I'm not quite sure where to put it, but it doesn't have to do with logic or math so... I put it here.
Albert and Tom are at a bar. They decide to play a drinking game.
Albert says to Tom, "I'm going to have some beer, one mug a time. Every time I'm finished with a mug, I'll say how much beer I've drunk so far. If I am wrong, whether because I'm drunk or because I am lying, you have to drink a mug of beer, too." Tom agrees to play this game.
Albert starts by filling his mug with beer, drinking it, and saying,
"I have drunk one mug of beer."
Then, he fills his mug to the top again, chugs it down, and says,
"I have drunk one mug of beer."
Every time that night, Albert filled his mug to the brim, and emptied the stuff into his stomach.
And yet every time, he insisted that he has only had one mug of beer.
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Here's my first puzzle.
I'm not quite sure where to put it, but it doesn't have to do with logic or math so... I put it here.
Albert and Tom are at a bar. They decide to play a drinking game.
Albert says to Tom, "I'm going to have some beer, one mug a time. Every time I'm finished with a mug, I'll say how much beer I've drunk so far. If I am wrong, whether because I'm drunk or because I am lying, you have to drink a mug of beer, too." Tom agrees to play this game.
Albert starts by filling his mug with beer, drinking it, and saying,
"I have drunk one mug of beer."
Then, he fills his mug to the top again, chugs it down, and says,
"I have drunk one mug of beer."
Every time that night, Albert filled his mug to the brim, and emptied the stuff into his stomach.
And yet every time, he insisted that he has only had one mug of beer.
But, Tom remained sober all night. How?
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