@keyframes rwdcur223019 {
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:rwdcur223019 0.4s linear infinite forwards;
}
