@keyframes rwdcur87207 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur87207 0.46666666666667s linear infinite forwards;
}
