- So anyway, at this point, I’m thinking that my claim about immortality needs some re-wording.
1. Still figure that P(WEBR) + P(~WEBR) = 1.00.
2. And, that P(WEBR) = .99.
3. So, P(~WEBR) = .01
4. And, L(me|WEBR) is virtually zero…
5. Now, for the moment, assume that “~WEBR” can only be immortality.
6. Under these conditions, I claim that the entirety of P(~WEBR) must be accounted for by L(me|WEBR) + L(me|~WEBR).
7. And, we don’t need to do our usual estimating of L(me|~WEBR).
8. We can simply subtract L(me|WEBR) from 1.00.
9. And, under these conditions, since L(me|WEBR) is virtually zero, L(me|~WEBR) is virtually 100%.
10. Hopefully, #6 is our major sticking point so far.
11. I have more to say – but should probably see if anyone agrees with me so far.
1. Still figure that P(WEBR) + P(~WEBR) = 1.00.
2. And, that P(WEBR) = .99.
3. So, P(~WEBR) = .01
4. And, L(me|WEBR) is virtually zero…
5. Now, for the moment, assume that “~WEBR” can only be immortality.
6. Under these conditions, I claim that the entirety of P(~WEBR) must be accounted for by L(me|WEBR) + L(me|~WEBR).
7. And, we don’t need to do our usual estimating of L(me|~WEBR).
8. We can simply subtract L(me|WEBR) from 1.00.
9. And, under these conditions, since L(me|WEBR) is virtually zero, L(me|~WEBR) is virtually 100%.
10. Hopefully, #6 is our major sticking point so far.
11. I have more to say – but should probably see if anyone agrees with me so far.