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+Require Import ZArith Omega.
+
+(* Submitted by Yegor Bryukhov (#922) *)
+
+Open Scope Z_scope.
+
+Lemma Test46 : 
+forall v1 v2 v3 v4 v5 : Z,
+((2 * v4) + (5)) + (8 * v2) <= ((4 * v4) + (3 * v4)) + (5 * v4) ->
+9 * v4 > (1 * v4) + ((2 * v1) + (0 * v2)) ->
+((9 * v3) + (2 * v5)) + (5 * v2) = 3 * v4 ->
+0 > 6 * v1 ->
+(0 * v3) + (6 * v2) <> 2 ->
+(0 * v3) + (5 * v5) <> ((4 * v2) + (8 * v2)) + (2 * v5) ->
+7 * v3 > 5 * v5 ->
+0 * v4 >= ((5 * v1) + (4 * v1)) + ((6 * v5) + (3 * v5)) ->
+7 * v2 = ((3 * v2) + (6 * v5)) + (7 * v2) ->
+0 * v3 > 7 * v1 ->
+9 * v2 < 9 * v5 ->
+(2 * v3) + (8 * v1) <= 5 * v4 ->
+5 * v2 = ((5 * v1) + (0 * v5)) + (1 * v2) ->
+0 * v5 <= 9 * v2 ->
+((7 * v1) + (1 * v3)) + ((2 * v3) + (1 * v3)) >= ((6 * v5) + (4)) + ((1) + (9))
+-> False.
+intros.
+omega.
+Qed.
+