dpo/judgement.md

Benchmark Report for LimitedLDLFactorizations

Job Properties

Time of benchmarks:
- Target: 17 Dec 2023 - 14:45
- Baseline: 17 Dec 2023 - 15:13
Package commits:
- Target: 3fc156
- Baseline: 3fc156
Julia commits:
- Target: 8e5136
- Baseline: 8e5136
Julia command flags:
- Target: None
- Baseline: None
Environment variables:
- Target: None
- Baseline: None

Results

A ratio greater than 1.0 denotes a possible regression (marked with ❌), while a ratio less than 1.0 denotes a possible improvement (marked with ✅). Only significant results - results that indicate possible regressions or improvements - are shown below (thus, an empty table means that all benchmark results remained invariant between builds).

ID	time ratio	memory ratio
`["LDIV", "aug2dcqp_2x2_5"]`	1.09 (5%) ❌	1.00 (1%)
`["LDIV", "hs35_3x3_0"]`	1.06 (5%) ❌	1.00 (1%)
`["LDIV", "hues-mod_3x3_10"]`	1.40 (5%) ❌	1.00 (1%)
`["LDIV", "qpcboei1_3x3_5"]`	1.08 (5%) ❌	1.00 (1%)
`["LDIV", "tame_3x3_0"]`	1.06 (5%) ❌	1.00 (1%)
`["LLDL", "cvxqp3_s_2x2_0"]`	1.07 (5%) ❌	1.00 (1%)

Benchmark Group List

Here's a list of all the benchmark groups executed by this job:

["LDIV"]
["LLDL"]

Julia versioninfo

Target

Julia Version 1.9.4
Commit 8e5136fa297 (2023-11-14 08:46 UTC)
Build Info:
  Official https://julialang.org/ release
Platform Info:
  OS: macOS (arm64-apple-darwin22.4.0)
  uname: Darwin 21.6.0 Darwin Kernel Version 21.6.0: Fri Sep 15 16:17:13 PDT 2023; root:xnu-8020.240.18.703.5~1/RELEASE_ARM64_T8101 arm64 arm
  CPU: Apple M1: 
              speed         user         nice          sys         idle          irq
       #1  2400 MHz    1383266 s          0 s    1929268 s   50266443 s          0 s
       #2  2400 MHz    1231557 s          0 s    1762076 s   50585340 s          0 s
       #3  2400 MHz    1004708 s          0 s    1292026 s   51282238 s          0 s
       #4  2400 MHz     859311 s          0 s     954697 s   51764965 s          0 s
       #5  2400 MHz    1403058 s          0 s    1626621 s   50549293 s          0 s
       #6  2400 MHz     937895 s          0 s    1170615 s   51470462 s          0 s
       #7  2400 MHz     578675 s          0 s     770879 s   52229419 s          0 s
       #8  2400 MHz     355886 s          0 s     528494 s   52694593 s          0 s
  Memory: 8.0 GB (61.515625 MB free)
  Uptime: 5.357823e6 sec
  Load Avg:  1.46435546875  1.63525390625  1.572265625
  WORD_SIZE: 64
  LIBM: libopenlibm
  LLVM: libLLVM-14.0.6 (ORCJIT, apple-m1)
  Threads: 1 on 4 virtual cores

Baseline

Julia Version 1.9.4
Commit 8e5136fa297 (2023-11-14 08:46 UTC)
Build Info:
  Official https://julialang.org/ release
Platform Info:
  OS: macOS (arm64-apple-darwin22.4.0)
  uname: Darwin 21.6.0 Darwin Kernel Version 21.6.0: Fri Sep 15 16:17:13 PDT 2023; root:xnu-8020.240.18.703.5~1/RELEASE_ARM64_T8101 arm64 arm
  CPU: Apple M1: 
              speed         user         nice          sys         idle          irq
       #1  2400 MHz    1383494 s          0 s    1929951 s   50282232 s          0 s
       #2  2400 MHz    1231762 s          0 s    1762684 s   50601227 s          0 s
       #3  2400 MHz    1004829 s          0 s    1292475 s   51298369 s          0 s
       #4  2400 MHz     859445 s          0 s     955024 s   51781205 s          0 s
       #5  2400 MHz    1413580 s          0 s    1627030 s   50555063 s          0 s
       #6  2400 MHz     940052 s          0 s    1170860 s   51484760 s          0 s
       #7  2400 MHz     580379 s          0 s     771114 s   52244180 s          0 s
       #8  2400 MHz     357810 s          0 s     528702 s   52709161 s          0 s
  Memory: 8.0 GB (70.40625 MB free)
  Uptime: 5.359494e6 sec
  Load Avg:  2.03173828125  1.79931640625  1.65576171875
  WORD_SIZE: 64
  LIBM: libopenlibm
  LLVM: libLLVM-14.0.6 (ORCJIT, apple-m1)
  Threads: 1 on 4 virtual cores

Benchmark Report for LimitedLDLFactorizations

Job Properties

Time of benchmark: 17 Dec 2023 - 15:13
Package commit: 3fc156
Julia commit: 8e5136
Julia command flags: None
Environment variables: None

Results

Below is a table of this job's results, obtained by running the benchmarks. The values listed in the ID column have the structure [parent_group, child_group, ..., key], and can be used to index into the BaseBenchmarks suite to retrieve the corresponding benchmarks. The percentages accompanying time and memory values in the below table are noise tolerances. The "true" time/memory value for a given benchmark is expected to fall within this percentage of the reported value. An empty cell means that the value was zero.

