diff --git a/CoqOfRust/examples/default/examples/custom/links/loops_free.v b/CoqOfRust/examples/default/examples/custom/links/loops_free.v
new file mode 100644
index 000000000..428bdf823
--- /dev/null
+++ b/CoqOfRust/examples/default/examples/custom/links/loops_free.v
@@ -0,0 +1,46 @@
+Require Import CoqOfRust.CoqOfRust.
+Require Import CoqOfRust.links.M.
+Require Import examples.default.examples.custom.loops_free.
+
+Instance run_max2 (a b : U32.t) : Run.Trait max2 [] [] [φ a; φ b] U32.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_abs_i32 (x : I32.t) : Run.Trait abs_i32 [] [] [φ x] I32.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_bool_and (a b : Bool.t) : Run.Trait bool_and [] [] [φ a; φ b] Bool.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_get_or_zero (xs : Array.t U32.t 4) (i : Usize.t) :
+  Run.Trait get_or_zero [] [] [φ xs; φ i] U32.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_eq2 (a b : Array.t U32.t 2) : Run.Trait eq2 [] [] [φ a; φ b] Bool.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_eq_pair (x y : Prod.t U32.t U32.t) : Run.Trait eq_pair [] [] [φ x; φ y] Bool.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
+
+Instance run_min3 (a b c : U32.t) : Run.Trait min3 [] [] [φ a; φ b; φ c] U32.t.
+Proof.
+  constructor.
+  run_symbolic.
+Defined.
diff --git a/CoqOfRust/examples/default/examples/custom/simulate/loops_free.v b/CoqOfRust/examples/default/examples/custom/simulate/loops_free.v
new file mode 100644
index 000000000..1876c83e5
--- /dev/null
+++ b/CoqOfRust/examples/default/examples/custom/simulate/loops_free.v
@@ -0,0 +1,244 @@
+Require Import CoqOfRust.CoqOfRust.
+Require Import CoqOfRust.links.M.
+Require Import CoqOfRust.simulate.M.
+Require Import core.links.array.
+Require Import examples.default.examples.custom.links.loops_free.
+
+Definition max2 (a b : U32.t) : U32.t :=
+  if a.(Integer.value) <? b.(Integer.value) then
+    b
+  else
+    a.
+Lemma max2_eq (a b : U32.t) :
+  {{
+    SimulateM.eval_f (Stack := []) (run_max2 a b) tt 🌲
+    (Output.Success (max2 a b), tt)
+  }}.
+Proof.
+  unfold max2.
+  repeat (
+    cbn ||
+    get_can_access ||
+    eapply Run.Call ||
+    apply Run.Pure ||
+    destruct (_ <? _)
+  ).
+Qed.
+Global Opaque run_max2.
+
+
+Definition abs_i32 (x : I32.t) : I32.t :=
+  if x.(Integer.value) <? 0 then
+    if x.(Integer.value) =? - 2^31 then
+      x
+    else
+      {| Integer.value := - x.(Integer.value) |}
+  else
+    x.
+Lemma abs_i32_eq (Stack : Stack.t) (stack : Stack.to_Set Stack)
+    (x : I32.t) :
+  {{
+    SimulateM.eval_f (run_abs_i32 x) stack 🌲
+    (Output.Success (abs_i32 x), stack)
+  }}.
+Proof.
+  unfold abs_i32; cbn.
+  eapply Run.Call. {
+    apply Run.Pure.
+  }
+  cbn.
+  eapply Run.Call. {
+    apply Run.Pure.
+  }
+  cbn.
+  destruct (_ <? 0); cbn.
+  { eapply Run.Call. {
+      apply Run.Pure.
+    }
+    cbn.
+    destruct (_ =? _); cbn; apply Run.Pure.
+  }
+  { apply Run.Pure. }
+Qed.
+
+Definition bool_and (a b : Bool.t) : Bool.t :=
+  if a.(Bool.value)
+  then if b.(Bool.value) then Bool.true else Bool.false
+  else Bool.false.
+
+Lemma bool_and_eq (a b : Bool.t) :
+  {{
+    SimulateM.eval_f (Stack := []) (run_bool_and a b) tt 🌲
+    (Output.Success (bool_and a b), tt)
+  }}.
+Proof.
+  unfold bool_and.
+  repeat (
+    cbn ||
+    get_can_access ||
+    eapply Run.Call ||
+    apply Run.Pure ||
+    destruct (a.(Bool.value)) ||
+    destruct (b.(Bool.value))
+  ).
+Qed.
+
+Global Opaque run_bool_and.
+
+
+Definition get_or_zero (xs : array.t U32.t {| Integer.value := 4 |}) (i : Usize.t) : U32.t :=
+  let i := i.(Integer.value) in
+  let xs := ArrayPairs.to_tuple_rev xs.(array.value) in
+  match xs with
+  | (tt, x3, x2, x1, x0) =>
+    if i =? 0 then
+      x0
+    else if i =? 1 then
+      x1
+    else if i =? 2 then
+      x2
+    else if i =? 3 then
+      x3
+    else
+      {| Integer.value := 0 |}
+  end.
