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diff --git a/Test/tutorial/maximum.dfy b/Test/tutorial/maximum.dfy
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+// RUN: %dafny /compile:0 /print:"%t.print" /dprint:"%t.dprint" /autoTriggers:1 /printTooltips "%s" > "%t"
+// RUN: %diff "%s.expect" "%t"
+
+// This file shows how to specify and implement a function to compute the
+// largest element of a list. The function is fully specified by two
+// preconditions, as proved by the MaximumIsUnique lemma below.
+
+method Maximum(values: seq<int>) returns (max: int)
+  requires values != []
+  ensures max in values
+  ensures forall i | 0 <= i < |values| :: values[i] <= max
+{
+  max := values[0];
+  var idx := 0;
+  while (idx < |values|)
+    invariant max in values
+    invariant idx <= |values|
+    invariant forall j | 0 <= j < idx :: values[j] <= max
+  {
+    if (values[idx] > max) {
+      max := values[idx];
+    }
+    idx := idx + 1;
+  }
+}
+
+lemma MaximumIsUnique(values: seq<int>, m1: int, m2: int)
+  requires m1 in values && forall i | 0 <= i < |values| :: values[i] <= m1
+  requires m2 in values && forall i | 0 <= i < |values| :: values[i] <= m2
+  ensures m1 == m2 {
+    // This lemma does not need a body: Dafny is able to prove it correct entirely automatically.
+}