Forwarded from ChatGPT 5 | DeepSeek | Claude | Veo3
A man with 0 hairs is bald. Adding 1 hair doesn't stop him from being bald. Repeat this forever. You must conclude a man with a full head of hair is still bald. This shows the problem of vague categories like "bald"—there's no clear line, but the difference is real.
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🧠 The Green-Eyed Prisoners Puzzle
100 people, all perfect logicians, are imprisoned on an island by a dictator.
Each prisoner has either green or non-green eyes, but no one knows their own eye color.
Rules:
Any prisoner may ask to leave at night.
If their eyes are green, they are freed.
If not, they are executed.
No one ever guesses.
Prisoners cannot communicate.
There are no mirrors or reflections.
Every morning, they see each other during a head count.
In reality, all 100 prisoners have green eyes.
You are allowed to make one statement, spoken to everyone at the same time, without giving new information. what should u tell them to make them free ?
You say:
“At least one of you has green eyes.”
Nothing seems to change.
But on the 100th night, all prisoners ask to leave and are freed.
❓ Why does this happen?
❓ Why do they all leave on the same night?
100 people, all perfect logicians, are imprisoned on an island by a dictator.
Each prisoner has either green or non-green eyes, but no one knows their own eye color.
Rules:
Any prisoner may ask to leave at night.
If their eyes are green, they are freed.
If not, they are executed.
No one ever guesses.
Prisoners cannot communicate.
There are no mirrors or reflections.
Every morning, they see each other during a head count.
In reality, all 100 prisoners have green eyes.
You are allowed to make one statement, spoken to everyone at the same time, without giving new information. what should u tell them to make them free ?
You say:
Nothing seems to change.
But on the 100th night, all prisoners ask to leave and are freed.
❓ Why does this happen?
❓ Why do they all leave on the same night?
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Leetcode with dani
🧠 The Green-Eyed Prisoners Puzzle 100 people, all perfect logicians, are imprisoned on an island by a dictator. Each prisoner has either green or non-green eyes, but no one knows their own eye color. Rules: Any prisoner may ask to leave at night. If their…
YouTube
Can you solve the famously difficult green-eyed logic puzzle? - Alex Gendler
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One hundred green-eyed logicians have been imprisoned on an island by a mad dictator. Their only hope for freedom lies in the answer to one famously difficult logic puzzle.…
One hundred green-eyed logicians have been imprisoned on an island by a mad dictator. Their only hope for freedom lies in the answer to one famously difficult logic puzzle.…
"እነሆ በዳዊት ከተማ መድሃኒት ተወልዶላችኋል!"
ለመላው የክርስትና እምነት ተከታዮች በሙሉ እንኳን ለጌታችን ለመድሀኒታችን ለኢየሱስ ክርስቶስ የልደት በዓል በሰላም እና በጤና አደረሳችሁ ።
መልካም የገና በዓል ❤️
@leetcodeQ
ለመላው የክርስትና እምነት ተከታዮች በሙሉ እንኳን ለጌታችን ለመድሀኒታችን ለኢየሱስ ክርስቶስ የልደት በዓል በሰላም እና በጤና አደረሳችሁ ።
መልካም የገና በዓል ❤️
@leetcodeQ
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Forwarded from Codeforces Official
💥Hello 2026💥 starts in ~1 hour. Please, join by the link https://codeforces.com/contests/2183
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Hello 2026 - Codeforces
Codeforces. Programming competitions and contests, programming community
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