Namespace(args=[], files=['src/snes/examples/tutorials/ex12.c'], func=<function check at 0xdc2e60>, replace=False, retain=False, testnum=None)
Running 39 tests

Building ['/home/irving/petsc/src/snes/examples/tutorials/ex12.c']
  Running #0: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -bc_type dirichlet -interpolate 0 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #1: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -bc_type dirichlet -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #2: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -bc_type dirichlet -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #3: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -bc_type neumann   -interpolate 1 -petscspace_order 1 -bd_petscspace_order 1 -show_initial -dm_plex_print_fem 1 -dm_view ::ascii_info_detail 
  Running #4: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -bc_type neumann   -interpolate 1 -petscspace_order 1 -bd_petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #5: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -bc_type dirichlet -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
  Running #6: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -bc_type dirichlet -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
  Running #7: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -bc_type neumann   -interpolate 1 -petscspace_order 2 -bd_petscspace_order 2 -show_initial -dm_plex_print_fem 1 -dm_view ::ascii_info_detail 
  Running #8: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -bc_type neumann   -interpolate 1 -petscspace_order 2 -bd_petscspace_order 2 -show_initial -dm_plex_print_fem 1 -dm_view ::ascii_info_detail 
  Running #9: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0    -bc_type dirichlet -interpolate 0 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 -dm_view 
  Running #10: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0    -bc_type dirichlet -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 -dm_view 
  Running #11: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0125 -bc_type dirichlet -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 -dm_view 
Test 12 requires packages ['Broken']

  Running #13: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -variable_coefficient analytic -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #14: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -variable_coefficient analytic -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #15: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0    -variable_coefficient analytic -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
  Running #16: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -refinement_limit 0.0625 -variable_coefficient analytic -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
  Running #17: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0    -variable_coefficient analytic -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #18: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0125 -variable_coefficient analytic -interpolate 1 -petscspace_order 1 -show_initial -dm_plex_print_fem 1 
  Running #19: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0    -variable_coefficient analytic -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
  Running #20: mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0125 -variable_coefficient analytic -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
      TEST ERROR: Regression output for /home/irving/petsc/debug/lib/ex12-obj/ex12 (test 20) does not match

--- /home/irving/petsc/src/snes/examples/tutorials/output/ex12_20.out
+++ mpiexec -host localhost -n 1 /home/irving/petsc/debug/lib/ex12-obj/ex12 -run_type test -dim 3 -refinement_limit 0.0125 -variable_coefficient analytic -interpolate 1 -petscspace_order 2 -show_initial -dm_plex_print_fem 1 
@@ -130,104 +130,32 @@
 Vec Object: 1 MPI processes
   type: seq
 0.75
-2.125
-2.5625
-1.8125
 1.0625
 1.6875
 1.375
-2.125
-2.5625
-1.8125
 1.0625
 1.375
-1.625
-1.5625
-1.3125
 1.0625
 1.1875
 0.875
-0.8125
-1.0625
-0.625
 0.5625
 0.875
 0.6875
-1.3125
-1.5625
-1.625
 1.1875
-0.625
-1.0625
-0.8125
-0.5625
-1.125
-2.125
-2.5625
-1.8125
+0.5625
 1.375
-1.8125
-1.8125
-2.0625
-1.8125
-1.625
-1.125
-1.125
-1.5625
-0.8125
-0.875
-1.3125
-1.0625
-0.625
+0.875
 0.6875
-1.125
-1.3125
-1.0625
-0.875
-0.625
-0.8125
-0.5625
-1.5625
-1.125
+0.875
+0.5625
 1.1875
-1.625
