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10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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