input: moments m_0..m_40 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 18;  digits = 12
  2.585753315000 < c < 2.586308157512    width 5.548e-04
  0.248494410631 < w < 0.255199711896    width 6.705e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): False      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_40/k_38 = 4.404342546518, sqrt = 2.0986525550

input: moments m_0..m_42 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 19;  digits = 12
  2.585778291458 < c < 2.586144965643    width 3.667e-04
  0.249394499659 < w < 0.253963141734    width 4.569e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): False      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_42/k_40 = 4.406352582557, sqrt = 2.0991313876

input: moments m_0..m_44 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 20;  digits = 12
  2.585794744034 < c < 2.586036943330    width 2.422e-04
  0.250011133606 < w < 0.253121331265    width 3.110e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_44/k_42 = 4.408039606565, sqrt = 2.0995331878

input: moments m_0..m_44 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 1291/500 (kappa_plus^2 = 1666681/250000 = 6.666724);  J = 20;  digits = 12
  2.585794571646 < c < 2.589857436424    width 4.063e-03
  0.071728200743 < w < 0.614452322829    width 5.427e-01
  w_lo > 1/4 (i.e. 2w > 1/2 certified): False      w_hi < 1/3: False
  lower bound for ||QbQ||^2: k_44/k_42 = 4.408039606565, sqrt = 2.0995331878

input: moments m_0..m_46 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 21;  digits = 12
  2.585805587477 < c < 2.585965521064    width 1.599e-04
  0.250432634427 < w < 0.252548304905    width 2.116e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_46/k_44 = 4.409462405519, sqrt = 2.0998719974

input: moments m_0..m_48 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 22;  digits = 12
  2.585812737115 < c < 2.585918331783    width 1.056e-04
  0.250720249928 < w < 0.252158349985    width 1.438e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_48/k_46 = 4.410667637168, sqrt = 2.1001589552

input: moments m_0..m_48 (cumulants derived here) from b_fock_K24.txt
kappa_plus = 1291/500 (kappa_plus^2 = 1666681/250000 = 6.666724);  J = 22;  digits = 12
  2.585812662166 < c < 2.588129656153    width 2.317e-03
  0.120549624615 < w < 0.436515303835    width 3.160e-01
  w_lo > 1/4 (i.e. 2w > 1/2 certified): False      w_hi < 1/3: False
  lower bound for ||QbQ||^2: k_48/k_46 = 4.410667637168, sqrt = 2.1001589552

input: cumulants k_2..k_44 from c_fast_N560.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 20;  digits = 12
  2.585794744034 < c < 2.586036943330    width 2.422e-04
  0.250011133606 < w < 0.253121331265    width 3.110e-03
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_44/k_42 = 4.408039606565, sqrt = 2.0995331878

input: cumulants k_2..k_200 from c_fast_N560.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 98;  digits = 28
  2.5858266060482044483414174736 < c < 2.5858266060482044505487567491    width 2.207e-18
  0.2513316546384192734277314813 < w < 0.2513316546384193704722069709    width 9.704e-17
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_200/k_198 = 4.418363661601, sqrt = 2.1019904047

input: cumulants k_2..k_200 from c_fast_N560.txt
kappa_plus = 1291/500 (kappa_plus^2 = 1666681/250000 = 6.666724);  J = 98;  digits = 28
  2.5858266060482044483398545999 < c < 2.5858266060482045288022901400    width 8.046e-17
  0.2513316546384124829598649625 < w < 0.2513316546384262082527376435    width 1.373e-14
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_200/k_198 = 4.418363661601, sqrt = 2.1019904047

input: cumulants k_2..k_306 from c_fast_N560.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 151;  digits = 40
  2.5858266060482044486315152360325328875060 < c < 2.5858266060482044486315152366740325487827    width 6.415e-28
  0.2513316546384193145305056566426368223608 < w < 0.2513316546384193145305056984306695305330    width 4.179e-26
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_306/k_304 = 4.418365149447, sqrt = 2.1019907586

input: cumulants k_2..k_306 from c_fast_N560.txt
kappa_plus = 1291/500 (kappa_plus^2 = 1666681/250000 = 6.666724);  J = 151;  digits = 40
  2.5858266060482044486315152360320786832515 < c < 2.5858266060482044486315152594161708885143    width 2.338e-26
  0.2513316546384193145305034488816621300404 < w < 0.2513316546384193145305079199417090030898    width 4.471e-24
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_306/k_304 = 4.418365149447, sqrt = 2.1019907586

input: cumulants k_2..k_560 from c_fast_N560.txt
kappa_plus = 49/20 (kappa_plus^2 = 2401/400 = 6.002500);  J = 278;  digits = 62
  2.58582660604820444863151523611684150780924280799791995220512991 < c < 2.58582660604820444863151523611684150780924280799792897150431579    width 9.019e-51
  0.251331654638419314530505674328581260567198041 < w < 0.251331654638419314530505674328581260567198042    width 1.045e-48
  w_lo > 1/4 (i.e. 2w > 1/2 certified): True      w_hi < 1/3: True
  lower bound for ||QbQ||^2: k_560/k_558 = 4.418365157084, sqrt = 2.1019907605
