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4.3478260869565%,6.4217391304348% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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13.04347826087%,15.117391304348% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhdWXTWhcVRTHf++8rxBskRKLiEhXGhShi1K11IKuFFxKEATXBRchS5dRQjFB6q7ovqAVFxqK0GoNLVKMHy2KEYo21K9W29RMSGbmdubd4+K+mb65cyeJm4keuLx3P845/3vO/577HkAB1ICbwN+AAicYlszOzjZUVev1upmcnDTASUCGBmBubq5mjGlNTU3VgI+AZGjOAaanp6/PzMwY4DMgG6rzUgrgInDPTjgH+B64d6ecA+zdSef/VTFD81Q9chPw0vPw+m6JW/dbvXYL+/YSHH8toDdCuFi9AVwNjL8CPOONfQKcqvQfmYAvFIwiZWOpBadCp+NZXMX029HgNt0p89dOeGs+fghuqcRGk9Q1kYbCtecG7DQE4GRgbQY0Amt98psRWL8JRkWMxrFx0WD1WMDohQEAfg2sPRBY90NnslLz8yawiIDEriUpQHTAMzgKHAw4AngQ2OeNPRlYdy4AAKA5D2AtFIV7guwHUynRDx+CoxkcA17G8bFHDnv9pwIAPg/jp3YQGpqmRrPctThZU7jyQBdx/N2JNKtpmjc1TVcU5vzwvuMZ/dmbL4A9AwCYUVi/LrFRiR0PRJoKP5WMNWNp1vizAy7LjSbpssLjVQc/VgyO0Z//S1WPXgryOuhlW4B0uCARsOsJN28fhWisV2fU39B46RjCXFnYBADAxjwoaku8EcCuF9wpkVfVRj06qs3zsOQb6fDg3+S/I3+Mi2xompluSxLTAnMYzDK41CSpUYlNARtHgBV6w/xWaews/fnf6uY1I9BYAaNx0nWkYM6KmKIXWHMZzB7gA8/RV6Wx2oDxrgRSkDdBvxUpo68QRQAcsRaxBaiCWmi3uQz57XKnVdmPy/9ub3xhGwAAmu9b5wCrULQByNLMETOKwDEhWi0VPvUMJMBUwHBf/gcAGLkCSppBXLkvi+Luu3XvF8vuVfpvwRe9fhs4v00A8Y04ie6AC3VclmZbVkdXKRuLwHsVpVAUqvI1sL5NAPwG/NK6A+2WC7kIJEnJCwCaH0K+VtHxeeDLQmhwAIC8XrRX3xRxcbZaKUwxiLSAlh/Oc4DdBMBW59+Xp0fj5JIRcddy9zshMQpf/j5A6RvC17TBlcw+2eQX7EJd7Y1FopKMHfZHAGt9ZCrF50FHFoF6aGLT3zBr352H+/aJPLZXRDI39tdtOHN6gMpp+j+1AOYH+YgGTdwVAzAuwiFg3VrOQL66hdL/R/4B/t+clUWWQfAAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur49713 7.6666666666667s linear infinite forwards;
}
