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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;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur136924 2.6666666666667s linear infinite forwards;
}
