10688/243 + Pi^2*(-448/729 + 16/(243*x) + (656*x)/729) - 104/(243*x) - 
 (12008*x)/243 + (1424*x^2)/243 + 
 nl*(3472/729 - 2864/(729*x) - (7984*x)/729 + (7376*x^2)/729) + 
 Pi^2*(-32/243 - 32/(729*x) - (32*x)/243 - (32*x^2)/729)*HPL[{-1}, x] + 
 (8392/243 - (200*x)/27 + (2464*x^2)/243 + 
   nl*(-1616/243 - 640/(729*x) - (208*x)/243 - (3520*x^2)/729) + 
   Pi^2*(-128/243 + (160*x)/243 - (256*x^2)/729))*HPL[{0}, x] + 
 (6112/243 - 608/(81*x) - (6752*x)/243 + (2464*x^2)/243 + 
   nl*(-320/243 + 320/(729*x) + (320*x)/243 - (320*x^2)/729) + 
   Pi^2*(-32/27 + 32/(81*x) + (32*x)/27 - (32*x^2)/81))*HPL[{1}, x] + 
 (896/243 - (896*x)/243)*HPL[{2}, x] + (256/81 - (256*x)/81 + (512*x^2)/243)*
  HPL[{3}, x] + (64/81 + (64*x)/81 + (128*x^2)/243)*HPL[{-2, 0}, x] + 
 (416/243 + 32/(81*x) + (416*x)/243 + (32*x^2)/81)*HPL[{-1, 0}, x] + 
 (1904/243 - (2704*x)/243 + (320*x^2)/81 + 
   nl*(-32/81 - (544*x)/81 + (64*x^2)/81))*HPL[{0, 0}, x] + 
 (3680/243 - 352/(81*x) - (3680*x)/243 + (352*x^2)/81 + 
   nl*(-64/81 + 64/(243*x) + (64*x)/81 - (64*x^2)/243))*HPL[{1, 0}, x] + 
 (512/81 - 512/(243*x) - (512*x)/81 + (512*x^2)/243)*HPL[{1, 2}, x] + 
 (256/81 - (256*x)/81 + (512*x^2)/243)*HPL[{2, 0}, x] + 
 (-128/81 - 128/(243*x) - (128*x)/81 - (128*x^2)/243)*HPL[{-1, -1, 0}, x] + 
 (64/81 + 64/(243*x) + (64*x)/81 + (64*x^2)/243)*HPL[{-1, 0, 0}, x] + 
 (128/81 - (64*x)/27 + (512*x^2)/243 + nl*(-64/27 + (64*x)/27))*
  HPL[{0, 0, 0}, x] + (64/9 - 64/(27*x) - (64*x)/9 + (64*x^2)/27)*
  HPL[{1, 0, 0}, x] + (512/81 - 512/(243*x) - (512*x)/81 + (512*x^2)/243)*
  HPL[{1, 1, 0}, x] + (352/81 - 64/(243*x) - (224*x)/81 + (704*x^2)/243)*
  Zeta[3] + ep*(41272/729 + 2288/(729*x) - (52240*x)/729 + (8680*x^2)/729 + 
   Pi^2*(-34856/2187 + 328/(243*x) + (16912*x)/2187 - (1232*x^2)/243) + 
   Pi^4*(772/3645 - 16/(3645*x) - (92*x)/405 + (152*x^2)/1215) + 
   Pi^2*(-128/243 - 32/(729*x) - (128*x)/243 - (224*x^2)/729)*HPL[{-2}, x] + 
   (69712/729 - 608/(81*x) - (32080*x)/729 + (2464*x^2)/81 + 
     nl*(-1184/81 - 320/(243*x) - (32*x)/81 - (7360*x^2)/729) + 
     Pi^2*(-64/27 + 32/(81*x) + (64*x)/27 - (32*x^2)/27))*HPL[{2}, x] + 
   (4832/243 - (800*x)/27 + (6784*x^2)/729 + 
     nl*(-64/81 - (1088*x)/81 + (128*x^2)/81))*HPL[{3}, x] + 
