Section Main.
Variable gf: rel -> rel.
Hypothesis gf_mon: monotone0 gf.
Variant gpaco0 clo r rg : Prop :=
| gpaco0_intro (IN: @rclo0 clo (paco0 (compose gf (rclo0 clo)) (rg \0/ r) \0/ r))
.
Definition gupaco0 clo r := gpaco0 clo r r.
Hint Resolve gpaco0_def_mon : paco.

Lemma gpaco0_mon clo r r' rg rg'
(IN: @gpaco0 clo r rg)
(LEr: r <0= r')
(LErg: rg <0= rg'):
@gpaco0 clo r' rg'.