-0.5625
-0.3125
 0.375
-0.3125
-2.0625
-1.625
-2.0625
-1.625
-0.3125
-0.5625
 0.375
-0.3125
-0.8125
-1.5625
-0.875
-1.3125
-0.125
-0.0625
+0.875
 0.1875
-0.125
-0.3125
-0.0625
 0.375
-0.125
-0.3125
-0.5625
-0.625
 0.6875
-0.625
-1.5625
-0.8125
-0.875
-1.3125
-0.0625
-1.0625
-1.125
-1.0625
+0.875
 L_2 Error: < 1.0e-11
 Residual:
 Vec Object: 1 MPI processes
@@ -259,309 +187,165 @@

 0
 0
 0.1
-0.264583
-0.2875
-0.272222
+0
+0
+0
 -0.0888889
 -0.075
 -0.0527778
-0.226389
-0.249306
-0.195833
+0
+0
+0
 -0.0666667
 -0.0430556
-0.188194
-0.075
-0.180556
+0
+0
+0
 -0.0888889
 -0.05
 -0.0333333
--0.0208333
-0.0881944
--0.0166667
+0
+0
+0
 -0.0666667
 -0.0430556
 -0.05
-0.226389
-0.115972
-0.264583
+0
+0
+0
 -0.075
--0.0131944
-0.075
+0
+0
+0
+-0.0444444
+0
+0
+0
+0
+-0.0430556
+0
+0
+0
+0
+0
+0
+0
+0
+0
+-0.0236111
+0
+0
+0
+-0.025
+0
+0
+0
+-0.0236111
+0
+0
+-0.0444444
+0
+0
+-0.05
+0
+0
+0
 -0.0138889
--0.0444444
-0.188194
-0.264583
-0.249306
-0.226389
--0.0430556
-0.272222
-0.195833
-0.188194
-0.226389
-0.15
--0.0131944
--0.0236111
-0.0534722
--0.00972222
--0.0236111
-0.104167
-0.0256944
--0.00625
+0
+0
+0
+0
+0
+0
+0
+-0.0236111
+0
+0
+0
+-0.0430556
+0
+0
+0
 -0.025
-0.0736111
-0.104167
-0.0256944
--0.0236111
--0.00625
--0.00972222
--0.0444444
-0.0534722
--0.0131944
--0.05
-0.15
--0.00416667
--0.00555556
--0.0138889
--0.00555556
-0.2875
-0.264583
-0.188194
-0.188194
--0.00972222
--0.0131944
--0.0236111
--0.0125
--0.0208333
-0.115972
--0.0430556
-0.226389
--0.00625
--0.00416667
--0.025
--0.00625
--0.00972222
--0.00763889
--0.0236111
--0.00972222
--0.0125
--0.0131944
--0.0166667
--0.05
--0.0131944
-0.075
--0.0138889
+0
+0
+0
+-0.0236111
+0
+0
+0
+0
+-0.05
+0
+0
+0
 -0.0333333
-0.180556
--0.00763889
-0.0881944
-0.188194
-0.075
+0
+0
+0
+0
+0
 Initial Residual
 Vec Object: 1 MPI processes
   type: seq
 0.1
-0.264583
-0.2875
-0.272222
 -0.0888889
 -0.075
 -0.0527778
-0.226389
-0.249306
-0.195833
 -0.0666667
 -0.0430556
-0.188194
-0.075
-0.180556
 -0.0888889
 -0.05
 -0.0333333
--0.0208333
-0.0881944
--0.0166667
 -0.0666667
 -0.0430556
 -0.05
-0.226389
-0.115972
-0.264583
 -0.075
--0.0131944
-0.075
+-0.0444444
+-0.0430556
+-0.0236111
+-0.025
+-0.0236111
+-0.0444444
+-0.05
 -0.0138889
--0.0444444
-0.188194
-0.264583
-0.249306
-0.226389
--0.0430556
-0.272222
-0.195833
-0.188194
-0.226389
-0.15
--0.0131944
--0.0236111
-0.0534722
--0.00972222
--0.0236111
-0.104167
-0.0256944
--0.00625
+-0.0236111
+-0.0430556
 -0.025
-0.0736111
-0.104167
-0.0256944
--0.0236111
--0.00625
--0.00972222
--0.0444444
-0.0534722
--0.0131944
--0.05
-0.15
--0.00416667
--0.00555556
--0.0138889
--0.00555556
-0.2875
-0.264583
-0.188194
-0.188194
--0.00972222
--0.0131944
--0.0236111
--0.0125
--0.0208333
-0.115972
--0.0430556
-0.226389
--0.00625
--0.00416667
--0.025
--0.00625
--0.00972222
--0.00763889
--0.0236111
--0.00972222
--0.0125
--0.0131944
--0.0166667
--0.05
--0.0131944
-0.075
--0.0138889
+-0.0236111
+-0.05
 -0.0333333
-0.180556
--0.00763889
-0.0881944
-0.188194
-0.075
-L_2 Residual: 1.24627
+L_2 Residual: 0.275659
 Jacobian:
 Mat Object: 1 MPI processes
   type: seqaij
-row 0: (0, 2.4)  (1, 0.0694444)  (2, 0)  (3, 0.0722222)  (4, -0.688889)  (5, -0.2)  (6, -0.144444)  (7, 0.0611111)  (8, 0)  (9, 0.05)  (10, -0.533333)  (11, -0.105556)  (12, 0.0416667)  (13, 0)  (14, 0.0388889)  (15, -0.688889)  (16, -0.1)  (17, -0.0666667)  (18, 0.05)  (19, 0)  (20, 0.0333333)  (21, -0.533333)  (22, -0.105556)  (23, -0.1)  (24, 0.0555556)  (25, 0)  (26, 0.0694444)  (27, -0.2)  (28, 0.025)  (29, 0)  (30, 0.0277778)  (31, -0.377778)  (32, 0.0416667)  (33, 0.0694444)  (34, 0)  (35, 0.0555556)  (36, -0.105556)  (37, 0.0722222)  (38, 0.05)  (39, 0)  (40, 0.0555556)  (41, 0.0333333)  (42, 0.025)  (43, 0.0611111)  (44, 0)  (45, 0.0111111)  (46, -0.0277778)  (47, 0.0166667)  (48, 0)  (49, -0.00277778)  (50, 0)  (51, 0.00555556)  (52, 0.0166667)  (53, 0)  (54, -0.0277778)  (55, -0.00277778)  (56, 0.0111111)  (57, -0.377778)  (58, 0)  (59, 0.025)  (60, -0.1)  (61, 0.0333333)  (62, 0)  (63, -0.00555556)  (64, 0.0111111)  (65, -0.00555556)  (66, 0)  (67, 0.0694444)  (68, 0)  (69, 0.0416667)  (70, 0.0111111)  (71, 0)  (72, -0.0277778)  (73, 0.0166667)  (74, 0.05)  (75, 0)  (76, -0.105556)  (77, 0.0555556)  (78, -0.00277778)  (79, 0)  (80, 0)  (81, -0.00277778)  (82, 0.0111111)  (83, 0)  (84, -0.0277778)  (85, 0.00555556)  (86, 0.0166667)  (87, 0)  (88, 0.0333333)  (89, -0.1)  (90, 0.025)  (91, 0)  (92, 0.0277778)  (93, -0.0666667)  (94, 0.0388889)  (95, 0)  (96, 0)  (97, 0.0416667)  (98, 0) 
