@keyframes rwdcur106661 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.583333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
39.583333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
64.583333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur106661 1.6s linear infinite forwards;
}