ID	time	memory	allocations
`["LDIV", "aug2d_2x2_0"]`	110.375 μs (5%)
`["LDIV", "aug2d_2x2_5"]`	109.708 μs (5%)
`["LDIV", "aug2d_3x3_0"]`	111.458 μs (5%)
`["LDIV", "aug2d_3x3_5"]`	110.167 μs (5%)
`["LDIV", "aug2dc_2x2_0"]`	110.209 μs (5%)
`["LDIV", "aug2dc_2x2_5"]`	110.292 μs (5%)
`["LDIV", "aug2dc_3x3_0"]`	111.000 μs (5%)
`["LDIV", "aug2dc_3x3_5"]`	110.000 μs (5%)
`["LDIV", "aug2dcqp_2x2_0"]`	230.750 μs (5%)
`["LDIV", "aug2dcqp_2x2_10"]`	229.292 μs (5%)
`["LDIV", "aug2dcqp_2x2_5"]`	230.583 μs (5%)
`["LDIV", "aug2dcqp_3x3_0"]`	282.667 μs (5%)
`["LDIV", "aug2dcqp_3x3_10"]`	283.792 μs (5%)
`["LDIV", "aug2dcqp_3x3_5"]`	281.167 μs (5%)
`["LDIV", "aug2dqp_2x2_0"]`	230.292 μs (5%)
`["LDIV", "aug2dqp_2x2_10"]`	229.042 μs (5%)
`["LDIV", "aug2dqp_2x2_5"]`	229.541 μs (5%)
`["LDIV", "aug2dqp_3x3_0"]`	282.292 μs (5%)
`["LDIV", "aug2dqp_3x3_10"]`	278.875 μs (5%)
`["LDIV", "aug2dqp_3x3_5"]`	282.292 μs (5%)
`["LDIV", "aug3d_2x2_0"]`	20.292 μs (5%)
`["LDIV", "aug3d_3x3_0"]`	20.000 μs (5%)
`["LDIV", "aug3dc_2x2_0"]`	19.958 μs (5%)
`["LDIV", "aug3dc_3x3_0"]`	19.792 μs (5%)
`["LDIV", "aug3dcqp_2x2_0"]`	40.625 μs (5%)
`["LDIV", "aug3dcqp_2x2_5"]`	40.917 μs (5%)
`["LDIV", "aug3dcqp_3x3_0"]`	51.166 μs (5%)
`["LDIV", "aug3dcqp_3x3_5"]`	50.833 μs (5%)
`["LDIV", "aug3dqp_2x2_0"]`	41.000 μs (5%)
`["LDIV", "aug3dqp_2x2_5"]`	40.875 μs (5%)
`["LDIV", "aug3dqp_3x3_0"]`	51.250 μs (5%)
`["LDIV", "aug3dqp_3x3_5"]`	51.333 μs (5%)
`["LDIV", "cvxqp1_l_2x2_0"]`	202.500 μs (5%)
`["LDIV", "cvxqp1_l_2x2_10"]`	202.459 μs (5%)
`["LDIV", "cvxqp1_l_2x2_5"]`	202.625 μs (5%)
`["LDIV", "cvxqp1_l_3x3_0"]`	252.083 μs (5%)
`["LDIV", "cvxqp1_l_3x3_10"]`	253.375 μs (5%)
`["LDIV", "cvxqp1_l_3x3_5"]`	252.375 μs (5%)
`["LDIV", "cvxqp1_m_2x2_0"]`	20.042 μs (5%)
`["LDIV", "cvxqp1_m_2x2_10"]`	20.250 μs (5%)
`["LDIV", "cvxqp1_m_2x2_5"]`	20.166 μs (5%)
`["LDIV", "cvxqp1_m_3x3_0"]`	25.333 μs (5%)
`["LDIV", "cvxqp1_m_3x3_10"]`	25.292 μs (5%)
`["LDIV", "cvxqp1_m_3x3_5"]`	25.375 μs (5%)
`["LDIV", "cvxqp1_s_2x2_0"]`	1.938 μs (5%)
`["LDIV", "cvxqp1_s_2x2_10"]`	1.933 μs (5%)
`["LDIV", "cvxqp1_s_2x2_5"]`	1.938 μs (5%)
`["LDIV", "cvxqp1_s_3x3_0"]`	2.357 μs (5%)
`["LDIV", "cvxqp1_s_3x3_10"]`	2.352 μs (5%)
`["LDIV", "cvxqp1_s_3x3_5"]`	2.352 μs (5%)
`["LDIV", "cvxqp2_l_2x2_0"]`	190.709 μs (5%)
`["LDIV", "cvxqp2_l_2x2_10"]`	189.750 μs (5%)
`["LDIV", "cvxqp2_l_2x2_5"]`	189.917 μs (5%)
`["LDIV", "cvxqp2_l_3x3_0"]`	241.834 μs (5%)
`["LDIV", "cvxqp2_l_3x3_10"]`	239.458 μs (5%)
`["LDIV", "cvxqp2_l_3x3_5"]`	241.375 μs (5%)
`["LDIV", "cvxqp2_m_2x2_0"]`	19.250 μs (5%)
`["LDIV", "cvxqp2_m_2x2_10"]`	18.708 μs (5%)
`["LDIV", "cvxqp2_m_2x2_5"]`	18.666 μs (5%)
`["LDIV", "cvxqp2_m_3x3_0"]`	23.917 μs (5%)
`["LDIV", "cvxqp2_m_3x3_10"]`	24.125 μs (5%)
`["LDIV", "cvxqp2_m_3x3_5"]`	24.000 μs (5%)
`["LDIV", "cvxqp2_s_2x2_0"]`	1.821 μs (5%)
`["LDIV", "cvxqp2_s_2x2_10"]`	1.825 μs (5%)
`["LDIV", "cvxqp2_s_2x2_5"]`	1.821 μs (5%)
`["LDIV", "cvxqp2_s_3x3_0"]`	2.241 μs (5%)
`["LDIV", "cvxqp2_s_3x3_10"]`	2.245 μs (5%)
`["LDIV", "cvxqp2_s_3x3_5"]`	2.245 μs (5%)
`["LDIV", "cvxqp3_l_2x2_0"]`	214.583 μs (5%)
`["LDIV", "cvxqp3_l_2x2_10"]`	216.291 μs (5%)
`["LDIV", "cvxqp3_l_2x2_5"]`	215.000 μs (5%)
`["LDIV", "cvxqp3_l_3x3_0"]`	269.625 μs (5%)
`["LDIV", "cvxqp3_l_3x3_10"]`	267.917 μs (5%)
`["LDIV", "cvxqp3_l_3x3_5"]`	266.125 μs (5%)
`["LDIV", "cvxqp3_m_2x2_0"]`	21.500 μs (5%)
`["LDIV", "cvxqp3_m_2x2_10"]`	21.500 μs (5%)
`["LDIV", "cvxqp3_m_2x2_5"]`	21.417 μs (5%)
`["LDIV", "cvxqp3_m_3x3_0"]`	26.708 μs (5%)
`["LDIV", "cvxqp3_m_3x3_10"]`	26.750 μs (5%)
`["LDIV", "cvxqp3_m_3x3_5"]`	26.541 μs (5%)
`["LDIV", "cvxqp3_s_2x2_0"]`	2.046 μs (5%)
`["LDIV", "cvxqp3_s_2x2_10"]`	2.032 μs (5%)
`["LDIV", "cvxqp3_s_2x2_5"]`	2.032 μs (5%)
`["LDIV", "cvxqp3_s_3x3_0"]`	2.458 μs (5%)
`["LDIV", "cvxqp3_s_3x3_10"]`	2.454 μs (5%)
`["LDIV", "cvxqp3_s_3x3_5"]`	2.458 μs (5%)
`["LDIV", "dual1_2x2_0"]`	6.125 μs (5%)
`["LDIV", "dual1_2x2_5"]`	6.167 μs (5%)
`["LDIV", "dual1_3x3_0"]`	6.475 μs (5%)
`["LDIV", "dual1_3x3_5"]`	6.533 μs (5%)
`["LDIV", "dual2_2x2_0"]`	7.875 μs (5%)
`["LDIV", "dual2_3x3_0"]`	8.292 μs (5%)
`["LDIV", "dual3_2x2_0"]`	10.792 μs (5%)
`["LDIV", "dual3_2x2_5"]`	10.792 μs (5%)
`["LDIV", "dual3_3x3_0"]`	11.291 μs (5%)
`["LDIV", "dual3_3x3_5"]`	11.333 μs (5%)
`["LDIV", "dual4_2x2_0"]`	5.382 μs (5%)
`["LDIV", "dual4_2x2_5"]`	5.396 μs (5%)
`["LDIV", "dual4_3x3_0"]`	5.694 μs (5%)
`["LDIV", "dual4_3x3_5"]`	5.694 μs (5%)
`["LDIV", "dualc1_2x2_0"]`	3.948 μs (5%)
`["LDIV", "dualc1_2x2_10"]`	3.948 μs (5%)
`["LDIV", "dualc1_2x2_5"]`	3.943 μs (5%)
`["LDIV", "dualc1_3x3_0"]`	4.434 μs (5%)
`["LDIV", "dualc1_3x3_10"]`	4.434 μs (5%)
`["LDIV", "dualc1_3x3_5"]`	4.434 μs (5%)
`["LDIV", "dualc2_2x2_0"]`	3.422 μs (5%)
`["LDIV", "dualc2_2x2_10"]`	3.380 μs (5%)
`["LDIV", "dualc2_2x2_5"]`	3.385 μs (5%)
`["LDIV", "dualc2_3x3_0"]`	3.938 μs (5%)
`["LDIV", "dualc2_3x3_10"]`	3.891 μs (5%)
`["LDIV", "dualc2_3x3_5"]`	3.885 μs (5%)
`["LDIV", "dualc5_2x2_0"]`	4.613 μs (5%)
`["LDIV", "dualc5_2x2_5"]`	4.607 μs (5%)
`["LDIV", "dualc5_3x3_0"]`	5.222 μs (5%)
`["LDIV", "dualc5_3x3_5"]`	5.215 μs (5%)
`["LDIV", "dualc8_2x2_0"]`	8.180 μs (5%)
`["LDIV", "dualc8_2x2_10"]`	8.153 μs (5%)
`["LDIV", "dualc8_2x2_5"]`	8.111 μs (5%)
`["LDIV", "dualc8_3x3_0"]`	9.416 μs (5%)
`["LDIV", "dualc8_3x3_10"]`	9.333 μs (5%)
`["LDIV", "dualc8_3x3_5"]`	9.334 μs (5%)
`["LDIV", "genhs28_2x2_0"]`	146.724 ns (5%)
`["LDIV", "genhs28_3x3_0"]`	146.281 ns (5%)
`["LDIV", "gouldqp2_2x2_0"]`	14.208 μs (5%)
`["LDIV", "gouldqp2_2x2_5"]`	12.666 μs (5%)
`["LDIV", "gouldqp2_3x3_0"]`	17.792 μs (5%)
`["LDIV", "gouldqp2_3x3_5"]`	16.291 μs (5%)
`["LDIV", "gouldqp3_2x2_0"]`	14.500 μs (5%)
`["LDIV", "gouldqp3_2x2_10"]`	12.083 μs (5%)
`["LDIV", "gouldqp3_2x2_5"]`	12.083 μs (5%)
`["LDIV", "gouldqp3_3x3_0"]`	18.166 μs (5%)
`["LDIV", "gouldqp3_3x3_5"]`	15.791 μs (5%)
`["LDIV", "hs118_2x2_0"]`	426.508 ns (5%)
`["LDIV", "hs118_2x2_10"]`	425.457 ns (5%)
`["LDIV", "hs118_2x2_5"]`	424.417 ns (5%)
`["LDIV", "hs118_3x3_0"]`	565.541 ns (5%)
`["LDIV", "hs118_3x3_10"]`	566.443 ns (5%)
`["LDIV", "hs118_3x3_5"]`	567.707 ns (5%)
`["LDIV", "hs21_2x2_0"]`	53.595 ns (5%)
`["LDIV", "hs21_2x2_5"]`	53.595 ns (5%)
`["LDIV", "hs21_3x3_0"]`	60.567 ns (5%)
`["LDIV", "hs21_3x3_5"]`	60.548 ns (5%)
`["LDIV", "hs21mod_2x2_0"]`	83.074 ns (5%)
`["LDIV", "hs21mod_2x2_5"]`	82.944 ns (5%)
`["LDIV", "hs21mod_3x3_0"]`	106.670 ns (5%)
`["LDIV", "hs21mod_3x3_5"]`	106.799 ns (5%)
`["LDIV", "hs268_2x2_0"]`	149.502 ns (5%)
`["LDIV", "hs268_3x3_0"]`	143.871 ns (5%)
`["LDIV", "hs35_2x2_0"]`	62.012 ns (5%)
`["LDIV", "hs35_3x3_0"]`	62.650 ns (5%)
`["LDIV", "hs35mod_2x2_0"]`	61.032 ns (5%)
`["LDIV", "hs35mod_3x3_0"]`	67.543 ns (5%)
`["LDIV", "hs51_2x2_0"]`	56.756 ns (5%)
`["LDIV", "hs51_3x3_0"]`	57.392 ns (5%)
`["LDIV", "hs52_2x2_0"]`	56.445 ns (5%)
`["LDIV", "hs52_3x3_0"]`	57.434 ns (5%)
`["LDIV", "hs53_2x2_0"]`	108.737 ns (5%)
`["LDIV", "hs53_3x3_0"]`	130.596 ns (5%)
`["LDIV", "hs76_2x2_0"]`	90.307 ns (5%)
`["LDIV", "hs76_3x3_0"]`	98.903 ns (5%)
`["LDIV", "hues-mod_2x2_0"]`	127.541 μs (5%)
`["LDIV", "hues-mod_2x2_10"]`	127.959 μs (5%)
`["LDIV", "hues-mod_2x2_5"]`	127.791 μs (5%)
`["LDIV", "hues-mod_3x3_0"]`	153.583 μs (5%)
`["LDIV", "hues-mod_3x3_10"]`	154.375 μs (5%)
`["LDIV", "hues-mod_3x3_5"]`	152.708 μs (5%)
`["LDIV", "huestis_2x2_0"]`	127.625 μs (5%)
`["LDIV", "huestis_2x2_10"]`	127.542 μs (5%)
`["LDIV", "huestis_2x2_5"]`	128.000 μs (5%)
`["LDIV", "huestis_3x3_0"]`	153.583 μs (5%)
`["LDIV", "huestis_3x3_10"]`	153.250 μs (5%)
`["LDIV", "huestis_3x3_5"]`	153.458 μs (5%)
`["LDIV", "ksip_2x2_0"]`	32.291 μs (5%)
`["LDIV", "ksip_2x2_10"]`	32.250 μs (5%)
`["LDIV", "ksip_2x2_5"]`	32.416 μs (5%)
`["LDIV", "ksip_3x3_0"]`	34.833 μs (5%)
`["LDIV", "ksip_3x3_10"]`	34.875 μs (5%)
`["LDIV", "ksip_3x3_5"]`	34.750 μs (5%)
`["LDIV", "liswet10_2x2_0"]`	118.833 μs (5%)
`["LDIV", "liswet10_2x2_10"]`	118.834 μs (5%)
`["LDIV", "liswet10_2x2_5"]`	117.917 μs (5%)
`["LDIV", "liswet10_3x3_0"]`	143.666 μs (5%)
`["LDIV", "liswet10_3x3_10"]`	144.875 μs (5%)
`["LDIV", "liswet10_3x3_5"]`	143.334 μs (5%)
`["LDIV", "liswet11_2x2_0"]`	117.750 μs (5%)
`["LDIV", "liswet11_2x2_10"]`	119.375 μs (5%)
`["LDIV", "liswet11_2x2_5"]`	118.084 μs (5%)
`["LDIV", "liswet11_3x3_0"]`	144.250 μs (5%)
`["LDIV", "liswet11_3x3_10"]`	143.000 μs (5%)
`["LDIV", "liswet11_3x3_5"]`	144.084 μs (5%)
`["LDIV", "liswet12_2x2_0"]`	118.583 μs (5%)
`["LDIV", "liswet12_2x2_10"]`	119.083 μs (5%)
`["LDIV", "liswet12_2x2_5"]`	118.541 μs (5%)
`["LDIV", "liswet12_3x3_0"]`	143.459 μs (5%)
`["LDIV", "liswet12_3x3_10"]`	143.958 μs (5%)
`["LDIV", "liswet12_3x3_5"]`	143.917 μs (5%)
`["LDIV", "liswet1_2x2_0"]`	118.500 μs (5%)
`["LDIV", "liswet1_2x2_10"]`	118.042 μs (5%)
`["LDIV", "liswet1_2x2_5"]`	118.792 μs (5%)
`["LDIV", "liswet1_3x3_0"]`	143.000 μs (5%)
`["LDIV", "liswet1_3x3_10"]`	142.958 μs (5%)
`["LDIV", "liswet1_3x3_5"]`	143.417 μs (5%)
`["LDIV", "liswet2_2x2_0"]`	118.250 μs (5%)
`["LDIV", "liswet2_2x2_10"]`	118.291 μs (5%)
`["LDIV", "liswet2_2x2_5"]`	118.833 μs (5%)
`["LDIV", "liswet2_3x3_0"]`	143.041 μs (5%)
`["LDIV", "liswet2_3x3_10"]`	142.667 μs (5%)
`["LDIV", "liswet2_3x3_5"]`	143.750 μs (5%)
`["LDIV", "liswet3_2x2_0"]`	119.208 μs (5%)
`["LDIV", "liswet3_2x2_10"]`	118.500 μs (5%)
`["LDIV", "liswet3_2x2_5"]`	118.958 μs (5%)
`["LDIV", "liswet3_3x3_0"]`	144.375 μs (5%)
`["LDIV", "liswet3_3x3_10"]`	143.333 μs (5%)
`["LDIV", "liswet3_3x3_5"]`	143.792 μs (5%)
`["LDIV", "liswet4_2x2_0"]`	119.000 μs (5%)
`["LDIV", "liswet4_2x2_10"]`	118.916 μs (5%)
`["LDIV", "liswet4_2x2_5"]`	118.750 μs (5%)
`["LDIV", "liswet4_3x3_0"]`	143.541 μs (5%)
`["LDIV", "liswet4_3x3_10"]`	143.333 μs (5%)
`["LDIV", "liswet4_3x3_5"]`	144.042 μs (5%)
`["LDIV", "liswet5_2x2_0"]`	119.000 μs (5%)
`["LDIV", "liswet5_2x2_10"]`	118.166 μs (5%)
`["LDIV", "liswet5_2x2_5"]`	118.791 μs (5%)
`["LDIV", "liswet5_3x3_0"]`	142.584 μs (5%)
`["LDIV", "liswet5_3x3_10"]`	143.625 μs (5%)
`["LDIV", "liswet5_3x3_5"]`	143.708 μs (5%)
`["LDIV", "liswet6_2x2_0"]`	117.625 μs (5%)
`["LDIV", "liswet6_2x2_10"]`	118.750 μs (5%)
`["LDIV", "liswet6_2x2_5"]`	118.250 μs (5%)
`["LDIV", "liswet6_3x3_0"]`	143.375 μs (5%)
`["LDIV", "liswet6_3x3_10"]`	143.708 μs (5%)
`["LDIV", "liswet6_3x3_5"]`	143.583 μs (5%)
`["LDIV", "liswet7_2x2_0"]`	118.792 μs (5%)
`["LDIV", "liswet7_2x2_10"]`	118.333 μs (5%)
`["LDIV", "liswet7_2x2_5"]`	118.125 μs (5%)
`["LDIV", "liswet7_3x3_0"]`	143.250 μs (5%)
`["LDIV", "liswet7_3x3_10"]`	143.666 μs (5%)
`["LDIV", "liswet7_3x3_5"]`	143.667 μs (5%)
`["LDIV", "liswet8_2x2_0"]`	118.583 μs (5%)
`["LDIV", "liswet8_2x2_10"]`	118.916 μs (5%)
`["LDIV", "liswet8_2x2_5"]`	118.375 μs (5%)
`["LDIV", "liswet8_3x3_0"]`	142.875 μs (5%)
`["LDIV", "liswet8_3x3_10"]`	142.917 μs (5%)
`["LDIV", "liswet8_3x3_5"]`	143.792 μs (5%)
`["LDIV", "liswet9_2x2_0"]`	118.792 μs (5%)
`["LDIV", "liswet9_2x2_10"]`	118.625 μs (5%)
`["LDIV", "liswet9_2x2_5"]`	118.792 μs (5%)
`["LDIV", "liswet9_3x3_0"]`	143.542 μs (5%)
`["LDIV", "liswet9_3x3_10"]`	143.625 μs (5%)
`["LDIV", "liswet9_3x3_5"]`	142.625 μs (5%)
`["LDIV", "lotschd_2x2_0"]`	206.979 ns (5%)
`["LDIV", "lotschd_2x2_5"]`	204.343 ns (5%)
`["LDIV", "lotschd_3x3_0"]`	237.378 ns (5%)
`["LDIV", "lotschd_3x3_5"]`	237.363 ns (5%)
`["LDIV", "mosarqp1_2x2_0"]`	29.333 μs (5%)
`["LDIV", "mosarqp1_2x2_5"]`	29.417 μs (5%)
`["LDIV", "mosarqp1_3x3_0"]`	37.250 μs (5%)
`["LDIV", "mosarqp1_3x3_5"]`	37.333 μs (5%)
`["LDIV", "mosarqp2_2x2_0"]`	13.875 μs (5%)
`["LDIV", "mosarqp2_2x2_5"]`	13.875 μs (5%)
`["LDIV", "mosarqp2_3x3_0"]`	17.625 μs (5%)
`["LDIV", "mosarqp2_3x3_5"]`	17.875 μs (5%)
`["LDIV", "powell20_2x2_0"]`	140.958 μs (5%)
`["LDIV", "powell20_2x2_10"]`	139.958 μs (5%)
`["LDIV", "powell20_2x2_5"]`	138.459 μs (5%)
`["LDIV", "powell20_3x3_0"]`	165.167 μs (5%)
`["LDIV", "powell20_3x3_10"]`	165.625 μs (5%)
`["LDIV", "powell20_3x3_5"]`	165.458 μs (5%)
`["LDIV", "primal1_2x2_0"]`	8.031 μs (5%)
`["LDIV", "primal1_3x3_0"]`	8.347 μs (5%)
`["LDIV", "primal2_2x2_0"]`	11.791 μs (5%)
`["LDIV", "primal2_3x3_0"]`	12.041 μs (5%)
`["LDIV", "primal3_2x2_0"]`	29.208 μs (5%)
`["LDIV", "primal3_3x3_0"]`	29.542 μs (5%)
`["LDIV", "primal4_2x2_0"]`	24.333 μs (5%)
`["LDIV", "primal4_2x2_10"]`	25.166 μs (5%)
`["LDIV", "primal4_2x2_5"]`	25.000 μs (5%)
`["LDIV", "primal4_3x3_0"]`	25.667 μs (5%)
`["LDIV", "primal4_3x3_10"]`	24.125 μs (5%)
`["LDIV", "primal4_3x3_5"]`	25.083 μs (5%)
`["LDIV", "primalc1_2x2_0"]`	4.012 μs (5%)
`["LDIV", "primalc1_2x2_10"]`	4.030 μs (5%)
`["LDIV", "primalc1_2x2_5"]`	3.994 μs (5%)
`["LDIV", "primalc1_3x3_0"]`	4.494 μs (5%)
`["LDIV", "primalc1_3x3_10"]`	4.494 μs (5%)
`["LDIV", "primalc1_3x3_5"]`	4.488 μs (5%)
`["LDIV", "primalc2_2x2_0"]`	3.768 μs (5%)
`["LDIV", "primalc2_2x2_10"]`	3.781 μs (5%)
`["LDIV", "primalc2_2x2_5"]`	3.781 μs (5%)
`["LDIV", "primalc2_3x3_0"]`	4.292 μs (5%)
`["LDIV", "primalc2_3x3_10"]`	4.304 μs (5%)
`["LDIV", "primalc2_3x3_5"]`	4.333 μs (5%)
`["LDIV", "primalc5_2x2_0"]`	4.762 μs (5%)
`["LDIV", "primalc5_2x2_10"]`	4.738 μs (5%)
`["LDIV", "primalc5_2x2_5"]`	4.732 μs (5%)
`["LDIV", "primalc5_3x3_0"]`	5.389 μs (5%)
`["LDIV", "primalc5_3x3_10"]`	5.347 μs (5%)
`["LDIV", "primalc5_3x3_5"]`	5.333 μs (5%)
`["LDIV", "primalc8_2x2_0"]`	8.833 μs (5%)
`["LDIV", "primalc8_2x2_10"]`	8.916 μs (5%)
`["LDIV", "primalc8_2x2_5"]`	8.875 μs (5%)
`["LDIV", "primalc8_3x3_0"]`	10.041 μs (5%)
`["LDIV", "primalc8_3x3_10"]`	10.208 μs (5%)
`["LDIV", "primalc8_3x3_5"]`	10.125 μs (5%)
`["LDIV", "qpcblend_2x2_0"]`	1.408 μs (5%)
`["LDIV", "qpcblend_2x2_10"]`	1.404 μs (5%)
`["LDIV", "qpcblend_2x2_5"]`	1.400 μs (5%)
`["LDIV", "qpcblend_3x3_0"]`	1.650 μs (5%)
`["LDIV", "qpcblend_3x3_10"]`	1.654 μs (5%)
`["LDIV", "qpcblend_3x3_5"]`	1.654 μs (5%)
`["LDIV", "qpcboei1_2x2_0"]`	10.583 μs (5%)
`["LDIV", "qpcboei1_2x2_10"]`	10.583 μs (5%)
`["LDIV", "qpcboei1_2x2_5"]`	10.666 μs (5%)
`["LDIV", "qpcboei1_3x3_0"]`	12.958 μs (5%)
`["LDIV", "qpcboei1_3x3_10"]`	12.792 μs (5%)
`["LDIV", "qpcboei1_3x3_5"]`	12.916 μs (5%)
`["LDIV", "qpcboei2_2x2_0"]`	3.615 μs (5%)
`["LDIV", "qpcboei2_2x2_10"]`	3.604 μs (5%)
`["LDIV", "qpcboei2_2x2_5"]`	3.609 μs (5%)
`["LDIV", "qpcboei2_3x3_0"]`	4.405 μs (5%)
`["LDIV", "qpcboei2_3x3_10"]`	4.399 μs (5%)
`["LDIV", "qpcboei2_3x3_5"]`	4.405 μs (5%)
`["LDIV", "qpcstair_2x2_0"]`	8.486 μs (5%)
`["LDIV", "qpcstair_2x2_10"]`	8.903 μs (5%)
`["LDIV", "qpcstair_2x2_5"]`	8.500 μs (5%)
`["LDIV", "qpcstair_3x3_0"]`	9.750 μs (5%)
`["LDIV", "qpcstair_3x3_10"]`	9.875 μs (5%)
`["LDIV", "qpcstair_3x3_5"]`	9.791 μs (5%)
`["LDIV", "s268_2x2_0"]`	150.056 ns (5%)
`["LDIV", "s268_3x3_0"]`	145.571 ns (5%)
`["LDIV", "stcqp1_2x2_0"]`	115.625 μs (5%)
`["LDIV", "stcqp1_2x2_10"]`	114.750 μs (5%)
`["LDIV", "stcqp1_2x2_5"]`	115.375 μs (5%)
`["LDIV", "stcqp1_3x3_0"]`	135.291 μs (5%)
`["LDIV", "stcqp1_3x3_10"]`	135.417 μs (5%)
`["LDIV", "stcqp1_3x3_5"]`	134.959 μs (5%)
`["LDIV", "stcqp2_2x2_0"]`	113.250 μs (5%)
`["LDIV", "stcqp2_2x2_5"]`	113.666 μs (5%)
`["LDIV", "stcqp2_3x3_0"]`	132.958 μs (5%)
`["LDIV", "stcqp2_3x3_5"]`	133.625 μs (5%)
`["LDIV", "tame_2x2_0"]`	56.121 ns (5%)
`["LDIV", "tame_3x3_0"]`	46.817 ns (5%)
`["LDIV", "ubh1_2x2_0"]`	218.791 μs (5%)
`["LDIV", "ubh1_3x3_0"]`	248.750 μs (5%)
`["LDIV", "yao_2x2_0"]`	23.834 μs (5%)
`["LDIV", "yao_2x2_5"]`	23.791 μs (5%)
`["LDIV", "yao_3x3_0"]`	29.334 μs (5%)
`["LDIV", "yao_3x3_5"]`	28.917 μs (5%)
`["LDIV", "zecevic2_2x2_0"]`	58.809 ns (5%)
`["LDIV", "zecevic2_3x3_0"]`	69.074 ns (5%)
`["LLDL", "aug2d_2x2_0"]`	1.331 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_2x2_5"]`	1.326 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_3x3_0"]`	1.326 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_3x3_5"]`	1.328 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_2x2_0"]`	1.337 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_2x2_5"]`	1.327 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_3x3_0"]`	1.337 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_3x3_5"]`	1.324 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_0"]`	2.982 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_10"]`	2.961 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_5"]`	2.977 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_0"]`	3.981 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_10"]`	3.985 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_5"]`	4.009 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_0"]`	2.987 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_10"]`	2.978 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_5"]`	2.980 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_0"]`	4.008 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_10"]`	4.001 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_5"]`	3.999 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug3d_2x2_0"]`	212.791 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3d_3x3_0"]`	213.208 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dc_2x2_0"]`	213.208 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dc_3x3_0"]`	213.625 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dcqp_2x2_0"]`	505.583 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dcqp_2x2_5"]`	506.042 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dcqp_3x3_0"]`	689.791 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dcqp_3x3_5"]`	691.500 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dqp_2x2_0"]`	507.708 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dqp_2x2_5"]`	505.584 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dqp_3x3_0"]`	692.375 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dqp_3x3_5"]`	689.250 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_0"]`	5.728 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_10"]`	5.748 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_5"]`	5.753 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_0"]`	6.746 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_10"]`	6.767 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_5"]`	6.757 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_0"]`	546.750 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_10"]`	543.583 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_5"]`	540.416 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_0"]`	637.709 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_10"]`	633.916 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_5"]`	637.500 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_s_2x2_0"]`	31.834 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_2x2_10"]`	32.041 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_2x2_5"]`	32.167 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_0"]`	42.208 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_10"]`	41.667 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_5"]`	41.459 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp2_l_2x2_0"]`	4.855 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_2x2_10"]`	4.860 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_2x2_5"]`	4.863 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_0"]`	5.849 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_10"]`	5.868 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_5"]`	5.856 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_0"]`	457.459 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_10"]`	459.041 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_5"]`	458.625 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_0"]`	550.791 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_10"]`	550.583 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_5"]`	554.750 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_s_2x2_0"]`	28.458 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_2x2_10"]`	28.125 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_2x2_5"]`	28.583 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_0"]`	37.875 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_10"]`	38.292 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_5"]`	38.250 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp3_l_2x2_0"]`	6.629 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_2x2_10"]`	6.641 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_2x2_5"]`	6.632 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_0"]`	7.625 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_10"]`	7.675 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_5"]`	7.633 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_0"]`	631.541 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_10"]`	631.209 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_5"]`	631.750 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_0"]`	722.125 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_10"]`	723.750 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_5"]`	726.834 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_s_2x2_0"]`	35.250 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_2x2_10"]`	35.167 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_2x2_5"]`	35.375 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_0"]`	44.333 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_10"]`	45.583 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_5"]`	44.959 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "dual1_2x2_0"]`	321.792 μs (5%)	127.48 KiB (1%)	61