-row 1: (0, 0.0694444)  (1, 1.32222)  (2, -0.233333)  (3, -0.0888889)  (4, 0.194444)  (5, -0.261111)  (6, -0.322222)  (8, -0.227778)  (11, -0.3)  (40, -0.0944444) 
-row 2: (0, 0)  (1, -0.233333)  (2, 0.933333)  (3, -0.00555556)  (4, -0.105556)  (5, 0)  (6, 0.211111)  (15, -0.105556)  (33, -0.233333)  (37, -0.00555556) 
-row 3: (0, 0.0722222)  (1, -0.0888889)  (2, -0.00555556)  (3, 1.33333)  (4, 0)  (5, -0.216667)  (6, -0.277778)  (27, -0.216667)  (66, -0.00555556)  (67, -0.0888889) 
-row 4: (0, -0.688889)  (1, 0.194444)  (2, -0.105556)  (3, 0)  (4, 2.75556)  (5, 0.0111111)  (6, -0.366667)  (8, -0.1)  (11, -0.322222)  (27, 0.0111111)  (40, -0.0111111)  (60, 0.0111111)  (66, -0.105556)  (67, 0.194444)  (68, -0.0777778)  (69, 0.138889)  (75, -0.1)  (76, -0.322222)  (77, -0.0111111)  (89, 0.0111111)  (91, -0.0722222)  (93, -0.277778)  (94, -0.0222222)  (96, -0.0777778)  (97, 0.138889)  (98, -0.0722222) 
-row 5: (0, -0.2)  (1, -0.261111)  (2, 0)  (3, -0.216667)  (4, 0.0111111)  (5, 2.4)  (6, -0.144444)  (7, -0.255556)  (8, -0.0111111)  (9, -0.183333)  (10, 0)  (11, -0.138889)  (15, 0.0111111)  (33, -0.261111)  (34, -0.0111111)  (35, -0.2)  (36, -0.138889)  (37, -0.216667)  (38, -0.183333)  (40, -0.2) 
-row 6: (0, -0.144444)  (1, -0.322222)  (2, 0.211111)  (3, -0.277778)  (4, -0.366667)  (5, -0.144444)  (6, 2.44444)  (15, -0.366667)  (26, -0.322222)  (27, -0.144444)  (33, -0.322222)  (37, -0.277778)  (66, 0.211111)  (67, -0.322222) 
-row 7: (0, 0.0611111)  (5, -0.255556)  (7, 1.17778)  (8, -0.216667)  (9, -0.0611111)  (10, 0.188889)  (11, -0.277778)  (34, -0.216667)  (36, -0.277778)  (38, -0.0611111) 
-row 8: (0, 0)  (1, -0.227778)  (4, -0.1)  (5, -0.0111111)  (7, -0.216667)  (8, 0.844444)  (9, 0)  (10, -0.0944444)  (11, 0.205556)  (40, 0.00555556) 
-row 9: (0, 0.05)  (5, -0.183333)  (7, -0.0611111)  (8, 0)  (9, 1)  (10, 0.0111111)  (11, -0.211111)  (60, -0.15)  (61, -0.0611111)  (68, -0.0111111) 
-row 10: (0, -0.533333)  (5, 0)  (7, 0.188889)  (8, -0.0944444)  (9, 0.0111111)  (10, 2.13333)  (11, -0.311111)  (16, 0)  (34, -0.0944444)  (36, -0.311111)  (38, 0.0111111)  (39, -0.0722222)  (41, 0.133333)  (44, -0.0611111)  (46, -0.222222)  (47, -0.0111111)  (48, -0.0388889)  (50, 0)  (51, 0.0777778)  (52, -0.0111111)  (53, -0.0388889)  (54, -0.222222)  (58, -0.0611111)  (60, 0)  (61, 0.133333)  (68, -0.0722222) 
-row 11: (0, -0.105556)  (1, -0.3)  (4, -0.322222)  (5, -0.138889)  (7, -0.277778)  (8, 0.205556)  (9, -0.211111)  (10, -0.311111)  (11, 2.02222)  (40, -0.2)  (60, -0.138889)  (61, -0.222222)  (68, 0.138889)  (69, -0.244444) 
-row 12: (0, 0.0416667)  (12, 0.944444)  (13, -0.144444)  (14, -0.1)  (15, 0.138889)  (16, -0.138889)  (17, -0.222222)  (35, -0.0944444)  (36, -0.244444)  (39, -0.15) 
-row 13: (0, 0)  (12, -0.144444)  (13, 0.533333)  (14, 0.00555556)  (15, -0.0722222)  (16, 0)  (17, 0.133333)  (30, -0.00555556)  (31, -0.0611111)  (42, -0.122222) 
-row 14: (0, 0.0388889)  (12, -0.1)  (13, 0.00555556)  (14, 0.933333)  (15, -0.0222222)  (16, -0.15)  (17, -0.122222)  (23, -0.15)  (29, 0.00555556)  (32, -0.1) 
-row 15: (0, -0.688889)  (2, -0.105556)  (5, 0.0111111)  (6, -0.366667)  (12, 0.138889)  (13, -0.0722222)  (14, -0.0222222)  (15, 2.75556)  (16, 0.0111111)  (17, -0.277778)  (19, -0.0777778)  (22, -0.322222)  (23, 0.0111111)  (24, -0.0111111)  (25, -0.1)  (26, 0.194444)  (27, 0.0111111)  (29, -0.0722222)  (32, 0.138889)  (33, 0.194444)  (34, -0.1)  (35, -0.0111111)  (36, -0.322222)  (37, 0)  (39, -0.0777778)  (66, -0.105556) 
-row 16: (0, -0.1)  (10, 0)  (12, -0.138889)  (13, 0)  (14, -0.15)  (15, 0.0111111)  (16, 1.6)  (17, -0.133333)  (30, -0.116667)  (31, -0.0111111)  (35, -0.166667)  (36, -0.138889)  (38, -0.15)  (39, 0.0111111)  (41, -0.133333)  (42, -0.127778)  (44, -0.0111111)  (45, -0.1)  (46, -0.127778)  (47, -0.116667) 
-row 17: (0, -0.0666667)  (12, -0.222222)  (13, 0.133333)  (14, -0.122222)  (15, -0.277778)  (16, -0.133333)  (17, 1.6)  (23, -0.133333)  (28, -0.177778)  (29, 0.133333)  (30, -0.144444)  (31, -0.255556)  (32, -0.222222)  (42, -0.177778) 
-row 18: (0, 0.05)  (18, 1)  (19, -0.0111111)  (20, -0.0611111)  (21, 0.0111111)  (22, -0.211111)  (23, -0.15)  (25, 0)  (27, -0.183333)  (43, -0.0611111) 
-row 19: (0, 0)  (15, -0.0777778)  (18, -0.0111111)  (19, 0.622222)  (20, -0.138889)  (21, -0.0722222)  (22, 0.138889)  (23, 0.0111111)  (24, -0.00555556)  (32, -0.15) 
