{MI[p2n1, -3][z] -> 0, MI[p2n1, -2][z] -> m^4, MI[p2n1, -1][z] -> 2*m^4, 
 MI[p2n1, 0][z] -> (m^4*(18 + Pi^2))/6, MI[p2n1, 1][z] -> 
  (m^4*(12 + Pi^2 + PolyGamma[2, 1]))/3, MI[p2n1, 2][z] -> 
  (m^4*(1800 + 180*Pi^2 + 7*Pi^4 - 480*Zeta[3]))/360, MI[p2n2, -3][z] -> 0, 
 MI[p2n2, -2][z] -> m^4*z, MI[p2n2, -1][z] -> -(m^4*z*(-2 + Log[z])), 
 MI[p2n2, 0][z] -> (m^4*z*(18 + Pi^2 - 12*Log[z] + 3*Log[z]^2))/6, 
 MI[p2n2, 1][z] -> -(m^4*z*((18 + Pi^2)*Log[z] - 6*Log[z]^2 + Log[z]^3 - 
      2*(12 + Pi^2 - 2*Zeta[3])))/6, MI[p2n2, 2][z] -> 
  (m^4*z*(1800 + 180*Pi^2 + 7*Pi^4 + 30*(18 + Pi^2)*Log[z]^2 - 120*Log[z]^3 + 
     15*Log[z]^4 - 120*Log[z]*(12 + Pi^2 - 2*Zeta[3]) - 480*Zeta[3]))/360, 
 MI[p3n1, -3][z] -> 0, MI[p3n1, -2][z] -> m^2, 
 MI[p3n1, -1][z] -> m^2*(3 + I*Pi - 2*Log[2]), 
 MI[p3n1, 0][z] -> -(m^2*(-14 + Pi^2 + 12*Log[2] - 4*Log[2]^2 + 
      (2*I)*Pi*(-3 + 2*Log[2])))/2, MI[p3n2, -3][z] -> 0, 
 MI[p3n2, -2][z] -> m^2*z, MI[p3n2, -1][z] -> 
  m^2*z*(3 + I*Pi - 2*Log[2] - Log[z]), MI[p3n2, 0][z] -> 
  -(m^2*z*(-14 + Pi^2 + 12*Log[2] - 4*Log[2]^2 + (2*I)*Pi*(-3 + 2*Log[2]) + 
      (6 + (2*I)*Pi - 4*Log[2])*Log[z] - Log[z]^2))/2, MI[p3n3, -3][z] -> 0, 
 MI[p3n3, -2][z] -> m^2, MI[p3n3, -1][z] -> m^2*(3 + I*Pi) - (m^2*z^2)/2 - 
   (m^2*z^3)/6 - (m^2*z^4)/12 - (m^2*z^5)/20 - (m^2*z^6)/30 - (m^2*z^7)/42 - 
   (m^2*z^8)/56 - (m^2*z^9)/72 - (m^2*z^10)/90 - (m^2*z^11)/110 + 
   m^2*z*(1 - I*Pi - Log[z]), MI[p3n3, 0][z] -> 
  -(m^2*(-14 - (6*I)*Pi + Pi^2))/2 + 
   (m^2*z^11*(-89633 - (27720*I)*Pi - 13860*Log[z]))/1524600 + 
   (m^2*z^9*(-14993 - (5040*I)*Pi - 2520*Log[z]))/181440 + 
   (m^2*z^10*(-7843 - (2520*I)*Pi - 1260*Log[z]))/113400 + 
   (m^2*z^8*(-1577 - (560*I)*Pi - 280*Log[z]))/15680 + 
   (m^2*z^7*(-92 - (35*I)*Pi - (35*Log[z])/2))/735 + 
   (m^2*z^4*(-41 - (24*I)*Pi - 12*Log[z]))/144 + 
   (m^2*z^6*(-12 - (5*I)*Pi - (5*Log[z])/2))/75 + 
   (m^2*z^2*(1 - (4*I)*Pi - 2*Log[z]))/4 - 
   (I/36)*m^2*z^3*(-13*I + 12*Pi - (6*I)*Log[z]) - 
   (I/1200)*m^2*z^5*(-253*I + 120*Pi - (60*I)*Log[z]) + 
   (m^2*z*(12 - (6*I)*Pi + 4*Pi^2 - 12*Log[z] + 3*Log[z]^2))/6, 
 MI[p3n3, 1][z] -> (m^2*z^2*(27 - (24*I)*Pi + 14*Pi^2 - 30*Log[z] + 
      6*Log[z]^2))/24 + (m^2*z^3*(73 - (216*I)*Pi + 42*Pi^2 - 138*Log[z] + 
      18*Log[z]^2))/216 + (m^2*z^4*(-131 - (1152*I)*Pi + 168*Pi^2 - 
      660*Log[z] + 72*Log[z]^2))/1728 + 
   (m^2*z^6*(-11083 - (18600*I)*Pi + 2100*Pi^2 - 9960*Log[z] + 900*Log[z]^2))/
    54000 + (m^2*z^5*(-13291 - (33600*I)*Pi + 4200*Pi^2 - 18420*Log[z] + 
      1800*Log[z]^2))/72000 + 
   (m^2*z^7*(-735979 - (981960*I)*Pi + 102900*Pi^2 - 518280*Log[z] + 
      44100*Log[z]^2))/3704400 + 
   (m^2*z^8*(-7271347 - (8326080*I)*Pi + 823200*Pi^2 - 4352040*Log[z] + 
      352800*Log[z]^2))/39513600 + 
   (m^2*z^10*(-43523779 - (40869360*I)*Pi + 3704400*Pi^2 - 21105000*Log[z] + 
      1587600*Log[z]^2))/285768000 + 
   (m^2*z^9*(-76725323 - (78563520*I)*Pi + 7408800*Pi^2 - 40781160*Log[z] + 
      3175200*Log[z]^2))/457228800 + 
   (m^2*z^11*(-5842352939 - (5115947760*I)*Pi + 448232400*Pi^2 - 
      2631321000*Log[z] + 192099600*Log[z]^2))/42261912000 + 
   (m^2*(90 + (42*I)*Pi - 9*Pi^2 - I*Pi^3 - 16*Zeta[3]))/6 + 
   (m^2*z*(18 - (6*I)*Pi + 5*Pi^2 + I*Pi^3 - (18 + Pi^2)*Log[z] + 
      6*Log[z]^2 - Log[z]^3 + 12*Zeta[3]))/6, MI[p3n4, -3][z] -> 0, 
 MI[p3n4, -2][z] -> m^2, MI[p3n4, -1][z] -> m^2*(3 + I*Pi - 2*Log[2]) + 
   (m^2*z^11*(-145103527 - (116396280*I)*Pi + 232792560*Log[2] - 
      116396280*Log[z]))/14533263360 + 
   (m^2*z^10*(-7549093 - (6126120*I)*Pi + 12252240*Log[2] - 6126120*Log[z]))/
    660602880 + (m^2*z^8*(-429697 - (360360*I)*Pi + 720720*Log[2] - 
      360360*Log[z]))/27525120 + 
   (5*m^2*z^9*(-87541 - (72072*I)*Pi + 144144*Log[2] - 72072*Log[z]))/
    33030144 + (m^2*z^7*(-16127 - (13860*I)*Pi + 27720*Log[2] - 
      13860*Log[z]))/860160 + (m^2*z^6*(-1417 - (1260*I)*Pi + 2520*Log[2] - 
      1260*Log[z]))/61440 + (m^2*z^5*(-449 - (420*I)*Pi + 840*Log[2] - 
      420*Log[z]))/15360 + (m^2*z^4*(-59 - (60*I)*Pi + 120*Log[2] - 
