53275/729 + Pi^4*(173/2430 - (101*x)/2430) - 1507/(2916*x) - (51217*x)/2916 - 
 (40094*x^2)/729 + Pi^2*(-800/243 + 98/(729*x) - (731*x)/243 + 
   (475*x^2)/729) + nl*(-533/243 - 170/(729*x) + (26*x)/243 + 
   (1691*x^2)/729 + Pi^2*(4/81 + (8*x)/81 + (8*x^2)/243)) + 
 Pi^2*(2/81 - (2*x)/81)*HPL[{-2}, x] + 
 Pi^2*(1/81 - 4/(243*x) + x/81 - (4*x^2)/243)*HPL[{-1}, x] + 
 (10360/243 - 2506/(729*x) - (2902*x)/243 - (19868*x^2)/729 + 
   nl*(-4/9 - 16/(243*x) + (124*x^2)/243))*HPL[{1}, x] + 
 (196/9 - 616/(243*x) + (452*x)/27 - (368*x^2)/243 + 
   nl*(-8/27 - (16*x)/27 - (16*x^2)/81))*HPL[{2}, x] + 
 (32/9 - 32/(27*x) + (80*x)/9 + (256*x^2)/81)*HPL[{3}, x] + 
 (16/9 - (8*x)/9)*HPL[{4}, x] - (128*x^2*HPL[{-2, 0}, x])/81 + 
 (4/81 + (112*x)/81 + (4*x^2)/3)*HPL[{-1, 0}, x] + 
 (452/27 + Pi^2*(-4/27 + (2*x)/27) - 124/(81*x) + (421*x)/27 + (28*x^2)/243 + 
   nl*(-20/27 - (32*x)/27 - (32*x^2)/81))*HPL[{0, 0}, x] + 
 HPL[{0, 0}, mu^2/Mh^2]*(10/3 - 124/(81*x) - 2*x + (16*x^2)/81 + 
   (8/9 - (4*x)/9)*HPL[{0, 0}, x]) + 
 (164/9 - 820/(243*x) - 6*x - (2150*x^2)/243)*HPL[{1, 0}, x] + 
 (224/9 - 1072/(243*x) - 8*x - (3032*x^2)/243)*HPL[{1, 1}, x] + 
 (148/27 - 16/(9*x) + (350*x)/27 + (296*x^2)/81)*HPL[{2, 0}, x] + 
 (208/27 - 64/(27*x) + (488*x)/27 + (416*x^2)/81)*HPL[{2, 1}, x] + 
 (8/3 - (4*x)/3)*HPL[{3, 0}, x] + (32/9 - (16*x)/9)*HPL[{3, 1}, x] + 
 (8/27 - (8*x)/27)*HPL[{-2, -1, 0}, x] + 
 (-4/9 + (4*x)/9)*HPL[{-2, 0, 0}, x] + 
 (4/27 - 16/(81*x) + (4*x)/27 - (16*x^2)/81)*HPL[{-1, -1, 0}, x] + 
 (-2/9 + 8/(27*x) - (2*x)/9 + (8*x^2)/27)*HPL[{-1, 0, 0}, x] + 
 (64/27 - 16/(27*x) + (74*x)/9 + (328*x^2)/81)*HPL[{0, 0, 0}, x] + 
 (8/9 - (4*x)/9)*HPL[{0, 0, 0, 0}, x] + 
 (-4/27 - 16/(81*x) - (8*x)/9 - (32*x^2)/9)*Zeta[3] + 
 HPL[{0}, x]*(10585/243 - 547/(243*x) + (16099*x)/486 - (7583*x^2)/729 + 
   Pi^2*(-20/27 + 8/(81*x) - (5*x)/3 - (184*x^2)/243) + 
   nl*(-14/9 - 8/(81*x) - (20*x)/9 - (4*x^2)/243) + 
   (-16/(27*x) + (2*x)/3)*HPL[{0, 0}, mu^2/Mh^2] + 
   (8/27 - (8*x)/27)*Zeta[3]) + HPL[{0}, mu^2/Mh^2]*
  (5287/243 - 475/(243*x) - (1519*x)/243 - (3293*x^2)/243 + 
   Pi^2*(-32/81 + 16/(81*x) - (82*x)/81 - (64*x^2)/243) + 
   nl*(-2/3 - 8/(81*x) + (62*x^2)/81) + 
