@keyframes rwdcur53320 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe3VvWoUURjG8d9ulkSWRdZkzPoRlg2ohYWQCLZpFTtLU9p4ARZ2mQvwBgTbVN6AEVsbO0UsgoYNqEQJgotZlslm1uKcRTvHZMRmHhgYOMx7/ud53+cMlSr9Z9WO89Ek7TVwCrPIMURWS/v/FmCS9qCN+QiQR4g6BtiPIKPSAeKp278BtNFDM27+GTvYw7iW9oelAcSTt5BgCddwC6s4jVHc+Dk2sS04kf2pdqMIgGBzA4u4jYfuJ3TOYA7fWza/JN5n8xH0Md4VKVwvCFAXer6KuzbO07mEZVzEEutdFmYuCC7dEFpUGgB00bbS7LIgmNHFlfgkrLX4NaCLZQKMY9GOZEaYu55gyPUIsExnVlzIkMXBPTlALe2PhawPHU15ruIm1uJ7k3xCSMRX/BBienKAqI94bfcQh0KLpyGawy5h6F/hrZCCUgH28MaH0RNH3+IeU21hm61BjqeCC4MiRf/2JqwLDb9n4/KDkMgDPOPRJw7ydbzAoOhteNx/QRPncAdn8VKwfj/OS6VKlSpVqlSpsH4CTaNt7SPWOmAAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhe3UvWoUYRTG8d+sa2KCu5qwRMUPBlERkRQ22ijBQsHGwsIb8Aa8AucOUouN2FoqaBUQFBYLQRAxIWwGDeTDEBVW3F03OxbvCLHKbthgM38Yppgzz3neM2ceCgr+M9FuX8ySuIRyfpXQQjdK0r03kCXxARzGFKq5gQ42sBwlaWvPDGRJPI4azuAuLqKLOt6ggTRK0ubQDeQnP48ZY9Gsk/v5jXaPTsbGVh2P8BqNKEm7O2mWB2g+jqO4plqadWeSU2NBImvztsl864qlzio2sY7vQzGQJXEZI7iEm+5NUTmOCXSJfnC5HO5LnWlM493QDOR1NcQit1RO4BwqyITDRpxt8UIVo8Jy9iXcLyM45OrBvPExnM4lFvGLiTVYxjdhMYdmoCf8ZiuOjGKfMIEb+eMaVvjZI4z+s7AHO1Lq00AHTXzwpY0t/064Egw824T3+CRkwnAM5Om2jlS9+Zg1LGyreBV6zrdfYg4LUZL2+tLup2g7WRJP4qkHF65zGx1Wn/Dw63Pcx+IgcbzbKCYswYzwrRv4OEgEFxQUFBQUFPzlD5ElfK2SRot3AAAAAElFTkSuQmCC) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur53320 2.6666666666667s linear infinite forwards;
}
