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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;}
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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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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur21067 2.3333333333333s linear infinite forwards;
}
