@keyframes rwdcur65165 {
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:rwdcur65165 0.66666666666667s linear infinite forwards;
}
