@keyframes rwdcur145305 {
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:rwdcur145305 0.66666666666667s linear infinite forwards;
}
