How one key pot can MAKE or BREAK $1,000,000 in Winnings ♠️ PokerStars

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Let’s take it back to EPT Barcelona 2015. Where Adrian Mateos did the *impossible* going from zero to hero. Watch him clutch his way to becoming an EPT Champion.
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0:00 Introduction
0:13 A Double KO
2:45 Schemion dropping swag levels
5:17 Buenos días Adrian!
6:41 Mateos all-in against Fares
9:01 A family pot
13:09 A big double up
15:49 The final hand


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How one key pot can MAKE or BREAK $1,000,000 in Winnings ♠️ PokerStars

10 thoughts on “How one key pot can MAKE or BREAK $1,000,000 in Winnings ♠️ PokerStars

  1. @Ian Johnson  you are wrong because iss the first guy has drawn a pair there are not 52 cards in the deck, you didn't include that in you math.

  2. Nahhh that dealer is getting the bad beat out of him after that
    AA KK QQ JJ 55? Theres simply no loveing way

  3. The chance for scenario 1 (AA, KK, QQ & JJ) is 0,0000082% (if my math is correct)

    This is how I calculated it (feel free to correct):

    Chance to get dealt AA:
    4/52 * 3/51 = 1/221 ≈ 0, 45%

    Chance to get dealt KK after AA: *
    1/221 * 4/50 * 3/49 = 6/270.725 ≈ 0, 0022%

    Chance to get dealt QQ after AA & KK: *
    6/270.725 * 4/48 * 3/47 = 3/25.448.150 ≈ 0, 000012%

    Chance to get dealt JJ after AA & KK & QQ: *
    3/25.448.150 * 4/46 * 3/45 = 1/1.463.268.625 ≈ 0, 000000068%

    * ignoring permutations

    Finally, we dont care about the exact order the players sit, so we need to multiply by the permutations.
    We care about 4 hands out of 5 players so the possible permutations are
    n!/(n-k)! = 5!/(5-4)! = 120

    So my final result is:
    1/1.463.268.625 * 120 = 24/292.653.725 ≈ 0,0000082%

    If we want to ignore the jacks its 3/25.448.150 * 60 = 18/2.544.815 ≈ 0, 000707%

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