@keyframes rwdcur232640 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur232640 0.8s linear infinite forwards;
}
