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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 21, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 21, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 18 21, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 21, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 18 21, auto;}
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}
div.testarea{
animation:rwdcur164392 0.35s linear infinite forwards;
}
