11 Hilbert basis elements
21 lattice points in polytope (Hilbert basis elements of degree 1)
31 extreme rays
41 support hyperplanes
5
6embedding dimension = 2
7rank = 1
8external index = 2
9
10size of triangulation   = 1
11resulting sum of |det|s = 1
12
13grading:
141 -1
15with denominator = 2
16
17degrees of extreme rays:
181:1
19
20Hilbert basis elements are of degree 1
21
22multiplicity = 1
23
24Hilbert series:
251
26denominator with 1 factors:
271:1
28
29degree of Hilbert Series as rational function = -1
30
31The numerator of the Hilbert series is symmetric.
32
33Hilbert polynomial:
341
35with common denominator = 1
36
37rank of class group = 0
38class group is free
39
40***********************************************************************
41
421 lattice points in polytope (Hilbert basis elements of degree 1):
43 2 0
44
450 further Hilbert basis elements of higher degree:
46
471 extreme rays:
48 2 0
49
501 support hyperplanes:
51 1 -1
52
531 equations:
54 0 1
55
561 congruences:
57 1 0 2
58
591 basis elements of generated  lattice:
60 2 0
61
62