13 original generators of the toric ring
23 Hilbert basis elements
33 lattice points in polytope (Hilbert basis elements of degree 1)
42 extreme rays
52 support hyperplanes
6
7embedding dimension = 2
8rank = 2 (maximal)
9external index = 2
10internal index = 1
11original monoid is integrally closed in chosen lattice
12
13size of triangulation   = 2
14resulting sum of |det|s = 2
15
16grading:
171 1
18with denominator = 2
19
20degrees of extreme rays:
211:2
22
23Hilbert basis elements are of degree 1
24
25multiplicity = 2
26
27Hilbert series:
281 1
29denominator with 2 factors:
301:2
31
32degree of Hilbert Series as rational function = -1
33
34The numerator of the Hilbert series is symmetric.
35
36Hilbert polynomial:
371 2
38with common denominator = 1
39
40rank of class group = 0
41finite cyclic summands:
422:1
43
44***********************************************************************
45
463 original generators:
47 2 0
48 1 1
49 0 2
50
513 lattice points in polytope (Hilbert basis elements of degree 1):
52 0 2
53 1 1
54 2 0
55
560 further Hilbert basis elements of higher degree:
57
582 extreme rays:
59 0 2
60 2 0
61
622 support hyperplanes:
63 0 1
64 1 0
65
661 congruences:
67 1 1 2
68
692 basis elements of generated  lattice:
70 1 1
71 0 2
72
73