   (512/81 - (640*x)/81 + (512*x^2)/81 + nl*(-128/27 + (128*x)/27))*
    HPL[{4}, x] + (64/81 + (64*x)/81 + (128*x^2)/243)*HPL[{-3, 0}, x] + 
   (448/243 + 32/(81*x) + (640*x)/243 + (544*x^2)/729)*HPL[{-2, 0}, x] + 
   (128/81 + (128*x)/81 + (256*x^2)/243)*HPL[{-2, 2}, x] + 
   Pi^2*(256/243 + 256/(729*x) + (256*x)/243 + (256*x^2)/729)*
    HPL[{-1, -1}, x] + (1744/729 + 16/(27*x) + (1744*x)/729 + (16*x^2)/27 + 
     Pi^2*(-128/243 - 128/(729*x) - (128*x)/243 - (128*x^2)/729))*
    HPL[{-1, 0}, x] + (832/243 + 64/(81*x) + (832*x)/243 + (64*x^2)/81)*
    HPL[{-1, 2}, x] + (128/81 + 128/(243*x) + (128*x)/81 + (128*x^2)/243)*
    HPL[{-1, 3}, x] + (27280/729 - (17072*x)/729 + (3344*x^2)/243 + 
     nl*(-592/81 + Pi^2*(64/81 - (64*x)/81) - 640/(729*x) + (208*x)/81 - 
       (4544*x^2)/729) + Pi^2*(-256/243 + (352*x)/243 - (256*x^2)/243))*
    HPL[{0, 0}, x] + (47680/729 - 4672/(243*x) - (51520*x)/729 + 
     (1984*x^2)/81 + Pi^2*(-128/27 + 128/(81*x) + (128*x)/27 - 
       (128*x^2)/81) + nl*(-256/81 + 256/(243*x) + (256*x)/81 - 
       (256*x^2)/243))*HPL[{1, 0}, x] + 
   (24448/243 - 2432/(81*x) - (27008*x)/243 + (9856*x^2)/243 + 
     nl*(-1280/243 + 1280/(729*x) + (1280*x)/243 - (1280*x^2)/729) + 
     Pi^2*(-128/27 + 128/(81*x) + (128*x)/27 - (128*x^2)/81))*
    HPL[{1, 1}, x] + (8384/243 - 7360/(729*x) - (8384*x)/243 + 
     (7360*x^2)/729 + nl*(-128/81 + 128/(243*x) + (128*x)/81 - 
       (128*x^2)/243))*HPL[{1, 2}, x] + 
   (2176/81 - 2176/(243*x) - (2176*x)/81 + (2176*x^2)/243)*HPL[{1, 3}, x] + 
   (5600/243 - 352/(81*x) - (6368*x)/243 + (4192*x^2)/729 + 
     nl*(-64/81 + 64/(243*x) + (64*x)/81 - (64*x^2)/243))*HPL[{2, 0}, x] + 
   (3584/243 - (3584*x)/243)*HPL[{2, 1}, x] + 
   (1024/81 - 512/(243*x) - (1024*x)/81 + (512*x^2)/81)*HPL[{2, 2}, x] + 
   (256/27 - (256*x)/27 + (512*x^2)/81)*HPL[{3, 0}, x] + 
   (1024/81 - (1024*x)/81 + (2048*x^2)/243)*HPL[{3, 1}, x] + 
   (-256/81 - 128/(243*x) - (256*x)/81 - (128*x^2)/81)*HPL[{-2, -1, 0}, x] + 
   (64/27 + 64/(243*x) + (64*x)/27 + (320*x^2)/243)*HPL[{-2, 0, 0}, x] + 
   (-256/81 - 256/(243*x) - (256*x)/81 - (256*x^2)/243)*HPL[{-1, -2, 0}, x] + 
   (-1088/243 - 832/(729*x) - (1088*x)/243 - (832*x^2)/729)*
    HPL[{-1, -1, 0}, x] + (-256/81 - 256/(243*x) - (256*x)/81 - 
