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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur35182 1.05s linear infinite forwards;
}
