@keyframes rwdcur114804 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur114804 1.3333333333333s linear infinite forwards;
}
