== direct Fock moments (N=44), kappa = 49/20 > sqrt 6 ==
moments used: m_0..m_44   kappa = 49/20   J = 20
k_2..k_8 = ['4', '8', '80/3', '304/3']
c in [2.585794744023, 2.586036943398]  width = 2.422e-04
w in [0.250011133599, 0.253121331303]  width = 3.110e-03
2w > 1/2 : True
lower bound for ||QbQ||^2 from the cumulant ratio: k_44/k_42 = 4.408039606565, sqrt = 2.0995331878
lower bound from the moment ratio: m_14/m_12 = 5924902/887579 = 6.675351715, sqrt = 2.583670202 ; kappa^2 = 6.002500000

== direct Fock moments (N=44), kappa = 2582/1000 > 2 sqrt(5/3) ==
moments used: m_0..m_44   kappa = 1291/500   J = 20
k_2..k_8 = ['4', '8', '80/3', '304/3']
c in [2.585794571633, 2.589857436472]  width = 4.063e-03
w in [0.071728200390, 0.614452312128]  width = 5.427e-01
2w > 1/2 : False
lower bound for ||QbQ||^2 from the cumulant ratio: k_44/k_42 = 4.408039606565, sqrt = 2.0995331878
lower bound from the moment ratio: m_14/m_12 = 5924902/887579 = 6.675351715, sqrt = 2.583670202 ; kappa^2 = 6.666724000

== pivot-model moments (N=200), kappa = 49/20 ==
moments used: m_0..m_200   kappa = 49/20   J = 98
k_2..k_8 = ['4', '8', '80/3', '304/3']
c in [2.5858266060482044483414174673, 2.5858266060482044505487567492]  width = 2.207e-18
w in [0.2513316546384192734277314775, 0.2513316546384193704722069709]  width = 9.704e-17
2w > 1/2 : True
lower bound for ||QbQ||^2 from the cumulant ratio: k_200/k_198 = 4.418363661601, sqrt = 2.1019904047
lower bound from the moment ratio: m_14/m_12 = 5924902/887579 = 6.675351715, sqrt = 2.583670202 ; kappa^2 = 6.002500000

== pivot-model moments (N=200), kappa = 2582/1000 ==
moments used: m_0..m_200   kappa = 1291/500   J = 98
k_2..k_8 = ['4', '8', '80/3', '304/3']
c in [2.5858266060482044483398545971, 2.5858266060482045288022901448]  width = 8.046e-17
w in [0.2513316546384124829598649609, 0.2513316546384262082527376463]  width = 1.373e-14
2w > 1/2 : True
lower bound for ||QbQ||^2 from the cumulant ratio: k_200/k_198 = 4.418363661601, sqrt = 2.1019904047
lower bound from the moment ratio: m_14/m_12 = 5924902/887579 = 6.675351715, sqrt = 2.583670202 ; kappa^2 = 6.666724000
== pivot-model moments up to m_306 (run stopped at the time limit; cumulants k_2..k_306), kappa = 49/20 ==
moments used: m_0..m_306   kappa = 49/20   J = 151
k_2..k_8 = ['4', '8', '80/3', '304/3']
c in [2.5858266060482044486315152360325328875022, 2.5858266060482044486315152366740325487899]  width = 6.415e-28
w in [0.2513316546384193145305056566426368223585, 0.2513316546384193145305056984306695305373]  width = 4.179e-26
2w > 1/2 : True
lower bound for ||QbQ||^2 from the cumulant ratio: k_306/k_304 = 4.418365149447, sqrt = 2.1019907586
lower bound from the moment ratio: m_14/m_12 = 5924902/887579 = 6.675351715, sqrt = 2.583670202 ; kappa^2 = 6.002500000