   (308/27 + Pi^2*(-8/27 + (4*x)/27) - 124/(81*x) + (310*x)/27 + 
     (292*x^2)/243 + nl*(-4/9 - (8*x)/9 - (8*x^2)/27))*HPL[{0}, x] + 
   (92/9 - 616/(243*x) - 4*x - (896*x^2)/243)*HPL[{1}, x] + 
   (64/27 - 32/(27*x) + (164*x)/27 + (128*x^2)/81)*HPL[{2}, x] + 
   (16/9 - (8*x)/9)*HPL[{3}, x] + (32/27 - 16/(27*x) + (88*x)/27 + 
     (128*x^2)/81)*HPL[{0, 0}, x] + (8/9 - (4*x)/9)*HPL[{0, 0, 0}, x] + 
   (-16/9 + (8*x)/9)*Zeta[3]) + ep*(3219779/8748 - 19589/(2916*x) - 
   (1159727*x)/8748 - (222365*x^2)/972 + 
   Pi^4*(601/2430 - 16/(1215*x) + (70*x)/243 + (388*x^2)/3645) + 
   Pi^2*(-83021/2916 + 3301/(2916*x) - (4345*x)/324 + (111889*x^2)/8748) + 
   Pi^2*(4/81 - (4*x)/81)*HPL[{-3}, x] + 
   (560/27 - 32/(9*x) + (1424*x)/27 + (1952*x^2)/81)*HPL[{4}, x] + 
   (16/3 - (8*x)/3)*HPL[{5}, x] - (128*x^2*HPL[{-3, 0}, x])/81 + 
   Pi^2*(-22/81 + (22*x)/81)*HPL[{-2, -1}, x] + 
   (16/81 + Pi^2*(26/81 - (26*x)/81) - (104*x)/81 + (68*x^2)/243)*
    HPL[{-2, 0}, x] - (512*x^2*HPL[{-2, 2}, x])/81 + 
   (-16/9 + (16*x)/9)*HPL[{-2, 3}, x] + 
   Pi^2*(-11/81 + 44/(243*x) - (11*x)/81 + (44*x^2)/243)*HPL[{-1, -1}, x] + 
   (224/243 + (224*x)/243 + Pi^2*(13/81 - 52/(243*x) + (13*x)/81 - 
       (52*x^2)/243))*HPL[{-1, 0}, x] + (16/81 + (448*x)/81 + (16*x^2)/3)*
    HPL[{-1, 2}, x] + (-8/9 + 32/(27*x) - (8*x)/9 + (32*x^2)/27)*
    HPL[{-1, 3}, x] + HPL[{3}, x]*(272/3 + Pi^2*(-44/27 + (22*x)/27) - 
     712/(81*x) + (230*x)/3 - (1424*x^2)/81 + 
     nl*(-8/3 - (112*x)/27 - (112*x^2)/81) + (16/3 - (8*x)/3)*
      HPL[{0, 0}, mu^2/Mh^2]) + HPL[{1}, x]*(3383/9 - 72817/(4374*x) - 
     (16769*x)/162 - (559279*x^2)/2187 + 
     nl*(-634/81 - 500/(729*x) + (76*x)/81 + (5522*x^2)/729) + 
     Pi^2*(-413/27 + 1054/(729*x) + (11*x)/3 + (7424*x^2)/729) + 
     (92/3 - 616/(81*x) - 12*x - (896*x^2)/81)*HPL[{0, 0}, mu^2/Mh^2]) + 
   HPL[{2}, x]*(51236/243 - 10286/(729*x) + (16981*x)/243 - (23800*x^2)/243 + 
     Pi^2*(-496/81 + 88/(81*x) - (1091*x)/81 - (992*x^2)/243) + 
     nl*(-400/81 - 80/(243*x) - (488*x)/81 + (28*x^2)/27) + 
     (64/9 - 32/(9*x) + (164*x)/9 + (128*x^2)/27)*HPL[{0, 0}, mu^2/Mh^2]) + 
   (15871/81 - 3820/(243*x) - (4690*x)/81 - (29723*x^2)/243 + 
     nl*(-8/3 - 32/(81*x) + (248*x^2)/81))*HPL[{1, 0}, x] + 
