host        : worker5202
date        : Thu Oct  8 12:42:03 AM EDT 2026
cpu         :  AMD EPYC 7742 64-Core Processor
sockets     : 2, avx512f 0
compiler    : g++ (Spack GCC) 13.3.0
code        : cb85cb9 Merge pull request #32 from dmalhotra/quad_element, src/bench-cubed-sphere.cpp md5 16d855af0512
libxsmm     : 3057b239c 2026-09-28
flags       : -std=c++17 -fopenmp -Wall -Wfloat-conversion -O3 -march=native -DNDEBUG -gdwarf-4 -g -rdynamic -ldl -mno-avx512fp16 -DSCTL_GLOBAL_MEM_BUFF=0 -DSCTL_PROFILE=5 -DSCTL_VERBOSE -DSCTL_SIG_HANDLER -DSCTL_QUAD_T=__float128 -lmkl_intel_lp64 -lmkl_sequential -lmkl_core -lpthread -DSCTL_HAVE_BLAS -DSCTL_HAVE_LAPACK -lfftw3_omp -DSCTL_FFTW_THREADS -lfftw3 -DSCTL_HAVE_FFTW -lfftw3f -DSCTL_HAVE_FFTWF -lfftw3l -DSCTL_HAVE_FFTWL -I/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/include -L/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/lib -l:libxsmm.a -lpthread -lrt -ldl -lm -DSCTL_HAVE_LIBXSMM
tag/threads : rome / 128

g++  -std=c++17 -fopenmp -Wall -Wfloat-conversion -O3 -march=native -DNDEBUG -gdwarf-4 -g -rdynamic -ldl -mno-avx512fp16 -DSCTL_GLOBAL_MEM_BUFF=0 -DSCTL_PROFILE=5 -DSCTL_VERBOSE -DSCTL_SIG_HANDLER -DSCTL_QUAD_T=__float128 -lmkl_intel_lp64 -lmkl_sequential -lmkl_core -lpthread -DSCTL_HAVE_BLAS -DSCTL_HAVE_LAPACK -lfftw3_omp -DSCTL_FFTW_THREADS -lfftw3 -DSCTL_HAVE_FFTW -lfftw3f -DSCTL_HAVE_FFTWF -lfftw3l -DSCTL_HAVE_FFTWL -I/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/include -L/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/lib -l:libxsmm.a -lpthread -lrt -ldl -lm -DSCTL_HAVE_LIBXSMM -MMD -MP -I./include -c src/bench-cubed-sphere.cpp -o obj.rome/bench-cubed-sphere.o
g++  obj.rome/bench-cubed-sphere.o -std=c++17 -fopenmp -Wall -Wfloat-conversion -O3 -march=native -DNDEBUG -gdwarf-4 -g -rdynamic -ldl -mno-avx512fp16 -DSCTL_GLOBAL_MEM_BUFF=0 -DSCTL_PROFILE=5 -DSCTL_VERBOSE -DSCTL_SIG_HANDLER -DSCTL_QUAD_T=__float128 -lmkl_intel_lp64 -lmkl_sequential -lmkl_core -lpthread -DSCTL_HAVE_BLAS -DSCTL_HAVE_LAPACK -lfftw3_omp -DSCTL_FFTW_THREADS -lfftw3 -DSCTL_HAVE_FFTW -lfftw3f -DSCTL_HAVE_FFTWF -lfftw3l -DSCTL_HAVE_FFTWL -I/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/include -L/mnt/home/dmalhotra/tmp/SCTL_bench/ext/libxsmm/lib -l:libxsmm.a -lpthread -lrt -ldl -lm -DSCTL_HAVE_LIBXSMM  -o bin.rome/bench-cubed-sphere
rm obj.rome/bench-cubed-sphere.o

threads/rank = 128, ranks = 1
SL[1]abs compares S[1] against its exact value: R (Laplace), 2R/3 (Stokes).

