@keyframes rwdcur33232 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhZ2Xz6okNRSHv2SSmp66Pc0Fmc19H3HtYkBxISoq4k4Y3LgSxYW4mIULR0S34gOI+D6zkmYoiuq6SXXiIknVqaru+y9wSFOkc76cnPxyorhn21vYgNGgFWiAAOEIQwPhyt9vPnVXpxew0VApMIApznMLEULu3RHcHtxdYG4EeG3hLagfwUZBRTJDWr05ATBkcyFZ/9jTPwigsxgLWw0b1gCGFIEShYAAiNADLkIfoT9Au/OEOwP0lsrAVkEN1CpBVKR+BqA9fwfLOwLAZeszSBehc9DWnmHpyyw/ZOc7lRzXTFYgxm3Qnj+D5X3t+SdYngvnjilfNKAr0J2lWULMItBZTJWcbxVss+Ntdl4LgEp7fg2WL8oWaM8vwfJhWT3Q5b7NUWgDtAdo5HaMAK8tPINLPTmXViKwATba8zJavkbkQIRBe34Kls8FQJcBWqDNEI31tCuAa0ttYEeOAOm3BKgVbJTnx2j5jim8MO3/QXm+D5YvhfMOaDJAE6Hx0DzxOPIk7C360ZTtJdylr5kS8gJAeb4p4NHySnk+W+zrNs51YgAGlfPDTHmSAC5SwlTiqM0gsvOnwDZaXuXvlfK8B1xmkD9y6HvgqQLi+mQ4wCnoO4upPYMhxXFMLubZXiJycSIfqry6y9zv8jfNXBek874s0qR+MHs7qpo0CSOtnIoCsQQoxzrkkF9nLajEvEXKDYDZJOKSUEsIAzy+AaI4Jn9DrLrP/61YL9AoMHuL1jpfLGourxpWkVnmR3FYIiB1YlTLxRyz+SvQeqHF+haTMCUCBeSkE843fduAm1pJMkR/7zkCoMM02W02XrXZujxRUTUnxoz/i3PY5SqCPuZB8YTDuHZaznlROYA3uS/aX8YOgBdAAwvAFoJpYNisBzjRH0iJJ49TWbEEKLLbC3OL+UaYCMOVB3PlwVucWq9WWsdc+wcmISoADeL2Aw5xDiJhXEi/02qO4HSuYLLylXBXcar/pMI5EYklQCesX1pMfgYv74I9uGcZYhFqA+iYzjNAUJ6vmLc3AMrzcfkQLS/iaQhHXujWiwhcebi2k04vxCNNOuUJ0fIt4pzn69kDTnl+iNM2lL7Lq+8i9J6pUJ3pkLfs7lCQVNrzc7S8WMJpz8tg+YT1aWkzVHuEpvLjEZ7XhAdo60mGl8XGWOsFy0fK83uwfFrGaM9vwfIB6+Pale0I0P036cc6AjCrC2VRKi+jcXu0569geZ77d5lfRCXpivP2VHl+siwXb4KaqSZYVcUA2vNvsLzNXEfKu6AD+gDdubfB2YdJY9FPSh04f5zIS0e2IjIuimwvYT/3TLv1bXhI74SNKNnOAYy5EvPryEN/6jFyL4DSOosx+YguaofxVowwhCQy/fbMU+zBALLtLVTpPtchX6vtA57mAP8DWcQRZ+KDh1sAAAAASUVORK5CYII=) 16 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur33232 1.75s linear infinite forwards;
}
