novelty
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mathematics frequently explores concepts that are merely theoretical possibilities and dont exist in the real world
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Honey your argument is only plausible on the surface
If we r not supposed to b able to imagine something, then why do we even talk about its theoretical existence?
Theory is formed in the human mind the mind is the very ground of theory
so if the mind cant hold it for whom does that theory even exist?
"u r not supposed" to is more of a rationalization than a reason
289
a definition itself is a form of existence it takes place in the human mind, and its a human act
The fact that a perfect circle cannot be imagined is not a flaw in the circle its a limitation of our imagination
And this limitation does not prove that the perfect circle doesnt exist
Existence is not limited to what can b imagined
And u know what?
If the perfect circle didnt exist, you wouldnt even be able to recognize the imperfection of a circle drawn on paper
Imperfection is the very condition that allows us to recognize perfection
So what conclusion do we draw?
Perfection does not exist as a fixed form but it exists in imperfection , not as a thing, but as a measure
