##### Q = 2 #####
Q (complement) = [2]    q = least element of P = 3
c_0 = prod_{p in Q}(1-1/p)        = 0.5
H_P(1,2)                          = 0.378695019783357284
(1/2) d_s log H_P(1,2)            = -0.166244550950059987
gamma + that                      = 0.410971113951472874
predicted c_2                     = 0.155632714128241401
   (p-sum tail error bar ~ 5.0e-7 )

  k        f_k^P                 f_k - c_0           (f_k-c_0)*2^k      /c_2
 10  0.500196850821022122  0.000196850821022  0.20157524072665  1.29519839
 14  0.500010709022569712  1.07090225697e-5  0.17545662578216  1.127376251

##### Q = 2,3 #####
Q (complement) = [2, 3]    q = least element of P = 5
c_0 = prod_{p in Q}(1-1/p)        = 0.333333333333333333
H_P(1,2)                          = 0.126231673261119095
(1/2) d_s log H_P(1,2)            = 0.932367737718049704
gamma + that                      = 1.50958340261958257
predicted c_2                     = 0.190557238839883541
   (p-sum tail error bar ~ 5.0e-7 )

  k        f_k^P                 f_k - c_0           (f_k-c_0)*2^k      /c_2
 10  0.333522321395761441  0.000188988062428  0.19352377592638  1.015567696
 14  0.333345000032762056  1.16666994287e-5  0.19114720344018  1.003095997

##### Q = 2,5 #####
Q (complement) = [2, 5]    q = least element of P = 3
c_0 = prod_{p in Q}(1-1/p)        = 0.4
H_P(1,2)                          = 0.22721701187001437
(1/2) d_s log H_P(1,2)            = 0.370234753194640138
gamma + that                      = 0.947450418096172999
predicted c_2                     = 0.215276852894808218
   (p-sum tail error bar ~ 5.0e-7 )

  k        f_k^P                 f_k - c_0           (f_k-c_0)*2^k      /c_2
 10  0.400227792584852121  0.000227792584852  0.23325960688857  1.083533152