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Attending Harvard, still got time for ponies.

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Dec
1st
2012

MLP LOGIC · 10:12pm Dec 1st, 2012

A pony is bigger than a horse.

SEEMS LEGIT.

and before you say "She is a Alicorn, of corse she is bigger", well there are ponies that are as big -and even bigger- than Princess Celestia, and Princess Luna is smaller than both those ponies, and the horses.

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