#kernel  scheme         thr order  ppf    twist       tol | geom_area geom_surf | SL[1]sprd  SL[1]abs     DL[1] | greens_den greens_sol | setup_sl setup_dl   pps/c_sl   pps/c_dl
 laplace TensorProduct  128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  2.38e-07  2.77e-08  2.85e-07 |   7.17e-14   2.94e-07 |    0.286    0.296     3401.4     3287.8
 laplace Duffy          128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  2.03e-07  1.09e-08  2.33e-07 |   7.17e-14   2.11e-07 |    0.100    0.100     9718.2     9673.3
 laplace Hedgehog       128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  2.03e-07  1.10e-08  2.33e-07 |   7.17e-14   2.13e-07 |    0.278    0.436     3490.6     2229.0
 laplace TensorProduct  128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  1.36e-09  6.03e-11  1.40e-09 |   7.17e-14   1.68e-09 |    0.596    0.618     1630.5     1572.2
 laplace Duffy          128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  2.13e-10  4.54e-13  2.14e-10 |   7.17e-14   3.73e-10 |    0.132    0.135     7340.0     7200.9
 laplace Hedgehog       128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  2.13e-10  4.59e-13  2.33e-09 |   7.17e-14   9.84e-10 |    0.433    0.544     2243.3     1786.1
 laplace TensorProduct  128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  1.06e-11  5.33e-14  1.06e-11 |   7.17e-14   6.21e-12 |    1.589    1.645      611.7      590.9
 laplace Duffy          128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  1.37e-13  0.00e+00  4.86e-13 |   7.17e-14   2.15e-13 |    0.224    0.232     4346.2     4196.7
 laplace Hedgehog       128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  9.81e-14  0.00e+00  2.61e-12 |   7.17e-14   9.40e-13 |    0.849    0.899     1144.9     1081.1
 laplace TensorProduct  128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.69e-14  0.00e+00  5.06e-13 |   7.17e-14   1.72e-13 |    2.622    2.700      370.7      360.0
 laplace Duffy          128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.67e-14  0.00e+00  4.86e-13 |   7.17e-14   1.66e-13 |    0.367    0.365     2650.8     2664.9
 laplace Hedgehog       128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.69e-14  0.00e+00  5.05e-13 |   7.17e-14   1.75e-13 |    1.377    1.448      706.0      671.4
 laplace TensorProduct  128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  4.63e-07  1.97e-08  4.51e-07 |   4.89e-11   5.22e-07 |    0.310    0.325     3132.6     2987.7
 laplace Duffy          128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  4.42e-07  1.11e-08  4.72e-07 |   4.89e-11   6.14e-07 |    0.116    0.113     8351.4     8570.9
 laplace Hedgehog       128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  1.83e-07  1.19e-08  8.87e-06 |   4.89e-11   4.03e-06 |    0.314    0.481     3093.2     2022.2
 laplace TensorProduct  128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  3.04e-09  3.73e-11  3.00e-09 |   4.89e-11   3.50e-09 |    0.781    0.812     1244.8     1196.7
 laplace Duffy          128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  6.03e-10  2.35e-12  6.01e-10 |   4.89e-11   8.52e-10 |    0.190    0.195     5112.4     4991.8
 laplace Hedgehog       128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  2.16e-10  2.19e-12  4.78e-09 |   4.89e-11   2.24e-09 |    0.650    0.802     1495.3     1212.2
 laplace TensorProduct  128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  1.90e-11  4.40e-14  1.89e-11 |   4.89e-11   1.71e-11 |    1.925    2.007      505.0      484.4
 laplace Duffy          128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  5.18e-12  6.66e-16  5.19e-12 |   4.89e-11   7.16e-12 |    0.395    0.403     2460.9     2410.2
 laplace Hedgehog       128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  2.02e-13  0.00e+00  4.57e-12 |   4.89e-11   2.13e-12 |    1.424    1.513      682.4      642.6
 laplace TensorProduct  128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  4.97e-14  0.00e+00  6.33e-13 |   4.89e-11   2.52e-13 |    3.494    3.636      278.2      267.4
 laplace Duffy          128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  7.25e-14  0.00e+00  6.87e-13 |   4.89e-11   2.62e-13 |    0.736    0.745     1321.1     1303.8
 laplace Hedgehog       128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  4.97e-14  0.00e+00  6.35e-13 |   4.89e-11   2.57e-13 |    2.554    2.706      380.6      359.2
 laplace TensorProduct  128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  1.06e-06  2.19e-08  1.07e-06 |   4.28e-08   1.57e-06 |    0.493    0.511     1971.6     1902.3
 laplace Duffy          128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  7.85e-06  6.18e-08  7.90e-06 |   4.28e-08   1.24e-05 |    0.212    0.215     4581.7     4520.4