-row 20: (0, 0.0333333)  (18, -0.0611111)  (19, -0.138889)  (20, 0.8)  (21, 0.133333)  (22, -0.222222)  (23, -0.133333)  (71, -0.127778)  (72, -0.177778)  (73, -0.0722222) 
-row 21: (0, -0.533333)  (18, 0.0111111)  (19, -0.0722222)  (20, 0.133333)  (21, 2.13333)  (22, -0.311111)  (23, 0)  (25, -0.0944444)  (27, 0)  (43, 0.188889)  (71, -0.0611111)  (72, -0.222222)  (73, -0.0111111)  (74, 0.0111111)  (75, -0.0944444)  (76, -0.311111)  (80, 0)  (83, -0.0388889)  (84, -0.222222)  (85, 0.0777778)  (86, -0.0111111)  (87, -0.0611111)  (88, 0.133333)  (89, 0)  (95, -0.0388889)  (96, -0.0722222) 
-row 22: (0, -0.105556)  (15, -0.322222)  (18, -0.211111)  (19, 0.138889)  (20, -0.222222)  (21, -0.311111)  (22, 2.02222)  (23, -0.138889)  (24, -0.2)  (25, 0.205556)  (26, -0.3)  (27, -0.138889)  (32, -0.244444)  (43, -0.277778) 
-row 23: (0, -0.1)  (14, -0.15)  (15, 0.0111111)  (17, -0.133333)  (18, -0.15)  (19, 0.0111111)  (20, -0.133333)  (21, 0)  (22, -0.138889)  (23, 1.6)  (24, -0.166667)  (28, -0.127778)  (29, 0)  (30, -0.116667)  (31, -0.0111111)  (32, -0.138889)  (70, -0.1)  (71, -0.0111111)  (72, -0.127778)  (73, -0.116667) 
-row 24: (0, 0.0555556)  (15, -0.0111111)  (19, -0.00555556)  (22, -0.2)  (23, -0.166667)  (24, 1.13333)  (25, 0.00555556)  (26, -0.0944444)  (27, -0.2)  (32, -0.0944444) 
-row 25: (0, 0)  (15, -0.1)  (18, 0)  (21, -0.0944444)  (22, 0.205556)  (24, 0.00555556)  (25, 0.844444)  (26, -0.227778)  (27, -0.0111111)  (43, -0.216667) 
-row 26: (0, 0.0694444)  (6, -0.322222)  (15, 0.194444)  (22, -0.3)  (24, -0.0944444)  (25, -0.227778)  (26, 1.32222)  (27, -0.261111)  (37, -0.0888889)  (66, -0.233333) 
-row 27: (0, -0.2)  (3, -0.216667)  (4, 0.0111111)  (6, -0.144444)  (15, 0.0111111)  (18, -0.183333)  (21, 0)  (22, -0.138889)  (24, -0.2)  (25, -0.0111111)  (26, -0.261111)  (27, 2.4)  (37, -0.216667)  (43, -0.255556)  (66, 0)  (67, -0.261111)  (74, -0.183333)  (75, -0.0111111)  (76, -0.138889)  (77, -0.2) 
-row 28: (0, 0.025)  (17, -0.177778)  (23, -0.127778)  (28, 0.655556)  (29, -0.122222)  (30, -0.0333333)  (31, 0.127778)  (70, -0.0388889)  (71, -0.116667)  (72, -0.155556) 
-row 29: (0, 0)  (14, 0.00555556)  (15, -0.0722222)  (17, 0.133333)  (23, 0)  (28, -0.122222)  (29, 0.533333)  (30, -0.00555556)  (31, -0.0611111)  (32, -0.144444) 
-row 30: (0, 0.0277778)  (13, -0.00555556)  (16, -0.116667)  (17, -0.144444)  (23, -0.116667)  (28, -0.0333333)  (29, -0.00555556)  (30, 0.666667)  (31, 0.0222222)  (42, -0.0333333) 
-row 31: (0, -0.377778)  (13, -0.0611111)  (16, -0.0111111)  (17, -0.255556)  (23, -0.0111111)  (28, 0.127778)  (29, -0.0611111)  (30, 0.0222222)  (31, 1.51111)  (42, 0.127778)  (44, -0.0555556)  (45, 0.0111111)  (46, -0.211111)  (48, -0.0333333)  (49, 0.0722222)  (50, -0.0111111)  (62, -0.0277778)  (63, 0)  (64, -0.166667)  (70, 0.0111111)  (71, -0.0555556)  (72, -0.211111)  (79, -0.0277778)  (80, -0.0111111)  (81, 0.0722222)  (95, -0.0333333) 
-row 32: (0, 0.0416667)  (14, -0.1)  (15, 0.138889)  (17, -0.222222)  (19, -0.15)  (22, -0.244444)  (23, -0.138889)  (24, -0.0944444)  (29, -0.144444)  (32, 0.944444) 
-row 33: (0, 0.0694444)  (2, -0.233333)  (5, -0.261111)  (6, -0.322222)  (15, 0.194444)  (33, 1.32222)  (34, -0.227778)  (35, -0.0944444)  (36, -0.3)  (37, -0.0888889) 
-row 34: (0, 0)  (5, -0.0111111)  (7, -0.216667)  (10, -0.0944444)  (15, -0.1)  (33, -0.227778)  (34, 0.844444)  (35, 0.00555556)  (36, 0.205556)  (38, 0) 
-row 35: (0, 0.0555556)  (5, -0.2)  (12, -0.0944444)  (15, -0.0111111)  (16, -0.166667)  (33, -0.0944444)  (34, 0.00555556)  (35, 1.13333)  (36, -0.2)  (39, -0.00555556) 
-row 36: (0, -0.105556)  (5, -0.138889)  (7, -0.277778)  (10, -0.311111)  (12, -0.244444)  (15, -0.322222)  (16, -0.138889)  (33, -0.3)  (34, 0.205556)  (35, -0.2)  (36, 2.02222)  (38, -0.211111)  (39, 0.138889)  (41, -0.222222) 
-row 37: (0, 0.0722222)  (2, -0.00555556)  (5, -0.216667)  (6, -0.277778)  (15, 0)  (26, -0.0888889)  (27, -0.216667)  (33, -0.0888889)  (37, 1.33333)  (66, -0.00555556) 
-row 38: (0, 0.05)  (5, -0.183333)  (7, -0.0611111)  (10, 0.0111111)  (16, -0.15)  (34, 0)  (36, -0.211111)  (38, 1)  (39, -0.0111111)  (41, -0.0611111) 
-row 39: (0, 0)  (10, -0.0722222)  (12, -0.15)  (15, -0.0777778)  (16, 0.0111111)  (35, -0.00555556)  (36, 0.138889)  (38, -0.0111111)  (39, 0.622222)  (41, -0.138889) 
-row 40: (0, 0.0555556)  (1, -0.0944444)  (4, -0.0111111)  (5, -0.2)  (8, 0.00555556)  (11, -0.2)  (40, 1.13333)  (60, -0.166667)  (68, -0.00555556)  (69, -0.0944444) 
