1New space: segment, order 0, trimmed 0, tensor 0, continuous 1, form degree 0 2 All nodes: 3 Quadrature on a unknown of order -1 on 1 points (dim 1) 4 All node indices: 5( 1, 1,): [ 1.,] 6 All matrix: 1 nonzeros 7 Interior data is the same as all data 8 Interior node symmetry matrix for orientation -1: 9 Mat Object: (lag_) 1 MPI process 10 type: seqaij 11row 0: (0, 1.) 12 Interior node symmetry matrix for orientation 0: 13 Mat Object: (lag_) 1 MPI process 14 type: seqaij 15row 0: (0, 1.) 16New space: segment, order 0, trimmed 0, tensor 0, continuous 1, form degree 1 17 All nodes: 18 Quadrature on a unknown of order -1 on 1 points (dim 1) 19 All node indices: 20( 1, 1,): [ 1.,] 21 All matrix: 1 nonzeros 22 Interior data is the same as all data 23 Interior node symmetry matrix for orientation -1: 24 Mat Object: (lag_) 1 MPI process 25 type: seqaij 26row 0: (0, -1.) 27 Interior node symmetry matrix for orientation 0: 28 Mat Object: (lag_) 1 MPI process 29 type: seqaij 30row 0: (0, 1.) 31New space: segment, order 1, trimmed 0, tensor 0, continuous 1, form degree 0 32 All nodes: 33 Quadrature on a unknown of order -1 on 2 points (dim 1) 34 All node indices: 35( 1, 0,): [ 1.,] 36( 0, 1,): [ 1.,] 37 All matrix: 2 nonzeros 38New space: segment, order 1, trimmed 0, tensor 0, continuous 1, form degree 1 39 All nodes: 40 Quadrature on a unknown of order -1 on 2 points (dim 1) 41 All node indices: 42( 2, 1,): [ 1.,] 43( 1, 2,): [ 1.,] 44 All matrix: 2 nonzeros 45 Interior data is the same as all data 46 Interior node symmetry matrix for orientation -1: 47 Mat Object: (lag_) 1 MPI process 48 type: seqaij 49row 0: (1, -1.) 50row 1: (0, -1.) 51 Interior node symmetry matrix for orientation 0: 52 Mat Object: (lag_) 1 MPI process 53 type: seqaij 54row 0: (0, 1.) 55row 1: (1, 1.) 56New space: segment, order 2, trimmed 0, tensor 0, continuous 1, form degree 0 57 All nodes: 58 Quadrature on a unknown of order -1 on 3 points (dim 1) 59 All node indices: 60( 2, 2,): [ 1.,] 61( 1, 0,): [ 1.,] 62( 0, 1,): [ 1.,] 63 All matrix: 3 nonzeros 64 Interior nodes: 65 Quadrature on a unknown of order -1 on 1 points (dim 1) 66 Interior matrix: 1 nonzeros 67 Interior node symmetry matrix for orientation -1: 68 Mat Object: (lag_) 1 MPI process 69 type: seqaij 70row 0: (0, 1.) 71 Interior node symmetry matrix for orientation 0: 72 Mat Object: (lag_) 1 MPI process 73 type: seqaij 74row 0: (0, 1.) 75New space: segment, order 2, trimmed 0, tensor 0, continuous 1, form degree 1 76 All nodes: 77 Quadrature on a unknown of order -1 on 3 points (dim 1) 78 All node indices: 79( 3, 1,): [ 1.,] 80( 2, 2,): [ 1.,] 81( 1, 3,): [ 1.,] 82 All matrix: 3 nonzeros 83 Interior data is the same as all data 84 Interior node symmetry matrix for orientation -1: 85 Mat Object: (lag_) 1 MPI process 86 type: seqaij 87row 0: (2, -1.) 88row 1: (1, -1.) 89row 2: (0, -1.) 90 Interior node symmetry matrix for orientation 0: 91 Mat Object: (lag_) 1 MPI process 92 type: seqaij 93row 0: (0, 1.) 94row 1: (1, 1.) 95row 2: (2, 1.) 96New space: segment, order 3, trimmed 0, tensor 0, continuous 1, form degree 0 97 All nodes: 98 Quadrature on a unknown of order -1 on 4 points (dim 1) 99 All node indices: 100( 3, 2,): [ 1.,] 101( 2, 3,): [ 1.,] 102( 1, 0,): [ 1.,] 103( 0, 1,): [ 1.,] 104 All matrix: 4 nonzeros 105 Interior nodes: 106 Quadrature on a unknown of order -1 on 2 points (dim 1) 107 Interior matrix: 2 nonzeros 108 Interior node symmetry matrix for orientation -1: 109 Mat Object: (lag_) 1 MPI process 110 type: seqaij 111row 0: (1, 1.) 112row 1: (0, 1.) 113 Interior node symmetry matrix for orientation 0: 114 Mat Object: (lag_) 1 MPI process 115 type: seqaij 116row 0: (0, 1.) 117row 1: (1, 1.) 118New space: segment, order 3, trimmed 0, tensor 0, continuous 1, form degree 1 119 All nodes: 120 Quadrature on a unknown of order -1 on 4 points (dim 1) 121 All node indices: 122( 4, 1,): [ 1.,] 123( 3, 2,): [ 1.,] 124( 2, 3,): [ 1.,] 125( 1, 4,): [ 1.,] 126 All matrix: 4 nonzeros 127 Interior data is the same as all data 128 Interior node symmetry matrix for orientation -1: 129 Mat Object: (lag_) 1 MPI process 130 type: seqaij 131row 0: (3, -1.) 132row 1: (2, -1.) 133row 2: (1, -1.) 134row 3: (0, -1.) 135 Interior node symmetry matrix for orientation 0: 136 Mat Object: (lag_) 1 MPI process 137 type: seqaij 138row 0: (0, 1.) 139row 1: (1, 1.) 140row 2: (2, 1.) 141row 3: (3, 1.) 142