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13.142857142857%,13.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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19.428571428571%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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31.428571428571%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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35.428571428571%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur103349 5.8333333333333s linear infinite forwards;
}