-row 41: (0, 0.0333333)  (10, 0.133333)  (16, -0.133333)  (36, -0.222222)  (38, -0.0611111)  (39, -0.138889)  (41, 0.8)  (44, -0.127778)  (46, -0.177778)  (47, -0.0722222) 
-row 42: (0, 0.025)  (13, -0.122222)  (16, -0.127778)  (17, -0.177778)  (30, -0.0333333)  (31, 0.127778)  (42, 0.655556)  (44, -0.116667)  (45, -0.0388889)  (46, -0.155556) 
-row 43: (0, 0.0611111)  (18, -0.0611111)  (21, 0.188889)  (22, -0.277778)  (25, -0.216667)  (27, -0.255556)  (43, 1.17778)  (74, -0.0611111)  (75, -0.216667)  (76, -0.277778) 
-row 44: (0, 0)  (10, -0.0611111)  (16, -0.0111111)  (31, -0.0555556)  (41, -0.127778)  (42, -0.116667)  (44, 0.444444)  (45, 0.00555556)  (46, 0.127778)  (47, 0.0111111) 
-row 45: (0, 0.0111111)  (16, -0.1)  (31, 0.0111111)  (42, -0.0388889)  (44, 0.00555556)  (45, 0.466667)  (46, -0.0666667)  (48, -0.00555556)  (49, -0.0388889)  (50, -0.0666667) 
-row 46: (0, -0.0277778)  (10, -0.222222)  (16, -0.127778)  (31, -0.211111)  (41, -0.177778)  (42, -0.155556)  (44, 0.127778)  (45, -0.0666667)  (46, 1.17778)  (47, -0.0555556)  (48, 0.0611111)  (49, -0.1)  (50, -0.127778)  (51, -0.122222) 
-row 47: (0, 0.0166667)  (10, -0.0111111)  (16, -0.116667)  (41, -0.0722222)  (44, 0.0111111)  (46, -0.0555556)  (47, 0.6)  (48, 0)  (50, -0.0833333)  (51, -0.0722222) 
-row 48: (0, 0)  (10, -0.0388889)  (31, -0.0333333)  (45, -0.00555556)  (46, 0.0611111)  (47, 0)  (48, 0.222222)  (49, -0.0388889)  (50, 0.0111111)  (51, -0.05) 
-row 49: (0, -0.00277778)  (31, 0.0722222)  (45, -0.0388889)  (46, -0.1)  (48, -0.0388889)  (49, 0.277778)  (50, -0.00555556)  (62, -0.0333333)  (63, -0.0444444)  (64, -0.0777778) 
-row 50: (0, 0)  (10, 0)  (31, -0.0111111)  (45, -0.0666667)  (46, -0.127778)  (47, -0.0833333)  (48, 0.0111111)  (49, -0.00555556)  (50, 0.8)  (51, -0.0111111)  (52, -0.0833333)  (53, 0.0111111)  (54, -0.127778)  (55, -0.00555556)  (56, -0.0666667)  (57, -0.0111111)  (62, 0)  (63, -0.05)  (64, -0.122222)  (65, -0.05) 
-row 51: (0, 0.00555556)  (10, 0.0777778)  (46, -0.122222)  (47, -0.0722222)  (48, -0.05)  (50, -0.0111111)  (51, 0.422222)  (52, -0.0722222)  (53, -0.05)  (54, -0.122222) 
-row 52: (0, 0.0166667)  (10, -0.0111111)  (50, -0.0833333)  (51, -0.0722222)  (52, 0.6)  (53, 0)  (54, -0.0555556)  (58, 0.0111111)  (60, -0.116667)  (61, -0.0722222) 
-row 53: (0, 0)  (10, -0.0388889)  (50, 0.0111111)  (51, -0.05)  (52, 0)  (53, 0.222222)  (54, 0.0611111)  (55, -0.0388889)  (56, -0.00555556)  (57, -0.0333333) 
-row 54: (0, -0.0277778)  (10, -0.222222)  (50, -0.127778)  (51, -0.122222)  (52, -0.0555556)  (53, 0.0611111)  (54, 1.17778)  (55, -0.1)  (56, -0.0666667)  (57, -0.211111)  (58, 0.127778)  (59, -0.155556)  (60, -0.127778)  (61, -0.177778) 
-row 55: (0, -0.00277778)  (50, -0.00555556)  (53, -0.0388889)  (54, -0.1)  (55, 0.277778)  (56, -0.0388889)  (57, 0.0722222)  (62, -0.0333333)  (64, -0.0777778)  (65, -0.0444444) 
-row 56: (0, 0.0111111)  (50, -0.0666667)  (53, -0.00555556)  (54, -0.0666667)  (55, -0.0388889)  (56, 0.466667)  (57, 0.0111111)  (58, 0.00555556)  (59, -0.0388889)  (60, -0.1) 
-row 57: (0, -0.377778)  (50, -0.0111111)  (53, -0.0333333)  (54, -0.211111)  (55, 0.0722222)  (56, 0.0111111)  (57, 1.51111)  (58, -0.0555556)  (59, 0.127778)  (60, -0.0111111)  (62, -0.0277778)  (64, -0.166667)  (65, 0)  (78, 0.0722222)  (79, -0.0277778)  (80, -0.0111111)  (82, 0.0111111)  (83, -0.0333333)  (84, -0.211111)  (87, -0.0555556)  (89, -0.0111111)  (90, 0.127778)  (91, -0.0611111)  (92, 0.0222222)  (93, -0.255556)  (98, -0.0611111) 
-row 58: (0, 0)  (10, -0.0611111)  (52, 0.0111111)  (54, 0.127778)  (56, 0.00555556)  (57, -0.0555556)  (58, 0.444444)  (59, -0.116667)  (60, -0.0111111)  (61, -0.127778) 
-row 59: (0, 0.025)  (54, -0.155556)  (56, -0.0388889)  (57, 0.127778)  (58, -0.116667)  (59, 0.655556)  (60, -0.127778)  (91, -0.122222)  (92, -0.0333333)  (93, -0.177778) 
-row 60: (0, -0.1)  (4, 0.0111111)  (9, -0.15)  (10, 0)  (11, -0.138889)  (40, -0.166667)  (52, -0.116667)  (54, -0.127778)  (56, -0.1)  (57, -0.0111111)  (58, -0.0111111)  (59, -0.127778)  (60, 1.6)  (61, -0.133333)  (68, 0.0111111)  (69, -0.138889)  (91, 0)  (92, -0.116667)  (93, -0.133333)  (94, -0.15) 
-row 61: (0, 0.0333333)  (9, -0.0611111)  (10, 0.133333)  (11, -0.222222)  (52, -0.0722222)  (54, -0.177778)  (58, -0.127778)  (60, -0.133333)  (61, 0.8)  (68, -0.138889) 
-row 62: (0, 0)  (31, -0.0277778)  (49, -0.0333333)  (50, 0)  (55, -0.0333333)  (57, -0.0277778)  (62, 0.133333)  (63, 0.00555556)  (64, 0.0555556)  (65, 0.00555556) 