`["LLDL", "dual1_2x2_5"]`	313.833 μs (5%)	127.48 KiB (1%)	61
`["LLDL", "dual1_3x3_0"]`	329.458 μs (5%)	147.28 KiB (1%)	61
`["LLDL", "dual1_3x3_5"]`	327.375 μs (5%)	147.28 KiB (1%)	61
`["LLDL", "dual2_2x2_0"]`	401.125 μs (5%)	153.36 KiB (1%)	72
`["LLDL", "dual2_3x3_0"]`	414.417 μs (5%)	175.98 KiB (1%)	72
`["LLDL", "dual3_2x2_0"]`	559.333 μs (5%)	194.25 KiB (1%)	87
`["LLDL", "dual3_2x2_5"]`	568.917 μs (5%)	194.25 KiB (1%)	87
`["LLDL", "dual3_3x3_0"]`	574.000 μs (5%)	220.45 KiB (1%)	87
`["LLDL", "dual3_3x3_5"]`	579.542 μs (5%)	220.45 KiB (1%)	87
`["LLDL", "dual4_2x2_0"]`	206.750 μs (5%)	105.77 KiB (1%)	51
`["LLDL", "dual4_2x2_5"]`	205.167 μs (5%)	105.77 KiB (1%)	51
`["LLDL", "dual4_3x3_0"]`	213.833 μs (5%)	123.53 KiB (1%)	51
`["LLDL", "dual4_3x3_5"]`	214.708 μs (5%)	123.53 KiB (1%)	51
`["LLDL", "dualc1_2x2_0"]`	219.541 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_2x2_10"]`	220.500 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_2x2_5"]`	220.084 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_3x3_0"]`	231.167 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc1_3x3_10"]`	231.625 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc1_3x3_5"]`	232.375 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc2_2x2_0"]`	190.375 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_2x2_10"]`	193.042 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_2x2_5"]`	193.083 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_3x3_0"]`	202.375 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc2_3x3_10"]`	204.625 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc2_3x3_5"]`	205.250 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc5_2x2_0"]`	298.542 μs (5%)	121.66 KiB (1%)	33
`["LLDL", "dualc5_2x2_5"]`	297.458 μs (5%)	121.66 KiB (1%)	33
`["LLDL", "dualc5_3x3_0"]`	313.041 μs (5%)	155.59 KiB (1%)	33
`["LLDL", "dualc5_3x3_5"]`	312.000 μs (5%)	155.59 KiB (1%)	33
`["LLDL", "dualc8_2x2_0"]`	869.333 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_2x2_10"]`	872.000 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_2x2_5"]`	875.292 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_3x3_0"]`	896.833 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "dualc8_3x3_10"]`	900.417 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "dualc8_3x3_5"]`	902.583 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "genhs28_2x2_0"]`	1.383 μs (5%)	3.83 KiB (1%)	21
`["LLDL", "genhs28_3x3_0"]`	1.421 μs (5%)	3.83 KiB (1%)	21
`["LLDL", "gouldqp2_2x2_0"]`	148.917 μs (5%)	466.98 KiB (1%)	38
`["LLDL", "gouldqp2_2x2_5"]`	149.375 μs (5%)	466.98 KiB (1%)	38
`["LLDL", "gouldqp2_3x3_0"]`	212.709 μs (5%)	631.34 KiB (1%)	39
`["LLDL", "gouldqp2_3x3_5"]`	214.250 μs (5%)	631.34 KiB (1%)	39
`["LLDL", "gouldqp3_2x2_0"]`	163.000 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_2x2_10"]`	162.959 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_2x2_5"]`	164.625 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_3x3_0"]`	225.458 μs (5%)	636.84 KiB (1%)	39
`["LLDL", "gouldqp3_3x3_5"]`	226.875 μs (5%)	636.84 KiB (1%)	39
`["LLDL", "hs118_2x2_0"]`	6.400 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_2x2_10"]`	6.492 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_2x2_5"]`	6.475 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_3x3_0"]`	9.291 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs118_3x3_10"]`	9.208 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs118_3x3_5"]`	9.291 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs21_2x2_0"]`	821.646 ns (5%)	2.83 KiB (1%)	21
`["LLDL", "hs21_2x2_5"]`	811.728 ns (5%)	2.83 KiB (1%)	21
`["LLDL", "hs21_3x3_0"]`	1.054 μs (5%)	3.36 KiB (1%)	21
`["LLDL", "hs21_3x3_5"]`	1.042 μs (5%)	3.36 KiB (1%)	21
`["LLDL", "hs21mod_2x2_0"]`	1.204 μs (5%)	4.20 KiB (1%)	21
`["LLDL", "hs21mod_2x2_5"]`	1.204 μs (5%)	4.20 KiB (1%)	21
`["LLDL", "hs21mod_3x3_0"]`	1.637 μs (5%)	5.36 KiB (1%)	21
`["LLDL", "hs21mod_3x3_5"]`	1.642 μs (5%)	5.36 KiB (1%)	21
`["LLDL", "hs268_2x2_0"]`	1.425 μs (5%)	3.56 KiB (1%)	21
`["LLDL", "hs268_3x3_0"]`	1.712 μs (5%)	4.25 KiB (1%)	21
`["LLDL", "hs35_2x2_0"]`	852.390 ns (5%)	2.69 KiB (1%)	21
`["LLDL", "hs35_3x3_0"]`	1.029 μs (5%)	3.16 KiB (1%)	21
`["LLDL", "hs35mod_2x2_0"]`	768.775 ns (5%)	2.45 KiB (1%)	21
`["LLDL", "hs35mod_3x3_0"]`	896.484 ns (5%)	2.88 KiB (1%)	21
`["LLDL", "hs51_2x2_0"]`	730.932 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs51_3x3_0"]`	727.885 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs52_2x2_0"]`	734.047 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs52_3x3_0"]`	735.687 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs53_2x2_0"]`	1.504 μs (5%)	4.73 KiB (1%)	21
`["LLDL", "hs53_3x3_0"]`	2.042 μs (5%)	5.91 KiB (1%)	21
`["LLDL", "hs76_2x2_0"]`	1.137 μs (5%)	3.62 KiB (1%)	21
`["LLDL", "hs76_3x3_0"]`	1.525 μs (5%)	4.39 KiB (1%)	21
`["LLDL", "hues-mod_2x2_0"]`	1.371 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_2x2_10"]`	1.375 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_2x2_5"]`	1.359 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_3x3_0"]`	1.860 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "hues-mod_3x3_10"]`	1.870 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "hues-mod_3x3_5"]`	1.849 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_2x2_0"]`	1.369 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_2x2_10"]`	1.363 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_2x2_5"]`	1.369 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_3x3_0"]`	1.864 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_3x3_10"]`	1.868 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_3x3_5"]`	1.863 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "ksip_2x2_0"]`	6.694 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_2x2_10"]`	6.694 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_2x2_5"]`	6.682 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_3x3_0"]`	6.755 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "ksip_3x3_10"]`	6.752 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "ksip_3x3_5"]`	6.754 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "liswet10_2x2_0"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_2x2_10"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_2x2_5"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_3x3_0"]`	1.753 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet10_3x3_10"]`	1.762 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet10_3x3_5"]`	1.752 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_2x2_0"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_2x2_10"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_2x2_5"]`	1.263 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_3x3_0"]`	1.757 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_3x3_10"]`	1.772 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_3x3_5"]`	1.755 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_2x2_0"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_2x2_10"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_2x2_5"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_3x3_0"]`	1.754 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_3x3_10"]`	1.769 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_3x3_5"]`	1.771 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_2x2_0"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_2x2_10"]`	1.262 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_2x2_5"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_3x3_0"]`	1.751 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_3x3_10"]`	1.759 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_3x3_5"]`	1.766 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_2x2_0"]`	1.264 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_2x2_10"]`	1.271 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_2x2_5"]`	1.264 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_3x3_0"]`	1.747 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_3x3_10"]`	1.761 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_3x3_5"]`	1.757 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_2x2_0"]`	1.264 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_2x2_5"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_3x3_0"]`	1.738 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_3x3_10"]`	1.765 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_3x3_5"]`	1.755 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_2x2_0"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_2x2_5"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_3x3_0"]`	1.742 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_3x3_10"]`	1.761 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_3x3_5"]`	1.755 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_2x2_0"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_2x2_10"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_2x2_5"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_3x3_0"]`	1.752 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_3x3_10"]`	1.778 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_3x3_5"]`	1.765 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_2x2_0"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_2x2_5"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_3x3_0"]`	1.753 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_3x3_10"]`	1.766 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_3x3_5"]`	1.767 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_2x2_0"]`	1.259 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_2x2_10"]`	1.262 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_3x3_0"]`	1.748 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_3x3_10"]`	1.762 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_3x3_5"]`	1.761 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_2x2_0"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_2x2_10"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_2x2_5"]`	1.260 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_3x3_0"]`	1.751 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_3x3_10"]`	1.766 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_3x3_5"]`	1.770 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_2x2_0"]`	1.264 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_2x2_10"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_3x3_0"]`	1.740 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_3x3_10"]`	1.759 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_3x3_5"]`	1.762 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "lotschd_2x2_0"]`	2.880 μs (5%)	7.09 KiB (1%)	21
`["LLDL", "lotschd_2x2_5"]`	2.870 μs (5%)	7.09 KiB (1%)	21
`["LLDL", "lotschd_3x3_0"]`	3.526 μs (5%)	8.47 KiB (1%)	21
`["LLDL", "lotschd_3x3_5"]`	3.578 μs (5%)	8.47 KiB (1%)	21
`["LLDL", "mosarqp1_2x2_0"]`	317.416 μs (5%)	1.03 MiB (1%)	39
`["LLDL", "mosarqp1_2x2_5"]`	316.750 μs (5%)	1.03 MiB (1%)	39
`["LLDL", "mosarqp1_3x3_0"]`	466.292 μs (5%)	1.40 MiB (1%)	39
`["LLDL", "mosarqp1_3x3_5"]`	468.375 μs (5%)	1.40 MiB (1%)	39
`["LLDL", "mosarqp2_2x2_0"]`	175.208 μs (5%)	491.11 KiB (1%)	38
`["LLDL", "mosarqp2_2x2_5"]`	174.542 μs (5%)	491.11 KiB (1%)	38
`["LLDL", "mosarqp2_3x3_0"]`	245.209 μs (5%)	666.91 KiB (1%)	39
`["LLDL", "mosarqp2_3x3_5"]`	244.416 μs (5%)	666.91 KiB (1%)	39
`["LLDL", "powell20_2x2_0"]`	1.071 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_2x2_10"]`	1.071 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_2x2_5"]`	1.071 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_3x3_0"]`	1.530 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "powell20_3x3_10"]`	1.523 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "powell20_3x3_5"]`	1.532 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "primal1_2x2_0"]`	239.916 μs (5%)	155.17 KiB (1%)	28
`["LLDL", "primal1_3x3_0"]`	246.959 μs (5%)	164.73 KiB (1%)	28
`["LLDL", "primal2_2x2_0"]`	377.584 μs (5%)	227.12 KiB (1%)	35
`["LLDL", "primal2_3x3_0"]`	386.250 μs (5%)	238.34 KiB (1%)	35
`["LLDL", "primal3_2x2_0"]`	1.208 ms (5%)	474.48 KiB (1%)	117
`["LLDL", "primal3_3x3_0"]`	1.218 ms (5%)	487.73 KiB (1%)	117
`["LLDL", "primal4_2x2_0"]`	741.875 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_2x2_10"]`	742.125 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_2x2_5"]`	744.708 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_3x3_0"]`	750.792 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primal4_3x3_10"]`	744.833 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primal4_3x3_5"]`	748.250 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primalc1_2x2_0"]`	70.167 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_2x2_10"]`	70.417 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_2x2_5"]`	70.542 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_3x3_0"]`	80.916 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc1_3x3_10"]`	81.792 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc1_3x3_5"]`	82.625 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc2_2x2_0"]`	59.083 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_2x2_10"]`	59.125 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_2x2_5"]`	59.542 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_3x3_0"]`	70.000 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc2_3x3_10"]`	70.375 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc2_3x3_5"]`	71.333 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc5_2x2_0"]`	81.125 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_2x2_10"]`	81.625 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_2x2_5"]`	81.208 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_3x3_0"]`	95.000 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc5_3x3_10"]`	94.958 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc5_3x3_5"]`	95.792 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc8_2x2_0"]`	149.042 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_2x2_10"]`	149.959 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_2x2_5"]`	149.708 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_3x3_0"]`	176.625 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "primalc8_3x3_10"]`	176.416 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "primalc8_3x3_5"]`	176.375 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "qpcblend_2x2_0"]`	23.333 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_2x2_10"]`	23.333 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_2x2_5"]`	23.333 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_3x3_0"]`	28.292 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcblend_3x3_10"]`	28.542 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcblend_3x3_5"]`	28.417 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcboei1_2x2_0"]`	184.667 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_2x2_10"]`	185.250 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_2x2_5"]`	187.042 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_0"]`	231.250 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_10"]`	233.625 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_5"]`	232.500 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei2_2x2_0"]`	59.916 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_2x2_10"]`	59.625 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_2x2_5"]`	60.250 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_3x3_0"]`	78.875 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcboei2_3x3_10"]`	78.083 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcboei2_3x3_5"]`	80.500 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcstair_2x2_0"]`	161.583 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_2x2_10"]`	163.250 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_2x2_5"]`	162.083 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_3x3_0"]`	191.625 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "qpcstair_3x3_10"]`	189.584 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "qpcstair_3x3_5"]`	191.542 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "s268_2x2_0"]`	1.442 μs (5%)	3.56 KiB (1%)	21
`["LLDL", "s268_3x3_0"]`	1.717 μs (5%)	4.25 KiB (1%)	21
`["LLDL", "stcqp1_2x2_0"]`	8.597 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_2x2_10"]`	8.665 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_2x2_5"]`	8.671 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_3x3_0"]`	9.014 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp1_3x3_10"]`	9.085 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp1_3x3_5"]`	9.099 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp2_2x2_0"]`	5.876 ms (5%)	3.15 MiB (1%)	358
`["LLDL", "stcqp2_2x2_5"]`	5.855 ms (5%)	3.15 MiB (1%)	358
`["LLDL", "stcqp2_3x3_0"]`	6.291 ms (5%)	4.09 MiB (1%)	358
`["LLDL", "stcqp2_3x3_5"]`	6.285 ms (5%)	4.09 MiB (1%)	358
`["LLDL", "tame_2x2_0"]`	669.954 ns (5%)	2.19 KiB (1%)	21
`["LLDL", "tame_3x3_0"]`	752.433 ns (5%)	2.42 KiB (1%)	21
`["LLDL", "ubh1_2x2_0"]`	2.388 ms (5%)	6.48 MiB (1%)	39
`["LLDL", "ubh1_3x3_0"]`	2.985 ms (5%)	7.86 MiB (1%)	39
`["LLDL", "yao_2x2_0"]`	254.042 μs (5%)	746.52 KiB (1%)	38
`["LLDL", "yao_2x2_5"]`	253.500 μs (5%)	746.52 KiB (1%)	38
`["LLDL", "yao_3x3_0"]`	347.333 μs (5%)	981.34 KiB (1%)	39
`["LLDL", "yao_3x3_5"]`	346.292 μs (5%)	981.34 KiB (1%)	39
`["LLDL", "zecevic2_2x2_0"]`	938.476 ns (5%)	3.11 KiB (1%)	21
`["LLDL", "zecevic2_3x3_0"]`	1.196 μs (5%)	3.81 KiB (1%)	21

