@keyframes rwdcur53525 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur53525 0.53333333333333s linear infinite forwards;
}
