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Ref post on betting theory

Ref post on betting theory - Sun Dec 15, 2002, 02:39 PM
Deleted user
The equation is Bet=[q/(p-q)] where p=winner's chance
and q= loser's chance.

For 10% edge, it's 55:45 so Bet=[.45/(.55-.45)] = .45/.1 =
4.5 BETS Bet more and opponent must fold or take bad odds.

For 20%, it's 60:40 so Bet=[.4/(.6-.4)] = .4/.2 = 2 BETS
Bet more and opponent must fold or take bad odds.

For 50%, it's 75:25 so Bet=[.25/(.75-.25)] = .25/.5 = 1/2
BET Bet more and opponent must fold or take bad odds.
An interesting posting at RGP about optimal betting curve to make another player's call incorrect from a pot odds perspective. Thanks to J. Turmel for repost.

For 100%, it's 100:0 so Bet=[0/1] = 0 BET
With no chance of losing, anything you can get out of him is
too much when, given no chance of winning, he should never

It's counter intuitive to what most people think.
The smaller your edge, the more you must bet to protect.
The larger your edge, the less you must bet.
But you must never give opponent a positive call.
You'll rarely get an overlay when calling me except
in limit games where they're often available which is
why the Turmel2Step is necessary to automatically
highlight the winners and the losers for your choice.

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