@keyframes rwdcur188637 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyklEQVRYhe2WXUwUVxTH/3dmdnd2F5ZdWWFBxWotqFCV1oAtUlJtsDY2gtQaayGimLYkbR+KirYNGNOklvDShFjEB2L7QDCpiSUba0wLxlJL/WJdv7boqlBAxGXYXZad2bkzfTCLqMuHVu1L/y8z58455/7uPbnnDjZs2PDbtm3bXsN/JKb3RT9/KPdyy9ufFfxUVlY295kDGP8iTnZxLFzbjauOZl05n7dlTV1dXd30ZwagHeTOUkEE0bGQllm5ixWGkm+1P14q/nDTVzU1NYanDhAfH++gvcP3BqI1COXZok6UDe+sR9PVkpKS0sbGRuapAeTk5Di0PeJDH9ipPHzv22y/fjJYs7fj+0ulpaV5TwOAAEDO/vzOW2vNY9ddBcQLA0ixo/UVbfr2ioqKE08KgAWAeQvm5gpZ+jnjYXJxeghL+BnnydVNmTHz0jYXFLcfO3bszhMBSLWkLOhfqc0i3ASlZgjIDAM8S7Xznd5LH2SbFiasW/1uW3Nzc+BxARgAsFgsZ+XbwxP5jojoWNDceK2zUldqn3XaXbi56IumpqaoxwZISUlxyD2PvgjGpIU3zxp1cpu0+xv3vivFxcWbjh8//kgnhgCA2+3m1rV+6vOuiuUfmWKUQm4fZh4WnfNuJW2vqamxTxoAAJZX55/+u8T80r8BAACogOTwINlOmpfwi7ZXVla2jefOhl9esM3KHFxpTAch4/lPLAKwNj2EV/nnLipXtyxPzEhb80beny0tLUIkdy78YhFN590DEtgpujFzq5ICNShDFRUoQRlqkEINyFCG7z7jRB1Mss4PURVYEQIzpBW8Pi/v6nJ9Xl9fX7Vx40bXmAAJCQkO2nt9TADxTD8ya43fybLsNhqNXo4zeGJiYrw6nc6j1+uFjIwMz5LXlwhms1mOFN/Q0BAx7whAZmbmuSO9LmB+5NXPPsk4GhoaPgrbVVVViYIgLJMkae7w8LBy5MiRfrvd3gagI3KGyBo5MuvXr/ck9PNdkZzkngBmX4urC9tbt25N7O7utno8ni6/339xcHCwg2GYPr1en7xz587ExwIAAJ1bcURyimkb8mdnZx8AgB07dlgNBkMyISRJo9F4dTpdR3R0tFNV1T5FUQKU0mXl5eXJkwXgRhvkrHhODdK3CD9yOKAGKZKO6xqK9hd5165dy3AcN0cURV6jqjftu33to+Nzv4yONxqNfZRSa1lZGX/jxg3nwYMHlUkDxMbGtrtuD0Mz415XlR0DyJyTVbegIi2KpTRJS6mZUBrgBaH7wWRHd/tuAT6srDQvpJRqbTYbB0AaD+C+EqSmpjofbMnP/86eKi8vb6PB4CKLz2cyC960jI4bicv9UtxYSYeGhvySJPFer3fCtnyfQ1FR0eXpt7XBsC13+hHnitoLAMboaKvV5zMtaL+QmtB5c7Wps/Odn98beDlSUlmWgwzDmDQajfWRAKZNm6YYesjFsG07FfIWFhY2AgBPSGBqV4/BEAjE6Qe9bzJUTueNhoh3h8Vi4QwGA2cymSa8IR/aIk27dA4qoAZkmI8pB1asWOEHgKE7d7poCF7JaBBEm62LmqL6VVmO+NOq0Wh4lmVllmXlSHOMFvfggH5I104HRDCXfViallXbhMMAgJvNza6pixf7pQHfHwMs4zEzTIuWu7dbYeV/bZsakkNLASiEEAbA5E8BcLcln+npQvJJ9kT5rnJneHzfmTNydU5O32V99Ekdy/RKoMIAIVrAMxK7Zk9CghSSElVVDYZCoT6LxXJtvMmBUddxWIcOHZqy48SeOzn+hYW1tbU/RAqqqKhII4SkBYPBflVVJUVRAoqiMCzLcqqqMpTS6yzLClVVVf6JAB6qT35+vmdh10xHQUFB41hBu3btcoqi+AvLsrKiKBzDMImUUoVS2k0Iue73+z2TmRyIUAIASE9P/zg3N3fcBqJtbfUIixa1RvF8skaj6TdwXEAIBHqrq6uD48X9rwf1D6lubLWgfJg7AAAAAElFTkSuQmCC) 0 1, auto;}
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div.testarea{
animation:rwdcur188637 0.8s linear infinite forwards;
}