Benchmark Group List

Here's a list of all the benchmark groups executed by this job:

["LDIV"]
["LLDL"]

Julia versioninfo

Julia Version 1.9.4
Commit 8e5136fa297 (2023-11-14 08:46 UTC)
Build Info:
  Official https://julialang.org/ release
Platform Info:
  OS: macOS (arm64-apple-darwin22.4.0)
  uname: Darwin 21.6.0 Darwin Kernel Version 21.6.0: Fri Sep 15 16:17:13 PDT 2023; root:xnu-8020.240.18.703.5~1/RELEASE_ARM64_T8101 arm64 arm
  CPU: Apple M1: 
              speed         user         nice          sys         idle          irq
       #1  2400 MHz    1383494 s          0 s    1929951 s   50282232 s          0 s
       #2  2400 MHz    1231762 s          0 s    1762684 s   50601227 s          0 s
       #3  2400 MHz    1004829 s          0 s    1292475 s   51298369 s          0 s
       #4  2400 MHz     859445 s          0 s     955024 s   51781205 s          0 s
       #5  2400 MHz    1413580 s          0 s    1627030 s   50555063 s          0 s
       #6  2400 MHz     940052 s          0 s    1170860 s   51484760 s          0 s
       #7  2400 MHz     580379 s          0 s     771114 s   52244180 s          0 s
       #8  2400 MHz     357810 s          0 s     528702 s   52709161 s          0 s
  Memory: 8.0 GB (70.40625 MB free)
  Uptime: 5.359494e6 sec
  Load Avg:  2.03173828125  1.79931640625  1.65576171875
  WORD_SIZE: 64
  LIBM: libopenlibm
  LLVM: libLLVM-14.0.6 (ORCJIT, apple-m1)
  Threads: 1 on 4 virtual cores

Benchmark Report for LimitedLDLFactorizations

Job Properties

Time of benchmark: 17 Dec 2023 - 14:45
Package commit: 3fc156
Julia commit: 8e5136
Julia command flags: None
Environment variables: None

Results

Below is a table of this job's results, obtained by running the benchmarks. The values listed in the ID column have the structure [parent_group, child_group, ..., key], and can be used to index into the BaseBenchmarks suite to retrieve the corresponding benchmarks. The percentages accompanying time and memory values in the below table are noise tolerances. The "true" time/memory value for a given benchmark is expected to fall within this percentage of the reported value. An empty cell means that the value was zero.