     (256*x^2)/243)*HPL[{-1, -1, 2}, x] + 
   (320/81 + 704/(729*x) + (320*x)/81 + (704*x^2)/729)*HPL[{-1, 0, 0}, x] + 
   (2224/243 - (4016*x)/243 + (3904*x^2)/729 + 
     nl*(64/81 - (640*x)/81 + (64*x^2)/81))*HPL[{0, 0, 0}, x] + 
   (8512/243 - 832/(81*x) - (8512*x)/243 + (832*x^2)/81 + 
     nl*(-128/81 + 128/(243*x) + (128*x)/81 - (128*x^2)/243))*
    HPL[{1, 0, 0}, x] + (8384/243 - 7360/(729*x) - (8384*x)/243 + 
     (7360*x^2)/729 + nl*(-128/81 + 128/(243*x) + (128*x)/81 - 
       (128*x^2)/243))*HPL[{1, 1, 0}, x] + 
   (2048/81 - 2048/(243*x) - (2048*x)/81 + (2048*x^2)/243)*
    HPL[{1, 1, 2}, x] + (2048/81 - 2048/(243*x) - (2048*x)/81 + 
     (2048*x^2)/243)*HPL[{1, 2, 0}, x] + 
   (2048/81 - 2048/(243*x) - (2048*x)/81 + (2048*x^2)/243)*
    HPL[{1, 2, 1}, x] + (1088/81 - 64/(27*x) - (1088*x)/81 + (1600*x^2)/243)*
    HPL[{2, 0, 0}, x] + (1024/81 - 512/(243*x) - (1024*x)/81 + (512*x^2)/81)*
    HPL[{2, 1, 0}, x] + (512/81 + 512/(243*x) + (512*x)/81 + (512*x^2)/243)*
    HPL[{-1, -1, -1, 0}, x] + (-128/27 - 128/(81*x) - (128*x)/27 - 
     (128*x^2)/81)*HPL[{-1, -1, 0, 0}, x] + 
   (128/81 + 128/(243*x) + (128*x)/81 + (128*x^2)/243)*
    HPL[{-1, 0, 0, 0}, x] + (128/81 - (64*x)/27 + (512*x^2)/243 + 
     nl*(-64/27 + (64*x)/27))*HPL[{0, 0, 0, 0}, x] + 
   (128/9 - 128/(27*x) - (128*x)/9 + (128*x^2)/27)*HPL[{1, 0, 0, 0}, x] + 
   (2176/81 - 2176/(243*x) - (2176*x)/81 + (2176*x^2)/243)*
    HPL[{1, 1, 0, 0}, x] + (2048/81 - 2048/(243*x) - (2048*x)/81 + 
     (2048*x^2)/243)*HPL[{1, 1, 1, 0}, x] + 
   (128/9 - 6032/(729*x) - (1120*x)/243 + (2416*x^2)/729)*Zeta[3] + 
   nl*(27020/2187 + Pi^4*(64/1215 - (64*x)/1215) - 49252/(6561*x) - 
     (39380*x)/2187 + (86332*x^2)/6561 + Pi^2*(592/243 + 160/(729*x) + 
       (16*x)/243 + (3680*x^2)/2187) + (-64/81 + 128/(243*x) + (1216*x)/81 - 
       (512*x^2)/243)*Zeta[3]) + HPL[{-1}, x]*
    (Pi^2*(-688/729 - 496/(2187*x) - (688*x)/729 - (496*x^2)/2187) + 
     Pi^2*(-32/243 - 32/(729*x) - (32*x)/243 - (32*x^2)/729)*
      HPL[{0}, mu^2/Mh^2] + (-448/81 - 448/(243*x) - (448*x)/81 - 
       (448*x^2)/243)*Zeta[3]) + HPL[{1}, x]*(74624/729 - 848/(243*x) - 
     (87280*x)/729 + (15200*x^2)/729 + Pi^2*(-496/81 + 16/(9*x) + 
       (496*x)/81 - (16*x^2)/9) + nl*(6304/729 - 16544/(2187*x) - 
