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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur444 2.6666666666667s linear infinite forwards;
}
