Label 'subpoint_map':
[0]: 18 (2)
[0]: 27 (1)
[0]: 30 (1)
[0]: 33 (1)
[0]: 36 (1)
[0]: 3 (0)
[0]: 4 (0)
[0]: 7 (0)
[0]: 8 (0)
[0]: 0 (103)
[0]: 14 (102)
[0]: 15 (102)
[0]: 16 (102)
[0]: 17 (102)
[0]: 1 (-103)
[0]: 20 (-102)
[0]: 21 (-102)
[0]: 22 (-102)
[0]: 23 (-102)
[0]: 26 (101)
[0]: 28 (101)
[0]: 29 (101)
[0]: 31 (101)
[0]: 37 (-101)
[0]: 39 (-101)
[0]: 40 (-101)
[0]: 42 (-101)
Label 'subpoint_map split':
[0]: 4 (100)
[0]: 5 (100)
[0]: 8 (100)
[0]: 9 (100)
[0]: 15 (-100)
[0]: 16 (-100)
[0]: 17 (-100)
[0]: 18 (-100)
[0]: 37 (101)
[0]: 40 (101)
[0]: 43 (101)
[0]: 46 (101)
[0]: 55 (-101)
[0]: 56 (-101)
[0]: 57 (-101)
[0]: 58 (-101)
[0]: 23 (102)
[0]: 30 (-102)
Label 'cohesive':
[1]: 1 (1)
[1]: 21 (1)
[1]: 22 (1)
[1]: 23 (1)
[1]: 24 (1)
[1]: 41 (1)
[1]: 42 (1)
[1]: 43 (1)
[1]: 44 (1)
Discrete System with 1 fields
    cell total dim 24 total comp 3
  Field displacement FEM 3 components (implicit) (Nq 8 Nqc 1) 1-jet
    PetscFE Object: displacement (displacement_) 1 MPI process
      type: vector
      Vector Finite Element in 3 dimensions with 3 components
      PetscSpace Object: displacement (displacement_) 1 MPI process
        type: sum
        Space in 3 variables with 3 components, size 24
        Sum space of 3 concatenated subspaces (all identical)
          PetscSpace Object: Q1 (displacement_sumcomp_) 1 MPI process
            type: tensor
            Space in 3 variables with 1 components, size 8
            Tensor space of 3 subspaces (all identical)
              PetscSpace Object: sum component tensor component (displacement_sumcomp_tensorcomp_) 1 MPI process
                type: poly
                Space in 1 variables with 1 components, size 2
                Polynomial space of degree 1
      PetscDualSpace Object: displacement (displacement_) 1 MPI process
        type: sum
        Dual space with 3 components, size 24
        Sum dual space of 3 concatenated subspaces (all identical)
          PetscDualSpace Object: Q1 1 MPI process
            type: lagrange
            Dual space with 1 components, size 8
            Continuous tensor Lagrange dual space
        Quadrature on a hexahedron of order 3 on 8 points (dim 3)
  Weak Form System with 1 fields
    boundary_residual_f0
(0, 0) 
(0, 0) 
    boundary_jacobian_g0
(1, 0) 
(1, 0)