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In this discussion board, discuss: 1) In the cryptic passage below, what is the shape attributed by Parmenides to "what-is"? 2) What is Parmenides's argument for saying that what-is has this shape? 3) Apart from Parmenides's argument below, what other reasons do you think that Parmenides might have for saying that what-is has this shape? 4) What other characteristics (besides shape) does Parmenides ascribe to what-is? 5) Evaluate his argument for these characteristics belonging to what-is.
"But since the limit is ultimate, it [namely, what-is] is complete from all directions like the bulk of a ball well-rounded from all sides; equally matched in every way from the middle; for it is right for it not to be in any way greater or lesser than in another. For neither is there what-is-not--which would stop it from reaching the same [distance in every direction]--nor is there any way in which what-is would be more than what is in one way and in another way less, since it is all inviolable; for equal to itself from all directions, it meets uniformly with its limits."
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