@keyframes rwdcur24157 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur24157 0.66666666666667s linear infinite forwards;
}
