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"content": "- another approach would be to avoid linear representations and instead seek subgroups H of the 16-element quasidihedral group G, which give actions of G on the finite sets G/H. To satisfy nostr:npub1whrara5n38jvwcnkhwz346nl2sn969zu0guk0pvfeltzecn2axesdzqc2t we'd want H to have 2 elements, so G/H would be an 8-element set. There's an obvious 2-element subgroup H ⊆ G consisting of 𝐼 and 𝑠, and this G/H may be Jules' \"twisted octagon\".\nhttps://media.mathstodon.xyz/media_attachments/files/114/230/119/294/574/977/original/1eeff2efea48b17d.jpg\n",
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