@keyframes rwdcur82278 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur82278 0.66666666666667s linear infinite forwards;
}