-row 63: (0, -0.00555556)  (31, 0)  (49, -0.0444444)  (50, -0.05)  (62, 0.00555556)  (63, 0.266667)  (64, 0.0111111)  (79, 0.00555556)  (80, -0.05)  (81, -0.0444444) 
-row 64: (0, 0.0111111)  (31, -0.166667)  (49, -0.0777778)  (50, -0.122222)  (55, -0.0777778)  (57, -0.166667)  (62, 0.0555556)  (63, 0.0111111)  (64, 0.755556)  (65, 0.0111111)  (78, -0.0777778)  (79, 0.0555556)  (80, -0.122222)  (81, -0.0777778) 
-row 65: (0, -0.00555556)  (50, -0.05)  (55, -0.0444444)  (57, 0)  (62, 0.00555556)  (64, 0.0111111)  (65, 0.266667)  (78, -0.0444444)  (79, 0.00555556)  (80, -0.05) 
-row 66: (0, 0)  (3, -0.00555556)  (4, -0.105556)  (6, 0.211111)  (15, -0.105556)  (26, -0.233333)  (27, 0)  (37, -0.00555556)  (66, 0.933333)  (67, -0.233333) 
-row 67: (0, 0.0694444)  (3, -0.0888889)  (4, 0.194444)  (6, -0.322222)  (27, -0.261111)  (66, -0.233333)  (67, 1.32222)  (75, -0.227778)  (76, -0.3)  (77, -0.0944444) 
-row 68: (0, 0)  (4, -0.0777778)  (9, -0.0111111)  (10, -0.0722222)  (11, 0.138889)  (40, -0.00555556)  (60, 0.0111111)  (61, -0.138889)  (68, 0.622222)  (69, -0.15) 
-row 69: (0, 0.0416667)  (4, 0.138889)  (11, -0.244444)  (40, -0.0944444)  (60, -0.138889)  (68, -0.15)  (69, 0.944444)  (91, -0.144444)  (93, -0.222222)  (94, -0.1) 
-row 70: (0, 0.0111111)  (23, -0.1)  (28, -0.0388889)  (31, 0.0111111)  (70, 0.466667)  (71, 0.00555556)  (72, -0.0666667)  (80, -0.0666667)  (81, -0.0388889)  (95, -0.00555556) 
-row 71: (0, 0)  (20, -0.127778)  (21, -0.0611111)  (23, -0.0111111)  (28, -0.116667)  (31, -0.0555556)  (70, 0.00555556)  (71, 0.444444)  (72, 0.127778)  (73, 0.0111111) 
-row 72: (0, -0.0277778)  (20, -0.177778)  (21, -0.222222)  (23, -0.127778)  (28, -0.155556)  (31, -0.211111)  (70, -0.0666667)  (71, 0.127778)  (72, 1.17778)  (73, -0.0555556)  (80, -0.127778)  (81, -0.1)  (85, -0.122222)  (95, 0.0611111) 
-row 73: (0, 0.0166667)  (20, -0.0722222)  (21, -0.0111111)  (23, -0.116667)  (71, 0.0111111)  (72, -0.0555556)  (73, 0.6)  (80, -0.0833333)  (85, -0.0722222)  (95, 0) 
-row 74: (0, 0.05)  (21, 0.0111111)  (27, -0.183333)  (43, -0.0611111)  (74, 1)  (75, 0)  (76, -0.211111)  (88, -0.0611111)  (89, -0.15)  (96, -0.0111111) 
-row 75: (0, 0)  (4, -0.1)  (21, -0.0944444)  (27, -0.0111111)  (43, -0.216667)  (67, -0.227778)  (74, 0)  (75, 0.844444)  (76, 0.205556)  (77, 0.00555556) 
-row 76: (0, -0.105556)  (4, -0.322222)  (21, -0.311111)  (27, -0.138889)  (43, -0.277778)  (67, -0.3)  (74, -0.211111)  (75, 0.205556)  (76, 2.02222)  (77, -0.2)  (88, -0.222222)  (89, -0.138889)  (96, 0.138889)  (97, -0.244444) 
-row 77: (0, 0.0555556)  (4, -0.0111111)  (27, -0.2)  (67, -0.0944444)  (75, 0.00555556)  (76, -0.2)  (77, 1.13333)  (89, -0.166667)  (96, -0.00555556)  (97, -0.0944444) 
-row 78: (0, -0.00277778)  (57, 0.0722222)  (64, -0.0777778)  (65, -0.0444444)  (78, 0.277778)  (79, -0.0333333)  (80, -0.00555556)  (82, -0.0388889)  (83, -0.0388889)  (84, -0.1) 
-row 79: (0, 0)  (31, -0.0277778)  (57, -0.0277778)  (63, 0.00555556)  (64, 0.0555556)  (65, 0.00555556)  (78, -0.0333333)  (79, 0.133333)  (80, 0)  (81, -0.0333333) 
-row 80: (0, 0)  (21, 0)  (31, -0.0111111)  (57, -0.0111111)  (63, -0.05)  (64, -0.122222)  (65, -0.05)  (70, -0.0666667)  (72, -0.127778)  (73, -0.0833333)  (78, -0.00555556)  (79, 0)  (80, 0.8)  (81, -0.00555556)  (82, -0.0666667)  (83, 0.0111111)  (84, -0.127778)  (85, -0.0111111)  (86, -0.0833333)  (95, 0.0111111) 
-row 81: (0, -0.00277778)  (31, 0.0722222)  (63, -0.0444444)  (64, -0.0777778)  (70, -0.0388889)  (72, -0.1)  (79, -0.0333333)  (80, -0.00555556)  (81, 0.277778)  (95, -0.0388889) 
-row 82: (0, 0.0111111)  (57, 0.0111111)  (78, -0.0388889)  (80, -0.0666667)  (82, 0.466667)  (83, -0.00555556)  (84, -0.0666667)  (87, 0.00555556)  (89, -0.1)  (90, -0.0388889) 
-row 83: (0, 0)  (21, -0.0388889)  (57, -0.0333333)  (78, -0.0388889)  (80, 0.0111111)  (82, -0.00555556)  (83, 0.222222)  (84, 0.0611111)  (85, -0.05)  (86, 0) 
-row 84: (0, -0.0277778)  (21, -0.222222)  (57, -0.211111)  (78, -0.1)  (80, -0.127778)  (82, -0.0666667)  (83, 0.0611111)  (84, 1.17778)  (85, -0.122222)  (86, -0.0555556)  (87, 0.127778)  (88, -0.177778)  (89, -0.127778)  (90, -0.155556) 
-row 85: (0, 0.00555556)  (21, 0.0777778)  (72, -0.122222)  (73, -0.0722222)  (80, -0.0111111)  (83, -0.05)  (84, -0.122222)  (85, 0.422222)  (86, -0.0722222)  (95, -0.05) 
-row 86: (0, 0.0166667)  (21, -0.0111111)  (80, -0.0833333)  (83, 0)  (84, -0.0555556)  (85, -0.0722222)  (86, 0.6)  (87, 0.0111111)  (88, -0.0722222)  (89, -0.116667) 
