@keyframes rwdcur86541 {
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:rwdcur86541 2.2666666666667s linear infinite forwards;
}
