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17.021276595745%,19.048936170213% {cursor:url(data:image/png;base64,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) 1 8, auto;}
19.148936170213%,21.176595744681% {cursor:url(data:image/png;base64,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) 1 8, auto;}
21.276595744681%,23.304255319149% {cursor:url(data:image/png;base64,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) 1 8, auto;}
23.404255319149%,25.431914893617% {cursor:url(data:image/png;base64,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) 1 8, auto;}
25.531914893617%,28.978014184397% {cursor:url(data:image/png;base64,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) 1 8, auto;}
29.078014184397%,32.524113475177% {cursor:url(data:image/png;base64,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) 1 8, auto;}
32.624113475177%,36.070212765957% {cursor:url(data:image/png;base64,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) 1 8, auto;}
36.170212765957%,39.616312056738% {cursor:url(data:image/png;base64,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) 1 8, auto;}
39.716312056738%,43.162411347518% {cursor:url(data:image/png;base64,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) 1 8, auto;}
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