 laplace Hedgehog       128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  2.45e-07  1.37e-08  9.92e-06 |   4.28e-08   4.94e-06 |    0.601    0.870     1616.2     1116.6
 laplace TensorProduct  128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  5.10e-09  2.61e-11  5.12e-09 |   4.28e-08   5.20e-09 |    1.612    1.673      603.1      581.0
 laplace Duffy          128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  1.02e-08  5.49e-12  1.02e-08 |   4.28e-08   1.63e-08 |    0.520    0.526     1869.9     1847.5
 laplace Hedgehog       128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  3.83e-10  4.69e-12  4.92e-09 |   4.28e-08   1.70e-09 |    1.774    2.168      547.9      448.4
 laplace TensorProduct  128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  4.76e-11  5.24e-14  4.79e-11 |   4.28e-08   4.65e-11 |    3.674    3.804      264.6      255.5
 laplace Duffy          128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  7.14e-11  5.11e-15  7.15e-11 |   4.28e-08   1.23e-10 |    1.608    1.642      604.6      592.0
 laplace Hedgehog       128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  2.99e-13  0.00e+00  1.39e-11 |   4.28e-08   4.61e-11 |    4.440    4.737      218.9      205.2
 laplace TensorProduct  128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  3.37e-13  0.00e+00  3.50e-12 |   4.28e-08   4.65e-11 |    7.212    7.477      134.8      130.0
 laplace Duffy          128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  1.42e-12  1.11e-16  3.51e-12 |   4.28e-08   4.65e-11 |    3.218    3.321      302.0      292.7
 laplace Hedgehog       128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  4.39e-14  0.00e+00  1.18e-11 |   4.28e-08   4.65e-11 |    7.612    8.077      127.7      120.3
 stokes  TensorProduct  128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  1.20e-06  2.56e-08  1.49e-05 |   2.25e-13   2.41e-06 |    0.472    0.474     2059.4     2049.0
 stokes  Duffy          128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  1.11e-06  1.63e-08  1.39e-05 |   2.25e-13   2.47e-06 |    0.209    0.215     4640.0     4517.6
 stokes  Hedgehog       128    12   12   0.5236     1e-03 |  4.03e-14  1.11e-15 |  1.11e-06  1.61e-08  1.35e-05 |   2.25e-13   2.43e-06 |    0.519    0.772     1873.7     1258.6
 stokes  TensorProduct  128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  2.15e-09  4.39e-11  3.17e-08 |   2.25e-13   4.33e-09 |    0.976    0.991      996.3      981.2
 stokes  Duffy          128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  1.34e-09  5.85e-14  1.53e-08 |   2.25e-13   2.71e-09 |    0.279    0.282     3478.0     3450.1
 stokes  Hedgehog       128    12   12   0.5236     1e-06 |  4.03e-14  1.11e-15 |  1.34e-09  1.59e-13  1.89e-07 |   2.25e-13   1.96e-08 |    0.819    0.978     1187.2      994.3
 stokes  TensorProduct  128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  1.81e-11  3.80e-13  2.31e-10 |   2.25e-13   3.87e-11 |    2.544    2.568      382.1      378.6
 stokes  Duffy          128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  1.43e-12  3.77e-13  1.47e-11 |   2.25e-13   2.24e-12 |    0.465    0.469     2089.9     2070.7
 stokes  Hedgehog       128    12   12   0.5236     1e-09 |  4.03e-14  1.11e-15 |  1.41e-12  3.77e-13  2.57e-10 |   2.25e-13   2.06e-11 |    1.594    1.625      609.8      598.2
 stokes  TensorProduct  128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.19e-13  3.77e-13  1.53e-12 |   2.25e-13   1.75e-13 |    4.153    4.190      234.0      232.0
 stokes  Duffy          128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.19e-13  3.77e-13  1.52e-12 |   2.25e-13   1.65e-13 |    0.749    0.751     1297.6     1294.8
 stokes  Hedgehog       128    12   12   0.5236     1e-12 |  4.03e-14  1.11e-15 |  4.19e-13  3.77e-13  1.52e-12 |   2.25e-13   1.58e-13 |    2.520    2.562      385.7      379.4
 stokes  TensorProduct  128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  8.67e-07  3.31e-08  1.60e-05 |   1.54e-10   2.44e-06 |    0.510    0.514     1905.8     1890.4
 stokes  Duffy          128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  2.04e-06  1.64e-08  2.92e-05 |   1.54e-10   5.19e-06 |    0.238    0.251     4086.9     3866.5
 stokes  Hedgehog       128    12   12   1.5708     1e-03 |  3.83e-14  1.11e-15 |  8.30e-07  1.48e-08  3.38e-04 |   1.54e-10   3.05e-05 |    0.574    0.841     1693.6     1156.1
 stokes  TensorProduct  128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  4.08e-09  4.78e-11  5.60e-08 |   1.54e-10   1.01e-08 |    1.304    1.319      745.1      737.1
 stokes  Duffy          128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  2.96e-09  2.22e-12  4.19e-08 |   1.54e-10   8.13e-09 |    0.391    0.396     2484.6     2453.8