ID	time	memory	allocations
`["LDIV", "aug2d_2x2_0"]`	109.500 μs (5%)
`["LDIV", "aug2d_2x2_5"]`	111.166 μs (5%)
`["LDIV", "aug2d_3x3_0"]`	110.709 μs (5%)
`["LDIV", "aug2d_3x3_5"]`	110.292 μs (5%)
`["LDIV", "aug2dc_2x2_0"]`	111.208 μs (5%)
`["LDIV", "aug2dc_2x2_5"]`	111.375 μs (5%)
`["LDIV", "aug2dc_3x3_0"]`	110.042 μs (5%)
`["LDIV", "aug2dc_3x3_5"]`	112.208 μs (5%)
`["LDIV", "aug2dcqp_2x2_0"]`	230.458 μs (5%)
`["LDIV", "aug2dcqp_2x2_10"]`	227.542 μs (5%)
`["LDIV", "aug2dcqp_2x2_5"]`	250.958 μs (5%)
`["LDIV", "aug2dcqp_3x3_0"]`	281.208 μs (5%)
`["LDIV", "aug2dcqp_3x3_10"]`	279.792 μs (5%)
`["LDIV", "aug2dcqp_3x3_5"]`	280.375 μs (5%)
`["LDIV", "aug2dqp_2x2_0"]`	230.459 μs (5%)
`["LDIV", "aug2dqp_2x2_10"]`	229.458 μs (5%)
`["LDIV", "aug2dqp_2x2_5"]`	228.792 μs (5%)
`["LDIV", "aug2dqp_3x3_0"]`	282.375 μs (5%)
`["LDIV", "aug2dqp_3x3_10"]`	282.583 μs (5%)
`["LDIV", "aug2dqp_3x3_5"]`	278.917 μs (5%)
`["LDIV", "aug3d_2x2_0"]`	20.000 μs (5%)
`["LDIV", "aug3d_3x3_0"]`	20.084 μs (5%)
`["LDIV", "aug3dc_2x2_0"]`	20.167 μs (5%)
`["LDIV", "aug3dc_3x3_0"]`	20.417 μs (5%)
`["LDIV", "aug3dcqp_2x2_0"]`	41.125 μs (5%)
`["LDIV", "aug3dcqp_2x2_5"]`	41.166 μs (5%)
`["LDIV", "aug3dcqp_3x3_0"]`	50.958 μs (5%)
`["LDIV", "aug3dcqp_3x3_5"]`	51.000 μs (5%)
`["LDIV", "aug3dqp_2x2_0"]`	41.000 μs (5%)
`["LDIV", "aug3dqp_2x2_5"]`	41.167 μs (5%)
`["LDIV", "aug3dqp_3x3_0"]`	50.917 μs (5%)
`["LDIV", "aug3dqp_3x3_5"]`	51.416 μs (5%)
`["LDIV", "cvxqp1_l_2x2_0"]`	201.875 μs (5%)
`["LDIV", "cvxqp1_l_2x2_10"]`	203.875 μs (5%)
`["LDIV", "cvxqp1_l_2x2_5"]`	204.042 μs (5%)
`["LDIV", "cvxqp1_l_3x3_0"]`	251.750 μs (5%)
`["LDIV", "cvxqp1_l_3x3_10"]`	252.875 μs (5%)
`["LDIV", "cvxqp1_l_3x3_5"]`	254.458 μs (5%)
`["LDIV", "cvxqp1_m_2x2_0"]`	20.250 μs (5%)
`["LDIV", "cvxqp1_m_2x2_10"]`	20.166 μs (5%)
`["LDIV", "cvxqp1_m_2x2_5"]`	19.959 μs (5%)
`["LDIV", "cvxqp1_m_3x3_0"]`	25.500 μs (5%)
`["LDIV", "cvxqp1_m_3x3_10"]`	25.375 μs (5%)
`["LDIV", "cvxqp1_m_3x3_5"]`	25.292 μs (5%)
`["LDIV", "cvxqp1_s_2x2_0"]`	1.938 μs (5%)
`["LDIV", "cvxqp1_s_2x2_10"]`	1.929 μs (5%)
`["LDIV", "cvxqp1_s_2x2_5"]`	1.938 μs (5%)
`["LDIV", "cvxqp1_s_3x3_0"]`	2.352 μs (5%)
`["LDIV", "cvxqp1_s_3x3_10"]`	2.356 μs (5%)
`["LDIV", "cvxqp1_s_3x3_5"]`	2.352 μs (5%)
`["LDIV", "cvxqp2_l_2x2_0"]`	190.333 μs (5%)
`["LDIV", "cvxqp2_l_2x2_10"]`	189.834 μs (5%)
`["LDIV", "cvxqp2_l_2x2_5"]`	190.167 μs (5%)
`["LDIV", "cvxqp2_l_3x3_0"]`	242.833 μs (5%)
`["LDIV", "cvxqp2_l_3x3_10"]`	241.458 μs (5%)
`["LDIV", "cvxqp2_l_3x3_5"]`	241.625 μs (5%)
`["LDIV", "cvxqp2_m_2x2_0"]`	18.875 μs (5%)
`["LDIV", "cvxqp2_m_2x2_10"]`	18.792 μs (5%)
`["LDIV", "cvxqp2_m_2x2_5"]`	18.791 μs (5%)
`["LDIV", "cvxqp2_m_3x3_0"]`	24.083 μs (5%)
`["LDIV", "cvxqp2_m_3x3_10"]`	23.958 μs (5%)
`["LDIV", "cvxqp2_m_3x3_5"]`	24.166 μs (5%)
`["LDIV", "cvxqp2_s_2x2_0"]`	1.825 μs (5%)
`["LDIV", "cvxqp2_s_2x2_10"]`	1.825 μs (5%)
`["LDIV", "cvxqp2_s_2x2_5"]`	1.821 μs (5%)
`["LDIV", "cvxqp2_s_3x3_0"]`	2.241 μs (5%)
`["LDIV", "cvxqp2_s_3x3_10"]`	2.245 μs (5%)
`["LDIV", "cvxqp2_s_3x3_5"]`	2.245 μs (5%)
`["LDIV", "cvxqp3_l_2x2_0"]`	215.042 μs (5%)
`["LDIV", "cvxqp3_l_2x2_10"]`	214.042 μs (5%)
`["LDIV", "cvxqp3_l_2x2_5"]`	213.917 μs (5%)
`["LDIV", "cvxqp3_l_3x3_0"]`	266.584 μs (5%)
`["LDIV", "cvxqp3_l_3x3_10"]`	267.625 μs (5%)
`["LDIV", "cvxqp3_l_3x3_5"]`	267.209 μs (5%)
`["LDIV", "cvxqp3_m_2x2_0"]`	21.542 μs (5%)
`["LDIV", "cvxqp3_m_2x2_10"]`	21.500 μs (5%)
`["LDIV", "cvxqp3_m_2x2_5"]`	21.416 μs (5%)
`["LDIV", "cvxqp3_m_3x3_0"]`	26.792 μs (5%)
`["LDIV", "cvxqp3_m_3x3_10"]`	26.708 μs (5%)
`["LDIV", "cvxqp3_m_3x3_5"]`	26.833 μs (5%)
`["LDIV", "cvxqp3_s_2x2_0"]`	2.037 μs (5%)
`["LDIV", "cvxqp3_s_2x2_10"]`	2.023 μs (5%)
`["LDIV", "cvxqp3_s_2x2_5"]`	2.028 μs (5%)
`["LDIV", "cvxqp3_s_3x3_0"]`	2.463 μs (5%)
`["LDIV", "cvxqp3_s_3x3_10"]`	2.458 μs (5%)
`["LDIV", "cvxqp3_s_3x3_5"]`	2.454 μs (5%)
`["LDIV", "dual1_2x2_0"]`	6.100 μs (5%)
`["LDIV", "dual1_2x2_5"]`	6.183 μs (5%)
`["LDIV", "dual1_3x3_0"]`	6.467 μs (5%)
`["LDIV", "dual1_3x3_5"]`	6.533 μs (5%)
`["LDIV", "dual2_2x2_0"]`	7.875 μs (5%)
`["LDIV", "dual2_3x3_0"]`	8.305 μs (5%)
`["LDIV", "dual3_2x2_0"]`	10.750 μs (5%)
`["LDIV", "dual3_2x2_5"]`	10.792 μs (5%)
`["LDIV", "dual3_3x3_0"]`	11.333 μs (5%)
`["LDIV", "dual3_3x3_5"]`	11.292 μs (5%)
`["LDIV", "dual4_2x2_0"]`	5.389 μs (5%)
`["LDIV", "dual4_2x2_5"]`	5.396 μs (5%)
`["LDIV", "dual4_3x3_0"]`	5.722 μs (5%)
`["LDIV", "dual4_3x3_5"]`	5.694 μs (5%)
`["LDIV", "dualc1_2x2_0"]`	3.948 μs (5%)
`["LDIV", "dualc1_2x2_10"]`	3.948 μs (5%)
`["LDIV", "dualc1_2x2_5"]`	3.953 μs (5%)
`["LDIV", "dualc1_3x3_0"]`	4.435 μs (5%)
`["LDIV", "dualc1_3x3_10"]`	4.435 μs (5%)
`["LDIV", "dualc1_3x3_5"]`	4.434 μs (5%)
`["LDIV", "dualc2_2x2_0"]`	3.422 μs (5%)
`["LDIV", "dualc2_2x2_10"]`	3.380 μs (5%)
`["LDIV", "dualc2_2x2_5"]`	3.380 μs (5%)
`["LDIV", "dualc2_3x3_0"]`	3.927 μs (5%)
`["LDIV", "dualc2_3x3_10"]`	3.891 μs (5%)
`["LDIV", "dualc2_3x3_5"]`	3.885 μs (5%)
`["LDIV", "dualc5_2x2_0"]`	4.607 μs (5%)
`["LDIV", "dualc5_2x2_5"]`	4.607 μs (5%)
`["LDIV", "dualc5_3x3_0"]`	5.222 μs (5%)
`["LDIV", "dualc5_3x3_5"]`	5.222 μs (5%)
`["LDIV", "dualc8_2x2_0"]`	8.139 μs (5%)
`["LDIV", "dualc8_2x2_10"]`	8.139 μs (5%)
`["LDIV", "dualc8_2x2_5"]`	8.139 μs (5%)
`["LDIV", "dualc8_3x3_0"]`	9.333 μs (5%)
`["LDIV", "dualc8_3x3_10"]`	9.375 μs (5%)
`["LDIV", "dualc8_3x3_5"]`	9.333 μs (5%)
`["LDIV", "genhs28_2x2_0"]`	146.131 ns (5%)
`["LDIV", "genhs28_3x3_0"]`	146.032 ns (5%)
`["LDIV", "gouldqp2_2x2_0"]`	14.084 μs (5%)
`["LDIV", "gouldqp2_2x2_5"]`	12.708 μs (5%)
`["LDIV", "gouldqp2_3x3_0"]`	17.917 μs (5%)
`["LDIV", "gouldqp2_3x3_5"]`	16.333 μs (5%)
`["LDIV", "gouldqp3_2x2_0"]`	14.583 μs (5%)
`["LDIV", "gouldqp3_2x2_10"]`	12.292 μs (5%)
`["LDIV", "gouldqp3_2x2_5"]`	12.166 μs (5%)
`["LDIV", "gouldqp3_3x3_0"]`	18.209 μs (5%)
`["LDIV", "gouldqp3_3x3_5"]`	15.875 μs (5%)
`["LDIV", "hs118_2x2_0"]`	424.829 ns (5%)
`["LDIV", "hs118_2x2_10"]`	423.784 ns (5%)
`["LDIV", "hs118_2x2_5"]`	424.829 ns (5%)
`["LDIV", "hs118_3x3_0"]`	565.086 ns (5%)
`["LDIV", "hs118_3x3_10"]`	566.216 ns (5%)
`["LDIV", "hs118_3x3_5"]`	567.707 ns (5%)
`["LDIV", "hs21_2x2_0"]`	54.061 ns (5%)
`["LDIV", "hs21_2x2_5"]`	55.541 ns (5%)
`["LDIV", "hs21_3x3_0"]`	61.417 ns (5%)
`["LDIV", "hs21_3x3_5"]`	60.548 ns (5%)
`["LDIV", "hs21mod_2x2_0"]`	84.372 ns (5%)
`["LDIV", "hs21mod_2x2_5"]`	84.500 ns (5%)
`["LDIV", "hs21mod_3x3_0"]`	108.146 ns (5%)
`["LDIV", "hs21mod_3x3_5"]`	106.621 ns (5%)
`["LDIV", "hs268_2x2_0"]`	149.125 ns (5%)
`["LDIV", "hs268_3x3_0"]`	141.127 ns (5%)
`["LDIV", "hs35_2x2_0"]`	60.148 ns (5%)
`["LDIV", "hs35_3x3_0"]`	66.267 ns (5%)
`["LDIV", "hs35mod_2x2_0"]`	61.032 ns (5%)
`["LDIV", "hs35mod_3x3_0"]`	66.990 ns (5%)
`["LDIV", "hs51_2x2_0"]`	58.325 ns (5%)
`["LDIV", "hs51_3x3_0"]`	58.325 ns (5%)
`["LDIV", "hs52_2x2_0"]`	57.249 ns (5%)
`["LDIV", "hs52_3x3_0"]`	59.130 ns (5%)
`["LDIV", "hs53_2x2_0"]`	108.557 ns (5%)
`["LDIV", "hs53_3x3_0"]`	130.361 ns (5%)
`["LDIV", "hs76_2x2_0"]`	88.444 ns (5%)
`["LDIV", "hs76_3x3_0"]`	97.982 ns (5%)
`["LDIV", "hues-mod_2x2_0"]`	128.417 μs (5%)
`["LDIV", "hues-mod_2x2_10"]`	128.458 μs (5%)
`["LDIV", "hues-mod_2x2_5"]`	127.625 μs (5%)
`["LDIV", "hues-mod_3x3_0"]`	153.166 μs (5%)
`["LDIV", "hues-mod_3x3_10"]`	216.875 μs (5%)
`["LDIV", "hues-mod_3x3_5"]`	153.542 μs (5%)
`["LDIV", "huestis_2x2_0"]`	128.459 μs (5%)
`["LDIV", "huestis_2x2_10"]`	127.667 μs (5%)
`["LDIV", "huestis_2x2_5"]`	128.125 μs (5%)
`["LDIV", "huestis_3x3_0"]`	154.041 μs (5%)
`["LDIV", "huestis_3x3_10"]`	153.792 μs (5%)
`["LDIV", "huestis_3x3_5"]`	152.667 μs (5%)
`["LDIV", "ksip_2x2_0"]`	32.416 μs (5%)
`["LDIV", "ksip_2x2_10"]`	32.417 μs (5%)
`["LDIV", "ksip_2x2_5"]`	32.375 μs (5%)
`["LDIV", "ksip_3x3_0"]`	34.875 μs (5%)
`["LDIV", "ksip_3x3_10"]`	34.792 μs (5%)
`["LDIV", "ksip_3x3_5"]`	34.792 μs (5%)
`["LDIV", "liswet10_2x2_0"]`	119.083 μs (5%)
`["LDIV", "liswet10_2x2_10"]`	118.792 μs (5%)
`["LDIV", "liswet10_2x2_5"]`	118.875 μs (5%)
`["LDIV", "liswet10_3x3_0"]`	143.416 μs (5%)
`["LDIV", "liswet10_3x3_10"]`	143.125 μs (5%)
`["LDIV", "liswet10_3x3_5"]`	143.583 μs (5%)
`["LDIV", "liswet11_2x2_0"]`	118.458 μs (5%)
`["LDIV", "liswet11_2x2_10"]`	118.709 μs (5%)
`["LDIV", "liswet11_2x2_5"]`	118.500 μs (5%)
`["LDIV", "liswet11_3x3_0"]`	143.208 μs (5%)
`["LDIV", "liswet11_3x3_10"]`	143.458 μs (5%)
`["LDIV", "liswet11_3x3_5"]`	143.458 μs (5%)
`["LDIV", "liswet12_2x2_0"]`	119.083 μs (5%)
`["LDIV", "liswet12_2x2_10"]`	119.417 μs (5%)
`["LDIV", "liswet12_2x2_5"]`	119.167 μs (5%)
`["LDIV", "liswet12_3x3_0"]`	143.750 μs (5%)
`["LDIV", "liswet12_3x3_10"]`	143.917 μs (5%)
`["LDIV", "liswet12_3x3_5"]`	143.375 μs (5%)
`["LDIV", "liswet1_2x2_0"]`	118.667 μs (5%)
`["LDIV", "liswet1_2x2_10"]`	118.333 μs (5%)
`["LDIV", "liswet1_2x2_5"]`	118.500 μs (5%)
`["LDIV", "liswet1_3x3_0"]`	143.500 μs (5%)
`["LDIV", "liswet1_3x3_10"]`	142.958 μs (5%)
`["LDIV", "liswet1_3x3_5"]`	143.334 μs (5%)
`["LDIV", "liswet2_2x2_0"]`	118.458 μs (5%)
`["LDIV", "liswet2_2x2_10"]`	119.333 μs (5%)
`["LDIV", "liswet2_2x2_5"]`	119.125 μs (5%)
`["LDIV", "liswet2_3x3_0"]`	143.666 μs (5%)
`["LDIV", "liswet2_3x3_10"]`	142.875 μs (5%)
`["LDIV", "liswet2_3x3_5"]`	143.666 μs (5%)
`["LDIV", "liswet3_2x2_0"]`	119.875 μs (5%)
`["LDIV", "liswet3_2x2_10"]`	118.125 μs (5%)
`["LDIV", "liswet3_2x2_5"]`	118.708 μs (5%)
`["LDIV", "liswet3_3x3_0"]`	144.083 μs (5%)
`["LDIV", "liswet3_3x3_10"]`	143.708 μs (5%)
`["LDIV", "liswet3_3x3_5"]`	143.458 μs (5%)
`["LDIV", "liswet4_2x2_0"]`	118.333 μs (5%)
`["LDIV", "liswet4_2x2_10"]`	118.583 μs (5%)
`["LDIV", "liswet4_2x2_5"]`	118.792 μs (5%)
`["LDIV", "liswet4_3x3_0"]`	143.500 μs (5%)
`["LDIV", "liswet4_3x3_10"]`	143.708 μs (5%)
`["LDIV", "liswet4_3x3_5"]`	142.708 μs (5%)
`["LDIV", "liswet5_2x2_0"]`	119.083 μs (5%)
`["LDIV", "liswet5_2x2_10"]`	118.667 μs (5%)
`["LDIV", "liswet5_2x2_5"]`	118.666 μs (5%)
`["LDIV", "liswet5_3x3_0"]`	144.417 μs (5%)
`["LDIV", "liswet5_3x3_10"]`	143.083 μs (5%)
`["LDIV", "liswet5_3x3_5"]`	144.417 μs (5%)
`["LDIV", "liswet6_2x2_0"]`	118.959 μs (5%)
`["LDIV", "liswet6_2x2_10"]`	118.917 μs (5%)
`["LDIV", "liswet6_2x2_5"]`	119.208 μs (5%)
`["LDIV", "liswet6_3x3_0"]`	143.292 μs (5%)
`["LDIV", "liswet6_3x3_10"]`	142.833 μs (5%)
`["LDIV", "liswet6_3x3_5"]`	143.333 μs (5%)
`["LDIV", "liswet7_2x2_0"]`	118.917 μs (5%)
`["LDIV", "liswet7_2x2_10"]`	118.792 μs (5%)
`["LDIV", "liswet7_2x2_5"]`	119.541 μs (5%)
`["LDIV", "liswet7_3x3_0"]`	143.417 μs (5%)
`["LDIV", "liswet7_3x3_10"]`	143.125 μs (5%)
`["LDIV", "liswet7_3x3_5"]`	143.625 μs (5%)
`["LDIV", "liswet8_2x2_0"]`	118.625 μs (5%)
`["LDIV", "liswet8_2x2_10"]`	118.834 μs (5%)
`["LDIV", "liswet8_2x2_5"]`	118.750 μs (5%)
`["LDIV", "liswet8_3x3_0"]`	144.417 μs (5%)
`["LDIV", "liswet8_3x3_10"]`	142.625 μs (5%)
`["LDIV", "liswet8_3x3_5"]`	143.917 μs (5%)
`["LDIV", "liswet9_2x2_0"]`	118.375 μs (5%)
`["LDIV", "liswet9_2x2_10"]`	118.334 μs (5%)
`["LDIV", "liswet9_2x2_5"]`	119.084 μs (5%)
`["LDIV", "liswet9_3x3_0"]`	143.667 μs (5%)
`["LDIV", "liswet9_3x3_10"]`	143.542 μs (5%)
`["LDIV", "liswet9_3x3_5"]`	145.083 μs (5%)
`["LDIV", "lotschd_2x2_0"]`	206.979 ns (5%)
`["LDIV", "lotschd_2x2_5"]`	205.086 ns (5%)
`["LDIV", "lotschd_3x3_0"]`	230.724 ns (5%)
`["LDIV", "lotschd_3x3_5"]`	234.431 ns (5%)
`["LDIV", "mosarqp1_2x2_0"]`	29.333 μs (5%)
`["LDIV", "mosarqp1_2x2_5"]`	29.167 μs (5%)
`["LDIV", "mosarqp1_3x3_0"]`	37.333 μs (5%)
`["LDIV", "mosarqp1_3x3_5"]`	37.375 μs (5%)
`["LDIV", "mosarqp2_2x2_0"]`	13.875 μs (5%)
`["LDIV", "mosarqp2_2x2_5"]`	13.875 μs (5%)
`["LDIV", "mosarqp2_3x3_0"]`	17.667 μs (5%)
`["LDIV", "mosarqp2_3x3_5"]`	17.625 μs (5%)
`["LDIV", "powell20_2x2_0"]`	140.459 μs (5%)
`["LDIV", "powell20_2x2_10"]`	139.417 μs (5%)
`["LDIV", "powell20_2x2_5"]`	139.542 μs (5%)
`["LDIV", "powell20_3x3_0"]`	165.625 μs (5%)
`["LDIV", "powell20_3x3_10"]`	165.250 μs (5%)
`["LDIV", "powell20_3x3_5"]`	165.417 μs (5%)
`["LDIV", "primal1_2x2_0"]`	7.958 μs (5%)
`["LDIV", "primal1_3x3_0"]`	8.389 μs (5%)
`["LDIV", "primal2_2x2_0"]`	12.125 μs (5%)
`["LDIV", "primal2_3x3_0"]`	12.083 μs (5%)
`["LDIV", "primal3_2x2_0"]`	29.375 μs (5%)
`["LDIV", "primal3_3x3_0"]`	29.541 μs (5%)
`["LDIV", "primal4_2x2_0"]`	24.791 μs (5%)
`["LDIV", "primal4_2x2_10"]`	25.334 μs (5%)
`["LDIV", "primal4_2x2_5"]`	26.041 μs (5%)
`["LDIV", "primal4_3x3_0"]`	24.875 μs (5%)
`["LDIV", "primal4_3x3_10"]`	24.416 μs (5%)
`["LDIV", "primal4_3x3_5"]`	24.958 μs (5%)
`["LDIV", "primalc1_2x2_0"]`	4.000 μs (5%)
`["LDIV", "primalc1_2x2_10"]`	4.000 μs (5%)
`["LDIV", "primalc1_2x2_5"]`	4.030 μs (5%)
`["LDIV", "primalc1_3x3_0"]`	4.482 μs (5%)
`["LDIV", "primalc1_3x3_10"]`	4.488 μs (5%)
`["LDIV", "primalc1_3x3_5"]`	4.488 μs (5%)
`["LDIV", "primalc2_2x2_0"]`	3.786 μs (5%)
`["LDIV", "primalc2_2x2_10"]`	3.844 μs (5%)
`["LDIV", "primalc2_2x2_5"]`	3.776 μs (5%)
`["LDIV", "primalc2_3x3_0"]`	4.274 μs (5%)
`["LDIV", "primalc2_3x3_10"]`	4.304 μs (5%)
`["LDIV", "primalc2_3x3_5"]`	4.363 μs (5%)
`["LDIV", "primalc5_2x2_0"]`	4.732 μs (5%)
`["LDIV", "primalc5_2x2_10"]`	4.732 μs (5%)