      60*Log[z]))/1536 + (m^2*z^3*(-5 - (6*I)*Pi + 12*Log[2] - 6*Log[z]))/
    96 + (m^2*z^2*(-1 - (2*I)*Pi + 4*Log[2] - 2*Log[z]))/16 + 
   (m^2*z*(1 - I*Pi + 2*Log[2] - Log[z]))/2, 
 MI[p3n4, 0][z] -> 
  -(m^2*(-14 + Pi^2 + 12*Log[2] - 4*Log[2]^2 + (2*I)*Pi*(-3 + 2*Log[2])))/2 + 
   (m^2*z*(6 + 2*Pi^2 + 6*Log[2] - 6*Log[2]^2 + (3*I)*Pi*(-1 + 2*Log[2]) - 
      6*Log[z] + (3*Log[z]^2)/2))/6 + 
   (m^2*z^2*(15 + 8*Pi^2 + 72*Log[2] - 24*Log[2]^2 + 
      (12*I)*Pi*(-3 + 2*Log[2]) - 30*Log[z] + 6*Log[z]^2))/96 + 
   (m^2*z^3*(7 + 24*Pi^2 + 264*Log[2] - 72*Log[2]^2 + 
      (12*I)*Pi*(-11 + 6*Log[2]) - 102*Log[z] + 18*Log[z]^2))/576 + 
   (m^2*z^4*(-361 + 480*Pi^2 + 5856*Log[2] - 1440*Log[2]^2 + 
      (48*I)*Pi*(-61 + 30*Log[2]) - 2220*Log[z] + 360*Log[z]^2))/18432 + 
   (m^2*z^5*(-25367 + 16800*Pi^2 + 219360*Log[2] - 50400*Log[2]^2 + 
      (240*I)*Pi*(-457 + 210*Log[2]) - 82740*Log[z] + 12600*Log[z]^2))/
    921600 + (m^2*z^6*(-105751 + 50400*Pi^2 + 691680*Log[2] - 
      151200*Log[2]^2 + (240*I)*Pi*(-1441 + 630*Log[2]) - 260820*Log[z] + 
      37800*Log[z]^2))/3686400 + 
   (m^2*z^7*(-9996767 + 3880800*Pi^2 + 55376160*Log[2] - 11642400*Log[2]^2 + 
      (1680*I)*Pi*(-16481 + 6930*Log[2]) - 20914740*Log[z] + 
      2910600*Log[z]^2))/361267200 + 
   (m^2*z^8*(-600660989 + 201801600*Pi^2 + 2972699520*Log[2] - 
      605404800*Log[2]^2 + (6720*I)*Pi*(-221183 + 90090*Log[2]) - 
      1125404280*Log[z] + 151351200*Log[z]^2))/23121100800 + 
   (m^2*z^9*(-2010176911 + 605404800*Pi^2 + 9160260480*Log[2] - 
      1816214400*Log[2]^2 + (20160*I)*Pi*(-227189 + 90090*Log[2]) - 
      3477113640*Log[z] + 454053600*Log[z]^2))/83235962880 + 
   (m^2*z^10*(-7453559311 + 2058376320*Pi^2 + 31871371392*Log[2] - 
      6175128960*Log[2]^2 + (4032*I)*Pi*(-3952303 + 1531530*Log[2]) - 
      12130942824*Log[z] + 1543782240*Log[z]^2))/332943851520 + 
   (m^2*z^11*(-1672558001735 + 430200650880*Pi^2 + 6796969458048*Log[2] - 
      1290601952640*Log[2]^2 + (44352*I)*Pi*(-76625287 + 29099070*Log[2]) - 
      2594030775336*Log[z] + 322650488160*Log[z]^2))/80572412067840, 
 MI[p3n5, -3][z] -> 0, MI[p3n5, -2][z] -> m^2/2 + (m^2*z)/2, 
 MI[p3n5, -1][z] -> (3*m^2)/2 - (m^2*z*(-3 + 2*Log[z]))/2, 
 MI[p3n5, 0][z] -> (m^2*(14 + Pi^2))/4 - (m^2*z^2*(-3 + 2*Log[z]))/4 - 
   (m^2*z^3*(-5 + 6*Log[z]))/36 - (m^2*z^4*(-7 + 12*Log[z]))/144 - 
   (m^2*z^5*(-9 + 20*Log[z]))/400 - (m^2*z^6*(-11 + 30*Log[z]))/900 - 
   (m^2*z^7*(-13 + 42*Log[z]))/1764 - (m^2*z^8*(-15 + 56*Log[z]))/3136 - 
   (m^2*z^9*(-17 + 72*Log[z]))/5184 - (m^2*z^10*(-19 + 90*Log[z]))/8100 - 
   (m^2*z^11*(-21 + 110*Log[z]))/12100 - 
   (m^2*z*(-30 + Pi^2 + 24*Log[z] - 6*Log[z]^2))/12, 
 MI[p3n5, 1][z] -> 
  -(m^2*z^9*(-28741717 + 2116800*Pi^2 + 40781160*Log[z] - 3175200*Log[z]^2))/
    457228800 - (m^2*z^10*(-14119961 + 1058400*Pi^2 + 21105000*Log[z] - 
      1587600*Log[z]^2))/285768000 - 
   (m^2*z^8*(-3257773 + 235200*Pi^2 + 4352040*Log[z] - 352800*Log[z]^2))/
    39513600 - (m^2*z^7*(-416501 + 29400*Pi^2 + 518280*Log[z] - 
      44100*Log[z]^2))/3704400 - 
   (m^2*z^5*(-17909 + 1200*Pi^2 + 18420*Log[z] - 1800*Log[z]^2))/72000 - 
   (m^2*z^6*(-8717 + 600*Pi^2 + 9960*Log[z] - 900*Log[z]^2))/54000 - 
   (m^2*z^4*(-733 + 48*Pi^2 + 660*Log[z] - 72*Log[z]^2))/1728 - 
   (m^2*z^2*(-39 + 4*Pi^2 + 30*Log[z] - 6*Log[z]^2))/24 + 
   (m^2*z^3*(181 - 12*Pi^2 - 138*Log[z] + 18*Log[z]^2))/216 + 
   z^11*(m^2*(1682005441/42261912000 - Pi^2/330) - (3797*m^2*Log[z])/60984 + 
     (m^2*Log[z]^2)/220) + (m^2*(90 + 9*Pi^2 - 16*Zeta[3]))/12 - 
   (m^2*z*(-42 - Pi^2 + 2*(18 + Pi^2)*Log[z] - 12*Log[z]^2 + 2*Log[z]^3 - 
      8*Zeta[3]))/12, MI[p3n6, -3][z] -> 0, MI[p3n6, -2][z] -> m^2/2, 
 MI[p3n6, -1][z] -> (5*m^2)/4, MI[p3n6, 0][z] -> (m^2*(33 + 10*Pi^2))/24, 
 MI[p3n6, 1][z] -> (m^2*(-165 + 50*Pi^2 + 176*Zeta[3]))/48, 
 MI[p3n7, -3][z] -> 0, MI[p3n7, -2][z] -> 0, MI[p3n7, -1][z] -> -m^2, 
 MI[p3n7, 0][z] -> (m^2*(-13 - (4*I)*Pi + 8*Log[2]))/2, 
 MI[p3n7, 1][z] -> (m^2*(-345 + 26*Pi^2 + 312*Log[2] - 96*Log[2]^2 + 
     (12*I)*Pi*(-13 + 8*Log[2])))/12, MI[p3n7, 2][z] -> 
  (m^2*(-2595 - 26*Pi^2*(-13 + 8*Log[2]) + 
