SpikeyFreak said:
Your logic is flawed again.
If you have the axioms:
A' != A
B' != B and finally
A = B
The conclusion A' = B' is not always right. In fact in a logic class it would be be wrong.
Just because if you take a only ONE 5' step a round you don't provoke an AoO doesn't mean that if you take TWO 5' steps you do provoke AoOs.
By your logic, it can be argued that if you attack once and hit (A), you deal damage(B). But if you attack twice and hit(not A), you don't deal damage(not B).
--Vulcan Spikey
Oh , I just knew I'd get something like this from you
You missed the boat this time, my friend. Not avoiding provoking AoO is not the same as provoking one,
and I did not claim it was. What I claimed is that if you take two 5' moves, you do not avoid an AoO. I didn't say you provoked one - that's situation dependant and an entirely different statement that I did not make. (Whew - too many negatives in there - is that a triple negative hiding in there? I'm not sure I can understand this, and I wrote it.)
You seemed to have missed something. Let me restate a totally different way.
For the purposes of this discussion, we again assume we are only talking about what happens with movement (whether one or more 5-foot steps are allowed).
In that case, we can restate the general rules as:
AoO is avoided if, and only if, move is less than or equal to 5 feet.
The "only if" is valid because of the assumption. Remember, we are disregarding other means of avoiding AoOs.
Now it should be clear that if you move more than 5 feet you do not avoid the AoO.
My earlier statements were valid, but only when you take the assumption into account - you have to ignore other means of avoiding movment AoOs (they are irrelevant to this discussion). which is what I stated last time. I admit it was hard to follow before because the normal logic was voided out by the assumption, but that may not have been entirely clear.
So, I think, you are wrong in your logic because you failed to take the assumption into account.
Okay?