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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:rwdcur144242 1.05s linear infinite forwards;
}
