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We now bound the size of k for a given n. Let nk n < nk+1 . Then n nk = (k 1)2k+1 + 2 2k , and therefore k log n. Moreover, n nk+1 = k2k+2 + 2 (k + 2)2k+2 (log n + 2)2k+2 , by (13.89), and therefore k + 2 log n , log n + 2 (13.91) (13.90) (13.89) (13.88) Eggs laid
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