`["LDIV", "primalc5_2x2_5"]`	4.744 μs (5%)
`["LDIV", "primalc5_3x3_0"]`	5.326 μs (5%)
`["LDIV", "primalc5_3x3_10"]`	5.327 μs (5%)
`["LDIV", "primalc5_3x3_5"]`	5.347 μs (5%)
`["LDIV", "primalc8_2x2_0"]`	8.917 μs (5%)
`["LDIV", "primalc8_2x2_10"]`	8.917 μs (5%)
`["LDIV", "primalc8_2x2_5"]`	9.166 μs (5%)
`["LDIV", "primalc8_3x3_0"]`	10.208 μs (5%)
`["LDIV", "primalc8_3x3_10"]`	10.250 μs (5%)
`["LDIV", "primalc8_3x3_5"]`	10.250 μs (5%)
`["LDIV", "qpcblend_2x2_0"]`	1.408 μs (5%)
`["LDIV", "qpcblend_2x2_10"]`	1.400 μs (5%)
`["LDIV", "qpcblend_2x2_5"]`	1.408 μs (5%)
`["LDIV", "qpcblend_3x3_0"]`	1.650 μs (5%)
`["LDIV", "qpcblend_3x3_10"]`	1.650 μs (5%)
`["LDIV", "qpcblend_3x3_5"]`	1.654 μs (5%)
`["LDIV", "qpcboei1_2x2_0"]`	10.667 μs (5%)
`["LDIV", "qpcboei1_2x2_10"]`	10.541 μs (5%)
`["LDIV", "qpcboei1_2x2_5"]`	10.583 μs (5%)
`["LDIV", "qpcboei1_3x3_0"]`	13.000 μs (5%)
`["LDIV", "qpcboei1_3x3_10"]`	13.000 μs (5%)
`["LDIV", "qpcboei1_3x3_5"]`	13.917 μs (5%)
`["LDIV", "qpcboei2_2x2_0"]`	3.604 μs (5%)
`["LDIV", "qpcboei2_2x2_10"]`	3.615 μs (5%)
`["LDIV", "qpcboei2_2x2_5"]`	3.620 μs (5%)
`["LDIV", "qpcboei2_3x3_0"]`	4.399 μs (5%)
`["LDIV", "qpcboei2_3x3_10"]`	4.405 μs (5%)
`["LDIV", "qpcboei2_3x3_5"]`	4.411 μs (5%)
`["LDIV", "qpcstair_2x2_0"]`	8.500 μs (5%)
`["LDIV", "qpcstair_2x2_10"]`	8.542 μs (5%)
`["LDIV", "qpcstair_2x2_5"]`	8.542 μs (5%)
`["LDIV", "qpcstair_3x3_0"]`	9.875 μs (5%)
`["LDIV", "qpcstair_3x3_10"]`	9.833 μs (5%)
`["LDIV", "qpcstair_3x3_5"]`	9.750 μs (5%)
`["LDIV", "s268_2x2_0"]`	150.427 ns (5%)
`["LDIV", "s268_3x3_0"]`	143.000 ns (5%)
`["LDIV", "stcqp1_2x2_0"]`	115.208 μs (5%)
`["LDIV", "stcqp1_2x2_10"]`	115.333 μs (5%)
`["LDIV", "stcqp1_2x2_5"]`	115.333 μs (5%)
`["LDIV", "stcqp1_3x3_0"]`	135.666 μs (5%)
`["LDIV", "stcqp1_3x3_10"]`	135.333 μs (5%)
`["LDIV", "stcqp1_3x3_5"]`	135.167 μs (5%)
`["LDIV", "stcqp2_2x2_0"]`	114.375 μs (5%)
`["LDIV", "stcqp2_2x2_5"]`	113.500 μs (5%)
`["LDIV", "stcqp2_3x3_0"]`	133.542 μs (5%)
`["LDIV", "stcqp2_3x3_5"]`	134.708 μs (5%)
`["LDIV", "tame_2x2_0"]`	58.156 ns (5%)
`["LDIV", "tame_3x3_0"]`	49.772 ns (5%)
`["LDIV", "ubh1_2x2_0"]`	218.333 μs (5%)
`["LDIV", "ubh1_3x3_0"]`	248.750 μs (5%)
`["LDIV", "yao_2x2_0"]`	24.000 μs (5%)
`["LDIV", "yao_2x2_5"]`	24.083 μs (5%)
`["LDIV", "yao_3x3_0"]`	28.959 μs (5%)
`["LDIV", "yao_3x3_5"]`	28.792 μs (5%)
`["LDIV", "zecevic2_2x2_0"]`	60.803 ns (5%)
`["LDIV", "zecevic2_3x3_0"]`	69.544 ns (5%)
`["LLDL", "aug2d_2x2_0"]`	1.325 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_2x2_5"]`	1.326 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_3x3_0"]`	1.337 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2d_3x3_5"]`	1.325 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_2x2_0"]`	1.333 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_2x2_5"]`	1.327 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_3x3_0"]`	1.339 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dc_3x3_5"]`	1.332 ms (5%)	3.62 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_0"]`	2.986 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_10"]`	2.987 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_2x2_5"]`	2.975 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_0"]`	4.003 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_10"]`	4.013 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dcqp_3x3_5"]`	4.011 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_0"]`	2.987 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_10"]`	2.976 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_2x2_5"]`	2.972 ms (5%)	8.26 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_0"]`	3.999 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_10"]`	4.001 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug2dqp_3x3_5"]`	4.012 ms (5%)	10.57 MiB (1%)	39
`["LLDL", "aug3d_2x2_0"]`	213.375 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3d_3x3_0"]`	213.375 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dc_2x2_0"]`	213.375 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dc_3x3_0"]`	213.083 μs (5%)	608.86 KiB (1%)	38
`["LLDL", "aug3dcqp_2x2_0"]`	504.500 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dcqp_2x2_5"]`	512.375 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dcqp_3x3_0"]`	688.167 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dcqp_3x3_5"]`	690.542 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dqp_2x2_0"]`	506.458 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dqp_2x2_5"]`	506.459 μs (5%)	1.48 MiB (1%)	39
`["LLDL", "aug3dqp_3x3_0"]`	691.375 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "aug3dqp_3x3_5"]`	691.875 μs (5%)	1.93 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_0"]`	5.734 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_10"]`	5.747 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_2x2_5"]`	5.747 ms (5%)	6.77 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_0"]`	6.760 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_10"]`	6.769 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_l_3x3_5"]`	6.741 ms (5%)	9.07 MiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_0"]`	547.292 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_10"]`	542.958 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_2x2_5"]`	546.250 μs (5%)	702.69 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_0"]`	642.917 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_10"]`	638.958 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_m_3x3_5"]`	637.916 μs (5%)	937.44 KiB (1%)	39
`["LLDL", "cvxqp1_s_2x2_0"]`	31.792 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_2x2_10"]`	31.792 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_2x2_5"]`	32.208 μs (5%)	80.16 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_0"]`	40.833 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_10"]`	41.625 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp1_s_3x3_5"]`	41.708 μs (5%)	103.72 KiB (1%)	23
`["LLDL", "cvxqp2_l_2x2_0"]`	4.852 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_2x2_10"]`	4.863 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_2x2_5"]`	4.871 ms (5%)	6.41 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_0"]`	5.875 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_10"]`	5.887 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_l_3x3_5"]`	5.859 ms (5%)	8.71 MiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_0"]`	456.375 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_10"]`	458.292 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_2x2_5"]`	458.333 μs (5%)	665.59 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_0"]`	549.375 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_10"]`	550.958 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_m_3x3_5"]`	551.250 μs (5%)	900.50 KiB (1%)	39
`["LLDL", "cvxqp2_s_2x2_0"]`	28.667 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_2x2_10"]`	28.500 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_2x2_5"]`	28.833 μs (5%)	76.58 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_0"]`	37.958 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_10"]`	38.208 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp2_s_3x3_5"]`	38.375 μs (5%)	100.03 KiB (1%)	23
`["LLDL", "cvxqp3_l_2x2_0"]`	6.632 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_2x2_10"]`	6.642 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_2x2_5"]`	6.647 ms (5%)	7.14 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_0"]`	7.646 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_10"]`	7.683 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_l_3x3_5"]`	7.646 ms (5%)	9.43 MiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_0"]`	631.375 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_10"]`	632.834 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_2x2_5"]`	632.875 μs (5%)	739.50 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_0"]`	722.042 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_10"]`	724.958 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_m_3x3_5"]`	730.792 μs (5%)	974.41 KiB (1%)	39
`["LLDL", "cvxqp3_s_2x2_0"]`	37.625 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_2x2_10"]`	35.375 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_2x2_5"]`	35.375 μs (5%)	83.78 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_0"]`	44.708 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_10"]`	45.167 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "cvxqp3_s_3x3_5"]`	45.083 μs (5%)	107.28 KiB (1%)	23
`["LLDL", "dual1_2x2_0"]`	317.583 μs (5%)	127.48 KiB (1%)	61
`["LLDL", "dual1_2x2_5"]`	315.709 μs (5%)	127.48 KiB (1%)	61
`["LLDL", "dual1_3x3_0"]`	331.250 μs (5%)	147.28 KiB (1%)	61
`["LLDL", "dual1_3x3_5"]`	326.542 μs (5%)	147.28 KiB (1%)	61
`["LLDL", "dual2_2x2_0"]`	402.500 μs (5%)	153.36 KiB (1%)	72
`["LLDL", "dual2_3x3_0"]`	412.875 μs (5%)	175.98 KiB (1%)	72
`["LLDL", "dual3_2x2_0"]`	561.083 μs (5%)	194.25 KiB (1%)	87
`["LLDL", "dual3_2x2_5"]`	572.375 μs (5%)	194.25 KiB (1%)	87
`["LLDL", "dual3_3x3_0"]`	573.208 μs (5%)	220.45 KiB (1%)	87
`["LLDL", "dual3_3x3_5"]`	581.792 μs (5%)	220.45 KiB (1%)	87
`["LLDL", "dual4_2x2_0"]`	207.208 μs (5%)	105.77 KiB (1%)	51
`["LLDL", "dual4_2x2_5"]`	209.875 μs (5%)	105.77 KiB (1%)	51
`["LLDL", "dual4_3x3_0"]`	213.875 μs (5%)	123.53 KiB (1%)	51
`["LLDL", "dual4_3x3_5"]`	213.500 μs (5%)	123.53 KiB (1%)	51
`["LLDL", "dualc1_2x2_0"]`	219.709 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_2x2_10"]`	220.042 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_2x2_5"]`	219.916 μs (5%)	103.14 KiB (1%)	34
`["LLDL", "dualc1_3x3_0"]`	231.166 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc1_3x3_10"]`	231.666 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc1_3x3_5"]`	232.166 μs (5%)	130.41 KiB (1%)	34
`["LLDL", "dualc2_2x2_0"]`	190.500 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_2x2_10"]`	193.417 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_2x2_5"]`	193.375 μs (5%)	97.53 KiB (1%)	30
`["LLDL", "dualc2_3x3_0"]`	202.833 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc2_3x3_10"]`	204.916 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc2_3x3_5"]`	205.625 μs (5%)	125.77 KiB (1%)	32
`["LLDL", "dualc5_2x2_0"]`	298.750 μs (5%)	121.66 KiB (1%)	33
`["LLDL", "dualc5_2x2_5"]`	297.292 μs (5%)	121.66 KiB (1%)	33
`["LLDL", "dualc5_3x3_0"]`	313.625 μs (5%)	155.59 KiB (1%)	33
`["LLDL", "dualc5_3x3_5"]`	312.167 μs (5%)	155.59 KiB (1%)	33
`["LLDL", "dualc8_2x2_0"]`	869.125 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_2x2_10"]`	874.125 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_2x2_5"]`	873.834 μs (5%)	206.12 KiB (1%)	33
`["LLDL", "dualc8_3x3_0"]`	895.708 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "dualc8_3x3_10"]`	901.916 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "dualc8_3x3_5"]`	901.958 μs (5%)	267.06 KiB (1%)	33
`["LLDL", "genhs28_2x2_0"]`	1.400 μs (5%)	3.83 KiB (1%)	21
`["LLDL", "genhs28_3x3_0"]`	1.404 μs (5%)	3.83 KiB (1%)	21
`["LLDL", "gouldqp2_2x2_0"]`	148.667 μs (5%)	466.98 KiB (1%)	38
`["LLDL", "gouldqp2_2x2_5"]`	149.375 μs (5%)	466.98 KiB (1%)	38
`["LLDL", "gouldqp2_3x3_0"]`	212.166 μs (5%)	631.34 KiB (1%)	39
`["LLDL", "gouldqp2_3x3_5"]`	213.500 μs (5%)	631.34 KiB (1%)	39
`["LLDL", "gouldqp3_2x2_0"]`	163.750 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_2x2_10"]`	163.500 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_2x2_5"]`	162.459 μs (5%)	472.48 KiB (1%)	38
`["LLDL", "gouldqp3_3x3_0"]`	226.708 μs (5%)	636.84 KiB (1%)	39
`["LLDL", "gouldqp3_3x3_5"]`	227.542 μs (5%)	636.84 KiB (1%)	39
`["LLDL", "hs118_2x2_0"]`	6.417 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_2x2_10"]`	6.475 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_2x2_5"]`	6.408 μs (5%)	18.03 KiB (1%)	21
`["LLDL", "hs118_3x3_0"]`	9.208 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs118_3x3_10"]`	9.250 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs118_3x3_5"]`	9.333 μs (5%)	24.80 KiB (1%)	21
`["LLDL", "hs21_2x2_0"]`	809.963 ns (5%)	2.83 KiB (1%)	21
`["LLDL", "hs21_2x2_5"]`	813.790 ns (5%)	2.83 KiB (1%)	21
`["LLDL", "hs21_3x3_0"]`	1.042 μs (5%)	3.36 KiB (1%)	21
`["LLDL", "hs21_3x3_5"]`	1.050 μs (5%)	3.36 KiB (1%)	21
`["LLDL", "hs21mod_2x2_0"]`	1.208 μs (5%)	4.20 KiB (1%)	21
`["LLDL", "hs21mod_2x2_5"]`	1.217 μs (5%)	4.20 KiB (1%)	21
`["LLDL", "hs21mod_3x3_0"]`	1.642 μs (5%)	5.36 KiB (1%)	21
`["LLDL", "hs21mod_3x3_5"]`	1.642 μs (5%)	5.36 KiB (1%)	21
`["LLDL", "hs268_2x2_0"]`	1.433 μs (5%)	3.56 KiB (1%)	21
`["LLDL", "hs268_3x3_0"]`	1.717 μs (5%)	4.25 KiB (1%)	21
`["LLDL", "hs35_2x2_0"]`	861.576 ns (5%)	2.69 KiB (1%)	21
`["LLDL", "hs35_3x3_0"]`	1.025 μs (5%)	3.16 KiB (1%)	21
`["LLDL", "hs35mod_2x2_0"]`	761.261 ns (5%)	2.45 KiB (1%)	21
`["LLDL", "hs35mod_3x3_0"]`	907.258 ns (5%)	2.88 KiB (1%)	21
