By the way, if you have ever wondered if we are the biggest bunch of nerds on the planet, the last couple pages of this thread should remove all doubt.
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[1 LEFT TO PAY/CARDS ASSIGNED] 2026 WSOP ME Last Hand Jackpot ($20 entry) (3 Viewers)
- Thread starter WedgeRock
- Start date
foreverdev
Two Pair
Nerdism has a multiplicative effect. Say the normal non-nerd person has a nerd quotient of 1.0. And in a group of say, three, the nerdism quotient is still 1.0 (1.0*1.0*1.0). However, in a group of say only 10% nerd above average (nerd quotient 1.1), it can be get very nerdy very quickly. A group of just three 1.10 quotient nerds can result in a group average nerd quotient of more than 1.33 (1.1*1.1*1.1). Each individual person in that group is now over 30% nerdier than the average person. Naturally, this forum is a showcase in the exponential effects of this phenomenon.
OP
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Using @foreverdev's numbers substantiates my hypothesis.
2-6: 13+11+9+8+7+7+7+6+6+5+5+5+5+5+4+4+4+4+3+3 = 121 for 20 cards = 6.05 times per card (45.5%)
7-T: 9+8+8+7+6+6+6+6+5+5+4+4+3+3+3+2 = 85 for 16 cards = 5.3125 times per card (32.0%)
J-A: 9+8+6+6+4+4+3+3+3+3+3+2+2+2+1+1 = 60 times for 16 cards = 3.75 times per card (22.6%)
Damn, I missed out on a fun thread. This was a great idea, @WedgeRock
Your honor, the prosecution rests.
OP
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Should I open the Last Longer bet now?
I'm waiting for the structure sheet of the 2026 Main Event to be released, but essentially, after Day 5 or 6, I'll randomly assign the top 27 stacks left in the WSOP to PCFers. Top 5 get paid? NOT OPEN YET. DON'T START POSTING ENTRIES. THERE WILL BE A SEPARATE THREAD.
Yes, undoubtedly . I stopped myself from going even further with the stats but 2-5 is far over represented.
Using @foreverdev's numbers substantiates my hypothesis.
2-6: 13+11+9+8+7+7+7+6+6+5+5+5+5+5+4+4+4+4+3+3 = 121 for 20 cards = 6.05 times per card (45.5%)
7-T: 9+8+8+7+6+6+6+6+5+5+4+4+3+3+3+2 = 85 for 16 cards = 5.3125 times per card (32.0%)
J-A: 9+8+6+6+4+4+3+3+3+3+3+2+2+2+1+1 = 60 times for 16 cards = 3.75 times per card (22.6%)
I'll sell you my 2♣ for $120!
(You laugh now but when you see the river don't tell me I didn't give you a chance)
Forty4
Full House
Now we need the actuarial value of every card and turn this into a deal or no deal game to see who cashed out.
Not sure I'm that big of a prop bet degenerate... but maybe? lol
Does anyone want to buy my spot for $40? I realize I’m likely giving up $460 in EV, but I need to rebuild my bankroll after an unfortunate river. I mean an unfortunate river bluff.
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I'm going to hold money on Paypal. I'll transfer it to my bank once the Main Event starts, so it'll be available for payouts after the last hand.
I keep tapping ACCEPT MONEY but nothing happens
OP
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OP
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PAYOUTS
========
Flop: $100 each card
Turn: $240
River: $500
CARDS
=====
- @amigocrm [
] - @BarrieJ3 [
] - @Big Money [
] - @BKisback [
] - @ChaosRock [
] - @ChipFinderSK [
] - @chippitydoodah [
] - @Cliff [
] - @cpac54 [
] - @derekdd23 [
] - @detroitdad [
] - @elPadroni [
] - @embiggens [
] - @ExtraMild [
] - @foreverdev [
] - @Forty4 [
] - @gopherblue [
] - @grantc54 [
] - @GreatWhiteDope [
] - @harrysallout [
] - @Highli99 [
] - @Hornet [
] - @Hotus777 [
] - @Jonesey07 [
] - @justsomedude [
] - @k9dr [
] - @Kam [
] - @krafticus [
] - @Marius L [
] - @mattross1313 [
] - @MikesDad [
] - @MykL316 [
] - @NotRealNameNoSir [
] - @PapaDrew [
]* - @pocketJs [
] - @Poker Zombie [
] - @pokerkid05 [
] - @pokerplayingpisces [
] - @raynmanas [
] - @RocAFella1 [
] - @Seeking Alpha Social Club [
] - @sonofneeway [
] - @Sprouty [
] - @suited67 [
] - @TankingRowlet [
] - @Tham6165 [
] - @TheBigTater [
] - @TheRealTeddyKGB [
] - @Thomacetti [
] - @Tony_M [
] - @triton [
] - @WedgeRock [
]
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