@keyframes rwdcur256015 {
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:rwdcur256015 0.66666666666667s linear infinite forwards;
}
