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12.5%,13.441666666667% {cursor:url(data:image/png;base64,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) 130 131, auto;}
13.541666666667%,14.483333333333% {cursor:url(data:image/png;base64,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) 130 131, auto;}
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15.625%,16.566666666667% {cursor:url(data:image/png;base64,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) 130 131, auto;}
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18.75%,19.691666666667% {cursor:url(data:image/png;base64,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) 130 131, auto;}
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30.208333333333%,31.15% {cursor:url(data:image/png;base64,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) 130 131, auto;}
31.25%,32.191666666667% {cursor:url(data:image/png;base64,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) 130 131, auto;}
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