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28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 1 4, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 4, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
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}
div.testarea{
animation:rwdcur107117 0.7s linear infinite forwards;
}
