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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 18 17, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 17, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 18 17, auto;}
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64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
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}
div.testarea{
animation:rwdcur215354 2.3333333333333s linear infinite forwards;
}
