[corner/normal] staggered M=5 dim=576 sumR=0.035512527 [2.9s]
[corner/normal] staggered M=6 dim=900 sumR=0.035502494 [5.7s]
[corner/normal] staggered M=7 dim=1296 sumR=0.035504778 [18.8s]
[corner/normal] staggered M=8 dim=1764 sumR=0.035504936 [53.8s]
[corner/normal] staggered M=9 dim=2304 sumR=0.035505566 [112.5s]
[corner/normal] staggered M=10 dim=2916 sumR=0.035505597 [247.0s]
[corner/normal] staggered ladder stops at M=10 (247s > 180s budget)
[corner/normal] hybrid-laurent n_orders=7 sumR=0.035423742 [7.1s]
[corner/normal] hybrid-laurent n_orders=9 sumR=0.035419492 [27.6s]
[corner/normal] hybrid-laurent n_orders=11 sumR=0.035461098 [83.0s]
[corner/normal] hybrid-laurent n_orders=13 sumR=0.035455121 [204.9s]
[corner/normal] hybrid-laurent ladder stops at n_orders=13
[corner/normal] hybrid-li n_orders=7 sumR=0.035505086 [6.4s]
[corner/normal] hybrid-li n_orders=9 sumR=0.035471747 [25.6s]
[corner/normal] hybrid-li n_orders=11 sumR=0.035534325 [90.5s]
[corner/normal] hybrid-li n_orders=13 sumR=0.035480327 [271.9s]
[corner/normal] hybrid-li ladder stops at n_orders=13
[corner/normal] rcwa n_orders=5 (upsample 7x) sumR=0.035210647 [0.6s]
[corner/normal] rcwa n_orders=7 (upsample 10x) sumR=0.035328048 [3.7s]
[corner/normal] rcwa n_orders=9 (upsample 13x) sumR=0.035351823 [16.2s]
[corner/normal] rcwa n_orders=11 (upsample 15x) sumR=0.035383826 [48.7s]

[corner/normal] EXTRAPOLATED LIMITS (per observable)
   observable                     staggered            hybrid-laurent                 hybrid-li                      rcwa
   R(-1, -1)p0       0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(-1, -1)p1       0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(-1, 0)p0        0.00357689 +/- 1.6e-06    0.00358755 +/- 2.7e-05    0.00361979 +/- 9.1e-05    0.00362923 +/- 9.6e-05
   R(-1, 0)p1        0.00608929 +/- 4.5e-06    0.00605553 +/- 4.2e-05    0.00605775 +/- 3.3e-05    0.00594625 +/- 1.6e-04
   R(-1, 1)p0        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(-1, 1)p1        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(0, -1)p0        0.00548457 +/- 9.1e-06    0.00546193 +/- 1.4e-05    0.00545744 +/- 1.8e-05    0.00540526 +/- 1.1e-04
   R(0, -1)p1        0.00407844 +/- 2.8e-06    0.00408973 +/- 2.7e-05    0.00409595 +/- 5.2e-05    0.00409648 +/- 9.4e-05
   R(0, 0)p0         0.01896799 +/- 2.7e-06    0.01901674 +/- 1.7e-04    0.01883253 +/- 1.1e-03    0.01899844 +/- 1.8e-05
   R(0, 0)p1         0.01869136 +/- 1.9e-06    0.01873506 +/- 4.8e-04    0.01880642 +/- 1.0e-03    0.01870998 +/- 2.6e-05
   R(0, 1)p0         0.00645856 +/- 5.9e-07    0.00637659 +/- 7.2e-04    0.00640661 +/- 5.3e-04    0.00638976 +/- 7.0e-06
   R(0, 1)p1         0.00155099 +/- 2.4e-06    0.00155716 +/- 2.2e-05    0.00155244 +/- 1.4e-05    0.00169425 +/- 1.7e-04
   R(1, -1)p0        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, -1)p1        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 0)p0         0.00102562 +/- 2.0e-06    0.00103522 +/- 2.6e-05    0.00102653 +/- 1.5e-05    0.00117095 +/- 1.7e-04
   R(1, 0)p1         0.00724997 +/- 1.4e-06    0.00717308 +/- 5.9e-04    0.00720035 +/- 4.1e-04    0.00718886 +/- 6.7e-06
   R(1, 1)p0         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 1)p1         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   T(-1, -1)p0       0.01450280 +/- 3.5e-05    0.01466892 +/- 8.6e-04    0.01443917 +/- 8.1e-05    0.01459283 +/- 6.8e-06
