@keyframes rwdcur204197 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur204197 0.66666666666667s linear infinite forwards;
}
