Let L and R be given.
Let alpha be given.
Assume Ha.
Assume HaL HaR.
Let p be given.
Assume Hp1.
We will prove PNo_rel_strict_split_imv L R alpha p.
An exact proof term for the current goal is andI (PNo_rel_strict_imv L R (ordsucc alpha) (λdelta ⇒ p deltadeltaalpha)) (PNo_rel_strict_imv L R (ordsucc alpha) (λdelta ⇒ p deltadelta = alpha)) (PNo_lenbdd_strict_imv_extend0 L R alpha Ha HaL HaR p Hp1) (PNo_lenbdd_strict_imv_extend1 L R alpha Ha HaL HaR p Hp1).