     (4*I)*Pi*(-345 + 10*Pi^2 + 312*Log[2] - 96*Log[2]^2) + 
     8*Log[2]*(345 - 156*Log[2] + 32*Log[2]^2) + 256*Zeta[3]))/24, 
 MI[p3n8, -3][z] -> 0, MI[p3n8, -2][z] -> m^2, MI[p3n8, -1][z] -> 2*m^2, 
 MI[p3n8, 0][z] -> (m^2*(-6 + 11*Pi^2))/12, 
 MI[p3n8, 1][z] -> (m^2*(-510 + Pi^2*(17 + 36*Log[2]) + 362*Zeta[3]))/24, 
 MI[p3n9, -3][z] -> 0, MI[p3n9, -2][z] -> (3*m^2)/2, 
 MI[p3n9, -1][z] -> (17*m^2)/4, MI[p3n9, 0][z] -> (m^2*(59 + 2*Pi^2))/8, 
 MI[p3n9, 1][z] -> (m^2*(195 + 98*Pi^2 - 48*Zeta[3]))/48, 
 MI[p3n9, 2][z] -> (m^2*(14*Pi^4 + Pi^2*(4750 - 3840*Log[2]) + 
     5*(-3351 + 2416*Zeta[3])))/480, MI[p3n10, -3][z] -> 0, 
 MI[p3n10, -2][z] -> m^2/2 + (m^2*z)/2, MI[p3n10, -1][z] -> 
  m^2/2 - (m^2*z*(-3 + 2*Log[z]))/2, MI[p3n10, 0][z] -> 
  (m^2*z^2*((5*I)*Pi - 5*(2 + Log[3]) + 4*Log[z]))/24 + 
   (m^2*z^3*(7 + (12*I)*Pi - 12*Log[3] + 6*Log[z]))/972 + 
   (m^2*z^4*(23 + (40*I)*Pi - 40*Log[3] + 20*Log[z]))/11664 + 
   (m^2*z^5*(2377 + (3480*I)*Pi - 3480*Log[3] + 1740*Log[z]))/2624400 + 
   (m^2*z^6*(8449 + (11100*I)*Pi - 11100*Log[3] + 5550*Log[z]))/17714700 + 
   (m^2*z^7*(86111 + (105588*I)*Pi - 105588*Log[3] + 52794*Log[z]))/
    312487308 + (m^2*z^8*(12819379 + (14994000*I)*Pi - 14994000*Log[3] + 
      7497000*Log[z]))/74996953920 + 
   (m^2*z^9*(19455871 + (21989520*I)*Pi - 21989520*Log[3] + 10994760*Log[z]))/
    173564379072 + (m^2*z^10*(62527223 + (68855500*I)*Pi - 68855500*Log[3] + 
      34427750*Log[z]))/813583026900 + 
   (m^2*z^11*(9681095861 + (10445475348*I)*Pi - 10445475348*Log[3] + 
      5222737674*Log[z]))/177198383258820 + 
   (m^2*z*(4*Pi^2 + (6*I)*Pi*(-4*Log[2] + 3*Log[3]) + 
      9*(-4 - I*Pi + Log[3])*Log[z] + 6*Log[z]^2 + 
      3*(10 + 8*Log[2]*Log[3] - 5*Log[3]^2 - 4*PolyLog[2, -1/3])))/12 + 
   (m^2*(-84 + 10*Pi^2 + 48*Log[2]^2 + (3*I)*Pi*(-15 + 16*Log[2]) + 
      45*Log[3] - 48*Log[2]*Log[3] + 24*PolyLog[2, 3/4]))/24, 
 MI[p3n10, 1][z] -> 
  -(m^2*z^2*(54 + 152*Pi^2 + 192*Log[2]^2 - (9*I)*Pi*(-35 + 52*Log[2] - 
         60*Log[3]) - 315*Log[3] + 468*Log[2]*Log[3] - 435*Log[3]^2 + 
       18*(-6 - (5*I)*Pi + 5*Log[3])*Log[z] + 36*Log[z]^2 - 
       330*PolyLog[2, -1/3] + 96*PolyLog[2, 3/4]))/432 - 
   (m^2*z^3*(553 + 136*Pi^2 + 240*Log[2]^2 - 
      (6*I)*Pi*(77 + 48*Log[2] - 72*Log[3]) + 462*Log[3] + 
      288*Log[2]*Log[3] - 348*Log[3]^2 + 6*(-47 - (12*I)*Pi + 12*Log[3])*
       Log[z] + 18*Log[z]^2 - 264*PolyLog[2, -1/3] + 120*PolyLog[2, 3/4]))/
    5832 - (m^2*z^7*(-21638401 + 139610800*Pi^2 + 246372000*Log[2]^2 - 
      (420*I)*Pi*(1848977 + 703920*Log[2] - 1055880*Log[3]) + 
      776570340*Log[3] + 295646400*Log[2]*Log[3] - 357239400*Log[3]^2 + 
      280*(-1322129 - (263970*I)*Pi + 263970*Log[3])*Log[z] + 
      18477900*Log[z]^2 - 271009200*PolyLog[2, -1/3] + 
      123186000*PolyLog[2, 3/4]))/218741115600 - 
   (m^2*z^9*(-11044435841 + 11630012800*Pi^2 + 20523552000*Log[2]^2 - 
      (280*I)*Pi*(256052329 + 87958080*Log[2] - 131937120*Log[3]) + 
      71694652120*Log[3] + 24628262400*Log[2]*Log[3] - 29759150400*Log[3]^2 + 
      17640*(-1898387 - (349040*I)*Pi + 349040*Log[3])*Log[z] + 
      1539266400*Log[z]^2 - 22575907200*PolyLog[2, -1/3] + 
      10261776000*PolyLog[2, 3/4]))/48598026140160 - 
   (m^2*z^10*(-2483763602461 + 1966513080000*Pi^2 + 3470317200000*Log[2]^2 - 
      (31500*I)*Pi*(399580609 + 132202560*Log[2] - 198303840*Log[3]) + 
      12586789183500*Log[3] + 4164380640000*Log[2]*Log[3] - 
      5031959940000*Log[3]^2 + 2520*(-2319776101 - (413133000*I)*Pi + 
        413133000*Log[3])*Log[z] + 260273790000*Log[z]^2 - 
      3817348920000*PolyLog[2, -1/3] + 1735158600000*PolyLog[2, 3/4]))/
    12301375366728000 - (m^2*z^11*(-2802820778725397 + 
      1823083630737600*Pi^2 + 3217206407184000*Log[2]^2 - 
      (221760*I)*Pi*(54316834003 + 17409125580*Log[2] - 26113688370*Log[3]) + 
      12045301108505280*Log[3] + 3860647688620800*Log[2]*Log[3] - 
      4664949290416800*Log[3]^2 + 9240*(-602985127181 - (104454753480*I)*Pi + 
        104454753480*Log[3])*Log[z] + 241290480538800*Log[z]^2 - 
