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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;}
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}
div.testarea{
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}