`["LLDL", "hs51_2x2_0"]`	734.814 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs51_3x3_0"]`	728.846 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs52_2x2_0"]`	719.727 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs52_3x3_0"]`	732.824 ns (5%)	2.39 KiB (1%)	21
`["LLDL", "hs53_2x2_0"]`	1.508 μs (5%)	4.73 KiB (1%)	21
`["LLDL", "hs53_3x3_0"]`	2.046 μs (5%)	5.91 KiB (1%)	21
`["LLDL", "hs76_2x2_0"]`	1.137 μs (5%)	3.62 KiB (1%)	21
`["LLDL", "hs76_3x3_0"]`	1.521 μs (5%)	4.39 KiB (1%)	21
`["LLDL", "hues-mod_2x2_0"]`	1.365 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_2x2_10"]`	1.367 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_2x2_5"]`	1.370 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "hues-mod_3x3_0"]`	1.857 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "hues-mod_3x3_10"]`	1.861 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "hues-mod_3x3_5"]`	1.864 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_2x2_0"]`	1.366 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_2x2_10"]`	1.373 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_2x2_5"]`	1.373 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "huestis_3x3_0"]`	1.856 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_3x3_10"]`	1.870 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "huestis_3x3_5"]`	1.864 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "ksip_2x2_0"]`	6.690 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_2x2_10"]`	6.691 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_2x2_5"]`	6.691 ms (5%)	624.34 KiB (1%)	45
`["LLDL", "ksip_3x3_0"]`	6.752 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "ksip_3x3_10"]`	6.759 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "ksip_3x3_5"]`	6.744 ms (5%)	740.81 KiB (1%)	57
`["LLDL", "liswet10_2x2_0"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_2x2_10"]`	1.264 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_2x2_5"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet10_3x3_0"]`	1.753 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet10_3x3_10"]`	1.764 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet10_3x3_5"]`	1.762 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_2x2_0"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_2x2_10"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet11_3x3_0"]`	1.751 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_3x3_10"]`	1.764 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet11_3x3_5"]`	1.759 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_2x2_0"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_2x2_10"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_2x2_5"]`	1.270 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet12_3x3_0"]`	1.751 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_3x3_10"]`	1.765 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet12_3x3_5"]`	1.776 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_2x2_0"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_2x2_10"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet1_3x3_0"]`	1.734 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_3x3_10"]`	1.773 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet1_3x3_5"]`	1.767 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_2x2_0"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_2x2_10"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_2x2_5"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet2_3x3_0"]`	1.755 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_3x3_10"]`	1.774 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet2_3x3_5"]`	1.756 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_2x2_0"]`	1.263 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_2x2_10"]`	1.271 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_2x2_5"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet3_3x3_0"]`	1.756 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_3x3_10"]`	1.770 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet3_3x3_5"]`	1.760 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_2x2_0"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_2x2_10"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_2x2_5"]`	1.269 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet4_3x3_0"]`	1.747 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_3x3_10"]`	1.764 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet4_3x3_5"]`	1.757 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_2x2_0"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet5_3x3_0"]`	1.759 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_3x3_10"]`	1.764 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet5_3x3_5"]`	1.761 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_2x2_0"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet6_3x3_0"]`	1.750 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_3x3_10"]`	1.763 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet6_3x3_5"]`	1.754 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_2x2_0"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_2x2_10"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet7_3x3_0"]`	1.746 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_3x3_10"]`	1.767 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet7_3x3_5"]`	1.768 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_2x2_0"]`	1.268 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_2x2_10"]`	1.267 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_2x2_5"]`	1.266 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet8_3x3_0"]`	1.745 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_3x3_10"]`	1.763 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet8_3x3_5"]`	1.758 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_2x2_0"]`	1.270 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_2x2_10"]`	1.261 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_2x2_5"]`	1.265 ms (5%)	3.60 MiB (1%)	39
`["LLDL", "liswet9_3x3_0"]`	1.753 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_3x3_10"]`	1.767 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "liswet9_3x3_5"]`	1.755 ms (5%)	4.75 MiB (1%)	39
`["LLDL", "lotschd_2x2_0"]`	2.875 μs (5%)	7.09 KiB (1%)	21
`["LLDL", "lotschd_2x2_5"]`	2.893 μs (5%)	7.09 KiB (1%)	21
`["LLDL", "lotschd_3x3_0"]`	3.578 μs (5%)	8.47 KiB (1%)	21
`["LLDL", "lotschd_3x3_5"]`	3.573 μs (5%)	8.47 KiB (1%)	21
`["LLDL", "mosarqp1_2x2_0"]`	317.125 μs (5%)	1.03 MiB (1%)	39
`["LLDL", "mosarqp1_2x2_5"]`	316.458 μs (5%)	1.03 MiB (1%)	39
`["LLDL", "mosarqp1_3x3_0"]`	467.958 μs (5%)	1.40 MiB (1%)	39
`["LLDL", "mosarqp1_3x3_5"]`	466.792 μs (5%)	1.40 MiB (1%)	39
`["LLDL", "mosarqp2_2x2_0"]`	175.334 μs (5%)	491.11 KiB (1%)	38
`["LLDL", "mosarqp2_2x2_5"]`	174.417 μs (5%)	491.11 KiB (1%)	38
`["LLDL", "mosarqp2_3x3_0"]`	244.625 μs (5%)	666.91 KiB (1%)	39
`["LLDL", "mosarqp2_3x3_5"]`	244.916 μs (5%)	666.91 KiB (1%)	39
`["LLDL", "powell20_2x2_0"]`	1.074 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_2x2_10"]`	1.072 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_2x2_5"]`	1.070 ms (5%)	3.45 MiB (1%)	39
`["LLDL", "powell20_3x3_0"]`	1.540 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "powell20_3x3_10"]`	1.523 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "powell20_3x3_5"]`	1.543 ms (5%)	4.60 MiB (1%)	39
`["LLDL", "primal1_2x2_0"]`	240.625 μs (5%)	155.17 KiB (1%)	28
`["LLDL", "primal1_3x3_0"]`	245.208 μs (5%)	164.73 KiB (1%)	28
`["LLDL", "primal2_2x2_0"]`	376.750 μs (5%)	227.12 KiB (1%)	35
`["LLDL", "primal2_3x3_0"]`	385.209 μs (5%)	238.34 KiB (1%)	35
`["LLDL", "primal3_2x2_0"]`	1.208 ms (5%)	474.48 KiB (1%)	117
`["LLDL", "primal3_3x3_0"]`	1.217 ms (5%)	487.73 KiB (1%)	117
`["LLDL", "primal4_2x2_0"]`	744.666 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_2x2_10"]`	743.875 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_2x2_5"]`	743.500 μs (5%)	430.48 KiB (1%)	26
`["LLDL", "primal4_3x3_0"]`	746.750 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primal4_3x3_10"]`	748.666 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primal4_3x3_5"]`	746.958 μs (5%)	439.03 KiB (1%)	26
`["LLDL", "primalc1_2x2_0"]`	70.167 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_2x2_10"]`	70.667 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_2x2_5"]`	70.416 μs (5%)	119.27 KiB (1%)	25
`["LLDL", "primalc1_3x3_0"]`	82.459 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc1_3x3_10"]`	81.667 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc1_3x3_5"]`	83.000 μs (5%)	145.47 KiB (1%)	25
`["LLDL", "primalc2_2x2_0"]`	60.458 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_2x2_10"]`	60.375 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_2x2_5"]`	59.291 μs (5%)	115.02 KiB (1%)	25
`["LLDL", "primalc2_3x3_0"]`	71.875 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc2_3x3_10"]`	71.083 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc2_3x3_5"]`	72.416 μs (5%)	143.03 KiB (1%)	25
`["LLDL", "primalc5_2x2_0"]`	80.917 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_2x2_10"]`	81.875 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_2x2_5"]`	81.209 μs (5%)	143.41 KiB (1%)	25
`["LLDL", "primalc5_3x3_0"]`	95.500 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc5_3x3_10"]`	95.333 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc5_3x3_5"]`	94.833 μs (5%)	177.22 KiB (1%)	25
`["LLDL", "primalc8_2x2_0"]`	150.125 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_2x2_10"]`	149.417 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_2x2_5"]`	150.666 μs (5%)	248.75 KiB (1%)	25
`["LLDL", "primalc8_3x3_0"]`	176.625 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "primalc8_3x3_10"]`	176.375 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "primalc8_3x3_5"]`	176.125 μs (5%)	307.97 KiB (1%)	37
`["LLDL", "qpcblend_2x2_0"]`	23.375 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_2x2_10"]`	23.083 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_2x2_5"]`	23.084 μs (5%)	58.11 KiB (1%)	23
`["LLDL", "qpcblend_3x3_0"]`	28.750 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcblend_3x3_10"]`	28.500 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcblend_3x3_5"]`	28.625 μs (5%)	71.44 KiB (1%)	23
`["LLDL", "qpcboei1_2x2_0"]`	185.000 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_2x2_10"]`	186.666 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_2x2_5"]`	186.459 μs (5%)	331.03 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_0"]`	233.833 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_10"]`	233.208 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei1_3x3_5"]`	232.417 μs (5%)	445.47 KiB (1%)	37
`["LLDL", "qpcboei2_2x2_0"]`	60.000 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_2x2_10"]`	60.041 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_2x2_5"]`	60.292 μs (5%)	132.06 KiB (1%)	23
`["LLDL", "qpcboei2_3x3_0"]`	80.666 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcboei2_3x3_10"]`	80.709 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcboei2_3x3_5"]`	80.416 μs (5%)	176.81 KiB (1%)	25
`["LLDL", "qpcstair_2x2_0"]`	163.250 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_2x2_10"]`	163.500 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_2x2_5"]`	163.167 μs (5%)	262.88 KiB (1%)	25
`["LLDL", "qpcstair_3x3_0"]`	190.084 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "qpcstair_3x3_10"]`	191.500 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "qpcstair_3x3_5"]`	191.000 μs (5%)	324.22 KiB (1%)	37
`["LLDL", "s268_2x2_0"]`	1.438 μs (5%)	3.56 KiB (1%)	21
`["LLDL", "s268_3x3_0"]`	1.721 μs (5%)	4.25 KiB (1%)	21
`["LLDL", "stcqp1_2x2_0"]`	8.595 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_2x2_10"]`	8.665 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_2x2_5"]`	8.680 ms (5%)	3.19 MiB (1%)	383
`["LLDL", "stcqp1_3x3_0"]`	9.026 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp1_3x3_10"]`	9.083 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp1_3x3_5"]`	9.088 ms (5%)	4.13 MiB (1%)	383
`["LLDL", "stcqp2_2x2_0"]`	5.878 ms (5%)	3.15 MiB (1%)	358
`["LLDL", "stcqp2_2x2_5"]`	5.858 ms (5%)	3.15 MiB (1%)	358
`["LLDL", "stcqp2_3x3_0"]`	6.304 ms (5%)	4.09 MiB (1%)	358
`["LLDL", "stcqp2_3x3_5"]`	6.282 ms (5%)	4.09 MiB (1%)	358
`["LLDL", "tame_2x2_0"]`	678.730 ns (5%)	2.19 KiB (1%)	21
`["LLDL", "tame_3x3_0"]`	737.850 ns (5%)	2.42 KiB (1%)	21
`["LLDL", "ubh1_2x2_0"]`	2.395 ms (5%)	6.48 MiB (1%)	39
`["LLDL", "ubh1_3x3_0"]`	2.988 ms (5%)	7.86 MiB (1%)	39
`["LLDL", "yao_2x2_0"]`	256.208 μs (5%)	746.52 KiB (1%)	38
`["LLDL", "yao_2x2_5"]`	253.500 μs (5%)	746.52 KiB (1%)	38
`["LLDL", "yao_3x3_0"]`	346.250 μs (5%)	981.34 KiB (1%)	39
`["LLDL", "yao_3x3_5"]`	348.708 μs (5%)	981.34 KiB (1%)	39
`["LLDL", "zecevic2_2x2_0"]`	936.524 ns (5%)	3.11 KiB (1%)	21
`["LLDL", "zecevic2_3x3_0"]`	1.192 μs (5%)	3.81 KiB (1%)	21

