@keyframes rwdcur19734 {
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:rwdcur19734 1.3333333333333s linear infinite forwards;
}
