[0]Global colors 0 0 1 3 2 1 3 4 4 1 5 4 6 2 7 0 8 -1 9 -1 10 -1 11 -1 12 -1 13 -1 14 -1 15 -1 16 -1 17 -1 18 -1 19 -1 [1]Global colors 0 0 1 3 2 1 3 4 4 1 5 4 6 2 7 0 8 2 9 0 10 3 11 1 12 -1 13 -1 14 -1 15 -1 16 -1 17 -1 18 -1 19 -1 [2]Global colors 0 -1 1 -1 2 -1 3 -1 4 1 5 4 6 2 7 0 8 2 9 0 10 3 11 1 12 3 13 1 14 4 15 2 16 -1 17 -1 18 -1 19 -1 [3]Global colors 0 -1 1 -1 2 -1 3 -1 4 -1 5 -1 6 -1 7 -1 8 2 9 0 10 3 11 1 12 3 13 1 14 4 15 2 16 4 17 2 18 0 19 3 [4]Global colors 0 -1 1 -1 2 -1 3 -1 4 -1 5 -1 6 -1 7 -1 8 -1 9 -1 10 -1 11 -1 12 3 13 1 14 4 15 2 16 4 17 2 18 0 19 3 Mat Object: 5 MPI processes type: mpiaij row 0: (0, 0.720032) (1, 0.401147) (5, 0.061794) row 1: (0, 0.3071) (1, 0.541144) (2, 0.66413) (6, 0.529699) row 2: (1, 0.213052) (2, 0.362256) (3, 0.800611) (7, 0.997603) row 3: (2, 0.119005) (3, 0.183369) (4, 0.937092) (8, 0.465508) row 4: (3, 0.0249572) (4, 0.00448073) (9, 0.933412) row 5: (0, 0.0100223) (5, 0.144639) (6, 0.527649) (10, 0.397778) row 6: (1, 0.848716) (5, 0.992313) (6, 0.503472) (7, 0.318402) (11, 0.110874) row 7: (2, 0.68741) (6, 0.840571) (7, 0.862305) (8, 0.6403) (12, 0.823971) row 8: (3, 0.526104) (7, 0.688829) (8, 0.221139) (9, 0.962198) (13, 0.537067) row 9: (4, 0.364797) (8, 0.0735726) (9, 0.579972) (14, 0.250164) row 10: (5, 0.0730366) (10, 0.103866) (11, 0.144054) (15, 0.25078) row 11: (6, 0.885142) (10, 0.875694) (11, 0.151178) (12, 0.106941) (16, 0.569963) row 12: (7, 0.697248) (11, 0.644615) (12, 0.198489) (13, 0.224829) (17, 0.889145) row 13: (8, 0.509354) (12, 0.413536) (13, 0.245801) (14, 0.342717) (18, 0.208327) row 14: (9, 0.32146) (13, 0.537087) (14, 0.293112) (19, 0.527509) row 15: (10, 0.984052) (15, 0.738516) (16, 0.996504) row 16: (11, 0.0463658) (15, 0.0232393) (16, 0.607481) (17, 0.0566891) row 17: (12, 0.108679) (16, 0.315166) (17, 0.476445) (18, 0.804918) row 18: (13, 0.170993) (17, 0.607093) (18, 0.345409) (19, 0.553147) row 19: (14, 0.233306) (18, 0.284096) (19, 0.214374) [0] Compressed matrix 7.2003e-01 4.0115e-01 0.0000e+00 6.1794e-02 0.0000e+00 1.0022e-02 3.9778e-01 0.0000e+00 1.4464e-01 5.2765e-01 0.0000e+00 1.0387e-01 1.4405e-01 7.3037e-02 2.5078e-01 9.9650e-01 9.8405e-01 0.0000e+00 0.0000e+00 7.3852e-01 [1] Compressed matrix 3.0710e-01 5.4114e-01 6.6413e-01 0.0000e+00 5.2970e-01 3.1840e-01 8.4872e-01 1.1087e-01 9.9231e-01 5.0347e-01 5.6996e-01 8.7569e-01 1.5118e-01 1.0694e-01 8.8514e-01 6.0748e-01 5.6689e-02 4.6366e-02 0.0000e+00 2.3239e-02 [2] Compressed matrix 9.9760e-01 2.1305e-01 3.6226e-01 8.0061e-01 0.0000e+00 8.6231e-01 6.4030e-01 6.8741e-01 8.2397e-01 8.4057e-01 6.9725e-01 8.8914e-01 6.4461e-01 1.9849e-01 2.2483e-01 3.1517e-01 4.7644e-01 8.0492e-01 1.0868e-01 0.0000e+00 [3] Compressed matrix 0.0000e+00 4.6551e-01 1.1900e-01 1.8337e-01 9.3709e-01 6.8883e-01 2.2114e-01 9.6220e-01 5.2610e-01 5.3707e-01 3.4272e-01 5.0935e-01 2.0833e-01 4.1354e-01 2.4580e-01 0.0000e+00 6.0709e-01 3.4541e-01 5.5315e-01 1.7099e-01 [4] Compressed matrix 0.0000e+00 0.0000e+00 9.3341e-01 2.4957e-02 4.4807e-03 2.5016e-01 7.3573e-02 5.7997e-01 0.0000e+00 3.6480e-01 2.9311e-01 0.0000e+00 3.2146e-01 5.2751e-01 5.3709e-01 2.3331e-01 0.0000e+00 2.8410e-01 2.1437e-01 0.0000e+00 Mat Object: 5 MPI processes type: mpiaij row 0: (0, 0.720032) (1, 0.401147) (5, 0.061794) row 1: (0, 0.3071) (1, 0.541144) (2, 0.66413) (6, 0.529699) row 2: (1, 0.213052) (2, 0.362256) (3, 0.800611) (7, 0.997603) row 3: (2, 0.119005) (3, 