128/27 - 704/(729*x) - (128*x)/27 + (704*x^2)/729 + 
 (32/27 - 64/(243*x) + (32*x)/27 - (64*x^2)/243)*HPL[{0}, x] + 
 (32/27 - (32*x)/27)*HPL[{0, 0}, x] + 
 ep*(6004/729 - 1100/(729*x) - (6004*x)/729 + (1100*x^2)/729 + 
   Pi^2*(-32/81 + 64/(729*x) - (32*x)/81 + (64*x^2)/729) + 
   (40/9 + Pi^2*(-32/81 + (32*x)/81) - 160/(243*x) - (136*x)/27 + 
     (928*x^2)/729)*HPL[{0}, x] + (256/27 - 1408/(729*x) - (256*x)/27 + 
     (1408*x^2)/729)*HPL[{1}, x] + (64/27 - 128/(243*x) + (64*x)/27 - 
     (128*x^2)/243)*HPL[{2}, x] + (64/27 - (64*x)/27)*HPL[{3}, x] + 
   (16/27 - 64/(243*x) + (16*x)/9 - (64*x^2)/243)*HPL[{0, 0}, x] + 
   HPL[{0}, mu^2/Mh^2]*(128/27 - 704/(729*x) - (128*x)/27 + (704*x^2)/729 + 
     (32/27 - 64/(243*x) + (32*x)/27 - (64*x^2)/243)*HPL[{0}, x] + 
     (32/27 - (32*x)/27)*HPL[{0, 0}, x]) + (32/27 - (32*x)/27)*
    HPL[{0, 0, 0}, x] + (-64/27 + (64*x)/27)*Zeta[3]) + 
 ep^2*(1304/81 + Pi^4*(16/405 - (16*x)/405) - 20120/(6561*x) - (1304*x)/81 + 
   (20120*x^2)/6561 + Pi^2*(-88/81 + 304/(2187*x) + (104*x)/81 - 
     (752*x^2)/2187) + (12008/729 - 2200/(729*x) - (12008*x)/729 + 
     (2200*x^2)/729)*HPL[{1}, x] + (80/9 - 320/(243*x) - (272*x)/27 + 
     (1856*x^2)/729)*HPL[{2}, x] + (32/27 - 128/(243*x) + (32*x)/9 - 
     (128*x^2)/243)*HPL[{3}, x] + (64/27 - (64*x)/27)*HPL[{4}, x] + 
   (112/27 + Pi^2*(-8/27 + (8*x)/27) - 160/(243*x) - (128*x)/27 + 
     (928*x^2)/729)*HPL[{0, 0}, x] + HPL[{0, 0}, mu^2/Mh^2]*
    (128/27 - 704/(729*x) - (128*x)/27 + (704*x^2)/729 + 
     (32/27 - (32*x)/27)*HPL[{0, 0}, x]) + 
   (256/27 - 1408/(729*x) - (256*x)/27 + (1408*x^2)/729)*HPL[{1, 0}, x] + 
   (512/27 - 2816/(729*x) - (512*x)/27 + (2816*x^2)/729)*HPL[{1, 1}, x] + 
   (64/27 - 128/(243*x) + (64*x)/27 - (128*x^2)/243)*HPL[{2, 0}, x] + 
   (128/27 - 256/(243*x) + (128*x)/27 - (256*x^2)/243)*HPL[{2, 1}, x] + 
   (64/27 - (64*x)/27)*HPL[{3, 0}, x] + (128/27 - (128*x)/27)*
    HPL[{3, 1}, x] + (16/27 - 64/(243*x) + (16*x)/9 - (64*x^2)/243)*
    HPL[{0, 0, 0}, x] + (32/27 - (32*x)/27)*HPL[{0, 0, 0, 0}, x] + 
   (-32/27 + 128/(243*x) - (32*x)/9 + (128*x^2)/243)*Zeta[3] + 
   HPL[{0}, x]*(5788/729 - 3220/(2187*x) - (6220*x)/729 + (3380*x^2)/2187 + 
     Pi^2*(-8/81 + 16/(243*x) - (40*x)/81 + (16*x^2)/243) + 
     (32/27 - 64/(243*x) + (32*x)/27 - (64*x^2)/243)*HPL[{0, 0}, mu^2/Mh^2] + 
     (-64/27 + (64*x)/27)*Zeta[3]) + HPL[{0}, mu^2/Mh^2]*
    (6004/729 - 1100/(729*x) - (6004*x)/729 + (1100*x^2)/729 + 
     Pi^2*(-32/81 + 64/(729*x) - (32*x)/81 + (64*x^2)/729) + 
     (40/9 + Pi^2*(-32/81 + (32*x)/81) - 160/(243*x) - (136*x)/27 + 
       (928*x^2)/729)*HPL[{0}, x] + (256/27 - 1408/(729*x) - (256*x)/27 + 
       (1408*x^2)/729)*HPL[{1}, x] + (64/27 - 128/(243*x) + (64*x)/27 - 
       (128*x^2)/243)*HPL[{2}, x] + (64/27 - (64*x)/27)*HPL[{3}, x] + 
     (16/27 - 64/(243*x) + (16*x)/9 - (64*x^2)/243)*HPL[{0, 0}, x] + 
     (32/27 - (32*x)/27)*HPL[{0, 0, 0}, x] + (-64/27 + (64*x)/27)*Zeta[3]))
