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2010 Poker Shuffle Challenge

January 6, 2010

ALL-IN STEFK

1

 POKERSHUFFLE11

Pokershuffle11
AMOUNT EARNED $147.35 $0.00
GAMES PLAYED 23 12

Team Poker Shuffle will be undertaking a furious poker challenge this year.  The task is to build a hefty sum of money using freerolls. Yes, you heard correctly! Team Poker Shuffle will not be putting in any money into this challenge but will use this money to build on.

Our goal is $1000 between us. How soon we achieve this will depend on our frequency of freerolls that we play and the quality of freerolls. The key could be to play freerolls that have seats to bigger competitions for more prize money.

Written by admin · Filed Under 2010 Poker Challenge 

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2 Responses to “2010 Poker Shuffle Challenge”

  1. poker ‘blog » Blog Archive » 2010 Poker Shuffle Challenge | Poker Shuffle- Social Poker Network … on January 7th, 2010 7:21 pm

    [...] here: 2010 Poker Shuffle Challenge | Poker Shuffle- Social Poker Network … tag： antonius, chinese, crawling-the-site, francisco, green, last-several, patrick-antonius, [...]

  2. Poker Celibacy- The key to my recent success | Poker Shuffle- Social Poker Network - Poker Pics - Poker News - Poker Vids - Free Social Poker League on February 24th, 2010 9:58 pm

    [...] Feeling in great poker shape, I took R80 from my winnings and played in the R5000 Guaranteed Tournament on the Pigg’s and played a similar game, applying the tactics i have been training for and WHAM… a top 10 finish in 7th with a nice R776.00 purse( No re-buys or add-on’s) and my freeroll earnings explodes to $141.95. [...]

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I have searched around the net and some of the poker books that i have read for some good statistics on probabilities of hitting some big hands. Although it is all mathematics to most, it is this very jargon that can separate the losers from the winners. Flush Probabilities Probability of being dealt suited cards 23.5% Probability of flopping a flush when holding two suited cards 0.8% Probability of flopping a flush draw when holding two suited cards 10.9% Probability of hitting a flush draw (both turn/river, needing one card to hit) 35% Straight Probabilities Probability of hitting an open-ended straight draw (i.e. 4 straight cards, need one on either end to hit on turn or river) 31.5% Probability of hitting a gutshot draw (inside straight draw) on turn or river 16.5% Pocket Pair Probabilities Probability of being dealt a pocket pair 5.9% Probability of hitting a three of a kind or quads at the flop when you hold a pocket pair 11.8% Probability of being dealt AA 0.45% Unpaired Hole Cards Probabilities Probability of making a pair with one of your hole cards (example: hitting an ace or a king if you hold AK) 32.4% Probability of hitting two pair on the flop with each of your hole cards (example: hitting both an ace and a king on the flop, when holding AK) 2% Ace Probabilities Probability that at least one of your hole cards is an ace 14.9% Probability of no one holding an ace, assuming you do not have an ace. Note: this can be used for any card (because the chances of you being dealt an ace or a king is exactly the same). # Players Probability 2 84.5% 3 70.9% 4 59% 5 48.6% 6 39.7% 7 32.1% 8 25.6% 9 20.1% 10 15.6% Probability someone else does not have an ace, assuming you do have an ace, by total number of players: # Players Probability 2 88.2% 3 77.5% 4 67.6% 5 58.6% 6 50.4% 7 43% 8 36.4% 9 30.5% 10 25.3%