DM Object: doublet 2 MPI processes
  type: plex
doublet in 3 dimensions:
Supports:
[0] Max support size: 3
[0]: 1 ----> 12
[0]: 1 ----> 13
[0]: 1 ----> 14
[0]: 2 ----> 9
[0]: 2 ----> 10
[0]: 2 ----> 13
[0]: 3 ----> 9
[0]: 3 ----> 11
[0]: 3 ----> 12
[0]: 4 ----> 10
[0]: 4 ----> 11
[0]: 4 ----> 14
[0]: 5 ----> 0
[0]: 6 ----> 0
[0]: 7 ----> 0
[0]: 8 ----> 0
[0]: 9 ----> 5
[0]: 9 ----> 6
[0]: 10 ----> 5
[0]: 10 ----> 8
[0]: 11 ----> 5
[0]: 11 ----> 7
[0]: 12 ----> 6
[0]: 12 ----> 7
[0]: 13 ----> 6
[0]: 13 ----> 8
[0]: 14 ----> 7
[0]: 14 ----> 8
[1] Max support size: 3
[1]: 1 ----> 9
[1]: 1 ----> 10
[1]: 1 ----> 13
[1]: 2 ----> 9
[1]: 2 ----> 11
[1]: 2 ----> 14
[1]: 3 ----> 10
[1]: 3 ----> 11
[1]: 3 ----> 12
[1]: 4 ----> 12
[1]: 4 ----> 13
[1]: 4 ----> 14
[1]: 5 ----> 0
[1]: 6 ----> 0
[1]: 7 ----> 0
[1]: 8 ----> 0
[1]: 9 ----> 5
[1]: 9 ----> 8
[1]: 10 ----> 5
[1]: 10 ----> 6
[1]: 11 ----> 5
[1]: 11 ----> 7
[1]: 12 ----> 6
[1]: 12 ----> 7
[1]: 13 ----> 6
[1]: 13 ----> 8
[1]: 14 ----> 7
[1]: 14 ----> 8
Cones:
[0] Max cone size: 4
[0]: 0 <---- 5 (0)
[0]: 0 <---- 6 (0)
[0]: 0 <---- 7 (0)
[0]: 0 <---- 8 (0)
[0]: 5 <---- 9 (0)
[0]: 5 <---- 10 (0)
[0]: 5 <---- 11 (0)
[0]: 6 <---- 12 (0)
[0]: 6 <---- 13 (0)
[0]: 6 <---- 9 (-1)
[0]: 7 <---- 11 (-1)
[0]: 7 <---- 14 (0)
[0]: 7 <---- 12 (-1)
[0]: 8 <---- 10 (-1)
[0]: 8 <---- 13 (-1)
[0]: 8 <---- 14 (-1)
[0]: 9 <---- 3 (0)
[0]: 9 <---- 2 (0)
[0]: 10 <---- 2 (0)
[0]: 10 <---- 4 (0)
[0]: 11 <---- 4 (0)
[0]: 11 <---- 3 (0)
[0]: 12 <---- 3 (0)
[0]: 12 <---- 1 (0)
[0]: 13 <---- 1 (0)
[0]: 13 <---- 2 (0)
[0]: 14 <---- 4 (0)
[0]: 14 <---- 1 (0)
[1] Max cone size: 4
[1]: 0 <---- 5 (-1)
[1]: 0 <---- 6 (0)
[1]: 0 <---- 7 (0)
[1]: 0 <---- 8 (0)
[1]: 5 <---- 9 (0)
[1]: 5 <---- 10 (0)
[1]: 5 <---- 11 (0)
[1]: 6 <---- 12 (0)
[1]: 6 <---- 13 (0)
[1]: 6 <---- 10 (0)
[1]: 7 <---- 11 (0)
[1]: 7 <---- 14 (0)
[1]: 7 <---- 12 (-1)
[1]: 8 <---- 9 (0)
[1]: 8 <---- 13 (-1)
[1]: 8 <---- 14 (-1)
[1]: 9 <---- 2 (0)
[1]: 9 <---- 1 (0)
[1]: 10 <---- 1 (0)
[1]: 10 <---- 3 (0)
[1]: 11 <---- 3 (0)
[1]: 11 <---- 2 (0)
[1]: 12 <---- 3 (0)
[1]: 12 <---- 4 (0)
[1]: 13 <---- 4 (0)
[1]: 13 <---- 1 (0)
[1]: 14 <---- 2 (0)
[1]: 14 <---- 4 (0)
coordinates with 1 fields
  field 0 with 3 components
Process 0:
  (   1) dof  3 offset   0 -1. 0. 0.
