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g h1,h2 ··· ,hM · g has to b e one h1,h2,··· ,hM, e w conclude that If: |E in (g)−E out (g)| > ǫ Then: |E in (h1)−E out (h1)| > ǫ r o |E in (h2)−E out (h2)| > ǫ r
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