The fundamental question of Metaphysics: Why something rather than nothing
to what would you assign, in the universe I described, lengths greater than 5 cm and less than 1 cm?
No object in your universe has these lengths, so I would not assign them to anything. This doesn’t at all mean that I would assign them to the state of nonexistence.
It is now clear to me where your confusion lies. As Echarmion points out, you are equivocating Nothing as a state of nonexistence with Nothing as a quantifier. It is like the old joke:
“1. Nothing is better than eternal happiness.
2. A ham sandwich is better than nothing.
3. Therefore, a ham sandwich is better than eternal happiness.”
It is clear that ‘nothing’ in 1 is being used as a quantifier, while ‘nothing’ in 2 is being used to refer to a certain state of nonexistence.
Therefore, your argument does not work because it commits the Fallacy of Equivocation.