Question: Plato proves that there cannot be more than 5 perfect solids. There's one point about the properties of isosceles triangles on which the proof stands.

Plato proves that there cannot be more than 5 perfect solids. There's one point about the properties of isosceles triangles on which the proof stands. What is it? What makes it a proof? Why should it be on interest? To Plato? To us

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