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  1. Embed this notice
    roko's basilisk (vii@dsmc.space)'s status on Friday, 12-Jun-2026 13:01:10 JST roko's basilisk roko's basilisk
    > how many holes does a pair of trousers have
    > how many holes does a straw have
    > how many holes does a balloon have

    how many holes does a woman have
    In conversation about 8 days ago from dsmc.space permalink
    • prettygood likes this.
    • Embed this notice
      prettygood (prettygood@socially.drinkingatmy.computer)'s status on Friday, 12-Jun-2026 13:06:37 JST prettygood prettygood
      in reply to
      @vii enough.
      In conversation about 8 days ago permalink
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 13:33:13 JST pwm pwm
      in reply to
      • Dymphna
      @f0x @vii topographically not a hole
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      Dymphna (f0x@dsmc.space)'s status on Friday, 12-Jun-2026 13:33:14 JST Dymphna Dymphna
      in reply to
      @vii are we counting pores
      In conversation about 8 days ago permalink
    • Embed this notice
      Dymphna (f0x@dsmc.space)'s status on Friday, 12-Jun-2026 13:33:26 JST Dymphna Dymphna
      in reply to
      • pwm
      @pwm @vii i could argue but i will not and instead i will call you nerd.
      In conversation about 8 days ago permalink
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 13:33:26 JST pwm pwm
      in reply to
      • Dymphna
      @f0x @vii no, you can't argue because there is a mathematical definition for this as relates to surfaces.
      Same reason there's only one hole in a coffee cup, it is also a donut, just like people.
      In this example, the well into which you pour your coffee is like a pore or eye socket or ear canal. It's a blind hole that does not split the surface, rather the surface warps around this.
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      Dymphna (f0x@dsmc.space)'s status on Friday, 12-Jun-2026 13:33:27 JST Dymphna Dymphna
      in reply to
      • pwm
      @pwm @vii much easier to cross than the human itself. It has many holes.
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 13:33:28 JST pwm pwm
      in reply to
      • Dymphna
      @f0x @vii the skin is the surface around the human shape, dingus
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      Dymphna (f0x@dsmc.space)'s status on Friday, 12-Jun-2026 13:33:29 JST Dymphna Dymphna
      in reply to
      • pwm
      @pwm @vii there is only one hole in a human, this is true, all the other holes are holes of the epidermal layer. It depends on which surface you count as the crossing point for my technicality to make sense.
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 13:33:33 JST pwm pwm
      in reply to
      @vii just one (the alimentary tract)
      Topographically men and women are equivalent (donuts)
      In conversation about 8 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 13:33:40 JST pwm pwm
      in reply to
      • Dymphna
      @f0x @vii
      In conversation about 8 days ago permalink

      Attachments


      1. https://media.darkdork.dev/f8/71/75/f87175d19b10f62109ac2bf6259906c438dde27aa4153ea20125310b1a95a40f.jpg
      roko's basilisk likes this.
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Friday, 12-Jun-2026 20:56:12 JST pwm pwm
      in reply to
      • lait accompli
      @genmaicha @vii
      In conversation about 8 days ago permalink

      Attachments


      1. https://media.darkdork.dev/c6/2a/37/c62a37b4eef2c6bf806aeb84059894885f1e624f02ff25855bae0999053db284.jpg
      roko's basilisk likes this.
    • Embed this notice
      lait accompli (genmaicha@stereophonic.space)'s status on Friday, 12-Jun-2026 20:56:14 JST lait accompli lait accompli
      in reply to
      @vii
      In conversation about 8 days ago permalink

      Attachments


      1. https://stereophonic.space/media/249008b09087e16cf2890b967f1000e6531fa0a05202cec093535a8a5bc8132b.webp
    • Embed this notice
      pwm (pwm@darkdork.dev)'s status on Saturday, 13-Jun-2026 03:23:03 JST pwm pwm
      in reply to
      • MercurialBlack
      @Merc @vii nuh uh, it's like, mountains and shit mang

      god I'm retarded
      In conversation about 7 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      MercurialBlack (merc@freerobuxextremist.com)'s status on Saturday, 13-Jun-2026 03:23:04 JST MercurialBlack MercurialBlack
      in reply to
      • pwm
      @pwm @vii *topologically
      In conversation about 7 days ago permalink
      roko's basilisk likes this.
    • Embed this notice
      MercurialBlack (merc@freerobuxextremist.com)'s status on Saturday, 13-Jun-2026 03:23:30 JST MercurialBlack MercurialBlack
      in reply to
      @vii https://en.wikipedia.org/wiki/Pair_of_pants_(mathematics)
      In conversation about 7 days ago permalink

      Attachments

      1. Domain not in remote thumbnail source whitelist: auth.wikimedia.org
        Pair of pants (mathematics)
        In mathematics, a pair of pants is a surface which is homeomorphic to the three-holed sphere. The name comes from considering one of the removed disks as the waist and the two others as the cuffs of a pair of pants. Pairs of pants are used as building blocks for compact surfaces in various theories. Two important applications are to hyperbolic geometry, where decompositions of closed surfaces into pairs of pants are used to construct the Fenchel-Nielsen coordinates on Teichmüller space, and in topological quantum field theory where they are the simplest non-trivial cobordisms between 1-dimensional manifolds. Pants and pants decomposition Pants as topological surfaces A pair of pants is any surface that is homeomorphic to a sphere with three holes, which formally is the result of removing from the sphere three open disks with pairwise disjoint closures. Thus a pair of pants is a compact surface of genus zero with three boundary components. The Euler characteristic of a pair of pants is equal to −1, and the only other surface with this property...
      roko's basilisk likes this.

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