   (71086/243 - 5564/(243*x) - (21076*x)/243 - (44446*x^2)/243 + 
     nl*(-8/3 - 32/(81*x) + (248*x^2)/81))*HPL[{1, 1}, x] + 
   (1048/9 - 3680/(243*x) - 32*x - (16840*x^2)/243)*HPL[{1, 2}, x] + 
   (850/9 - 2560/(243*x) + (590*x)/9 - (4928*x^2)/243 + 
     nl*(-16/9 - (32*x)/9 - (32*x^2)/27))*HPL[{2, 0}, x] + 
   (3860/27 - 1232/(81*x) + (2632*x)/27 - (8312*x^2)/243 + 
     nl*(-16/9 - (32*x)/9 - (32*x^2)/27))*HPL[{2, 1}, x] + 
   (1136/27 - 256/(27*x) + (2560*x)/27 + (2272*x^2)/81)*HPL[{2, 2}, x] + 
   (208/9 - 128/(27*x) + (140*x)/3 + (1360*x^2)/81)*HPL[{3, 0}, x] + 
   (992/27 - 64/(9*x) + (2032*x)/27 + (2240*x^2)/81)*HPL[{3, 1}, x] + 
   (128/9 - (64*x)/9)*HPL[{3, 2}, x] + (64/9 - (32*x)/9)*HPL[{4, 0}, x] + 
   (32/3 - (16*x)/3)*HPL[{4, 1}, x] + (16/27 - (16*x)/27)*
    HPL[{-3, -1, 0}, x] + (-8/9 + (8*x)/9)*HPL[{-3, 0, 0}, x] + 
   (8/27 - (8*x)/27)*HPL[{-2, -2, 0}, x] + 
   (-32/(81*x) + (16*x)/27 + (32*x^2)/27)*HPL[{-2, -1, 0}, x] + 
   (32/27 - (32*x)/27)*HPL[{-2, -1, 2}, x] + 
   (16/(27*x) - (8*x)/9 - (400*x^2)/81)*HPL[{-2, 0, 0}, x] + 
   (4/27 - 16/(81*x) + (4*x)/27 - (16*x^2)/81)*HPL[{-1, -2, 0}, x] + 
   (-8/27 - 104/(243*x) - (4*x)/3 - (356*x^2)/243)*HPL[{-1, -1, 0}, x] + 
   (16/27 - 64/(81*x) + (16*x)/27 - (64*x^2)/81)*HPL[{-1, -1, 2}, x] + 
   (44/81 + 52/(81*x) + (386*x)/81 + (394*x^2)/81)*HPL[{-1, 0, 0}, x] + 
   (10 - 124/(27*x) - 6*x + (16*x^2)/27)*HPL[{0, 0, 0}, mu^2/Mh^2] + 
   (3688/81 + Pi^2*(-14/27 + (7*x)/27) - 140/(27*x) + (3943*x)/81 - 
     (938*x^2)/243 + nl*(-20/9 - (32*x)/9 - (32*x^2)/27))*HPL[{0, 0, 0}, x] + 
   (568/9 - 2156/(243*x) - 18*x - (8806*x^2)/243)*HPL[{1, 0, 0}, x] + 
   (352/3 - 1216/(81*x) - 32*x - (5696*x^2)/81)*HPL[{1, 1, 0}, x] + 
   (1592/9 - 5440/(243*x) - 48*x - (25880*x^2)/243)*HPL[{1, 1, 1}, x] + 
   (596/27 - 16/(3*x) + (1354*x)/27 + (1192*x^2)/81)*HPL[{2, 0, 0}, x] + 
   (128/3 - 256/(27*x) + 96*x + (256*x^2)/9)*HPL[{2, 1, 0}, x] + 
   (1744/27 - 128/(9*x) + (3920*x)/27 + (3488*x^2)/81)*HPL[{2, 1, 1}, x] + 
   (8 - 4*x)*HPL[{3, 0, 0}, x] + (128/9 - (64*x)/9)*HPL[{3, 1, 0}, x] + 
   (64/3 - (32*x)/3)*HPL[{3, 1, 1}, x] + (-8/9 + (8*x)/9)*
    HPL[{-2, -1, -1, 0}, x] + (52/27 - (52*x)/27)*HPL[{-2, -1, 0, 0}, x] + 