 stokes  Hedgehog       128    12   12   1.5708     1e-06 |  3.83e-14  1.11e-15 |  9.32e-10  2.23e-12  2.91e-07 |   1.54e-10   2.55e-08 |    1.208    1.431      804.9      679.5
 stokes  TensorProduct  128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  2.67e-11  5.07e-13  4.40e-10 |   1.54e-10   6.48e-11 |    3.128    3.167      310.7      306.9
 stokes  Duffy          128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  3.20e-12  3.85e-13  4.94e-11 |   1.54e-10   1.04e-11 |    0.787    0.797     1234.4     1219.5
 stokes  Hedgehog       128    12   12   1.5708     1e-09 |  3.83e-14  1.11e-15 |  2.27e-12  3.78e-13  2.63e-10 |   1.54e-10   2.44e-11 |    2.635    2.683      368.8      362.2
 stokes  TensorProduct  128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  4.22e-13  3.77e-13  2.00e-12 |   1.54e-10   2.08e-13 |    5.678    5.736      171.2      169.5
 stokes  Duffy          128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  4.22e-13  3.77e-13  1.65e-12 |   1.54e-10   2.09e-13 |    1.415    1.423      686.9      683.0
 stokes  Hedgehog       128    12   12   1.5708     1e-12 |  3.83e-14  1.11e-15 |  4.22e-13  3.77e-13  1.93e-12 |   1.54e-10   2.10e-13 |    4.668    4.748      208.2      204.7
 stokes  TensorProduct  128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  5.37e-06  2.74e-08  6.85e-05 |   1.58e-07   1.28e-05 |    0.833    0.841     1167.3     1155.9
 stokes  Duffy          128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  3.65e-06  2.22e-08  5.05e-05 |   1.58e-07   8.46e-06 |    0.431    0.426     2255.8     2282.1
 stokes  Hedgehog       128    12   12   3.1416     1e-03 |  3.94e-14  3.11e-15 |  1.21e-06  1.66e-08  2.65e-04 |   1.58e-07   3.33e-05 |    1.099    1.516      884.8      641.2
 stokes  TensorProduct  128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  2.75e-08  1.95e-11  6.20e-07 |   1.58e-07   8.63e-08 |    2.654    2.680      366.2      362.8
 stokes  Duffy          128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  1.33e-08  6.31e-12  1.77e-07 |   1.58e-07   3.34e-08 |    1.000    1.009      971.8      963.3
 stokes  Hedgehog       128    12   12   3.1416     1e-06 |  3.94e-14  3.11e-15 |  1.88e-09  6.25e-12  3.45e-07 |   1.58e-07   2.64e-08 |    3.247    3.785      299.3      256.8
 stokes  TensorProduct  128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  3.74e-10  3.87e-13  1.02e-08 |   1.58e-07   1.48e-09 |    6.013    6.088      161.6      159.7
 stokes  Duffy          128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  3.30e-11  4.05e-13  6.12e-10 |   1.58e-07   3.19e-10 |    2.866    2.890      339.2      336.4
 stokes  Hedgehog       128    12   12   3.1416     1e-09 |  3.94e-14  3.11e-15 |  2.85e-12  3.79e-13  1.07e-09 |   1.58e-07   3.19e-10 |    7.975    8.175      121.9      118.9
 stokes  TensorProduct  128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  3.20e-12  3.78e-13  6.41e-11 |   1.58e-07   3.19e-10 |   11.779   11.922       82.5       81.5
 stokes  Duffy          128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  5.13e-13  3.77e-13  7.53e-12 |   1.58e-07   3.19e-10 |    5.683    5.756      171.0      168.9
 stokes  Hedgehog       128    12   12   3.1416     1e-12 |  3.94e-14  3.11e-15 |  4.79e-13  3.77e-13  1.07e-09 |   1.58e-07   3.19e-10 |   13.977   14.357       69.5       67.7
# OpenMP strong scaling (order 12, ppf 8, twist pi/6, tol 1e-9)
 laplace TensorProduct  128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |    0.717    0.742      602.9      582.2
 laplace Duffy          128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    0.107    0.112     4051.9     3851.3
 laplace Hedgehog       128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    0.386    0.410     1118.5     1053.2
 laplace TensorProduct   64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |    1.390    1.446      621.7      597.4
 laplace Duffy           64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    0.184    0.193     4694.4     4472.0
 laplace Hedgehog        64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    0.742    0.796     1164.4     1085.8
 laplace TensorProduct   32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |    2.128    2.210      811.9      781.7
 laplace Duffy           32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    0.295    0.306     5855.1     5653.1
 laplace Hedgehog        32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    1.241    1.331     1392.3     1297.9
 laplace TensorProduct   16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |    3.751    3.880      921.3      890.6
 laplace Duffy           16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    0.541    0.559     6392.0     6180.5
 laplace Hedgehog        16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    2.275    2.434     1519.0     1419.9
