a busy night
https://x.com/shanaka86/status/1998892335506346044?s=20
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oh my god, my sides, oh my sides....
https://x.com/FinanceLancelot/status...831963531?s=20
https://x.com/zerohedge/status/1998844731649114291?s=20
future is bright
https://x.com/Kittenwaffin/status/19...326509277?s=20
we all (most of us) owe a debt of gratitude to Nick without whom this moment wouldn't have come to pass:
https://x.com/elonmusk/status/1999186989111808234?s=20
this shit hits close to home, again. this isn't going to get better, just worse.
recognize where we are.
https://x.com/TooWhiteToTweet/status...311979833?s=20
Scott Adams was correct.
“I don’t want to have anything to do with them,” Adams added. “And I would say, based on the current way things are going, the best advice I would give to White people is to get the hell away from Black people, just get the f**k away … because there is no fixing this.”
I just saw this post. It seems brutal, and with that many chances it's relatively low variance but the odds of bricking all 25 are only about 1 in 200. One would expect to hit about 5 flushes on average in this spot in 25 play.Quote:
Originally Posted by Tellafriend
https://x.com/IterIntellectus/status...807942474?s=20
This shit is so mental it's difficult to tell whether the OP is telling the truth or not, but if one clicks on the comments, the person does mention an LA doctor by name.
Quote:
Originally Posted by VaughnPI just saw this post. It seems brutal, and with that many chances it's relatively low variance but the odds of bricking all 25 are only about 1 in 200. One would expect to hit about 5 flushes on average in this spot in 25 play.Quote:
Originally Posted by Tellafriend
was curious, so
AI Overview
For drawing a single card when 4 are already of the same suit, the odds of completing the flush are \(\mathbf{9/48}\) or 3 to 13 against. With 25 independent chances, the probability of completing the flush at least once is approximately 99.44%.