   (-40/27 + (40*x)/27)*HPL[{-2, 0, 0, 0}, x] + 
   (-4/9 + 16/(27*x) - (4*x)/9 + (16*x^2)/27)*HPL[{-1, -1, -1, 0}, x] + 
   (26/27 - 104/(81*x) + (26*x)/27 - (104*x^2)/81)*HPL[{-1, -1, 0, 0}, x] + 
   (-20/27 + 80/(81*x) - (20*x)/27 + (80*x^2)/81)*HPL[{-1, 0, 0, 0}, x] + 
   (8 - 16/(9*x) + (218*x)/9 + (1048*x^2)/81)*HPL[{0, 0, 0, 0}, x] + 
   (8/3 - (4*x)/3)*HPL[{0, 0, 0, 0, 0}, x] + (5*PolyGamma[2, 1])/9 - 
   (62*PolyGamma[2, 1])/(243*x) - (x*PolyGamma[2, 1])/3 + 
   (8*x^2*PolyGamma[2, 1])/243 + (-3908/81 + Pi^2*(-22/81 + (16*x)/81) + 
     808/(243*x) - (3530*x)/81 + (1046*x^2)/81)*Zeta[3] + 
   HPL[{-2}, x]*(Pi^2*(-8/(243*x) + (4*x)/81 + (280*x^2)/243) + 
     Pi^2*(4/81 - (4*x)/81)*HPL[{0}, mu^2/Mh^2] + (44/27 - (44*x)/27)*
      Zeta[3]) + HPL[{0, 0}, x]*(27260/243 - 647/(81*x) + (8536*x)/243 - 
     (13076*x^2)/243 + Pi^2*(-116/27 + 28/(81*x) - (848*x)/81 - 
       (1280*x^2)/243) + nl*(-352/81 - 8/(27*x) - (388*x)/81 + 
       (268*x^2)/243) + (8/3 - (4*x)/3)*HPL[{0, 0, 0}, mu^2/Mh^2] + 
     (4*PolyGamma[2, 1])/27 - (2*x*PolyGamma[2, 1])/27 + 
     (-16/9 + (16*x)/27)*Zeta[3]) + HPL[{0, 0}, mu^2/Mh^2]*
    (5557/81 - 599/(81*x) - (1681*x)/81 - (3277*x^2)/81 + 
     Pi^2*(-32/27 + 16/(27*x) - (82*x)/27 - (64*x^2)/81) + 
     nl*(-2 - 8/(27*x) + (62*x^2)/27) + (40/9 - 16/(9*x) + (28*x)/3 + 
       (128*x^2)/27)*HPL[{0, 0}, x] + (8/3 - (4*x)/3)*HPL[{0, 0, 0}, x] + 
     (-16/3 + (8*x)/3)*Zeta[3]) + HPL[{0}, x]*
    (12065/54 + Pi^4*(8/405 - x/45) - 8633/(972*x) - (14765*x)/324 - 
     (402193*x^2)/2187 + Pi^2*(-3143/243 + 161/(243*x) - (5635*x)/486 + 
       (3406*x^2)/729) + nl*(-601/81 - 466/(729*x) - (224*x)/81 + 
       (1315*x^2)/243 + Pi^2*(37/81 + (58*x)/81 + (58*x^2)/243)) + 
     (308/9 + Pi^2*(-8/9 + (4*x)/9) - 140/(27*x) + (316*x)/9 + (292*x^2)/81 + 
       nl*(-4/3 - (8*x)/3 - (8*x^2)/9))*HPL[{0, 0}, mu^2/Mh^2] + 
     (-16/(9*x) + 2*x)*HPL[{0, 0, 0}, mu^2/Mh^2] - 
     (8*PolyGamma[2, 1])/(81*x) + (x*PolyGamma[2, 1])/9 + 
     (-328/27 + 32/(27*x) - (980*x)/27 - (1744*x^2)/81)*Zeta[3]) + 
   HPL[{-1}, x]*(Pi^2*(-14/243 - 26/(729*x) - (251*x)/243 - (737*x^2)/729) + 
     Pi^2*(2/81 - 8/(243*x) + (2*x)/81 - (8*x^2)/243)*HPL[{0}, mu^2/Mh^2] + 
