@keyframes rwdcur20775 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
}
div.testarea{
animation:rwdcur20775 0.66666666666667s linear infinite forwards;
}
