@keyframes rwdcur232294 {
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:rwdcur232294 0.53333333333333s linear infinite forwards;
}
