@keyframes rwdcur16903 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 25 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 25 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 25 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 25 1, auto;}
}
div.testarea{
animation:rwdcur16903 1.2s linear infinite forwards;
}