0.183369) (4, 0.937092) (8, 0.465508) row 4: (3, 0.0249572) (4, 0.00448073) (9, 0.933412) row 5: (0, 0.0100223) (5, 0.144639) (6, 0.527649) (10, 0.397778) row 6: (1, 0.848716) (5, 0.992313) (6, 0.503472) (7, 0.318402) (11, 0.110874) row 7: (2, 0.68741) (6, 0.840571) (7, 0.862305) (8, 0.6403) (12, 0.823971) row 8: (3, 0.526104) (7, 0.688829) (8, 0.221139) (9, 0.962198) (13, 0.537067) row 9: (4, 0.364797) (8, 0.0735726) (9, 0.579972) (14, 0.250164) row 10: (5, 0.0730366) (10, 0.103866) (11, 0.144054) (15, 0.25078) row 11: (6, 0.885142) (10, 0.875694) (11, 0.151178) (12, 0.106941) (16, 0.569963) row 12: (7, 0.697248) (11, 0.644615) (12, 0.198489) (13, 0.224829) (17, 0.889145) row 13: (8, 0.509354) (12, 0.413536) (13, 0.245801) (14, 0.342717) (18, 0.208327) row 14: (9, 0.32146) (13, 0.537087) (14, 0.293112) (19, 0.527509) row 15: (10, 0.984052) (15, 0.738516) (16, 0.996504) row 16: (11, 0.0463658) (15, 0.0232393) (16, 0.607481) (17, 0.0566891) row 17: (12, 0.108679) (16, 0.315166) (17, 0.476445) (18, 0.804918) row 18: (13, 0.170993) (17, 0.607093) (18, 0.345409) (19, 0.553147) row 19: (14, 0.233306) (18, 0.284096) (19, 0.214374) Mat Object: 5 MPI processes type: mpiaij row 0: (0, 0.720032) (1, 0.401147) (5, 0.061794) row 1: (0, 0.3071) (1, 0.541144) (2, 0.66413) (6, 0.529699) row 2: (1, 0.213052) (2, 0.362256) (3, 0.800611) (7, 0.997603) row 3: (2, 0.119005) (3, 0.183369) (4, 0.937092) (8, 0.465508) row 4: (3, 0.0249572) (4, 0.00448073) (9, 0.933412) row 5: (0, 0.0100223) (5, 0.144639) (6, 0.527649) (10, 0.397778) row 6: (1, 0.848716) (5, 0.992313) (6, 0.503472) (7, 0.318402) (11, 0.110874) row 7: (2, 0.68741) (6, 0.840571) (7, 0.862305) (8, 0.6403) (12, 0.823971) row 8: (3, 0.526104) (7, 0.688829) (8, 0.221139) (9, 0.962198) (13, 0.537067) row 9: (4, 0.364797) (8, 0.0735726) (9, 0.579972) (14, 0.250164) row 10: (5, 0.0730366) (10, 0.103866) (11, 0.144054) (15, 0.25078) row 11: (6, 0.885142) (10, 0.875694) (11, 0.151178) (12, 0.106941) (16, 0.569963) row 12: (7, 0.697248) (11, 0.644615) (12, 0.198489) (13, 0.224829) (17, 0.889145) row 13: (8, 0.509354) (12, 0.413536) (13, 0.245801) (14, 0.342717) (18, 0.208327) row 14: (9, 0.32146) (13, 0.537087) (14, 0.293112) (19, 0.527509) row 15: (10, 0.984052) (15, 0.738516) (16, 0.996504) row 16: (11, 0.0463658) (15, 0.0232393) (16, 0.607481) (17, 0.0566891) row 17: (12, 0.108679) (16, 0.315166) (17, 0.476445) (18, 0.804918) row 18: (13, 0.170993) (17, 0.607093) (18, 0.345409) (19, 0.553147) row 19: (14, 0.233306) (18, 0.284096) (19, 0.214374) Mat Object: 5 MPI processes type: mpiaij row 0: (0, 0.) (1, 0.) (5, 0.) row 1: (0, 0.) (1, 0.) (2, 0.) (6, 0.) row 2: (1, 0.) (2, 0.) (3, 0.) (7, 0.) row 3: (2, 0.) (3, 0.) (4, 0.) (8, 0.) row 4: (3, 0.) (4, 0.) (9, 0.) row 5: (0, 0.) (5, 0.) (6, 0.) (10, 0.) row 6: (1, 0.) (5, 0.) (6, 0.) (7, 0.) (11, 0.) row 7: (2, 0.) (6, 0.) (7, 0.) (8, 0.) (12, 0.) row 8: (3, 0.) (7, 0.) (8, 0.) (9, 0.) (13, 0.) row 9: (4, 0.) (8, 0.) (9, 0.) (14, 0.) row 10: (5, 0.) (10, 0.) (11, 0.) (15, 0.) row 11: (6, 0.) (10, 0.) (11, 0.) (12, 0.) (16, 0.) row 12: (7, 0.) (11, 0.) (12, 0.) (13, 0.) (17, 0.) row 13: (8, 0.) (12, 0.) (13, 0.) (14, 0.) (18, 0.) row 14: (9, 0.) (13, 0.) (14, 0.) (19, 0.) row 15: (10, 0.) (15, 0.) (16, 0.) row 16: (11, 0.) (15, 0.) (16, 0.) (17, 0.) row 17: (12, 0.) (16, 0.) (17, 0.) (18, 0.) row 18: (13, 0.) (17, 0.) (18, 0.) (19, 0.) row 19: (14, 0.) (18, 0.) (19, 0.)