   T(-1, -1)p1       0.01154932 +/- 8.0e-06    0.01136031 +/- 1.0e-03    0.01147198 +/- 1.8e-05    0.01164370 +/- 1.1e-04
   T(-1, 0)p0        0.05739044 +/- 2.4e-05    0.05763560 +/- 4.2e-04    0.05801844 +/- 8.7e-04    0.05714026 +/- 1.8e-03
   T(-1, 0)p1        0.04549212 +/- 8.1e-06    0.04398187 +/- 1.7e-03    0.04480765 +/- 7.8e-04    0.04290709 +/- 2.9e-03
   T(-1, 1)p0        0.00461590 +/- 7.0e-07    0.00256670 +/- 2.1e-03    0.00264851 +/- 2.0e-03    0.00369141 +/- 8.3e-04
   T(-1, 1)p1        0.00439970 +/- 1.8e-05    0.00447676 +/- 8.0e-05    0.00449332 +/- 9.9e-05    0.00439267 +/- 7.0e-06
   T(0, -1)p0        0.05131812 +/- 8.2e-06    0.05024691 +/- 1.3e-03    0.05080052 +/- 6.0e-04    0.04837111 +/- 3.3e-03
   T(0, -1)p1        0.04213930 +/- 1.5e-05    0.04225471 +/- 2.3e-04    0.04269213 +/- 8.2e-04    0.04197530 +/- 1.1e-03
   T(0, 0)p0         0.72810080 +/- 1.8e-05    0.72849878 +/- 5.2e-03    0.72998901 +/- 1.6e-02    0.72770371 +/- 3.4e-04
   T(0, 0)p1         0.75656068 +/- 1.6e-05    0.75692613 +/- 4.1e-03    0.75818025 +/- 1.3e-02    0.75628443 +/- 3.2e-04
   T(0, 1)p0         0.05188383 +/- 1.5e-05    0.05169604 +/- 2.2e-04    0.05169901 +/- 2.4e-04    0.04981206 +/- 2.3e-03
   T(0, 1)p1         0.02767762 +/- 1.6e-05    0.02770171 +/- 1.2e-04    0.02800754 +/- 6.8e-04    0.02768626 +/- 5.7e-04
   T(1, -1)p0        0.00514858 +/- 9.3e-06    0.00525201 +/- 8.4e-05    0.00526843 +/- 1.0e-04    0.00511862 +/- 5.1e-05
   T(1, -1)p1        0.00360397 +/- 1.2e-06    0.00217793 +/- 1.5e-03    0.00224668 +/- 1.4e-03    0.00294444 +/- 2.0e-04
   T(1, 0)p0         0.02950466 +/- 2.3e-05    0.02952161 +/- 1.0e-04    0.02972621 +/- 6.0e-04    0.02929344 +/- 7.2e-05
   T(1, 0)p1         0.04785226 +/- 2.2e-05    0.04769159 +/- 2.0e-04    0.04768277 +/- 2.7e-04    0.04578403 +/- 2.3e-03
   T(1, 1)p0         0.02201384 +/- 3.5e-07    0.02077962 +/- 1.6e-03    0.02131365 +/- 1.1e-03    0.02215008 +/- 7.0e-04
   T(1, 1)p1         0.02305245 +/- 6.3e-07    0.02219459 +/- 1.5e-03    0.02315469 +/- 1.6e-03    0.02318757 +/- 5.8e-04
   sumR0             0.03550446 +/- 1.1e-06    0.03569814 +/- 2.4e-04    0.03549576 +/- 1.7e-05    0.03540323 +/- 4.4e-04
   sumR1             0.03765539 +/- 9.1e-07    0.03762826 +/- 2.0e-05    0.03759139 +/- 3.9e-04    0.03756619 +/- 4.2e-04
   sumT0             0.96449544 +/- 1.1e-06    0.96604389 +/- 2.1e-02    0.96600797 +/- 2.0e-02    0.96459677 +/- 4.4e-04
   sumT1             0.96234452 +/- 8.3e-07    0.96373262 +/- 1.9e-02    0.96368464 +/- 1.8e-02    0.96243381 +/- 4.2e-04

[corner/normal] PAIRWISE: |limit_A - limit_B| vs the combined uncertainty sqrt(sA^2 + sB^2)
   staggered        vs hybrid-laurent  : within combined sigma on 45/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   staggered        vs hybrid-li       : within combined sigma on 45/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   staggered        vs rcwa            : within combined sigma on 38/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-laurent   vs hybrid-li       : within combined sigma on 48/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-laurent   vs rcwa            : within combined sigma on 45/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-li        vs rcwa            : within combined sigma on 44/48 observables; worst R(-1, -1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
