-25/18 + 8/(243*x) + (32*x)/9 - (1069*x^2)/486 + 
 (-5/9 + (4*x)/9 + (80*x^2)/81)*HPL[{0}, x] + (-2/9 + (8*x)/9 - (8*x^2)/27)*
  HPL[{0, 0}, x] + ep*(-1247/486 + 68/(729*x) + (1369*x)/243 - 
   (4609*x^2)/1458 + Pi^2*(5/27 - (4*x)/27 - (80*x^2)/243) + 
   (-7/6 + 8/(243*x) + (28*x)/9 - (1433*x^2)/486 + 
     Pi^2*(2/27 - (8*x)/27 + (8*x^2)/81))*HPL[{0}, x] + 
   (-25/9 + 16/(243*x) + (64*x)/9 - (1069*x^2)/243)*HPL[{1}, x] + 
   (-10/9 + (8*x)/9 + (160*x^2)/81)*HPL[{2}, x] + 
   (-4/9 + (16*x)/9 - (16*x^2)/27)*HPL[{3}, x] + 
   (-4/9 + (4*x^2)/3)*HPL[{0, 0}, x] + HPL[{0}, mu^2/Mh^2]*
    (-25/18 + 8/(243*x) + (32*x)/9 - (1069*x^2)/486 + 
     (-5/9 + (4*x)/9 + (80*x^2)/81)*HPL[{0}, x] + 
     (-2/9 + (8*x)/9 - (8*x^2)/27)*HPL[{0, 0}, x]) + 
   (-2/9 + (8*x)/9 - (8*x^2)/27)*HPL[{0, 0, 0}, x] + 
   (4/9 - (16*x)/9 + (16*x^2)/27)*Zeta[3]) + 
 ep^2*(-29519/5832 + 941/(4374*x) + (15755*x)/1458 - (104267*x^2)/17496 + 
   Pi^4*(-1/135 + (4*x)/135 - (4*x^2)/405) + 
   Pi^2*(59/216 - 2/(243*x) - (20*x)/27 + (4663*x^2)/5832) + 
   (-1247/243 + 136/(729*x) + (2738*x)/243 - (4609*x^2)/729)*HPL[{1}, x] + 
   (-7/3 + 16/(243*x) + (56*x)/9 - (1433*x^2)/243)*HPL[{2}, x] + 
   (-8/9 + (8*x^2)/3)*HPL[{3}, x] + (-4/9 + (16*x)/9 - (16*x^2)/27)*
    HPL[{4}, x] + (-10/9 + 8/(243*x) + (26*x)/9 - (157*x^2)/54 + 
     Pi^2*(1/18 - (2*x)/9 + (2*x^2)/27))*HPL[{0, 0}, x] + 
   HPL[{0, 0}, mu^2/Mh^2]*(-25/18 + 8/(243*x) + (32*x)/9 - (1069*x^2)/486 + 
     (-2/9 + (8*x)/9 - (8*x^2)/27)*HPL[{0, 0}, x]) + 
   (-25/9 + 16/(243*x) + (64*x)/9 - (1069*x^2)/243)*HPL[{1, 0}, x] + 
   (-50/9 + 32/(243*x) + (128*x)/9 - (2138*x^2)/243)*HPL[{1, 1}, x] + 
   (-10/9 + (8*x)/9 + (160*x^2)/81)*HPL[{2, 0}, x] + 
   (-20/9 + (16*x)/9 + (320*x^2)/81)*HPL[{2, 1}, x] + 
   (-4/9 + (16*x)/9 - (16*x^2)/27)*HPL[{3, 0}, x] + 
   (-8/9 + (32*x)/9 - (32*x^2)/27)*HPL[{3, 1}, x] + 
   (-4/9 + (4*x^2)/3)*HPL[{0, 0, 0}, x] + (-2/9 + (8*x)/9 - (8*x^2)/27)*
    HPL[{0, 0, 0, 0}, x] + (8/9 - (8*x^2)/3)*Zeta[3] + 
   HPL[{0}, x]*(-2359/972 + 68/(729*x) + (1342*x)/243 - (4993*x^2)/1458 + 
     Pi^2*(11/108 + x/27 - (88*x^2)/243) + (-5/9 + (4*x)/9 + (80*x^2)/81)*
      HPL[{0, 0}, mu^2/Mh^2] + (4/9 - (16*x)/9 + (16*x^2)/27)*Zeta[3]) + 
   HPL[{0}, mu^2/Mh^2]*(-1247/486 + 68/(729*x) + (1369*x)/243 - 
     (4609*x^2)/1458 + Pi^2*(5/27 - (4*x)/27 - (80*x^2)/243) + 
     (-7/6 + 8/(243*x) + (28*x)/9 - (1433*x^2)/486 + 
       Pi^2*(2/27 - (8*x)/27 + (8*x^2)/81))*HPL[{0}, x] + 
     (-25/9 + 16/(243*x) + (64*x)/9 - (1069*x^2)/243)*HPL[{1}, x] + 
     (-10/9 + (8*x)/9 + (160*x^2)/81)*HPL[{2}, x] + 
     (-4/9 + (16*x)/9 - (16*x^2)/27)*HPL[{3}, x] + 
     (-4/9 + (4*x^2)/3)*HPL[{0, 0}, x] + (-2/9 + (8*x)/9 - (8*x^2)/27)*
      HPL[{0, 0, 0}, x] + (4/9 - (16*x)/9 + (16*x^2)/27)*Zeta[3]))
