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When trying to add an interval whose start and end points coincide, an error is thrown. However, since both start and end are inclusive, that means the minimal length for an interval is 2, not 1. Conceptually, even intervals of length zero should be possible; however, since those can never match, they can be safely skipped. OTOH, intervals of length 1 are practically useful and should be supported IMHO.
The text was updated successfully, but these errors were encountered:
When trying to add an interval whose start and end points coincide, an error is thrown. However, since both start and end are inclusive, that means the minimal length for an interval is 2, not 1. Conceptually, even intervals of length zero should be possible; however, since those can never match, they can be safely skipped. OTOH, intervals of length 1 are practically useful and should be supported IMHO.
The text was updated successfully, but these errors were encountered: