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Using Webster's Third International as a reference:

 be <code> bee </code>=> e is trivial;
 ail <code> ale </code>=> i is trivial;
 week <code> weak </code>=> a is trivial;
 lie <code> lye </code>=> y is trivial;
 to <code> too </code>=> o is trivial;
 two <code> to </code>=> w is trivial;
 hour <code> our </code>=> h is trivial;
 faggot <code> fagot </code>=> g is trivial;
 bowl <code> boll </code>=> l is trivial;
 gel <code> jel </code>=> j is trivial;
 you <code> ewe </code>=> u is trivial;
 damn <code> dam </code>=> n is trivial;
 limb <code> limn </code>=> b is trivial;
 bass <code> base </code>=> s is trivial;
 cede <code> seed </code>=> c is trivial;
 knead <code> need </code>=> k is trivial;
 add <code> ad </code>=> d is trivial;
 awful <code> offal </code>=> f is trivial;
 mama <code> mamma </code>=> m is trivial;
 grip <code> grippe </code>=> p is trivial;
 cue <code> queue </code>=> q is trivial;
 carrel <code> carol </code>=> r is trivial;
 butt <code> but </code>=> t is trivial;
 lox <code> locks </code>=> x is trivial;
 faze <code> phase </code>=> z is trivial;
 vlei <code> fly </code>=> v is trivial.

For a related problem, see ''The Jimmy's Book'' (_The American Mathematical
Monthly_, Vol. 93, Num. 8 (Oct. 1986), p.  637):

Consider the free group on twenty-six letters A, ..., Z.  Mod out by
the relation that defines two words to be equivalent if (a) one is a
permutation of the other and (b) each appears as a legitimate English
word in the dictionary.  Identify the center of this group.

    -- clong@cnj.digex.com (Chris Long)
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