Goal:
  
  A : Type
  B : Type
  C : Type
  P : A → B → C → Type
  c : C
  a : C
  ls1 : list C
  IH : ∀ (ls2 : list A) (ls3 : list B),
         All (λ z : C, All2 (λ (x : A) (y : B), P x y z) ls2 ls3) (c :: ls1)
         → All2 (λ (x : A) (y : B), All (P x y) (c :: ls1)) ls2 ls3
  a0 : A
  ls2 : list A
  b : B
  ls3 : list B
  x : C
  l : list C
  X0 : All2 (λ (x : A) (y : B), P x y c) (a0 :: ls2) (b :: ls3)
  X1 : All
         (λ z : C, All2 (λ (x : A) (y : B), P x y z) (a0 :: ls2) (b :: ls3))
         (a :: ls1)
  H0 : x = c
  H1 : l = a :: ls1
  ============================
   (All2 (λ (x : A) (y : B), All (P x y) (c :: a :: ls1)) 
      (a0 :: ls2) (b :: ls3))


DEBUG:Going to execute:
first
[ All2_All_swap_t_step
| let H1 := fresh in
  let H2 := fresh in
  eapply All2_impl;
   [ eapply All2_prod
   | intros * [H1 H2]; constructor; (first [ exact H1 | exact H2 ]) ]
| let H1 := fresh in
  let H2 := fresh in
  eapply All2_impl; [ eapply IH |  ]; clear IH ]