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**Unformatted text preview: **s L , where | s | p , such that, for all u,v,x,y,z * , where s = uvxyz , | vxy | p , and | vy | 6 = 0 there exists some n 0 such that uv n xy n z / L . In other words, cleverly choose some s L and show that, no matter how you choose vxy (and, in turn, u and z ), theres always some n 0 for which uv n xy n z / L . 1...

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