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Term

Consecutive Digits

Numbers where each adjacent digit differs from the next by exactly 1 (1234, 4321, 12321).

51 numbers tagged.

A number has consecutive digits when every neighbouring pair of digits differs by exactly 1 — each step moves up or down by a single place. This includes the obvious runs like 1234 and the reverse 4321, but also zig-zag walks that change direction, such as 12321, 234321, or 12323456545.

Think of it as a walk along the number line of digits 0–9 that takes a single step at every move. Pure ascending or descending runs (1234, 9876) are the special case where the walk never turns around.

It's a close cousin of the [[stepped-digits]] family, which uses a constant step of 2 or more instead of 1.

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