@keyframes rwdcur3869 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
}
div.testarea{
animation:rwdcur3869 0.33333333333333s linear infinite forwards;
}
