HOCKEY

[Cougar Bait]

 

[Blitty]

@roguejuror your team might be without their 2 best players this year

 

[roguejuror]

@roguejuror your team might be without their 2 best players this year

We should have never dipped it in salt water, we're sorry

 

[Archie]

what is rookie of year called?

 

[Blitty]

Calder

 

[Matty]

This is wild

https://twitter.com/x/status/1974824375602856436

 

[Archie]

This is wild

https://twitter.com/x/status/1974824375602856436

that is crazy . once in a lifetime thing most likely.

but just in case I'm getting a calendar reminder for Oct 4 2026;to see if it happens again

 

[Archie]

which reminds me about the birthday paradox.

I don't understand math enough to gamble I think.


23 people. In a room of just 23 people there’s a 50-50 chance of at least two people having the same birthday. In a room of 75 there’s a 99.9% chance of at least two people matching

 

[Blitty]

Wow.

Arguably best player and best goalie.

EVER




also both super froggy

 

[roguejuror]

23 people.

I don't understand math enough to gamble I think.

so each person in a greek male orgy wants to have sex with everyone attending, all of them will form a pair at least once, in order they will form these amount of pairs, the first one 22 pairs, the second one 21 and on and on

22+21+20+19+18+17+16+15+14+13+12+11+10+9+8+7+6+5+4+3+2+1 = 253

so you get 253 bets that any two in this orgy of 23 will have the same birthday

that's still odds of +36500 for each bet (365 to 1), having two bets available the combined odds is +18000, having three bets the combined odds is +12000, and on and on, having 253 bets the combined odds is -103 or quoted as percentage 50.73%

 

[betplom]

so each person in a greek male orgy wants to have sex with everyone attending,;

 

[Matty]

Tending the goal

You're doing it wrong