     (22/27 - 88/(81*x) + (22*x)/27 - (88*x^2)/81)*Zeta[3]) + 
   nl*(-8071/729 - 25/(27*x) + (1993*x)/729 + (2251*x^2)/243 + 
     Pi^2*(409/486 + 14/(243*x) + (244*x)/243 - (283*x^2)/1458) + 
     (8/9 + (16*x)/27 + (16*x^2)/81)*Zeta[3]) + 
   HPL[{0}, mu^2/Mh^2]*(279415/1458 + Pi^4*(209/1215 - (119*x)/1215) - 
     8921/(972*x) - (162725*x)/2916 - (20519*x^2)/162 + 
     Pi^2*(-5105/486 + 185/(243*x) - (4781*x)/486 + (1390*x^2)/729) + 
     nl*(-1315/243 - 466/(729*x) + (130*x)/243 + (4021*x^2)/729 + 
       Pi^2*(20/81 + (40*x)/81 + (40*x^2)/243)) + 
     (11414/81 - 9422/(729*x) - (3410*x)/81 - (62614*x^2)/729 + 
       nl*(-20/9 - 80/(243*x) + (620*x^2)/243))*HPL[{1}, x] + 
     (1856/27 - 712/(81*x) + (1496*x)/27 - (1592*x^2)/243 + 
       nl*(-40/27 - (80*x)/27 - (80*x^2)/81))*HPL[{2}, x] + 
     (368/27 - 32/(9*x) + (760*x)/27 + (896*x^2)/81)*HPL[{3}, x] + 
     (16/3 - (8*x)/3)*HPL[{4}, x] - (256*x^2*HPL[{-2, 0}, x])/81 + 
     (8/81 + (224*x)/81 + (8*x^2)/3)*HPL[{-1, 0}, x] + 
     (1196/27 + Pi^2*(-14/27 + (7*x)/27) - 140/(27*x) + (1147*x)/27 - 
       (100*x^2)/243 + nl*(-52/27 - (88*x)/27 - (88*x^2)/81))*
      HPL[{0, 0}, x] + (452/9 - 2128/(243*x) - 16*x - (6188*x^2)/243)*
      HPL[{1, 0}, x] + (232/3 - 1040/(81*x) - 24*x - (3280*x^2)/81)*
      HPL[{1, 1}, x] + (424/27 - 128/(27*x) + (992*x)/27 + (848*x^2)/81)*
      HPL[{2, 0}, x] + (224/9 - 64/(9*x) + (520*x)/9 + (448*x^2)/27)*
      HPL[{2, 1}, x] + (64/9 - (32*x)/9)*HPL[{3, 0}, x] + 
     (32/3 - (16*x)/3)*HPL[{3, 1}, x] + (16/27 - (16*x)/27)*
      HPL[{-2, -1, 0}, x] + (-8/9 + (8*x)/9)*HPL[{-2, 0, 0}, x] + 
     (8/27 - 32/(81*x) + (8*x)/27 - (32*x^2)/81)*HPL[{-1, -1, 0}, x] + 
     (-4/9 + 16/(27*x) - (4*x)/9 + (16*x^2)/27)*HPL[{-1, 0, 0}, x] + 
     (184/27 - 16/(9*x) + (520*x)/27 + (784*x^2)/81)*HPL[{0, 0, 0}, x] + 
     (8/3 - (4*x)/3)*HPL[{0, 0, 0, 0}, x] + 
     (-184/27 + 64/(81*x) - (328*x)/27 - (320*x^2)/27)*Zeta[3] + 
     HPL[{0}, x]*(25960/243 - 647/(81*x) + (21589*x)/486 - (32275*x^2)/729 + 
       Pi^2*(-208/81 + 28/(81*x) - (811*x)/162 - (560*x^2)/243) + 
       nl*(-32/9 - 8/(27*x) - 4*x + (262*x^2)/243) + (-32/27 + (8*x)/27)*
        Zeta[3])) + (22/27 - (70*x)/27)*Zeta[5])