-row 87: (0, 0)  (21, -0.0611111)  (57, -0.0555556)  (82, 0.00555556)  (84, 0.127778)  (86, 0.0111111)  (87, 0.444444)  (88, -0.127778)  (89, -0.0111111)  (90, -0.116667) 
-row 88: (0, 0.0333333)  (21, 0.133333)  (74, -0.0611111)  (76, -0.222222)  (84, -0.177778)  (86, -0.0722222)  (87, -0.127778)  (88, 0.8)  (89, -0.133333)  (96, -0.138889) 
-row 89: (0, -0.1)  (4, 0.0111111)  (21, 0)  (57, -0.0111111)  (74, -0.15)  (76, -0.138889)  (77, -0.166667)  (82, -0.1)  (84, -0.127778)  (86, -0.116667)  (87, -0.0111111)  (88, -0.133333)  (89, 1.6)  (90, -0.127778)  (92, -0.116667)  (93, -0.133333)  (94, -0.15)  (96, 0.0111111)  (97, -0.138889)  (98, 0) 
-row 90: (0, 0.025)  (57, 0.127778)  (82, -0.0388889)  (84, -0.155556)  (87, -0.116667)  (89, -0.127778)  (90, 0.655556)  (92, -0.0333333)  (93, -0.177778)  (98, -0.122222) 
-row 91: (0, 0)  (4, -0.0722222)  (57, -0.0611111)  (59, -0.122222)  (60, 0)  (69, -0.144444)  (91, 0.533333)  (92, -0.00555556)  (93, 0.133333)  (94, 0.00555556) 
-row 92: (0, 0.0277778)  (57, 0.0222222)  (59, -0.0333333)  (60, -0.116667)  (89, -0.116667)  (90, -0.0333333)  (91, -0.00555556)  (92, 0.666667)  (93, -0.144444)  (98, -0.00555556) 
-row 93: (0, -0.0666667)  (4, -0.277778)  (57, -0.255556)  (59, -0.177778)  (60, -0.133333)  (69, -0.222222)  (89, -0.133333)  (90, -0.177778)  (91, 0.133333)  (92, -0.144444)  (93, 1.6)  (94, -0.122222)  (97, -0.222222)  (98, 0.133333) 
-row 94: (0, 0.0388889)  (4, -0.0222222)  (60, -0.15)  (69, -0.1)  (89, -0.15)  (91, 0.00555556)  (93, -0.122222)  (94, 0.933333)  (97, -0.1)  (98, 0.00555556) 
-row 95: (0, 0)  (21, -0.0388889)  (31, -0.0333333)  (70, -0.00555556)  (72, 0.0611111)  (73, 0)  (80, 0.0111111)  (81, -0.0388889)  (85, -0.05)  (95, 0.222222) 
-row 96: (0, 0)  (4, -0.0777778)  (21, -0.0722222)  (74, -0.0111111)  (76, 0.138889)  (77, -0.00555556)  (88, -0.138889)  (89, 0.0111111)  (96, 0.622222)  (97, -0.15) 
-row 97: (0, 0.0416667)  (4, 0.138889)  (76, -0.244444)  (77, -0.0944444)  (89, -0.138889)  (93, -0.222222)  (94, -0.1)  (96, -0.15)  (97, 0.944444)  (98, -0.144444) 
-row 98: (0, 0)  (4, -0.0722222)  (57, -0.0611111)  (89, 0)  (90, -0.122222)  (92, -0.00555556)  (93, 0.133333)  (94, 0.00555556)  (97, -0.144444)  (98, 0.533333) 
+row 0: (0, 2.4)  (1, -0.688889)  (2, -0.2)  (3, -0.144444)  (4, -0.533333)  (5, -0.105556)  (6, -0.688889)  (7, -0.1)  (8, -0.0666667)  (9, -0.533333)  (10, -0.105556)  (11, -0.1)  (12, -0.2)  (13, -0.377778)  (14, -0.105556)  (15, -0.0277778)  (16, 0)  (17, -0.0277778)  (18, -0.377778)  (19, -0.1)  (20, 0.0111111)  (21, -0.0277778)  (22, -0.105556)  (23, 0)  (24, -0.0277778)  (25, -0.1)  (26, -0.0666667) 
+row 1: (0, -0.688889)  (1, 2.75556)  (2, 0.0111111)  (3, -0.366667)  (5, -0.322222)  (12, 0.0111111)  (19, 0.0111111)  (22, -0.322222)  (25, 0.0111111)  (26, -0.277778) 
+row 2: (0, -0.2)  (1, 0.0111111)  (2, 2.4)  (3, -0.144444)  (4, 0)  (5, -0.138889)  (6, 0.0111111)  (14, -0.138889) 
+row 3: (0, -0.144444)  (1, -0.366667)  (2, -0.144444)  (3, 2.44444)  (6, -0.366667)  (12, -0.144444) 
+row 4: (0, -0.533333)  (2, 0)  (4, 2.13333)  (5, -0.311111)  (7, 0)  (14, -0.311111)  (15, -0.222222)  (16, 0)  (17, -0.222222)  (19, 0) 
+row 5: (0, -0.105556)  (1, -0.322222)  (2, -0.138889)  (4, -0.311111)  (5, 2.02222)  (19, -0.138889) 
+row 6: (0, -0.688889)  (2, 0.0111111)  (3, -0.366667)  (6, 2.75556)  (7, 0.0111111)  (8, -0.277778)  (10, -0.322222)  (11, 0.0111111)  (12, 0.0111111)  (14, -0.322222) 
+row 7: (0, -0.1)  (4, 0)  (6, 0.0111111)  (7, 1.6)  (8, -0.133333)  (13, -0.0111111)  (14, -0.138889)  (15, -0.127778) 
+row 8: (0, -0.0666667)  (6, -0.277778)  (7, -0.133333)  (8, 1.6)  (11, -0.133333)  (13, -0.255556) 
+row 9: (0, -0.533333)  (9, 2.13333)  (10, -0.311111)  (11, 0)  (12, 0)  (21, -0.222222)  (22, -0.311111)  (23, 0)  (24, -0.222222)  (25, 0) 
+row 10: (0, -0.105556)  (6, -0.322222)  (9, -0.311111)  (10, 2.02222)  (11, -0.138889)  (12, -0.138889) 
+row 11: (0, -0.1)  (6, 0.0111111)  (8, -0.133333)  (9, 0)  (10, -0.138889)  (11, 1.6)  (13, -0.0111111)  (21, -0.127778) 
+row 12: (0, -0.2)  (1, 0.0111111)  (3, -0.144444)  (6, 0.0111111)  (9, 0)  (10, -0.138889)  (12, 2.4)  (22, -0.138889) 
+row 13: (0, -0.377778)  (7, -0.0111111)  (8, -0.255556)  (11, -0.0111111)  (13, 1.51111)  (15, -0.211111)  (16, -0.0111111)  (20, -0.166667)  (21, -0.211111)  (23, -0.0111111) 
