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12.5%,14.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
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17.5%,19.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
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37.5%,39.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
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}
div.testarea{
animation:rwdcur255795 1.3333333333333s linear infinite forwards;
}
