@keyframes rwdcur125453 {
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:rwdcur125453 0.66666666666667s linear infinite forwards;
}