 laplace TensorProduct    8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |    7.251    7.504      953.2      921.1
 laplace Duffy            8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    1.024    1.066     6752.1     6484.9
 laplace Hedgehog         8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    4.412    4.745     1566.7     1456.7
 laplace TensorProduct    4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |   14.126   14.554      978.6      949.8
 laplace Duffy            4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    1.984    2.062     6966.9     6702.9
 laplace Hedgehog         4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |    8.728    9.388     1583.9     1472.4
 laplace TensorProduct    2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |   28.333   29.213      975.8      946.4
 laplace Duffy            2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    3.931    4.005     7034.0     6903.2
 laplace Hedgehog         2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |   17.422   18.648     1587.0     1482.6
 laplace TensorProduct    1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.57e-11  1.76e-13  1.59e-11 |   7.94e-12   8.77e-12 |   56.647   58.427      976.2      946.4
 laplace Duffy            1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.93e-13  0.00e+00  1.11e-12 |   7.94e-12   4.90e-13 |    7.874    8.014     7022.7     6899.7
 laplace Hedgehog         1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  1.31e-13  0.00e+00  2.53e-12 |   7.94e-12   9.90e-13 |   34.902   37.362     1584.3     1480.0
 stokes  TensorProduct  128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |    1.141    1.153      378.7      374.8
 stokes  Duffy          128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    0.215    0.211     2006.1     2048.2
 stokes  Hedgehog       128    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |    0.718    0.729      601.6      592.5
 stokes  TensorProduct   64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |    2.229    2.252      387.7      383.7
 stokes  Duffy           64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    0.388    0.390     2229.3     2214.4
 stokes  Hedgehog        64    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |    1.403    1.429      615.8      604.6
 stokes  TensorProduct   32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |    3.462    3.503      499.1      493.3
 stokes  Duffy           32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    0.640    0.641     2702.1     2697.5
 stokes  Hedgehog        32    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |    2.346    2.397      736.5      720.9
 stokes  TensorProduct   16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |    6.154    6.218      561.6      555.8
 stokes  Duffy           16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    1.222    1.225     2827.5     2822.3
 stokes  Hedgehog        16    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |    4.362    4.446      792.3      777.4
 stokes  TensorProduct    8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |   11.620   11.776      594.8      587.0
 stokes  Duffy            8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    2.068    2.072     3342.2     3335.7
 stokes  Hedgehog         8    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |    8.265    8.430      836.3      819.9
 stokes  TensorProduct    4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |   22.373   22.679      617.9      609.5
 stokes  Duffy            4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    3.814    3.835     3624.5     3605.1
 stokes  Hedgehog         4    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |   16.110   16.456      858.1      840.1
 stokes  TensorProduct    2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |   44.258   44.802      624.7      617.1
 stokes  Duffy            2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |    7.226    7.250     3826.0     3813.3
 stokes  Hedgehog         2    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |   31.820   32.458      868.9      851.8
 stokes  TensorProduct    1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.67e-11  1.07e-13  3.46e-10 |   2.83e-11   5.57e-11 |   88.302   89.239      626.2      619.6
 stokes  Duffy            1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  2.77e-11 |   2.83e-11   3.75e-12 |   14.357   14.433     3851.4     3831.1
 stokes  Hedgehog         1    12    8   0.5236     1e-09 |  3.77e-14  1.67e-15 |  2.09e-12  2.41e-13  1.58e-10 |   2.83e-11   1.33e-11 |   63.542   64.925      870.2      851.7
done        : Thu Oct  8 02:01:45 AM EDT 2026
