So the syllogism runs as follows:
1. Lakers beat the Spurs last year in the playoffs when we didn't have Gooden or Mason or Hill and beat the Spurs in a regular season game tonight when Gooden played his first minutes for the Spurs ever and played less than four minutes and Manu didn't play at all.
2. ???? The question means I'm not certain what other axiom you would place here. It appears to be: what happened in the past will certainly happen again. Or something similar.
3. Therefore, when the Spurs have assimilated Gooden and play him major minutes and when Manu returns, the Spurs will have no shot at beating the Lakers in the playoffs this year.
Now, that's an interesting syllogism.
Axiom 2 seems very shaky to me. I would need a proof of 2. And no hand waving proof either. You can try to prove it by induction, by contradiction, using an indirect or even a direct argument.
And as the cir stances are undeniably different now then they were last year, even 2 doesn't actually hold up. Mason was not on the team last year. Neither was Gooden. Ginobili might / is expected to be healthy when he returns.
So, please prove axiom 2.
Otherwise, I must say that you have not proved your theorem.
I mean a rigorous proof (ie like we use in math).
