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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur50956 1.8666666666667s linear infinite forwards;
}
