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Elaborate on how it’s “objectively false” that there are plenty of subdivisions, especially lots of subdivisions that aren’t frequently used.
This should be good.
10 has 2 divisors, or “subdivisions,” that is not “plenty” that is 2. Thus it is false, objectively, to claim that 2 and 5 are “plenty.”
Lololol if that were the question, there would only be one unit. Fortunately, the question is actually “how many times can you divide a unit by ten”
Thanks for playing.