+
+Lemma get_or_zero_eq
+    (xs : array.t U32.t {| Integer.value := 4 |}) (i : Usize.t)
+    (H_i : 0 <= i.(Integer.value)) :
+  let ref_xs := make_ref 0 in
+  let stack := (xs, tt) in
+  {{
+    SimulateM.eval_f (Stack := [_]) (run_get_or_zero ref_xs i) stack 🌲
+    (Output.Success (get_or_zero xs i), stack)
+  }}.
+Proof.
+  destruct xs as [[x0 [x1 [x2 [x3 []]]]]].
+  destruct i as [i]; cbn in H_i.
+  unfold get_or_zero; cbn.
+  eapply Run.Call; cbn. {
+    apply Run.Pure.
+  }
+  cbn.
+  eapply Run.Call; cbn. {
+    apply Run.Pure.
+  }
+  cbn.
+  destruct (_ <? 4) eqn:?; cbn.
+  { progress repeat get_can_access.
+    unfold ArrayPairs.to_tuple_rev, Pos.to_nat; cbn.
+    destruct (i =? 0) eqn:?. {
+      replace i with 0 by lia; cbn.
+      apply Run.Pure.
+    }
+    destruct (i =? 1) eqn:?. {
+      replace i with 1 by lia; cbn.
+      apply Run.Pure.
+    }
+    destruct (i =? 2) eqn:?. {
+      replace i with 2 by lia; cbn.
+      apply Run.Pure.
+    }
+    destruct (i =? 3) eqn:?. {
+      replace i with 3 by lia; cbn.
+      apply Run.Pure.
+    }
+    lia.
+  }
+  { unfold ArrayPairs.to_tuple_rev, Pos.to_nat; cbn.
+    destruct (i =? 0) eqn:?; [lia|].
+    destruct (i =? 1) eqn:?; [lia|].
+    destruct (i =? 2) eqn:?; [lia|].
+    destruct (i =? 3) eqn:?; [lia|].
+    apply Run.Pure.
+  }
+Qed.
+Global Opaque run_get_or_zero.
+
+Definition eq2 (a b : array.t U32.t {| Integer.value := 2 |}) : Bool.t :=
+  let '(x1, x0) := ArrayPairs.to_tuple_rev a.(array.value) in
+  let '(y1, y0) := ArrayPairs.to_tuple_rev b.(array.value) in
+  if (x0.(Integer.value) =? y0.(Integer.value)) &&
+     (x1.(Integer.value) =? y1.(Integer.value))
+  then Bool.true
+  else Bool.false.
+
+Lemma eq2_eq
+    (a b : array.t U32.t {| Integer.value := 2 |}) :
+  let stack := (a, (b, tt)) in
+  {{
+    SimulateM.eval_f (Stack := [_; _]) (run_eq2 a b) stack 🌲
+    (Output.Success (eq2 a b), stack)
+  }}.
+Proof.
+  destruct a as [[a0 [a1 []]]].
+  destruct b as [[b0 [b1 []]]].
+
+  unfold eq2; cbn.
+
+  eapply Run.Call. { apply Run.Pure. } cbn.
+  eapply Run.Call. { apply Run.Pure. } cbn.
+
+  progress repeat get_can_access.
+  cbn.
+
+  destruct (a0.(Integer.value) =? b0.(Integer.value)) eqn:?; cbn.
+  - destruct (a1.(Integer.value) =? b1.(Integer.value)) eqn:?; cbn;
+      apply Run.Pure.
+  - apply Run.Pure.
+Qed.
+
+Global Opaque run_eq2.
+
+Definition eq_pair (x y : U32.t * U32.t) : Bool.t :=
+  let '(x0, x1) := x in
+  let '(y0, y1) := y in
+  if (x0.(Integer.value) =? y0.(Integer.value)) &&
+     (x1.(Integer.value) =? y1.(Integer.value))
+  then Bool.true
+  else Bool.false.
+
+Lemma eq_pair_eq (x y : U32.t * U32.t) :
+  {{
+    SimulateM.eval_f (Stack := []) (run_eq_pair x y) tt 🌲
+    (Output.Success (eq_pair x y), tt)
+  }}.
+Proof.
+  destruct x as [x0 x1]; destruct y as [y0 y1].
+  unfold eq_pair; cbn.
+
+  repeat (
+    cbn ||
+    get_can_access ||
+    eapply Run.Call ||
+    apply Run.Pure ||
+    destruct (x0.(Integer.value) =? y0.(Integer.value)) ||
+    destruct (x1.(Integer.value) =? y1.(Integer.value))
+  ).
+Qed.
+
+Global Opaque run_eq_pair.
+
+Definition min3 (a b c : U32.t) : U32.t :=
+  let m := if a.(Integer.value) <? b.(Integer.value) then a else b in
+  if m.(Integer.value) <? c.(Integer.value) then m else c.
+
+Lemma min3_eq (a b c : U32.t) :
+  {{
+    SimulateM.eval_f (Stack := []) (run_min3 a b c) tt 🌲
+    (Output.Success (min3 a b c), tt)
+  }}.
+Proof.
+  unfold min3.
+
+  repeat (
+    cbn ||
+    get_can_access ||
+    eapply Run.Call ||
+    apply Run.Pure ||
+    destruct (a.(Integer.value) <? b.(Integer.value)) ||
+    destruct (_ <? _)
+  ).
+Qed.
+
+Global Opaque run_min3.