  (   2) dof  3 offset   3 0. -1. 0.
  (   3) dof  3 offset   6 0. 0. 1.
  (   4) dof  3 offset   9 0. 1. 0.
Process 1:
  (   1) dof  3 offset   0 0. -1. 0.
  (   2) dof  3 offset   3 0. 0. 1.
  (   3) dof  3 offset   6 0. 1. 0.
  (   4) dof  3 offset   9 1. 0. 0.
Labels:
Label 'celltype':
[0]: 1 (0)
[0]: 2 (0)
[0]: 3 (0)
[0]: 4 (0)
[0]: 9 (1)
[0]: 10 (1)
[0]: 11 (1)
[0]: 12 (1)
[0]: 13 (1)
[0]: 14 (1)
[0]: 5 (3)
[0]: 6 (3)
[0]: 7 (3)
[0]: 8 (3)
[0]: 0 (6)
[1]: 1 (0)
[1]: 2 (0)
[1]: 3 (0)
[1]: 4 (0)
[1]: 9 (1)
[1]: 10 (1)
[1]: 11 (1)
[1]: 12 (1)
[1]: 13 (1)
[1]: 14 (1)
[1]: 5 (3)
[1]: 6 (3)
[1]: 7 (3)
[1]: 8 (3)
[1]: 0 (6)
Label 'fault':
[0]: 2 (0)
[0]: 3 (0)
[0]: 4 (0)
[0]: 9 (1)
[0]: 10 (1)
[0]: 11 (1)
[0]: 5 (2)
[0]: 12 (101)
[0]: 13 (101)
[0]: 14 (101)
[0]: 6 (102)
[0]: 7 (102)
[0]: 8 (102)
[0]: 0 (103)
[1]: 0 (-103)
[1]: 6 (-102)
[1]: 7 (-102)
[1]: 8 (-102)
[1]: 12 (-101)
[1]: 13 (-101)
[1]: 14 (-101)
[1]: 1 (0)
[1]: 2 (0)
[1]: 3 (0)
[1]: 9 (1)
[1]: 10 (1)
[1]: 11 (1)
[1]: 5 (2)
PetscSF Object: 2 MPI processes
  type: basic
  [0] Number of roots=15, leaves=7, remote ranks=1
  [0] 2 <- (1,1)
  [0] 3 <- (1,2)
  [0] 4 <- (1,3)
  [0] 5 <- (1,5)
  [0] 9 <- (1,9)
  [0] 10 <- (1,10)
  [0] 11 <- (1,11)
  [1] Number of roots=15, leaves=0, remote ranks=0
  [0] Roots referenced by my leaves, by rank
  [0] 1: 7 edges
  [0]    2 <- 1
  [0]    3 <- 2
  [0]    4 <- 3
  [0]    5 <- 5
  [0]    9 <- 9
  [0]    10 <- 10
  [0]    11 <- 11
  [1] Roots referenced by my leaves, by rank
  MultiSF sort=rank-order
DM Object: doublet 2 MPI processes
  type: plex
doublet in 3 dimensions:
Supports:
[0] Max support size: 4
[0]: 2 ----> 23
[0]: 2 ----> 24
[0]: 2 ----> 25
[0]: 3 ----> 17
[0]: 3 ----> 19
[0]: 3 ----> 26
[0]: 4 ----> 18
[0]: 4 ----> 20
[0]: 4 ----> 25
[0]: 4 ----> 26
[0]: 5 ----> 17
[0]: 5 ----> 21
[0]: 5 ----> 27
[0]: 6 ----> 18
[0]: 6 ----> 22
[0]: 6 ----> 23
[0]: 6 ----> 27
[0]: 7 ----> 19
[0]: 7 ----> 21
[0]: 7 ----> 28
[0]: 8 ----> 20
[0]: 8 ----> 22
[0]: 8 ----> 24
[0]: 8 ----> 28
[0]: 9 ----> 1
[0]: 10 ----> 1
[0]: 10 ----> 0
[0]: 11 ----> 0
[0]: 12 ----> 0
[0]: 13 ----> 0
[0]: 14 ----> 1
[0]: 15 ----> 1
[0]: 16 ----> 1
[0]: 17 ----> 9
[0]: 17 ----> 14
[0]: 18 ----> 10
[0]: 18 ----> 11
[0]: 18 ----> 14
