shorter test

Author: fchapoton

src/sage/algebras/quatalg/quaternion_algebra.py

@@ -955,11 +955,10 @@ def maximal_order(self, take_shortcuts=True, order_basis=None):
             Order of Quaternion Algebra (-22, 210) with base ring Rational Field
              with basis (1, i, 1/2*i + 1/2*j, 1/2 + 17/22*i + 1/44*k)
 
-            sage: for d in range(1, 700):       # long time (3s)
-            ....:     if not is_squarefree(d):
-            ....:         continue
-            ....:     A = QuaternionAlgebra(d)
-            ....:     assert A.maximal_order(take_shortcuts=False).is_maximal()
+            sage: Q = QuaternionAlgebra
+            sage: all(Q(d).maximal_order(take_shortcuts=False).is_maximal()
+            ....:     for d in range(1, 350) if is_squarefree(d))
+            True
 
         Specifying an order basis gives an extension of orders::