Nuprl - Proof: eq atom eq true elim sqequal 1 1

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At: eq atom eq true elim sqequal 1 1

1. x : Atom
2. y : Atom
3. x=

Atom ~ true

x = y

By:	p. let x,y dest_sqequal (h -1 p) in (Assert (mk_equal_term bool_term y y) (THENL ([Auto;SqSubstAtAddr [2] x -1 THENL [Trivial;Id]]) p

Generated subgoal:

1 4. x=yAtom = true
x = y
1 step

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