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xkcd bot@lemmy.worldB to xkcd@lemmy.worldEnglish · 1か月前

xkcd #3137: Cursed Number

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xkcd #3137: Cursed Number

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xkcd bot@lemmy.worldB to xkcd@lemmy.worldEnglish · 1か月前
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xkcd #3137: Cursed Number

Title text:

Another group of mathematicians is working to put an upper bound on the number, although everyone keeps begging them to stop.

Transcript:

Transcript will show once it’s been added to explainxkcd.com

Source: https://xkcd.com/3137/

explainxkcd for #3137

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  • badcommandorfilename@lemmy.world
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    1か月前

    print(uuid())

  • palordrolap@fedia.io
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    1か月前

    Felt like noodling a little with some numbers. I have a nice candidate. 22301. Pretty small, right? It’s prime. That’s not troubling to most anyone’s sanity. Edit: one should check one’s silly code more carefully before madly pretending to be mad on the Internet. It is not prime. But the intermediate numbers still are.

    There’s something that can be done to that number four times (but no more) which results in a prime each time and the fourth step results in a 70 digit number that I may have looked at slightly tOo LoNnNg.

    Edit 2: Attempt at redemption for the math if not the joke: Start with 5497949 which is prime, and you can do the thing four times and get a prime each time. The last one has 108 digits and, no word of a lie, starts 6969…

    Imaginary bonus points for guessing what the heck the operation / something is.b

    • Audalin@lemmy.world
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      1か月前

      But 22301 isn’t prime? It’s 29*769.

      • palordrolap@fedia.io
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        1か月前

        Well, this is embarrassing. This is what I get for mathing after midnight.

        • porl@lemmy.world
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          1か月前

          The true number messed you up so much you can’t recall it any more.

          • scathliath@lemmy.dbzer0.com
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            1か月前

            Can confirm, it stole my lunch money when I tried to see it, then gaslit me and told me my fiancee did. Truly a cursed number.

    • jaupsinluggies@feddit.uk
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      1か月前

      If you divide it by itself and add one, you can do that infinitely many times and get a prime every time. Works for all the primes.

      • sga@piefed.social
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        1か月前

        it also works for all perfect numbers (by definition non prime), and also triangle numbers (all triangle numbers greater than 3 or non prime), and also for all numbers above 42, and below 69. quite a neat property sir.

  • four@lemmy.zip
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    1か月前

    A moment of silence for all those who sacrificed themselves in the name of science

    • ZoteTheMighty@lemmy.zip
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      1か月前

      Actually, this isn’t useful, so we still let it be called “math”.

  • IndustryStandard@lemmy.world
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    1か月前

    The cursed number is pi. Everyone who tries to fully read it dies. This is why we shortened it to 3.14.

    • ForeverComical@lemmy.ca
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      1か月前

      You can just use 3.

      • whoisearth@lemmy.ca
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        1か月前

        Meh close enoigh

      • Cocodapuf@lemmy.world
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        1か月前

        I like 22/7

    • sga@piefed.social
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      1か月前

      everyone who has ever heard of pi, has either died, or will die. just thought of pi gives you a chronic illness which can not be cured

  • Big_Boss_77@lemmynsfw.com
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    1か月前

    SCP-2.6*1021

  • DarkCloud@lemmy.world
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    1か月前

    Sounds like those stupid Rationalist cult groups who spend their time coming up with AI fantasies, and claim some thought-experiments are so powerful they’ll ruin your mind - real immature stuff. Deserves to be lampooned like this.

  • nialv7@lemmy.world
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    1か月前

    If a number is long enough human won’t be able to perceive it all at once, so in fact there are only finite number of cases we need to check.

    • Jankatarch@lemmy.world
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      1か月前

      Human will run out of memory when reading the number, in fact.

  • ripcord@lemmy.world
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    1か月前

    Sounds like the seed of an SCP.

    • Swedneck@discuss.tchncs.de
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      1か月前

      peep the horror

  • tisktisk@piefed.social
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    1か月前

    I’m confused, what is this new lower bound specifically?

    • finalarbiter@lemmy.dbzer0.com
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      1か月前

      The number that makes people go insane is bigger than 2.6*1021, or 2,600,000,000,000,000,000,000

    • pressanykeynow@lemmy.world
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      1か月前

      Works as intended then.

    • GraniteM@lemmy.world
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      1か月前

      https://www.explainxkcd.com/wiki/index.php/3137:_Cursed_Number

  • Dasus@lemmy.world
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    1か月前

    Sure there’s quite a lot of them to choose from, but for instance USPS tracking numbers are 22-digit numbers.

  • ksigley@lemmy.world
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    1か月前

    There really is an xkcd for everything.

  • ShinkanTrain@lemmy.ml
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    1か月前

    This is why they invented notation. Just to be safe

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