These odds must be mind-boggling

[GodlikeRoy]

[black_knight6]

[black_knight6]

[GodlikeRoy]

Oh, my, god. That's insane.

As for how many got stacked, everyone was effectively all-in, JJ had the bigest stack and AA had the shortest, so AA won a bit but 88 won the rest.

Edit: JJ won the rest, not 88.

[black_knight6]

[Kuso]

[laynegt]

yeah i was gonna say, the chances of any particular hand happening exactly the way it happened is extremely extremely extremely rare.

i get 1 in 31M for the probability of 4 players at a 4-handed table holding 4 unique pairs and then a flop of all the same rank comes.

p(4 unique pp) = C(4,2)/C(52,2)*13 * C(4,2)/C(50,2)*12 * C(4,2)/C(48,2)*11 * C(4,2)/C(46,2)*10 = ~1 in 85,000
p(crazy flop | 4 unique pp) = C(4,3)/C(44,3)*9 = 1 in 368
so p(both) = 1 in 31.4M

if you want 10-handedness, the prob increases by a factor of 5,040 (~1 in 6k); 6-handed, 360 (~1 in 85k).

[adiuvat]

[GodlikeRoy]