@keyframes rwdcur86543 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur86543 2.2666666666667s linear infinite forwards;
}
