@keyframes rwdcur232538 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur232538 0.53333333333333s linear infinite forwards;
}