[corner/conical20_35] staggered M=5 dim=576 sumR=0.024448245 [1.8s]
[corner/conical20_35] staggered M=6 dim=900 sumR=0.024442796 [5.9s]
[corner/conical20_35] staggered M=7 dim=1296 sumR=0.024444527 [19.8s]
[corner/conical20_35] staggered M=8 dim=1764 sumR=0.024445428 [50.0s]
[corner/conical20_35] staggered M=9 dim=2304 sumR=0.024446033 [102.4s]
[corner/conical20_35] staggered M=10 dim=2916 sumR=0.024446388 [179.0s]
[corner/conical20_35] hybrid-laurent n_orders=7 sumR=0.024142144 [5.8s]
[corner/conical20_35] hybrid-laurent n_orders=9 sumR=0.024242902 [22.2s]
[corner/conical20_35] hybrid-laurent n_orders=11 sumR=0.024387215 [66.7s]
[corner/conical20_35] hybrid-laurent n_orders=13 sumR=0.024363816 [166.2s]
[corner/conical20_35] hybrid-li n_orders=7 sumR=0.024236610 [5.1s]
[corner/conical20_35] hybrid-li n_orders=9 sumR=0.024273551 [20.2s]
[corner/conical20_35] hybrid-li n_orders=11 sumR=0.024429632 [62.2s]
[corner/conical20_35] hybrid-li n_orders=13 sumR=0.024385825 [175.2s]
[corner/conical20_35] rcwa n_orders=5 (upsample 7x) sumR=0.024073139 [0.5s]
[corner/conical20_35] rcwa n_orders=7 (upsample 10x) sumR=0.024138623 [2.8s]
[corner/conical20_35] rcwa n_orders=9 (upsample 13x) sumR=0.024233346 [10.2s]
[corner/conical20_35] rcwa n_orders=11 (upsample 15x) sumR=0.024277754 [32.9s]

[corner/conical20_35] EXTRAPOLATED LIMITS (per observable)
   observable                     staggered            hybrid-laurent                 hybrid-li                      rcwa
   R(-1, -1)p0       0.00182723 +/- 2.3e-06    0.00178774 +/- 4.9e-05    0.00179806 +/- 3.0e-05    0.00186532 +/- 2.0e-04
   R(-1, -1)p1       0.00144072 +/- 4.7e-06    0.00143066 +/- 6.3e-05    0.00143796 +/- 7.1e-06    0.00143801 +/- 3.4e-06
   R(-1, 0)p0        0.00645020 +/- 4.9e-07    0.00732413 +/- 9.3e-04    0.00728911 +/- 8.7e-04    0.00686421 +/- 4.9e-04
   R(-1, 0)p1        0.00182738 +/- 2.7e-06    0.00186745 +/- 1.5e-04    0.00183072 +/- 5.6e-06    0.00179379 +/- 2.8e-06
   R(-1, 1)p0        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(-1, 1)p1        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(0, -1)p0        0.00159138 +/- 2.5e-06    0.00174216 +/- 1.9e-04    0.00168460 +/- 1.9e-04    0.00153829 +/- 5.5e-05
   R(0, -1)p1        0.00860946 +/- 4.6e-07    0.00921579 +/- 6.5e-04    0.00938602 +/- 6.0e-04    0.00886883 +/- 3.3e-04
   R(0, 0)p0         0.01458820 +/- 9.8e-06    0.01460733 +/- 2.9e-05    0.01464362 +/- 3.8e-05    0.01508846 +/- 5.4e-04
   R(0, 0)p1         0.01724452 +/- 2.8e-05    0.01726222 +/- 2.0e-04    0.01730187 +/- 5.3e-04    0.01724000 +/- 3.6e-05
   R(0, 1)p0         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(0, 1)p1         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, -1)p0        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, -1)p1        0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 0)p0         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 0)p1         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 1)p0         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   R(1, 1)p1         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   T(-1, -1)p0       0.01480623 +/- 4.4e-06    0.01487719 +/- 7.7e-04    0.01487006 +/- 1.5e-04    0.01479937 +/- 2.3e-05
