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2 edges (curved), 0 corners, and 3 faces (one of which is not flat)

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A cylinder has 0 vertices (corners), 0 edges, and 2 faces.

If you need convincing, my proof is Euler's formula, which which relates all three and is true for all solids in Euclidean 3-space:

V + F - E = 2

0 + 2 - 0 = 2

You cannot consider the curved boundaries when counting faces or edges.

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