      3538927047902400*PolyLog[2, -1/3] + 1608603203592000*PolyLog[2, 3/4]))/
    16373130613114968000 - 
   (m^2*z^4*(2720*Pi^2 - (720*I)*Pi*(15 + 8*Log[2] - 12*Log[3]) + 
      36*(-161 - (40*I)*Pi + 40*Log[3])*Log[z] + 360*Log[z]^2 + 
      3*(1723 + 1600*Log[2]^2 + 3600*Log[3] + 1920*Log[2]*Log[3] - 
        2320*Log[3]^2 - 1760*PolyLog[2, -1/3] + 800*PolyLog[2, 3/4])))/
    419904 - (m^2*z^5*(394400*Pi^2 - (180*I)*Pi*(10173 + 4640*Log[2] - 
        6960*Log[3]) + 60*(-15343 - (3480*I)*Pi + 3480*Log[3])*Log[z] + 
      52200*Log[z]^2 + 3*(134547 + 232000*Log[2]^2 + 610380*Log[3] + 
        278400*Log[2]*Log[3] - 336400*Log[3]^2 - 255200*PolyLog[2, -1/3] + 
        116000*PolyLog[2, 3/4])))/157464000 - 
   (m^2*z^8*(7930160000*Pi^2 - (42000*I)*Pi*(1112107 + 399840*Log[2] - 
        599760*Log[3]) + 280*(-78555433 - (14994000*I)*Pi + 14994000*Log[3])*
       Log[z] + 1049580000*Log[z]^2 + 3*(-1548654127 + 4664800000*Log[2]^2 + 
        15569498000*Log[3] + 5597760000*Log[2]*Log[3] - 6763960000*Log[3]^2 - 
        5131280000*PolyLog[2, -1/3] + 2332400000*PolyLog[2, 3/4])))/
    20999147097600 - (m^2*z^6*(72*(-8763 - (1850*I)*Pi + 1850*Log[3])*
       Log[z] + 33300*Log[z]^2 + 
      5*(50320*Pi^2 - (6*I)*Pi*(43267 + 17760*Log[2] - 26640*Log[3]) + 
        3*(6175 + 29600*Log[2]^2 + 86534*Log[3] + 35520*Log[2]*Log[3] - 
          42920*Log[3]^2 - 32560*PolyLog[2, -1/3] + 14800*PolyLog[2, 3/4]))))/
    212576400 - (m^2*(84*Log[2]^2 + 576*Log[2]^3 + Pi^2*(-185 + 96*Log[2]) - 
      12*Log[2]*Log[3]*(7 + 16*Log[3]) + 
      (3*I)*Pi*(195 + 4*(7 - 40*Log[2])*Log[2] + 8*(-15 + 16*Log[2])*Log[3] - 
        64*PolyLog[2, 3/4]) + 42*PolyLog[2, 3/4] + 
      3*Log[3]*(-195 + 60*Log[3] + 64*PolyLog[2, 3/4]) - 
      48*(-25 + 5*PolyLog[3, 1/4] + 4*PolyLog[3, 3/4]) + 64*Zeta[3]))/48 + 
   (m^2*z*(9*(4 + I*Pi - Log[3])*Log[z]^2 - 4*Log[z]^3 + 
      Log[z]*(8*Pi^2 + (18*I)*Pi*(-3 - 2*Log[2] + 2*Log[3]) - 
        3*(56 - 6*(3 + 2*Log[2])*Log[3] + 9*Log[3]^2 + 6*PolyLog[2, -1/3])) + 
      2*(18 + (4*I)*Pi^3 - 16*Log[2]^3 + Pi^2*(12 + 62*Log[2] - 41*Log[3]) + 
        18*Log[3] + 24*Log[2]^2*Log[3] + 6*Log[2]*(12 - 11*Log[3])*Log[3] - 
        45*Log[3]^2 + 32*Log[3]^3 - 36*PolyLog[2, -1/3] + 
        30*Log[3]*PolyLog[2, -1/3] - (3*I)*Pi*(6 + 8*Log[2]^2 + 
          Log[2]*(24 - 44*Log[3]) - 18*Log[3] + 23*Log[3]^2 + 
          10*PolyLog[2, -1/3]) + 6*PolyLog[3, -1/3] + 12*PolyLog[3, 3/4] + 
        2*Zeta[3])))/24, MI[p3n10, 2][z] -> 
  (m^2*z^8*((-11167531200000*I)*Pi^3 - 274400*Pi^2*
       (776971567 + 466956000*Log[2] - 402696000*Log[3]) + 
      352800*(-78555433 - (14994000*I)*Pi + 14994000*Log[3])*Log[z]^2 + 
      881647200000*Log[z]^3 - 14280*Log[z]*(-18010611049 + 432180000*Pi^2 - 
        (84000*I)*Pi*(80191 + 17640*Log[2] - 17640*Log[3]) + 
        84000*(80191 + 17640*Log[2])*Log[3] - 1111320000*Log[3]^2 - 
        740880000*PolyLog[2, -1/3]) - (16800*I)*Pi*(5877648000*Log[2]^2 + 
        168*Log[2]*(-174782837 + 74970000*Log[3]) - 
        5*(4811057767 - 7895274240*Log[3] + 2183126400*Log[3]^2 + 
          839664000*PolyLog[2, -1/3] - 839664000*PolyLog[2, 3/4])) + 
      3*(-67715224182779 + 87772876800000*Log[2]^3 + 164826521440000*
         Log[3]^2 - 28016788800000*Log[3]^3 + 940800*Log[2]*Log[3]*
         (-174782837 + 37485000*Log[3]) - 313600*Log[2]^2*
         (168160189 + 82467000*Log[3]) + 108585364160000*PolyLog[2, -1/3] - 
        28000*Log[3]*(4811057767 + 839664000*PolyLog[2, -1/3] - 
          839664000*PolyLog[2, 3/4]) - 26367517635200*PolyLog[2, 3/4] - 
        1175529600000*PolyLog[3, -1/3] - 29388240000000*PolyLog[3, 1/4] - 
        36441417600000*PolyLog[3, 3/4] - 2351059200000*Zeta[3])))/
    52917850685952000 + (m^2*z^7*((-98302428000*I)*Pi^3 - 
      34300*Pi^2*(51820589 + 32883120*Log[2] - 28357920*Log[3]) + 
      176400*(-1322129 - (263970*I)*Pi + 263970*Log[3])*Log[z]^2 + 
      7760718000*Log[z]^3 - 1260*Log[z]*(43115100*Pi^2 - 
        (70*I)*Pi*(9113227 + 2111760*Log[2] - 2111760*Log[3]) + 
        70*(9113227 + 2111760*Log[2])*Log[3] - 110867400*Log[3]^2 - 
