how_many_sides_has_a_regular_oblong
You asked:
How many sides has a regular oblong?
How many sides (line segments forming part of the perimeter of plane figures) does a oblong (a rectangle that isn't also a square) that has the attribute cyclic (repeating at regular intervals in time or space ) have?
I followed this chain of reasoning:
By calculation (generator: ["strictequal1@trueknowledge.com"]) I know that:
oblong
is strictly equal to
oblong
By calculation (generator: ["ppac1@trueknowledge.com"]) I know that:
cyclic oblong
is a subclass of
oblong
By calculation (generator: ["same_as_or_subclass@trueknowledge.com"]) I know that:
cyclic oblong
is the same as or a subclass of
oblong
By calculation (generator: ["count_for_meronym_holonym_pair@trueknowledge.com"]) I know that:
4
is the count for the meronym holonym pair
side and cyclic oblong
I used the following facts to provide this answer:
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