[0]: 19 ----> 9
[0]: 19 ----> 15
[0]: 20 ----> 10
[0]: 20 ----> 13
[0]: 20 ----> 15
[0]: 21 ----> 9
[0]: 21 ----> 16
[0]: 22 ----> 10
[0]: 22 ----> 12
[0]: 22 ----> 16
[0]: 23 ----> 11
[0]: 23 ----> 12
[0]: 24 ----> 12
[0]: 24 ----> 13
[0]: 25 ----> 11
[0]: 25 ----> 13
[0]: 26 ----> 14
[0]: 26 ----> 15
[0]: 27 ----> 14
[0]: 27 ----> 16
[0]: 28 ----> 15
[0]: 28 ----> 16
[1] Max support size: 4
[1]: 2 ----> 17
[1]: 2 ----> 19
[1]: 2 ----> 24
[1]: 2 ----> 26
[1]: 3 ----> 18
[1]: 3 ----> 20
[1]: 3 ----> 26
[1]: 4 ----> 17
[1]: 4 ----> 21
[1]: 4 ----> 25
[1]: 4 ----> 27
[1]: 5 ----> 18
[1]: 5 ----> 22
[1]: 5 ----> 27
[1]: 6 ----> 19
[1]: 6 ----> 21
[1]: 6 ----> 23
[1]: 6 ----> 28
[1]: 7 ----> 20
[1]: 7 ----> 22
[1]: 7 ----> 28
[1]: 8 ----> 23
[1]: 8 ----> 24
[1]: 8 ----> 25
[1]: 9 ----> 0
[1]: 9 ----> 1
[1]: 10 ----> 1
[1]: 11 ----> 0
[1]: 12 ----> 0
[1]: 13 ----> 0
[1]: 14 ----> 1
[1]: 15 ----> 1
[1]: 16 ----> 1
[1]: 17 ----> 9
[1]: 17 ----> 13
[1]: 17 ----> 14
[1]: 18 ----> 10
[1]: 18 ----> 14
[1]: 19 ----> 9
[1]: 19 ----> 11
[1]: 19 ----> 15
[1]: 20 ----> 10
[1]: 20 ----> 15
[1]: 21 ----> 9
[1]: 21 ----> 12
[1]: 21 ----> 16
[1]: 22 ----> 10
[1]: 22 ----> 16
[1]: 23 ----> 11
[1]: 23 ----> 12
[1]: 24 ----> 11
[1]: 24 ----> 13
[1]: 25 ----> 12
[1]: 25 ----> 13
[1]: 26 ----> 14
[1]: 26 ----> 15
[1]: 27 ----> 14
[1]: 27 ----> 16
[1]: 28 ----> 15
[1]: 28 ----> 16
Cones:
[0] Max cone size: 5
[0]: 0 <---- 10 (0)
[0]: 0 <---- 11 (0)
[0]: 0 <---- 12 (0)
[0]: 0 <---- 13 (0)
[0]: 1 <---- 9 (0)
[0]: 1 <---- 10 (0)
[0]: 1 <---- 14 (0)
[0]: 1 <---- 15 (0)
[0]: 1 <---- 16 (0)
[0]: 9 <---- 17 (0)
[0]: 9 <---- 19 (0)
[0]: 9 <---- 21 (0)
[0]: 10 <---- 18 (0)
[0]: 10 <---- 20 (0)
[0]: 10 <---- 22 (0)
[0]: 11 <---- 23 (0)
[0]: 11 <---- 25 (0)
[0]: 11 <---- 18 (-1)
[0]: 12 <---- 22 (-1)
[0]: 12 <---- 24 (0)
[0]: 12 <---- 23 (-1)
[0]: 13 <---- 20 (-1)
[0]: 13 <---- 25 (-1)
[0]: 13 <---- 24 (-1)
[0]: 14 <---- 17 (0)
[0]: 14 <---- 18 (0)
[0]: 14 <---- 27 (0)
[0]: 14 <---- 26 (0)
[0]: 15 <---- 19 (0)
[0]: 15 <---- 20 (0)
[0]: 15 <---- 26 (0)
[0]: 15 <---- 28 (0)
[0]: 16 <---- 21 (0)
[0]: 16 <---- 22 (0)
[0]: 16 <---- 28 (0)
[0]: 16 <---- 27 (0)
[0]: 17 <---- 5 (0)
[0]: 17 <---- 3 (0)
[0]: 18 <---- 6 (0)
[0]: 18 <---- 4 (0)
