Random Thought Thread

The correct answer of ⁠2/3⁠ can also be obtained as follows:

Originally, all six coins were equally likely to be chosen.The chosen coin cannot be from drawer S of box GS, or from either drawer of box SS. So it must come from the G drawer of box GS, or either drawer of box GG.The three remaining possibilities are equally likely, so the probability that the drawer is from box GG is ⁠2/3⁠.
 
I think it was personal use quantity.

I never made a pot case during my career. It was a 5,000 lb. minimum threshold in Miami back when I was working narcotics, and we'd just turn it over to state and local if they were looking to make a case.

5,000 lb is a lot of marijuana
 
Just for fun, and just for you :)

View attachment 2680180

No go back and watch the Aurora again ...
Your code is wrong somewhere.

There are 6 possible initial states:

You chose the GG box and the first G
You chose the GG box and the second G
You chose the GS box and the G
You chose the GS box and the S
You chose the SS box and the first S
You chose the SS box and the second S

2 out of the 3 times you chose a G, the remaining coin is G.
 
My biological mom lives on the gulf coast of Florida. She is recovering from a double mastectomy and is in a safe place currently but she isn't confident her home is going to make it out of this new storm. I hope all of you in that area remain safe.
I sure hope your mom is wrong this time Dylan. My thoughts are with you. Everybody in the path stay safe.
 
The correct answer of ⁠2/3⁠ can also be obtained as follows:

Originally, all six coins were equally likely to be chosen.The chosen coin cannot be from drawer S of box GS, or from either drawer of box SS. So it must come from the G drawer of box GS, or either drawer of box GG.The three remaining possibilities are equally likely, so the probability that the drawer is from box GG is ⁠2/3⁠.
Interesting.
 
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I think they need some better weaponry:


What's better, apparently the reenactors drew some runes to memorialize it.

fK4YP0P.jpeg
 
Your code is wrong somewhere.

There are 6 possible initial states:

You chose the GG box and the first G
You chose the GG box and the second G
You chose the GS box and the G
You chose the GS box and the S
You chose the SS box and the first S
You chose the SS box and the second S

2 out of the 3 times you chose a G, the remaining coin is G.
no there are only 2 boxes with GOLE innem.

you already chose 1 of 2 that have gold.

the remaining choices are G OR S.

50 50
 
no there are only 2 boxes with GOLE innem.

you already chose 1 of 2 that have gold.

the remaining choices are G OR S.

50 50
Everything you said is correct, except for the conclusion. What you missed is that It's twice as likely you chose a gold coin from the box that was all gold coins, versus the box that only had a 1/2 chance of you choosing a gold coin.

Maybe changing the problem slightly would help your intuition. If we changed the GS box to having 999 silver coins and 1 gold coin, it would be highly unlikely you got the gold coin from that box right? You wouldn't say it's equally likely to be from either box.
 
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