@keyframes rwdcur60922 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhe1Wu23DMBQ8BunScAYDnMVwlQ3sUr2QMQL2LuUNHBdGBkkTA55BjdK+FNSTSIZfQ07lAwjaFPnu+N5RIlAI0pJK59bEELULRdsXrVkcLCKWCdKSuKXW+/8X2Q1pSVDWwMV0Jdl6WoTcIgUAR8y9BQBmp6LtBS4AVktErIRdXzrNPkh5gpHNQCyIYzrllsKpvUof4aRJHHONgadgfp19YjsG4oYs88AK807USG7XO0KeIs4KIC1pMhaLWI/9BUDTAZ957VOcWgGi7QUNR5PuKwwZt6bLM1txiif7IC2JhiNxDygClBnj8cJvRM3coAhAEQFEROa3lkRfbtDQ63Zqp7F5c4pMKF7eQPQ9Bx7e54dqJgqmm027cufz4+cUMWlJaDpQ+wqISCmtkzCtYawDc6/uUFLABC1N33TAz0dWMABgvzM9nxTvfcJrsg51gvpgEhYXeM5ksRdSmQAbFUfQFhBDtgR+AMIunpGRtEbkbZ/j/W5Ov10G+3chykzoY7MFzoc0cUH6gSUuJGO6/5A1XdFN+nYBm2145/Z4gYhFrmRMJNpe4HyIiwug2gOi7QXhkE6t7Y97I3dl+z8lDzxwI34BP5kr4CtiKyQAAAAASUVORK5CYII=) 1 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
}
div.testarea{
animation:rwdcur60922 0.93333333333333s linear infinite forwards;
}
