eqt<a
Theorem.
Arguments:
(st),
(coll),
(st),
Assertions:
((
)
((
)
(
)))
Proof:
Hyp
Ref
Line
Expr
eqt<
1
((
)
((
)
(
)))
1
bi<
2
((
)
((
)
(
)))
2
com12i
3
((
)
((
)
(
)))