@keyframes rwdcur201767 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur201767 0.8s linear infinite forwards;
}
