@keyframes rwdcur46692 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur46692 0.4s linear infinite forwards;
}
