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    Ettin in the Playground
     
    Bohandas's Avatar

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    Feb 2016

    Default Reuleaux and Meissner solids

    Are there solids of constant width corresponding to all of the platonic solids? And if so can they all be approximated by the intersection of a number of spheres equal to the number of sides? (And if yes to both, does this work with archimedian solids as well?) Or is it just the Reuleaux tetrahedron and the derived Meissner tetrahedron that approximate a platonic solid?
    Last edited by Bohandas; 2020-08-30 at 10:42 PM. Reason: Spelling errors
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    Morrus' RPG Forum (EN World v2)

    If we shadows have offended, think but this, and all is mended. That you have but slumbered here, while these visions did appear, and this weak and idle theme, no more yielding but a dream. -Midsummer Night's Dream, Act 5, Scene 1

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