@keyframes rwdcur97752 {
0%,42.757142857143%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur97752 0.58333333333333s linear infinite forwards;
}