[0]: 19 <---- 3 (0)
[0]: 19 <---- 7 (0)
[0]: 20 <---- 4 (0)
[0]: 20 <---- 8 (0)
[0]: 21 <---- 7 (0)
[0]: 21 <---- 5 (0)
[0]: 22 <---- 8 (0)
[0]: 22 <---- 6 (0)
[0]: 23 <---- 6 (0)
[0]: 23 <---- 2 (0)
[0]: 24 <---- 8 (0)
[0]: 24 <---- 2 (0)
[0]: 25 <---- 2 (0)
[0]: 25 <---- 4 (0)
[0]: 26 <---- 3 (0)
[0]: 26 <---- 4 (0)
[0]: 27 <---- 5 (0)
[0]: 27 <---- 6 (0)
[0]: 28 <---- 7 (0)
[0]: 28 <---- 8 (0)
[1] Max cone size: 5
[1]: 0 <---- 9 (-1)
[1]: 0 <---- 11 (0)
[1]: 0 <---- 12 (0)
[1]: 0 <---- 13 (0)
[1]: 1 <---- 9 (0)
[1]: 1 <---- 10 (0)
[1]: 1 <---- 14 (0)
[1]: 1 <---- 15 (0)
[1]: 1 <---- 16 (0)
[1]: 9 <---- 17 (0)
[1]: 9 <---- 19 (0)
[1]: 9 <---- 21 (0)
[1]: 10 <---- 18 (0)
[1]: 10 <---- 20 (0)
[1]: 10 <---- 22 (0)
[1]: 11 <---- 23 (0)
[1]: 11 <---- 24 (0)
[1]: 11 <---- 19 (0)
[1]: 12 <---- 21 (0)
[1]: 12 <---- 25 (0)
[1]: 12 <---- 23 (-1)
[1]: 13 <---- 17 (0)
[1]: 13 <---- 24 (-1)
[1]: 13 <---- 25 (-1)
[1]: 14 <---- 17 (0)
[1]: 14 <---- 18 (0)
[1]: 14 <---- 27 (0)
[1]: 14 <---- 26 (0)
[1]: 15 <---- 19 (0)
[1]: 15 <---- 20 (0)
[1]: 15 <---- 26 (0)
[1]: 15 <---- 28 (0)
[1]: 16 <---- 21 (0)
[1]: 16 <---- 22 (0)
[1]: 16 <---- 28 (0)
[1]: 16 <---- 27 (0)
[1]: 17 <---- 4 (0)
[1]: 17 <---- 2 (0)
[1]: 18 <---- 5 (0)
[1]: 18 <---- 3 (0)
[1]: 19 <---- 2 (0)
[1]: 19 <---- 6 (0)
[1]: 20 <---- 3 (0)
[1]: 20 <---- 7 (0)
[1]: 21 <---- 6 (0)
[1]: 21 <---- 4 (0)
[1]: 22 <---- 7 (0)
[1]: 22 <---- 5 (0)
[1]: 23 <---- 6 (0)
[1]: 23 <---- 8 (0)
[1]: 24 <---- 8 (0)
[1]: 24 <---- 2 (0)
[1]: 25 <---- 4 (0)
[1]: 25 <---- 8 (0)
[1]: 26 <---- 2 (0)
[1]: 26 <---- 3 (0)
[1]: 27 <---- 4 (0)
[1]: 27 <---- 5 (0)
[1]: 28 <---- 6 (0)
[1]: 28 <---- 7 (0)
coordinates with 1 fields
  field 0 with 3 components
Process 0:
  (   2) dof  3 offset   0 -1. 0. 0.
  (   3) dof  3 offset   3 0. -1. 0.
  (   4) dof  3 offset   6 0. -1. 0.
  (   5) dof  3 offset   9 0. 0. 1.
  (   6) dof  3 offset  12 0. 0. 1.
  (   7) dof  3 offset  15 0. 1. 0.
  (   8) dof  3 offset  18 0. 1. 0.
Process 1:
  (   2) dof  3 offset   0 0. -1. 0.
  (   3) dof  3 offset   3 0. -1. 0.
  (   4) dof  3 offset   6 0. 0. 1.
  (   5) dof  3 offset   9 0. 0. 1.
  (   6) dof  3 offset  12 0. 1. 0.
  (   7) dof  3 offset  15 0. 1. 0.
  (   8) dof  3 offset  18 1. 0. 0.
