Dual hypergraph

List of exceptional divisors (vertices)

Chart IDs and indices to the E components of basic objects with largest dimension Centers
E1     [1.0: 1] [2.0: 1] [3.0: 1] [5.0: 1] [8.0: 1] [9.0: 1] [11.0: 1] [14.0: 1] [17.0: 1] [21.0: 1] [22.0: 1] [24.0: 1] [27.0: 1] [30.0: 1] [2,0][2,0][1,0]
[0.0]
[]
Dim: 0
E2     [8.0: 2] [9.0: 2] [10.0: 1] [11.0: 2] [12.0: 1] [13.0: 1] [14.0: 2] [15.0: 1] [16.0: 1] [17.0: 2] [18.0: 1] [19.0: 1] [20.0: 1] [21.0: 2] [22.0: 2] [23.0: 1] [24.0: 2] [25.0: 1] [26.0: 1] [27.0: 2] [28.0: 1] [29.0: 1] [30.0: 2] [31.0: 1] [32.0: 1] [33.0: 1] [2,0][1,0]*
[2.0, 3.0]
[]
Dim: 1
E3     [14.0: 3] [15.0: 2] [16.0: 2] [17.0: 3] [18.0: 2] [19.0: 2] [20.0: 2] [27.0: 3] [28.0: 2] [29.0: 2] [30.0: 3] [31.0: 2] [32.0: 2] [33.0: 2] [2,0](-1,1,[1])
[9.0, 22.0]
[1]
Dim: 1
E4     [7.0: 1] [13.0: 2] [19.0: 3] [26.0: 2] [32.0: 3] [1,0]*
[6.0, 12.0, 18.0, 25.0, 31.0]
[]
Dim: 2

List of hyperbonds (edges, faces, etc.)

[[1, 2, 3], [2, 3, 4]]

Explanation and remarks