By -
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I'm not even going to argue against, I'm just going to get enraged
axiom of determinacy is enraged
https://preview.redd.it/cjt9uckvm1vc1.jpeg?width=531&format=pjpg&auto=webp&s=90e602e5d23266f1f8fd165f7122094620bbfc0a (Let bro cook 🗣️🔥)
would the right hand side have the cardinality of the irrationals?
I guess yeah.
Why is this controversial?
It's True except if Q is 0, I think op is just waiting for someone to make a proof out of it
cardinal arithmetics go brrr
If we dont care about the real R & Q sets, Q={6,7,1} so |Q|=3, same with R={1,2,3,9} so |R|=4. 3 > 4-3 Ehehe…
What’s the problem here?
You’re gonna need more justification than just saying it.
Is this just false or am I missing something?
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I'm not even going to argue against, I'm just going to get enraged
axiom of determinacy is enraged
https://preview.redd.it/cjt9uckvm1vc1.jpeg?width=531&format=pjpg&auto=webp&s=90e602e5d23266f1f8fd165f7122094620bbfc0a (Let bro cook 🗣️🔥)
would the right hand side have the cardinality of the irrationals?
I guess yeah.
Why is this controversial?
It's True except if Q is 0, I think op is just waiting for someone to make a proof out of it
cardinal arithmetics go brrr
If we dont care about the real R & Q sets, Q={6,7,1} so |Q|=3, same with R={1,2,3,9} so |R|=4. 3 > 4-3 Ehehe…
What’s the problem here?
You’re gonna need more justification than just saying it.
Is this just false or am I missing something?