@keyframes rwdcur114049 {
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:rwdcur114049 0.66666666666667s linear infinite forwards;
}
