@keyframes rwdcur232041 {
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:rwdcur232041 0.53333333333333s linear infinite forwards;
}
