@keyframes rwdcur168761 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
}
div.testarea{
animation:rwdcur168761 0.66666666666667s linear infinite forwards;
}