+row 14: (0, -0.105556)  (2, -0.138889)  (4, -0.311111)  (6, -0.322222)  (7, -0.138889)  (14, 2.02222) 
+row 15: (0, -0.0277778)  (4, -0.222222)  (7, -0.127778)  (13, -0.211111)  (15, 1.17778)  (16, -0.127778) 
+row 16: (0, 0)  (4, 0)  (13, -0.0111111)  (15, -0.127778)  (16, 0.8)  (17, -0.127778)  (18, -0.0111111)  (20, -0.122222) 
+row 17: (0, -0.0277778)  (4, -0.222222)  (16, -0.127778)  (17, 1.17778)  (18, -0.211111)  (19, -0.127778) 
+row 18: (0, -0.377778)  (16, -0.0111111)  (17, -0.211111)  (18, 1.51111)  (19, -0.0111111)  (20, -0.166667)  (23, -0.0111111)  (24, -0.211111)  (25, -0.0111111)  (26, -0.255556) 
+row 19: (0, -0.1)  (1, 0.0111111)  (4, 0)  (5, -0.138889)  (17, -0.127778)  (18, -0.0111111)  (19, 1.6)  (26, -0.133333) 
+row 20: (0, 0.0111111)  (13, -0.166667)  (16, -0.122222)  (18, -0.166667)  (20, 0.755556)  (23, -0.122222) 
+row 21: (0, -0.0277778)  (9, -0.222222)  (11, -0.127778)  (13, -0.211111)  (21, 1.17778)  (23, -0.127778) 
+row 22: (0, -0.105556)  (1, -0.322222)  (9, -0.311111)  (12, -0.138889)  (22, 2.02222)  (25, -0.138889) 
+row 23: (0, 0)  (9, 0)  (13, -0.0111111)  (18, -0.0111111)  (20, -0.122222)  (21, -0.127778)  (23, 0.8)  (24, -0.127778) 
+row 24: (0, -0.0277778)  (9, -0.222222)  (18, -0.211111)  (23, -0.127778)  (24, 1.17778)  (25, -0.127778) 
+row 25: (0, -0.1)  (1, 0.0111111)  (9, 0)  (18, -0.0111111)  (22, -0.138889)  (24, -0.127778)  (25, 1.6)  (26, -0.133333) 
+row 26: (0, -0.0666667)  (1, -0.277778)  (18, -0.255556)  (19, -0.133333)  (25, -0.133333)  (26, 1.6) 
 Residual:
 Vec Object: 1 MPI processes
   type: seq
@@ -591,205 +375,133 @@

 0
 0
 0
-0.577778
-0.00625
--1.15833
--0.834722
+2.86111
+0
+0
+0
+-1.08056
+-3.41806
+-2.11111
+0
+0
+0
+-0.688889
+-1.67222
+0
+0
+0
+-1.08056
+-1.46111
+-0.694444
+0
+0
+0
+-0.155556
+-0.955556
 -0.794444
-0.466667
-0.336111
-0.00416667
--1.0375
--0.636111
--0.566667
-0.245833
-0.00763889
--0.394444
--0.401389
+0
+0
+0
+-2.35694
+0
+0
+0
+-0.0305556
+0
+0
+0
+0
+-1.67222
+0
+0
+0
+0
+0
+0
+0
+0
+0
+-0.438889
+0
+0
+0
+-0.293056
+0
+0
+0
+-0.438889
+0
+0
+-0.0305556
+0
+0
+-1.46111
+0
+0
+0
+-0.0111111
+0
+0
+0
+0
+0
+0
+0
+-0.0888889
+0
+0
+0
+-0.955556
+0
+0
+0
+-0.0208333
+0
+0
+0
+-0.0888889
+0
+0
+0
+0
 -0.794444
-0.219444
-0.155556
--0.252778
--0.306944
-0.0277778
--0.0333333
-0.223611
-0.219444
--0.506944
--0.604167
--0.00486111
-0.422222
-0.0229167
--0.261111
--0.170833
--0.00555556
-0.01875
-0.00625
--1.0375
--0.695833
-0.245833
--0.834722
--0.636111
--0.640278
--0.695833
--0.00555556
-0.0340278
-0.0652778
--0.323611
--0.115278
-0.0875
--0.258333
--0.126389
-0.00763889
-0.0611111
-0.0291667
--0.258333
--0.126389
-0.0875
-0.00763889
--0.115278
--0.00555556
--0.323611
-0.0340278
-0.219444
--0.00555556
--0.0305556
--0.0152778
-0.0638889
--0.0152778
--0.925
--0.00486111
--0.640278
-0.00763889
--0.0375
--0.0902778
-0.109722
--0.0416667
--0.252778
--0.604167
-0.223611
--0.506944
-0.01875
-0.00277778
-0.105556
-0.01875
--0.0375
-0.00694444
-0.109722
-0.0347222
--0.0416667
--0.0902778
-0.0277778
-0.219444
-0.0229167
--0.394444
--0.170833
-0.155556
--0.401389
-0.00694444
--0.306944
-0.01875
--0.261111
+0
+0
+0
+-0.694444
+0
+0
+0
+0
+0
 Au - b = Au + F(0)
 Vec Object: 1 MPI processes
   type: seq
 0.1
-0.264583
-0.2875
-0.272222
 -0.0888889
 -0.075
 -0.0527778
-0.226389
-0.249306
-0.195833
 -0.0666667
 -0.0430556
-0.188194
-0.075
-0.180556
 -0.0888889
 -0.05
 -0.0333333
--0.0208333
-0.0881944
--0.0166667
 -0.0666667
 -0.0430556
 -0.05
-0.226389
-0.115972
-0.264583
 -0.075
--0.0131944
-0.075
+-0.0444444
+-0.0430556
+-0.0236111
+-0.025
+-0.0236111
+-0.0444444
+-0.05
 -0.0138889
--0.0444444
-0.188194
-0.264583
-0.249306
-0.226389
--0.0430556
-0.272222
-0.195833
-0.188194
-0.226389
-0.15
--0.0131944
--0.0236111
-0.0534722
--0.00972222
--0.0236111
-0.104167
-0.0256944
--0.00625
+-0.0236111
+-0.0430556
 -0.025
-0.0736111
-0.104167
-0.0256944
--0.0236111
--0.00625
--0.00972222
--0.0444444
-0.0534722
--0.0131944
--0.05
-0.15
--0.00416667
--0.00555556
--0.0138889
--0.00555556
-0.2875
-0.264583
-0.188194
-0.188194
--0.00972222
--0.0131944
--0.0236111
--0.0125
--0.0208333
-0.115972
--0.0430556
-0.226389
--0.00625
--0.00416667
--0.025
--0.00625
--0.00972222
--0.00763889
--0.0236111
--0.00972222
--0.0125
--0.0131944
--0.0166667
--0.05
--0.0131944
-0.075
--0.0138889
+-0.0236111
+-0.05
 -0.0333333
-0.180556
--0.00763889
-0.0881944
-0.188194
-0.075
-Linear L_2 Residual: 1.24627
+Linear L_2 Residual: 0.275659
TEST RUN FAILED (check example.log for details)