        3*(540882253 + 24637200*PolyLog[2, -1/3])) - 
      (5040*I)*Pi*(-588284638 + 172460400*Log[2]^2 + 1095533285*Log[3] - 
        320283600*Log[3]^2 + 70*Log[2]*(-11696557 + 5279400*Log[3]) - 
        123186000*PolyLog[2, -1/3] + 123186000*PolyLog[2, 3/4]) + 
      3*(-649004027241 + 772622592000*Log[2]^3 + 1366209537700*Log[3]^2 - 
        246618372000*Log[3]^3 - 686000*Log[2]^2*(595235 + 331848*Log[3]) + 
        117600*Log[2]*Log[3]*(-11696557 + 2639700*Log[3]) + 
        891923156600*PolyLog[2, -1/3] - 3360*Log[3]*(294142319 + 
          61593000*PolyLog[2, -1/3] - 61593000*PolyLog[2, 3/4]) - 
        204165605000*PolyLog[2, 3/4] - 10347624000*PolyLog[3, -1/3] - 
        258690600000*PolyLog[3, 1/4] - 320776344000*PolyLog[3, 3/4] - 
        20695248000*Zeta[3])))/275613805656000 + 
   (m^2*z^6*((-42180000*I)*Pi^3 - 200*Pi^2*(3554189 + 2419800*Log[2] - 
        2086800*Log[3]) + 10800*(-8763 - (1850*I)*Pi + 1850*Log[3])*
       Log[z]^2 + 3330000*Log[z]^3 - 180*Log[z]*(-4287107 + 129500*Pi^2 - 
        (75*I)*Pi*(23937 + 5920*Log[2] - 5920*Log[3]) + 
        75*(23937 + 5920*Log[2])*Log[3] - 333000*Log[3]^2 - 
        222000*PolyLog[2, -1/3]) - (225*I)*Pi*(-4361901 + 1657600*Log[2]^2 + 
        9795160*Log[3] - 3078400*Log[3]^2 + 48*Log[2]*
         (-153481 + 74000*Log[3]) - 1184000*PolyLog[2, -1/3] + 
        1184000*PolyLog[2, 3/4]) + 3*(-297865643 + 331520000*Log[2]^3 + 
        542001500*Log[3]^2 - 105820000*Log[3]^3 + 3600*Log[2]*Log[3]*
         (-153481 + 37000*Log[3]) - 400*Log[2]^2*(365501 + 244200*Log[3]) + 
        349366000*PolyLog[2, -1/3] - 75*Log[3]*(4361901 + 
          1184000*PolyLog[2, -1/3] - 1184000*PolyLog[2, 3/4]) - 
        73100200*PolyLog[2, 3/4] - 4440000*PolyLog[3, -1/3] - 
        111000000*PolyLog[3, 1/4] - 137640000*PolyLog[3, 3/4] - 
        8880000*Zeta[3])))/63772920000 + 
   (m^2*z^5*((-13224000*I)*Pi^3 - 200*Pi^2*(1011727 + 758640*Log[2] - 
        654240*Log[3]) + 1800*(-15343 - (3480*I)*Pi + 3480*Log[3])*Log[z]^2 + 
      1044000*Log[z]^3 - 180*Log[z]*(40600*Pi^2 - 
        (10*I)*Pi*(51697 + 13920*Log[2] - 13920*Log[3]) + 
        10*(51697 + 13920*Log[2])*Log[3] - 104400*Log[3]^2 - 
        29*(39143 + 2400*PolyLog[2, -1/3])) - 
      (720*I)*Pi*(-279989 + 162400*Log[2]^2 + 868865*Log[3] - 
        301600*Log[3]^2 + 10*Log[2]*(-65959 + 34800*Log[3]) - 
        116000*PolyLog[2, -1/3] + 116000*PolyLog[2, 3/4]) + 
      3*(-97051389 + 103936000*Log[2]^3 + 152444200*Log[3]^2 - 
        33176000*Log[3]^3 - 4000*Log[2]^2*(8605 + 7656*Log[3]) + 
        2400*Log[2]*Log[3]*(-65959 + 17400*Log[3]) + 
        96360800*PolyLog[2, -1/3] - 240*Log[3]*(279989 + 
          116000*PolyLog[2, -1/3] - 116000*PolyLog[2, 3/4]) - 
        17210000*PolyLog[2, 3/4] - 1392000*PolyLog[3, -1/3] - 
        34800000*PolyLog[3, 1/4] - 43152000*PolyLog[3, 3/4] - 
        2784000*Zeta[3])))/9447840000 + 
   (m^2*z^11*(-123244773778290955369 - (9413545947420384000*I)*Pi^3 - 
      169352314502399952000*Log[2]^2 + 221961504444438528000*Log[2]^3 - 
      4743200*Pi^2*(42346979296883 + 22771136258640*Log[2] - 
        19637493654240*Log[3]) - 477650239691889116160*Log[3] - 
      461584805662096300800*Log[2]*Log[3] - 65399371845236352000*Log[2]^2*
       Log[3] + 470931184042362304800*Log[3]^2 + 89180961607140480000*Log[2]*
       Log[3]^2 - 70849319499006048000*Log[3]^3 + 
      42688800*(-602985127181 - (104454753480*I)*Pi + 104454753480*Log[3])*
       Log[z]^2 + 743174680059504000*Log[z]^3 - 
      64680*Log[z]*(-4160387526614729 + 80430160179600*Pi^2 - 
        (1320*I)*Pi*(1061165217997 + 208909506960*Log[2] - 
          208909506960*Log[3]) + 1320*(1061165217997 + 208909506960*Log[2])*
         Log[3] - 206820411890400*Log[3]^2 - 137880274593600*
         PolyLog[2, -1/3]) + 315468560082248126400*PolyLog[2, -1/3] - 
      59453974404760320000*Log[3]*PolyLog[2, -1/3] - 
      (3104640*I)*Pi*(26810053393200*Log[2]^2 + 201760528757755*Log[3] - 
        49790099158800*Log[3]^2 + 110*Log[2]*(-1351598093827 + 
          522273767400*Log[3]) - 808*(190408964243 + 23700542250*
