how many losers (according to the LTC) is the suit:
A9xxxxxx?
Page 1 of 1
LTC for an 8 bagger
#2
Posted 2008-August-27, 22:16
Two losers. One loser per A/K/Q missing in a suit. If partner has xx support (a reasonable chance), it's likely to have just one loser so treating it as 1 loser ok.
Ming
--Always remember you're unique. Just like everyone else.
--Always remember you're unique. Just like everyone else.
#3
Posted 2008-August-28, 00:14
2.
But the LTC works not very well for 7-2 fits,
and similar for 8-? fits.
As it is, if you indicate to partner, that you have
a long suit, he should switch to counting cover
cards instead of counting loosers.
With kind regards
Marlowe
But the LTC works not very well for 7-2 fits,
and similar for 8-? fits.
As it is, if you indicate to partner, that you have
a long suit, he should switch to counting cover
cards instead of counting loosers.
With kind regards
Marlowe
With kind regards
Uwe Gebhardt (P_Marlowe)
Uwe Gebhardt (P_Marlowe)
#4
Posted 2008-August-28, 09:43
If you are into this kind of voodoo, I'd evaluate it is as 1.5 losers (average 1.7 around the table). If pard raises, then its 1/2.
"Phil" on BBO
#5
Posted 2008-August-28, 10:30
An ace is - 1 1/2 loser so it's 3 - 1 1/2 = 1 1/2 loser. Of course common sense says that with such such a long suit you must sometimes subtract from 2 rather than 3. If I were to formalize LTC for 8-cards I would take the probability that no opp has a 3-card into account. I suppose it would be something like 1 LTC for this hand.
The world would be such a happy place, if only everyone played Acol :) --- TramTicket
Page 1 of 1

Help
