sb-bi>
Theorem.
Arguments:
(st),
(sv),
(pr),
(pr),
(pr),
Hypotheses:
([
/
]
)
Assertions:
([
/
](
)
([
/
]
))
Proof:
Hyp
Ref
Line
Expr
Hypo
1
([
/
]
)
sb-bi
2
([
/
](
)
([
/
]
[
/
]
))
1
bi.bldbi>
3
(([
/
]
[
/
]
)
([
/
]
))
2, 3
bitr
4
([
/
](
)
([
/
]
))