@@ -21664,19 +21664,19 @@ def layout_tutte(self, external_face=None, external_face_pos=None, **options):
2166421664 Graphics object consisting of 20 graphics primitives
2166521665 sage: g = graphs.CubeGraph(n=3, embedding=2)
2166621666 sage: g.plot(layout='tutte', external_face=['101','111','001',
21667- '011'], external_face_pos={'101':(1,0), '111':(0,0), '001':(2,1 ),
21668- ' 011':(-1,1)}) # needs sage.plot
21667+ ....: '011'], external_face_pos={'101':(1,0), '111':(0,0),
21668+ ....: '001':(2,1), ' 011':(-1,1)}) # needs sage.plot
2166921669 Graphics object consisting of 21 graphics primitives
2167021670 sage: g = graphs.CompleteGraph(n=5)
2167121671 sage: g.plot(layout='tutte', external_face=[0,1,2])
2167221672 Traceback (most recent call last):
2167321673 ...
21674- ValueError: Graph must be planar
21674+ ValueError: graph must be planar
2167521675 sage: g = graphs.CycleGraph(n=10)
2167621676 sage: g.layout(layout='tutte', external_face=[0,1,2,3,4,5,6,7,8,9])
2167721677 Traceback (most recent call last):
2167821678 ...
21679- ValueError: Graph must be 3-connected
21679+ ValueError: graph must be 3-connected
2168021680 """
2168121681 from sage.matrix.constructor import zero_matrix
2168221682 from sage.rings.real_mpfr import RR
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