@keyframes rwdcur253853 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur253853 1s linear infinite forwards;
}
