@keyframes rwdcur193159 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur193159 1.3333333333333s linear infinite forwards;
}
