Goal:
  
  A : Type
  t' : A
  P : nat → A → A → Type
  i : nat
  tl : list A
  tl' : list A
  X : OnOne2i P (S i) tl tl'
  IHX : ∀ n : nat,
          nth_error tl' n = Some t'
          → ∑ t : A,
              nth_error tl n = Some t × (t = t') + P (S i + n)%nat t t'
  ============================
   ((t' = t') + P (i + 0)%nat t' t')%type


DEBUG:Going to execute:
solve [ Ltac.left; t_tauto_intuit | Ltac.right; t_tauto_intuit ]
Level 2: evaluation returns
<coq-core.plugins.tauto::is_disj@0>
where
tauto_flags := 
of type
tauto_flags
X1 := ((t' = t') + P (i + 0)%nat t' t')%type
of type
constr of type tacvalue