You play APA as an honest 7. We're playing on a 7ft bar box.
We rack a nine ball rack but with the 8 in the center spot, you break. If the 8 ball falls, it gets spotted. After the break, the 9 comes off the table and you get ball in hand.
The bet is: if you can run out (call shot, no APA slop) - in any order - and sink the 8 ball last, I pay you "X" and if you don't, you pay me "Y".
What's the X and Y in this equation?
My question here is one of odds. What's the % of an honest APA 7 running 8 with ball in hand? If we can hypothesize that a 7 should run it 75% of the time then I should pay you $25 when you earn it and you should pay me $75 if you fail to make it. For example: we play this 4 times in an ideal world and you will succeed 3 times and fail once. The result is: we're dead even on the money - $75/$75.
So: what % should an honest 7 run out in this situation? Consider clusters: 7 footers can end up with all sorts of clusters and blocked pockets. What's an APA 7's run out percentage?
Disclaimer: APA does not condone gambling -- nor do I
. This is for entertainment purposes only.
We rack a nine ball rack but with the 8 in the center spot, you break. If the 8 ball falls, it gets spotted. After the break, the 9 comes off the table and you get ball in hand.
The bet is: if you can run out (call shot, no APA slop) - in any order - and sink the 8 ball last, I pay you "X" and if you don't, you pay me "Y".
What's the X and Y in this equation?
My question here is one of odds. What's the % of an honest APA 7 running 8 with ball in hand? If we can hypothesize that a 7 should run it 75% of the time then I should pay you $25 when you earn it and you should pay me $75 if you fail to make it. For example: we play this 4 times in an ideal world and you will succeed 3 times and fail once. The result is: we're dead even on the money - $75/$75.
So: what % should an honest 7 run out in this situation? Consider clusters: 7 footers can end up with all sorts of clusters and blocked pockets. What's an APA 7's run out percentage?
Disclaimer: APA does not condone gambling -- nor do I

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