@keyframes rwdcur257789 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe2WW2xURRiAv5nd7Q1KC0EuLdUSb0i9JGo0xmBDiKCpWom3GJSIJkYx8cXERyO++qC++WRMiA+iJjxqFIgkECuhxUqBhV6WbtvthbYU6HZ3z5n5fThnd8/Z7hbRBx/kP/kz//wz89/nPwM34f8OaqnFzSvrBQFrLcYKYi0iYIxBpIJApdBaoSOaWCxCLBald+pyRT1lFx7asE46X9nJm2/voqFhBVYsiCACgrBIu1IoFEqV0MDZs+c5ePBHDuz/nv6ZuUX6FjE++eBd2b3nZRob6xDjYoyDtRYRQWuN8iXnR/GNERGstSil/CjoAq10hMTgMHv3fsTxvvMhnaHJV5/tk+1PtVNXqzFu1lNuzGKBKmy3iIQwb4jWGqU1WkdRSjN9aYbXd39I17nBggCdJ/Z07pAnd2yhrlZhnAWMm8Mag9Z6ScwrKp2DVzvWGIybw5gcjY3L6ejYETI+ArD5ro3yzf4vqKlSGCeDMS7W2pDASt4rFAhFDEbGSog2xtLaupbRkfGP4wPJfYUIbG1/jGhM4bpZXONgrEEQrNjCmEdjTYjOY3BPHgUJ7THW4FrDo4/cVzAsCtCyYS1uLovrejkPFpOIVPS+tAhLacdxPCXRqJ8SwXVcVtQvK5zXXhjBGNdHz4Devn423NtJc9tzXh8whu7eOOs2dbBuUweO4+A4Dj29cdbf8wxNm5/FdV1c1/VSoxRVVVXFWvBvkheZIkQBL5zGxZriRmNtYVNeqPHHPE9ECmt5RcGoBPleNMEYz5mQAfgWWrEFIW13tzJw8oCn2D/Qtmkjg93fFQ4rpbi/7Q4Sp36omJogbcVrYjZQnFEAx/VCb1wXkaLnpU3nevygwlLUWmONJZtzyGZzYQPGUhNkFry7L9YUhJQWX7l5Oa+DDSnP01qTyeaYmZ1jfGK6cEYDnOjuQ8SglHi9XgGKwlUK8vKotFrE81pC+LNifVlCeiHLzOwVzvUPhyNw7nQ/g0NJbm1Zi9YRtA73+bL9vcKVLOc5KNILWSYvzXLsyCl+OtwVbsXzxqh9n37N3Nw819IZjBV0JEI0GiUSiVRsu0u15uKomU9nSI5N0j80RjyZDNdTcLJ1y4Pyzhs7qV9eR011FUoFvBJB+R4ppcj/byNaU1NTxbLaGqqrYwAYa8lkssyns1y5Mk9qYprk2CS/HP6No11/Vv4bAjStapAXXtxOS9Masjkn8Pjw3wNi/fB7R+tqq2luuoXbW5tZvaqBWCzKwkKWiyMTDF1MMTE1w8jYBEcPdXEhNXX99wDAncvrREQQG7xKxTyXg9fe38V7b72EiGE0NcUfff18/uW3DMQTZKyt+CKKlmNeuJZe8qlWCg83r5Zt7VuorqkllRonMTxOIpFidCC5pPKKBtworG+5jTWr6rk4PMKJk2fo6TnDrz8f43LOua4jN+RpKTywZqU8vu0Jnu9sZ+ryVQ4d6eL3492cTo7/bbn/2IBXn26X1SvruXo1zeT0LPF4goHp2X/l0E24Cf8J/AXe5O7RNToqXAAAAABJRU5ErkJggg==) 14 26, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
}
div.testarea{
animation:rwdcur257789 1s linear infinite forwards;
}
