Poker Video: No Limit Hold'Em by sthief09 (Micro/Small Stakes)

So Fresh and So Clean: Episode Eight

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So Fresh and So Clean: Episode Eight by sthief09

For the 8th and final episode, Stheif09 uses software combined with a bit of math to investigate the concept of "floppability."

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Looking for a fresh start? Inevitably during the course of our poker careers, most of us hit a point when we lose the desire to continually improve, play our A-games, or just put in hands. In So Fresh and So Clean, sthief09 starts fresh, gets back to basics, and leads you toward re-discovering your passion for and getting re-dedicated to this game we all love.

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sthief09 so fresh and so clean ipod friendly classroom powerpoint

Video Details

  • Game: nlhe
  • Stakes: Micro/Small Stakes
  • 58 minutes long
  • Posted 18 days ago

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Comments for So Fresh and So Clean: Episode Eight

MaoMao

Avatar for MaoMao

92 posts
Joined 11/2010

Time Link to 00:25:47

Thanks for the amzing video, Let me post the Link for others

http://membervideos.deucescracked.com/sthief09/14172/Floppability.xlsx

Thank you again, this video is worth a year of subscription alone.

Pure Gold

Posted 2 months ago

Respawn

Avatar for Respawn

36 posts
Joined 02/2010

Great video.

I was trying to find out how often we hit at least a set when we hold a pocket pair.
So, say we hold 7s7h, how often will the flop contain at least one 7?

Can somebody explain to me why doing (2 choose 1)*(49 choose 2)=2352 is incorrect?

I know it is incorrect, because a) PPT's Range Explorer says the correct number is 2304 and b) 2304 is also the sum of the number of flops that give you a full house and the number of flops that give you quads: (2 choose 1)*(48 choose 2)+(2 choose 2)*(48 choose 1)=2256+48=2304.

Posted about 1 month ago

sthief09

Avatar for sthief09

1297 posts
Joined 07/2007

Great video.

I was trying to find out how often we hit at least a set when we hold a pocket pair.
So, say we hold 7s7h, how often will the flop contain at least one 7?

Can somebody explain to me why doing (2 choose 1)*(49 choose 2)=2352 is incorrect?

I know it is incorrect, because a) PPT's Range Explorer says the correct number is 2304 and b) 2304 is also the sum of the number of flops that give you a full house and the number of flops that give you quads: (2 choose 1)*(48 choose 2)+(2 choose 2)*(48 choose 1)=2256+48=2304.




to be honest, offhand I'm not sure what's going on but there has to be some sort of double counting going on there. that's why I use PPT. it's a lot easier to just type in 7x** and have it tell us the answer.

Posted about 1 month ago



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