           PolyLog[2, -1/3] - 23700542250*PolyLog[2, 3/4])) - 
      84676157251199976000*PolyLog[2, 3/4] + 59453974404760320000*Log[3]*
       PolyLog[2, 3/4] - 2972698720238016000*PolyLog[3, -1/3] - 
      74317468005950400000*PolyLog[3, 1/4] - 92153660327378496000*
       PolyLog[3, 3/4] - 5945397440476032000*Zeta[3]))/
    151287726865182304320000 + 
   (m^2*z^10*(-4547562700174009 - (307701458400000*I)*Pi^3 - 
      5192944280966400*Log[2]^2 + 7255276492800000*Log[2]^3 - 
      19600*Pi^2*(324743628511 + 180125988000*Log[2] - 155338008000*Log[3]) - 
      14264167399235250*Log[3] - 14654799015393600*Log[2]*Log[3] - 
      2137715395200000*Log[2]^2*Log[3] + 14880091766820000*Log[3]^2 + 
      2915066448000000*Log[2]*Log[3]^2 - 2315858344800000*Log[3]^3 + 
      352800*(-2319776101 - (413133000*I)*Pi + 413133000*Log[3])*Log[z]^2 + 
      24292220400000*Log[z]^3 + 9923871648180000*PolyLog[2, -1/3] - 
      1943377632000000*Log[3]*PolyLog[2, -1/3] - 
      245000*Log[z]*(694063440*Pi^2 - (18*I)*Pi*(650692517 + 
          132202560*Log[2] - 132202560*Log[3]) + 
        18*(650692517 + 132202560*Log[2])*Log[3] - 1784734560*Log[3]^2 - 
        35*(964845343 + 33994944*PolyLog[2, -1/3])) - 
      (7350*I)*Pi*(370167168000*Log[2]^2 + 9888*Log[2]*
         (-201643427 + 80220000*Log[3]) - 
        5*(388140609503 - 539763588720*Log[3] + 137490662400*Log[3]^2 + 
          52881024000*PolyLog[2, -1/3] - 52881024000*PolyLog[2, 3/4])) - 
      2596472140483200*PolyLog[2, 3/4] + 1943377632000000*Log[3]*
       PolyLog[2, 3/4] - 97168881600000*PolyLog[3, -1/3] - 
      2429222040000000*PolyLog[3, 1/4] - 3012235329600000*PolyLog[3, 3/4] - 
      194337763200000*Zeta[3]))/3444385102683840000 + 
   (m^2*z^9*(-162047336550515 - (9826676697600*I)*Pi^3 - 
      153457915000320*Log[2]^2 + 231702692659200*Log[2]^3 - 
      94080*Pi^2*(2083335479 + 1198428840*Log[2] - 1033507440*Log[3]) - 
      408199723057728*Log[3] - 452284660517760*Log[2]*Log[3] - 
      68269543372800*Log[2]^2*Log[3] + 456600924380160*Log[3]^2 + 
      93094831872000*Log[2]*Log[3]^2 - 73958671987200*Log[3]^3 + 
      13335840*(-1898387 - (349040*I)*Pi + 349040*Log[3])*Log[z]^2 + 
      775790265600*Log[z]^3 - 504*Log[z]*(-488341349869 + 10774864800*Pi^2 - 
        (3780*I)*Pi*(46380623 + 9773120*Log[2] - 9773120*Log[3]) + 
        3780*(46380623 + 9773120*Log[2])*Log[3] - 27706795200*Log[3]^2 - 
        18471196800*PolyLog[2, -1/3]) + 302871287759040*PolyLog[2, -1/3] - 
      62063221248000*Log[3]*PolyLog[2, -1/3] - 76728957500160*
       PolyLog[2, 3/4] + 62063221248000*Log[3]*PolyLog[2, 3/4] - 
      (4032*I)*Pi*(-101240010679 + 21549729600*Log[2]^2 + 
        151371666915*Log[3] - 40020926400*Log[3]^2 + 
        630*Log[2]*(-178053611 + 73298400*Log[3]) - 
        15392664000*PolyLog[2, -1/3] + 15392664000*PolyLog[2, 3/4]) - 
      3103161062400*PolyLog[3, -1/3] - 77579026560000*PolyLog[3, 1/4] - 
      96197992934400*PolyLog[3, 3/4] - 6206322124800*Zeta[3]))/
    73480215523921920 + (m^2*z^4*(-132417 - (6080*I)*Pi^3 - 26976*Log[2]^2 + 
      143360*Log[2]^3 - 32*Pi^2*(2527 + 2180*Log[2] - 1880*Log[3]) - 
      34740*Log[3] - 192384*Log[2]*Log[3] - 42240*Log[2]^2*Log[3] + 
      179400*Log[3]^2 + 57600*Log[2]*Log[3]^2 - 45760*Log[3]^3 + 
      72*(-161 - (40*I)*Pi + 40*Log[3])*Log[z]^2 + 480*Log[z]^3 - 
      12*Log[z]*(-6203 + 280*Pi^2 - (60*I)*Pi*(53 + 16*Log[2] - 16*Log[3]) + 
        60*(53 + 16*Log[2])*Log[3] - 720*Log[3]^2 - 480*PolyLog[2, -1/3]) + 
      109680*PolyLog[2, -1/3] - 38400*Log[3]*PolyLog[2, -1/3] - 
      (12*I)*Pi*(4480*Log[2]^2 + 96*Log[2]*(-167 + 100*Log[3]) - 
        5*(579 - 4152*Log[3] + 1664*Log[3]^2 + 640*PolyLog[2, -1/3] - 
          640*PolyLog[2, 3/4])) - 13488*PolyLog[2, 3/4] + 
      38400*Log[3]*PolyLog[2, 3/4] - 1920*PolyLog[3, -1/3] - 
      48000*PolyLog[3, 1/4] - 59520*PolyLog[3, 3/4] - 3840*Zeta[3]))/
    1679616 + (m^2*z^3*(-7559 - (456*I)*Pi^3 - 180*Log[2]^2 + 
      10752*Log[2]^3 + 4260*Log[3] - 13320*Log[2]*Log[3] - 
      3168*Log[2]^2*Log[3] + 11493*Log[3]^2 + 4320*Log[2]*Log[3]^2 - 