       (15328*x)/729 + (43616*x^2)/2187 + Pi^2*(64/243 - 64/(729*x) - 
         (64*x)/243 + (64*x^2)/729)) + (-64/81 + 64/(243*x) + (64*x)/81 - 
       (64*x^2)/243)*Zeta[3]) + HPL[{0}, mu^2/Mh^2]*
    (10688/243 + Pi^2*(-448/729 + 16/(243*x) + (656*x)/729) - 104/(243*x) - 
     (12008*x)/243 + (1424*x^2)/243 + nl*(3472/729 - 2864/(729*x) - 
       (7984*x)/729 + (7376*x^2)/729) + 
     (8392/243 - (200*x)/27 + (2464*x^2)/243 + 
       nl*(-1616/243 - 640/(729*x) - (208*x)/243 - (3520*x^2)/729) + 
       Pi^2*(-128/243 + (160*x)/243 - (256*x^2)/729))*HPL[{0}, x] + 
     (6112/243 - 608/(81*x) - (6752*x)/243 + (2464*x^2)/243 + 
       nl*(-320/243 + 320/(729*x) + (320*x)/243 - (320*x^2)/729) + 
       Pi^2*(-32/27 + 32/(81*x) + (32*x)/27 - (32*x^2)/81))*HPL[{1}, x] + 
     (896/243 - (896*x)/243)*HPL[{2}, x] + 
     (256/81 - (256*x)/81 + (512*x^2)/243)*HPL[{3}, x] + 
     (64/81 + (64*x)/81 + (128*x^2)/243)*HPL[{-2, 0}, x] + 
     (416/243 + 32/(81*x) + (416*x)/243 + (32*x^2)/81)*HPL[{-1, 0}, x] + 
     (1904/243 - (2704*x)/243 + (320*x^2)/81 + 
       nl*(-32/81 - (544*x)/81 + (64*x^2)/81))*HPL[{0, 0}, x] + 
     (3680/243 - 352/(81*x) - (3680*x)/243 + (352*x^2)/81 + 
       nl*(-64/81 + 64/(243*x) + (64*x)/81 - (64*x^2)/243))*HPL[{1, 0}, x] + 
     (512/81 - 512/(243*x) - (512*x)/81 + (512*x^2)/243)*HPL[{1, 2}, x] + 
     (256/81 - (256*x)/81 + (512*x^2)/243)*HPL[{2, 0}, x] + 
     (-128/81 - 128/(243*x) - (128*x)/81 - (128*x^2)/243)*
      HPL[{-1, -1, 0}, x] + (64/81 + 64/(243*x) + (64*x)/81 + (64*x^2)/243)*
      HPL[{-1, 0, 0}, x] + (128/81 - (64*x)/27 + (512*x^2)/243 + 
       nl*(-64/27 + (64*x)/27))*HPL[{0, 0, 0}, x] + 
     (64/9 - 64/(27*x) - (64*x)/9 + (64*x^2)/27)*HPL[{1, 0, 0}, x] + 
     (512/81 - 512/(243*x) - (512*x)/81 + (512*x^2)/243)*HPL[{1, 1, 0}, x] + 
     (352/81 - 64/(243*x) - (224*x)/81 + (704*x^2)/243)*Zeta[3]) + 
   HPL[{0}, x]*(29192/729 - 104/(243*x) - (18992*x)/243 + (10928*x^2)/729 + 
     Pi^2*(-2416/729 + 16/(243*x) + (3920*x)/729 - (3392*x^2)/2187) + 
     (32/27 - 64/(243*x) + (160*x)/81 - (320*x^2)/243)*Zeta[3] + 
     nl*(536/243 - 6352/(2187*x) - (536*x)/243 + (29552*x^2)/2187 + 
       Pi^2*(32/243 + (544*x)/243 - (64*x^2)/243) + (128/27 - (128*x)/27)*
        Zeta[3])))
