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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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