      3432*Log[3]^3 + Pi^2*(-5193 - 5232*Log[2] + 4512*Log[3]) + 
      18*(-47 - (12*I)*Pi + 12*Log[3])*Log[z]^2 + 36*Log[z]^3 - 
      6*Log[z]*(-661 + 42*Pi^2 - (3*I)*Pi*(143 + 48*Log[2] - 48*Log[3]) + 
        3*(143 + 48*Log[2])*Log[3] - 108*Log[3]^2 - 72*PolyLog[2, -1/3]) + 
      6750*PolyLog[2, -1/3] - 2880*Log[3]*PolyLog[2, -1/3] - 
      90*PolyLog[2, 3/4] + 2880*Log[3]*PolyLog[2, 3/4] - 
      (12*I)*Pi*(336*Log[2]^2 + 1353*Log[3] - 624*Log[3]^2 + 
        30*Log[2]*(-37 + 24*Log[3]) + 5*(71 - 48*PolyLog[2, -1/3] + 
          48*PolyLog[2, 3/4])) - 144*PolyLog[3, -1/3] - 
      3600*PolyLog[3, 1/4] - 4464*PolyLog[3, 3/4] - 288*Zeta[3]))/34992 + 
   (m^2*z^2*(-414 - (190*I)*Pi^3 + 2064*Log[2]^2 + 3184*Log[2]^3 - 
      45*Log[3] + 1836*Log[2]*Log[3] - 1320*Log[2]^2*Log[3] - 1965*Log[3]^2 + 
      2232*Log[2]*Log[3]^2 - 1430*Log[3]^3 + 
      Pi^2*(404 - 2396*Log[2] + 1880*Log[3]) + 18*(-6 - (5*I)*Pi + 5*Log[3])*
       Log[z]^2 + 24*Log[z]^3 - 1950*PolyLog[2, -1/3] - 
      1200*Log[3]*PolyLog[2, -1/3] - 6*Log[z]*(16*Pi^2 + 
        15*(3 + 4*Log[2])*Log[3] - 45*Log[3]^2 + 
        (15*I)*Pi*(-3 - 4*Log[2] + 4*Log[3]) - 6*(7 + 5*PolyLog[2, -1/3])) + 
      1032*PolyLog[2, 3/4] + 768*Log[3]*PolyLog[2, 3/4] - 
      (3*I)*Pi*(-15 + 200*Log[2]^2 - 660*Log[3] - 1040*Log[3]^2 + 
        12*Log[2]*(51 + 124*Log[3]) - 400*PolyLog[2, -1/3] + 
        256*PolyLog[2, 3/4]) - 60*PolyLog[3, -1/3] - 960*PolyLog[3, 1/4] - 
      1428*PolyLog[3, 3/4] - 228*Zeta[3]))/864 - 
   (m^2*(-598*Pi^4 + 15*Pi^2*(-1865 + 1440*Log[2]^2 + 2*(585 - 32*Log[3])*
         Log[3] - 8*Log[2]*(111 + 100*Log[3]) + 528*PolyLog[2, 3/4]) + 
      60*(624*Log[2]^4 + 4*Log[2]^3*(297 - 272*Log[3]) + 
        Log[2]*Log[3]*(-921 + 4*Log[3]*(21 + 32*Log[3])) + 
        3*Log[2]^2*(307 + 4*Log[3]*(-45 + 16*Log[3]) + 96*PolyLog[2, 3/4]) + 
        Log[3]*(585*Log[3] - 8*Log[3]^2*(15 + Log[3]) - 6*(-31 + 32*Log[3])*
           PolyLog[2, 3/4] + 192*PolyLog[3, 1/4] + 384*PolyLog[3, 3/4])) - 
      45*(1725*Log[3] + 96*PolyLog[2, 1/4]^2 - 614*PolyLog[2, 3/4] + 
        4*(-886 + 145*PolyLog[3, 1/4] + 152*PolyLog[3, 3/4] + 
          64*PolyLog[4, -1/3] + 56*PolyLog[4, 1/4] + 64*PolyLog[4, 3/4])) - 
      (15*I)*Pi*(-5175 - 3684*Log[2] - 640*Log[2]^3 + 
        Pi^2*(210 + 32*Log[2]) + 24*Log[2]^2*(55 - 96*Log[3]) + 4680*Log[3] - 
        1440*Log[3]^2 + 96*Log[2]*Log[3]*(7 + 16*Log[3]) + 
        24*(31 + 48*Log[2] - 64*Log[3])*PolyLog[2, 3/4] + 
        768*PolyLog[3, 1/4] + 1536*PolyLog[3, 3/4] - 768*Zeta[3]) - 
      1920*(-1 + 6*Log[3])*Zeta[3]))/1440 + 
   (m^2*z*(-3*Pi^4 + (8*I)*Pi^3*(6 + 11*Log[2] - 10*Log[3]) - 
      25*(2*Log[2] - Log[3])^4 - 4*(2*Log[2] - Log[3])^3*(6 + 19*Log[3]) + 
      6*(-4 - I*Pi + Log[3])*Log[z]^3 + 2*Log[z]^4 + 
      2*Pi^2*(88 + 216*Log[2]^2 + Log[2]*(372 - 444*Log[3]) - 246*Log[3] + 
        191*Log[3]^2 + 54*PolyLog[2, -1/3]) - 
      Log[z]^2*(8*Pi^2 + (18*I)*Pi*(-3 - 2*Log[2] + 2*Log[3]) - 
        3*(56 + 3*Log[3]*(-6 - 4*Log[2] + 3*Log[3]) + 6*PolyLog[2, -1/3])) - 
      2*Log[z]*(360 - (3*I)*Pi^3 + 24*Log[2]^3 - 126*Log[3] - 
        36*Log[2]^2*Log[3] + 36*Log[2]*(-3 + Log[3])*Log[3] + 81*Log[3]^2 - 
        15*Log[3]^3 + 6*Pi^2*(-4 - 5*Log[2] + 4*Log[3]) + 
        (18*I)*Pi*(7 + 6*Log[2] + 2*Log[2]^2 - 6*Log[3] - 4*Log[2]*Log[3] + 
          2*Log[3]^2) + 54*PolyLog[2, -1/3] + 18*PolyLog[3, -1/3] - 
        18*PolyLog[3, 3/4] - 34*Zeta[3]) - 
      8*(57 + 46*Log[2]^4 + 72*Log[2]^2*Log[3]^2 - 45*Log[3]^3 + 
        39*Log[3]^4 + Log[2]*Log[3]*(-126 + 81*Log[3] - 118*Log[3]^2) + 
        63*PolyLog[2, -1/3] + 18*PolyLog[2, -1/3]^2 + 
        Log[3]^2*(81 + 48*PolyLog[2, -1/3]) - 9*PolyLog[3, -1/3] + 
        3*Log[3]*PolyLog[3, -1/3] - 18*PolyLog[3, 3/4] + 
        75*PolyLog[4, -1/3] + 69*PolyLog[4, 1/4] + 75*PolyLog[4, 3/4] - 
        3*Log[3]*(18 + 3*(5 + 8*Log[2])*PolyLog[2, -1/3] + 
          19*PolyLog[3, 3/4] - 27*Zeta[3]) - 3*Zeta[3]) + 
      (4*I)*Pi*(136*Log[2]^3 + 198*Log[3] - 207*Log[3]^2 + 143*Log[3]^3 + 
        12*Log[2]^2*(-6 + 11*Log[3]) - 12*Log[2]*(21 - 33*Log[3] + 
