAAAASUVORK5CYII=) 3 8, auto;}
73.913043478261%,86.85652173913% {cursor:url(data:image/png;base64,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) 3 8, auto;}
86.95652173913%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur188201 0.76666666666667s linear infinite forwards;
}
