I'm looking at the Nash System and am desperately confused. This seems to completely contradict SAGE.
For instance if you have 64s this would give you a PI of 18 in SAGE, good for a push only if the bb effective is one. In the nash system you could push with up to 16.3bbs (according to the chart). None of these numbers add up and quite obviously pushing with 64s with 16bbs is not unexploitable. What am I not understanding here?
SAGE is an approximation of Nash that's easier to remember (and so more useful for live play).
Read the FAQ, there's an amazing post by Spamz0r about SAGE/Nash/SkalanskyChubukov
I will check that out right after I post this but how could pushing 64s with 16bbs possibly be unexploitable--and why is the SAGE approximation not even close to NASH?
