@keyframes rwdcur56741 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur56741 0.8s linear infinite forwards;
}
