@keyframes rwdcur144903 {
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:rwdcur144903 0.66666666666667s linear infinite forwards;
}