Labels:
Label 'celltype':
[0]: 0 (6)
[0]: 2 (0)
[0]: 3 (0)
[0]: 4 (0)
[0]: 5 (0)
[0]: 6 (0)
[0]: 7 (0)
[0]: 8 (0)
[0]: 26 (2)
[0]: 27 (2)
[0]: 28 (2)
[0]: 9 (3)
[0]: 10 (3)
[0]: 11 (3)
[0]: 12 (3)
[0]: 13 (3)
[0]: 1 (9)
[0]: 17 (1)
[0]: 18 (1)
[0]: 19 (1)
[0]: 20 (1)
[0]: 21 (1)
[0]: 22 (1)
[0]: 23 (1)
[0]: 24 (1)
[0]: 25 (1)
[0]: 14 (5)
[0]: 15 (5)
[0]: 16 (5)
[1]: 0 (6)
[1]: 2 (0)
[1]: 3 (0)
[1]: 4 (0)
[1]: 5 (0)
[1]: 6 (0)
[1]: 7 (0)
[1]: 8 (0)
[1]: 26 (2)
[1]: 27 (2)
[1]: 28 (2)
[1]: 9 (3)
[1]: 10 (3)
[1]: 11 (3)
[1]: 12 (3)
[1]: 13 (3)
[1]: 1 (9)
[1]: 17 (1)
[1]: 18 (1)
[1]: 19 (1)
[1]: 20 (1)
[1]: 21 (1)
[1]: 22 (1)
[1]: 23 (1)
[1]: 24 (1)
[1]: 25 (1)
[1]: 14 (5)
[1]: 15 (5)
[1]: 16 (5)
Label 'fault':
[0]: 3 (0)
[0]: 4 (0)
[0]: 5 (0)
[0]: 6 (0)
[0]: 7 (0)
[0]: 8 (0)
[0]: 26 (0)
[0]: 27 (0)
[0]: 28 (0)
[0]: 14 (1)
[0]: 15 (1)
[0]: 16 (1)
[0]: 17 (1)
[0]: 18 (1)
[0]: 19 (1)
[0]: 20 (1)
[0]: 21 (1)
[0]: 22 (1)
[0]: 1 (2)
[0]: 9 (2)
[0]: 10 (2)
[0]: 23 (101)
[0]: 24 (101)
[0]: 25 (101)
[0]: 11 (102)
[0]: 12 (102)
[0]: 13 (102)
[0]: 0 (103)
[1]: 0 (-103)
[1]: 11 (-102)
[1]: 12 (-102)
[1]: 13 (-102)
[1]: 23 (-101)
[1]: 24 (-101)
[1]: 25 (-101)
[1]: 2 (0)
[1]: 3 (0)
[1]: 4 (0)
[1]: 5 (0)
[1]: 6 (0)
[1]: 7 (0)
[1]: 26 (0)
[1]: 27 (0)
[1]: 28 (0)
[1]: 14 (1)
[1]: 15 (1)
[1]: 16 (1)
[1]: 17 (1)
[1]: 18 (1)
[1]: 19 (1)
[1]: 20 (1)
[1]: 21 (1)
[1]: 22 (1)
[1]: 1 (2)
[1]: 9 (2)
[1]: 10 (2)
PetscSF Object: 2 MPI processes
  type: basic
  [0] Number of roots=29, leaves=21, remote ranks=1
  [0] 1 <- (1,1)
  [0] 3 <- (1,2)
  [0] 4 <- (1,3)
  [0] 5 <- (1,4)
  [0] 6 <- (1,5)
  [0] 7 <- (1,6)
  [0] 8 <- (1,7)
  [0] 9 <- (1,9)
  [0] 10 <- (1,10)
  [0] 14 <- (1,14)
  [0] 15 <- (1,15)
  [0] 16 <- (1,16)
  [0] 17 <- (1,17)
  [0] 18 <- (1,18)
  [0] 19 <- (1,19)
  [0] 20 <- (1,20)
  [0] 21 <- (1,21)
  [0] 22 <- (1,22)
  [0] 26 <- (1,26)
  [0] 27 <- (1,27)
  [0] 28 <- (1,28)
  [1] Number of roots=29, leaves=0, remote ranks=0
  [0] Roots referenced by my leaves, by rank
  [0] 1: 21 edges
  [0]    1 <- 1
  [0]    3 <- 2
  [0]    4 <- 3
  [0]    5 <- 4
  [0]    6 <- 5
  [0]    7 <- 6
  [0]    8 <- 7
  [0]    9 <- 9
  [0]    10 <- 10
  [0]    14 <- 14
  [0]    15 <- 15
  [0]    16 <- 16
  [0]    17 <- 17
  [0]    18 <- 18
  [0]    19 <- 19
  [0]    20 <- 20
  [0]    21 <- 21
  [0]    22 <- 22
  [0]    26 <- 26
  [0]    27 <- 27
  [0]    28 <- 28
  [1] Roots referenced by my leaves, by rank
  MultiSF sort=rank-order