Benchmark Group List

Here's a list of all the benchmark groups executed by this job:

["LDIV"]
["LLDL"]

Julia versioninfo

Julia Version 1.9.4
Commit 8e5136fa297 (2023-11-14 08:46 UTC)
Build Info:
  Official https://julialang.org/ release
Platform Info:
  OS: macOS (arm64-apple-darwin22.4.0)
  uname: Darwin 21.6.0 Darwin Kernel Version 21.6.0: Fri Sep 15 16:17:13 PDT 2023; root:xnu-8020.240.18.703.5~1/RELEASE_ARM64_T8101 arm64 arm
  CPU: Apple M1: 
              speed         user         nice          sys         idle          irq
       #1  2400 MHz    1383266 s          0 s    1929268 s   50266443 s          0 s
       #2  2400 MHz    1231557 s          0 s    1762076 s   50585340 s          0 s
       #3  2400 MHz    1004708 s          0 s    1292026 s   51282238 s          0 s
       #4  2400 MHz     859311 s          0 s     954697 s   51764965 s          0 s
       #5  2400 MHz    1403058 s          0 s    1626621 s   50549293 s          0 s
       #6  2400 MHz     937895 s          0 s    1170615 s   51470462 s          0 s
       #7  2400 MHz     578675 s          0 s     770879 s   52229419 s          0 s
       #8  2400 MHz     355886 s          0 s     528494 s   52694593 s          0 s
  Memory: 8.0 GB (61.515625 MB free)
  Uptime: 5.357823e6 sec
  Load Avg:  1.46435546875  1.63525390625  1.572265625
  WORD_SIZE: 64
  LIBM: libopenlibm
  LLVM: libLLVM-14.0.6 (ORCJIT, apple-m1)
  Threads: 1 on 4 virtual cores