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The Picard Maneuver@lemmy.world to RPGMemes @ttrpg.network · 1 年前

Roll a D327 for me

lemmy.world

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  • mathmemes@lemmy.blahaj.zone
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Roll a D327 for me

lemmy.world

The Picard Maneuver@lemmy.world to RPGMemes @ttrpg.network · 1 年前
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  • cross-posted to:
  • mathmemes@lemmy.blahaj.zone
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  • unexposedhazard
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    1 年前

    This is honestly a legit die imo. I assume those balls are pretty well balanced.

    • acockworkorange@mander.xyz
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      1 年前

      Figuring out which number is up is PITA though.

      • Threeme2189@lemmy.world
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        1 年前

        Roll it on a glass table and crawl under it to check which number is in contact with the glass.

        • threelonmusketeers@sh.itjust.works
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          1 年前

          I like the way you think.

      • dfyx@lemmy.helios42.de
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        1 年前

        Even worse: with an odd number of sides, there are cases where none is up.

    • threelonmusketeers@sh.itjust.works
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      1 年前

      I think the D120 is the maximum possible isohedral (geometrically symmetric) fair die. A golf ball is probably pretty close to fair, though number 327 seems like it might be more difficult to balance than 12, 20, 30, or 60.

      • ChicoSuave@lemmy.world
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        1 年前

        A D326 with one face a reroll.

      • Tolookah
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        1 年前

        We have dice from them, the funny shaped dice are great to look at, terrible to stack

        • MonkeMischief@lemmy.today
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          1 年前

          Then what the heck am I supposed to do when it’s not my turn? >=[

          Lol

      • BeeegScaaawyCripple@lemmy.world
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        1 年前

        I’m just seeing a pattern here, but shouldn’t you be able to go to 240? I mean, it’d have to be a big fuckin’ die, but it seems like it should work.

        • threelonmusketeers@sh.itjust.works
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          1 年前

          shouldn’t you be able to go to 240?

          Not really. The faces of the D120 are already asymmetric (scalene) triangles. There’s no way to split these into additional faces while keeping them all the same shape.

          Any larger geometrically fair die would have to be from an infinite family (prisms, bipyramids, and trapezohedra), which are “impractical in reality due to the tendency to roll for a long time”.

          • Hagdos@lemmy.world
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            1 年前

            A tendency to roll for a long time would be true for any many-sided die, no? I can’t imagine the 120 stopping quickly either.

            • threelonmusketeers@sh.itjust.works
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              1 年前

              Yes, but since faces are essentially distributed over a cylinder, rather than a sphere, it is more of an issue.

              • Hagdos@lemmy.world
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                1 年前

                Ah yeah, that’s a good point

    • festnt@sh.itjust.works
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      1 年前

      uhhh you can see there are gaps between some faces and there arent on others, so it really isnt well balanced

      edit: i somehow typed f`ces

      • unexposedhazard
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        1 年前

        Oh yeah u right, i didnt even look that close. I just assumed nobody would create such an asymmetrical atrocity. I can never look at golf balls the same. Not that i do ever look at them.

        • vildapel@feddit.nu
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          1 年前

          https://upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Two_similar_icosahedron_golf_ball_designs.jpg/440px-Two_similar_icosahedron_golf_ball_designs.jpg

          https://en.m.wikipedia.org/wiki/Golf_ball

      • threelonmusketeers@sh.itjust.works
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        1 年前

        there are gaps between some faces and there arent on others, so it really isnt well balanced

        But as long as all the faces are the same size, and the die never lands on the gaps (or is rerolled if it does), would that be a fair die?

        • mipadaitu@lemmy.world
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          1 年前

          Unless some numbers are opposite of a gap, then it could never land with that number facing up.

          Each side needs an opposing flat part, and I don’t think that can happen with a die with an odd number of sides.

    • Joeffect@lemmy.world
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      1 年前

      This is more of a spin down or a counting die than something you would roll

  • chiliedogg@lemmy.world
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    1 年前

    Do opposing numbers add up to 328?

  • kryptonianCodeMonkey@lemmy.world
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    1 年前

    DC is 7

  • tourist@lemmy.world
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    1 年前

    fuck it

    I’d rather just fail the skill check

    my head would burst trying to figure out which number is precisely on top

    • SchmidtGenetics@lemmy.world
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      1 年前

      Average the top 5 numbers?

      • Rain World: Slugcat Game@lemmy.world
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        1 年前

        that would be uneven, imagine averaging the top 327 numbers. would be better to add them up modulo 327

    • Threeme2189@lemmy.world
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      1 年前

      Roll it on a glass table and crawl under it to check which number is in contact with the glass

  • als@lemmy.blahaj.zone
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    1 年前

    I wonder what opposite sides add to

    • UndercoverUlrikHD@programming.dev
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      1 年前

      In case it’s a genuine a question, there isn’t an opposite side to odd-sided dice. Had it been a d326 it would have been 326+1 in total, if it were a d328 it would be 328+1

  • Hugh@lemmy.ca
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    1 年前

    Could also be used as 109 or 3 sided die.

  • Astronauticaldb@lemmy.world
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    1 年前

    Hey, now I know how many dimples the average golf ball has! (Plus a new way to torture my players!)

  • Jomega@lemmy.world
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    1 年前

    I can’t think of a single situation that would call for such a thing.

    • Zachariah@lemmy.world
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      1 年前

      Why even use dice?

      https://wikipedia.org/wiki/Amber_Diceless_Roleplaying_Game

      https://www.drivethrurpg.com/en/product/1447/Amber

      • SkyezOpen@lemmy.world
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        1 年前

        Game accessory shops have dispatched numerous assassins to your location. Godspeed.

        • Final Remix@lemmy.world
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          1 年前

          I bet he can’t even roll for initiative!

      • grue@lemmy.world
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        1 年前

        Why even use dice?

        BURN THE HERETIC!

  • Sam_Bass@lemmy.world
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    1 年前

    slow day huh

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