@Sniffnoy What would you say it means for two disjoint sets in a metric space to be adjacent?
@Sniffnoy Well, the choice doesn't actually matter. What matters is that the meridians are not outside of time.
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@InstanceOfClass Poles are still a problem though. Assigning the north pole to any time zone means they'll all be adjacent. -
@Sniffnoy It means they'll all be adjacent to that one time zone, not that all pairs will be adjacent. - 1 more reply
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