   T(-1, -1)p1       0.01251074 +/- 1.8e-05    0.01253249 +/- 6.8e-05    0.01275602 +/- 3.6e-04    0.01237945 +/- 7.1e-05
   T(-1, 0)p0        0.05355612 +/- 4.9e-06    0.05757746 +/- 4.2e-03    0.05972629 +/- 6.6e-03    0.05377271 +/- 1.1e-03
   T(-1, 0)p1        0.03346268 +/- 8.2e-06    0.03334652 +/- 2.2e-04    0.03339743 +/- 1.2e-04    0.03241142 +/- 1.2e-03
   T(-1, 1)p0        0.01284627 +/- 7.1e-07    0.00756446 +/- 5.5e-03    0.00836735 +/- 4.6e-03    0.01066286 +/- 9.1e-03
   T(-1, 1)p1        0.00633889 +/- 2.9e-05    0.00668858 +/- 6.1e-04    0.00799571 +/- 1.8e-03    0.00626963 +/- 9.0e-06
   T(0, -1)p0        0.03575830 +/- 5.7e-06    0.03423105 +/- 1.6e-03    0.03554261 +/- 2.9e-04    0.03424534 +/- 1.8e-03
   T(0, -1)p1        0.05340318 +/- 1.5e-06    0.05495253 +/- 1.7e-03    0.05745708 +/- 4.4e-03    0.05305479 +/- 3.1e-04
   T(0, 0)p0         0.73971766 +/- 8.7e-06    0.73998399 +/- 6.2e-04    0.74099152 +/- 6.6e-04    0.74926093 +/- 1.1e-02
   T(0, 0)p1         0.75428330 +/- 1.3e-05    0.75465845 +/- 3.4e-04    0.75585036 +/- 1.1e-02    0.75457830 +/- 8.4e-04
   T(0, 1)p0         0.08660394 +/- 2.3e-06    0.08480868 +/- 2.3e-03    0.08360243 +/- 3.6e-03    0.08190185 +/- 5.4e-03
   T(0, 1)p1         0.03698965 +/- 5.6e-05    0.03713187 +/- 2.5e-04    0.03834680 +/- 1.8e-03    0.03679760 +/- 1.0e-03
   T(1, -1)p0        0.00474443 +/- 1.7e-06    0.00514847 +/- 6.2e-04    0.00550849 +/- 8.8e-04    0.00469529 +/- 7.4e-06
   T(1, -1)p1        0.00586633 +/- 5.0e-07    0.00362752 +/- 2.3e-03    0.00421246 +/- 1.7e-03    0.00556832 +/- 1.0e-03
   T(1, 0)p0         0.02049315 +/- 2.0e-05    0.02036537 +/- 7.7e-04    0.02021607 +/- 8.4e-05    0.02042461 +/- 1.2e-04
   T(1, 0)p1         0.06186403 +/- 1.2e-06    0.05980677 +/- 2.5e-03    0.05861136 +/- 3.7e-03    0.05766095 +/- 4.4e-03
   T(1, 1)p0         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   T(1, 1)p1         0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00    0.00000000 +/- 0.0e+00
   sumR0             0.02444501 +/- 2.3e-06    0.02450501 +/- 1.4e-04    0.02463844 +/- 2.4e-04    0.02524324 +/- 9.3e-04
   sumR1             0.02910338 +/- 5.5e-06    0.02911510 +/- 7.6e-05    0.02911253 +/- 4.1e-05    0.02935570 +/- 3.7e-04
   sumT0             0.97555243 +/- 1.3e-06    0.97335023 +/- 1.8e-02    0.97695136 +/- 2.0e-02    0.97475676 +/- 9.3e-04
   sumT1             0.97089695 +/- 6.6e-06    0.96865205 +/- 1.4e-02    0.96928414 +/- 1.4e-02    0.97064430 +/- 3.7e-04

[corner/conical20_35] PAIRWISE: |limit_A - limit_B| vs the combined uncertainty sqrt(sA^2 + sB^2)
   staggered        vs hybrid-laurent  : within combined sigma on 47/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   staggered        vs hybrid-li       : within combined sigma on 42/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   staggered        vs rcwa            : within combined sigma on 41/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-laurent   vs hybrid-li       : within combined sigma on 47/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-laurent   vs rcwa            : within combined sigma on 45/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf
   hybrid-li        vs rcwa            : within combined sigma on 45/48 observables; worst R(-1, 1)p0 d=0.000e+00 sigma=0.000e+00 z=inf

wrote results/t1_corner.json
