Benimōru
He/Him- 468
- 405
Now what's on my mind is that what we call "qualitative superiority", as I understand it, leads to a bit of a contradiction on H1-B and above, and I'm wondering if I'm thinking wrong.
So, to put it simply, let's think of 2 same qualitative superiorities (for example, 2 same R>F feats with enough context to call them qualitative superiority). And character A achieves one of them against H1-B and becomes L1-A. And character B achieves the other one against L1-A and becomes 1-A.
And this qualitative superiority (since VSBW accepts the continuum hypothesis as correct) is in the logic of Aleph_0^Aleph_0 for going from H1-B to L1-A and Aleph_1^Aleph_1 for going from L1-A to 1-A. And this means that the difference between L1-A and 1-A is much, much greater than the difference between H1-B and L1-A. So, how can we equate these two differences with the same qualitative superiority? Isn't this a contradiction, or am I missing something?
So, to put it simply, let's think of 2 same qualitative superiorities (for example, 2 same R>F feats with enough context to call them qualitative superiority). And character A achieves one of them against H1-B and becomes L1-A. And character B achieves the other one against L1-A and becomes 1-A.
And this qualitative superiority (since VSBW accepts the continuum hypothesis as correct) is in the logic of Aleph_0^Aleph_0 for going from H1-B to L1-A and Aleph_1^Aleph_1 for going from L1-A to 1-A. And this means that the difference between L1-A and 1-A is much, much greater than the difference between H1-B and L1-A. So, how can we equate these two differences with the same qualitative superiority? Isn't this a contradiction, or am I missing something?