Originally Posted by
ZenMaster_Flash
Of course The Gordon Count can uncover uncommon but correct plays
e.g. Doubling on a hard 12 vs 6. Try thinking about this (admittedly)
uncommon deck/shoe composition with a middle-card imbalance:
With a 12 vs. 6, the 9 is a Key Card. The 8 and 7, are semi-Key Cards.
A Key Card is a rank that, in surplus (or deficit), radically improve
the play of your hand ~ while decreasing the dealer's chances.
Just extrapolate to the logical extremes and see how you would
play a hard 12 if there is a very high probability of both (or either)
your next card and/or the dealer's hole card being a 9 or an 8.
The T-Count, (at its core), uses the average E.O.R. for the low and
middle card groupings. Tracking numerous ranks individually is very
difficult, and The Gordon Count also requires an adjusted True Count,
based upon values of the side-counted ranks. Those adjustments
differ in extremis per hand-matchup. Think about it. Thus a P.E > 0.90
is in effect.
I M H O, the Gordon Count is surely impractical as I know only one
person capable of employing it. He is far too wealthy to play much
BJ these days.
I know players who have studied under Tarzan's individual face-to-face
tutelage. All are happy with Tarzan's mentorship, but constrained by a
non-disclosure agreement, they do not leap to publicly praise the T-Count.
The T-Count can be learned, and deployed under real-life casino conditions.
In a pitch game, the power of the T-Count is beyond impressive.
In a shoe game, it is simply powerful.
Bookmarks