          31*Log[3]^2 + 12*PolyLog[2, -1/3]) + 
        6*(-18 + 5*(-3 + 4*Log[3])*PolyLog[2, -1/3] + PolyLog[3, -1/3] - 
          19*PolyLog[3, 3/4] + 27*Zeta[3]))))/48, MI[p3n10dm, -3][z] -> 0, 
 MI[p3n10dm, -2][z] -> 1/2, MI[p3n10dm, -1][z] -> 1/2, 
 MI[p3n10dm, 0][z] -> (z^3*(1 + (2*I)*Pi - 2*Log[3] + Log[z]))/81 + 
   (z^2*(-1 + (4*I)*Pi - 4*Log[3] + 2*Log[z]))/36 + 
   (z^4*(245 + (344*I)*Pi - 344*Log[3] + 172*Log[z]))/34992 + 
   (z^5*(2011 + (2490*I)*Pi - 2490*Log[3] + 1245*Log[z]))/492075 + 
   (z^6*(9193 + (10644*I)*Pi - 10644*Log[3] + 5322*Log[z]))/3542940 + 
   (z^7*(2063909 + (2290050*I)*Pi - 2290050*Log[3] + 1145025*Log[z]))/
    1171827405 + (z^9*(4223377 + (4450950*I)*Pi - 4450950*Log[3] + 
      2225475*Log[z]))/4519905705 + 
   (z^8*(40429087 + (43549200*I)*Pi - 43549200*Log[3] + 21774600*Log[z]))/
    32141551680 + (z^10*(1747996289 + (1811480300*I)*Pi - 1811480300*Log[3] + 
      905740150*Log[z]))/2440749080700 + 
   (z^11*(875209777616 + (853011562095*I)*Pi - 853011562095*Log[3] + 
      (853011562095*Log[z])/2))/94927705317225 + 
   (z*(-7*Pi^2 - (9*I)*Pi*(1 + 2*Log[3]) + (9*I)*(Pi + I*Log[3])*Log[z] + 
      3*(-8*Log[2]^2 + 3*Log[3] + 5*Log[3]^2 + 4*PolyLog[2, -1/3] - 
        4*PolyLog[2, 3/4])))/36 + (5*Pi^2 + (3*I)*Pi*(-3 + 8*Log[2]) + 
     3*(-2 + 8*Log[2]^2 + 3*Log[3] - 8*Log[2]*Log[3] + 4*PolyLog[2, 3/4]))/
    12, MI[p3n10dm, 1][z] -> -11/2 + Pi^2*(107/48 - 2*Log[2]) - 
   (19*Log[2]^2)/4 - 12*Log[2]^3 - (3*Log[2] - Log[3])*Log[3] - 
   (19*Log[3]^2)/16 + 4*Log[2]*Log[3]^2 + Log[3]*Log[4*Sqrt[2]] + 
   Log[27*3^(3/4)] + (21*PolyLog[2, -1/3])/8 + 
   (z^11*(400557152368467151 - 119103161043451200*Pi^2 - 
      210182048900208000*Log[2]^2 + (55440*I)*Pi*(16992652695779 + 
        4549394997840*Log[2] - 6824092496760*Log[3]) - 
      942072665453987760*Log[3] - 252218458680249600*Log[2]*Log[3] + 
      304763970905301600*Log[3]^2 + 9240*(46434802596913 + 
        (6824092496760*I)*Pi - 6824092496760*Log[3])*Log[z] - 
      15763653667515600*Log[z]^2 + 231200253790228800*PolyLog[2, -1/3] - 
      105091024450104000*PolyLog[2, 3/4]))/7017055977049272000 + 
   (z^10*(86938869794573 - 51735877368000*Pi^2 - 91298607120000*Log[2]^2 + 
      (25200*I)*Pi*(13442844433 + 4347552720*Log[2] - 6521329080*Log[3]) - 
      338759679711600*Log[3] - 109558328544000*Log[2]*Log[3] + 
      132382980324000*Log[3]^2 + 2520*(61305736073 + (10868881800*I)*Pi - 
        10868881800*Log[3])*Log[z] - 6847395534000*Log[z]^2 + 
      100428467832000*PolyLog[2, -1/3] - 45649303560000*PolyLog[2, 3/4]))/
    36904126100184000 + (z^9*(238215068386 - 169492176000*Pi^2 - 
      299103840000*Log[2]^2 + (127575*I)*Pi*(8409917 + 2813440*Log[2] - 
        4220160*Log[3]) - 1072895161275*Log[3] - 358924608000*Log[2]*Log[3] + 
      433700568000*Log[3]^2 + 5040*(97332301 + (17803800*I)*Pi - 
        17803800*Log[3])*Log[z] - 22432788000*Log[z]^2 + 
      329014224000*PolyLog[2, -1/3] - 149551920000*PolyLog[2, 3/4]))/
    91121299012800 + (z^7*(866042161 - 1211182000*Pi^2 - 
      2137380000*Log[2]^2 + (1050*I)*Pi*(6668201 + 2442720*Log[2] - 
        3664080*Log[3]) - 7001611050*Log[3] - 2564856000*Log[2]*Log[3] + 
      3099201000*Log[3]^2 + 140*(23099431 + (4580100*I)*Pi - 4580100*Log[3])*
       Log[z] - 160303500*Log[z]^2 + 2351118000*PolyLog[2, -1/3] - 
      1068690000*PolyLog[2, 3/4]))/328111673400 + 
   (z^6*(1590581 - 6031600*Pi^2 - 10644000*Log[2]^2 + 
      (120*I)*Pi*(272273 + 106440*Log[2] - 159660*Log[3]) - 32672760*Log[3] - 
      12772800*Log[2]*Log[3] + 15433800*Log[3]^2 + 
      240*(63529 + (13305*I)*Pi - 13305*Log[3])*Log[z] - 798300*Log[z]^2 + 
      11708400*PolyLog[2, -1/3] - 5322000*PolyLog[2, 3/4]))/1062882000 + 
   (z^3*(-278 - 136*Pi^2 - 240*Log[2]^2 + (3*I)*Pi*(145 + 96*Log[2] - 
        144*Log[3]) - 435*Log[3] - 288*Log[2]*Log[3] + 348*Log[3]^2 + 
      24*(10 + (3*I)*Pi - 3*Log[3])*Log[z] - 18*Log[z]^2 + 
      264*PolyLog[2, -1/3] - 120*PolyLog[2, 3/4]))/2916 - 
   (19*PolyLog[2, 3/4])/8 - 4*Log[3]*PolyLog[2, 3/4] + 
   (I/4)*Pi*(-15 + 2*Log[2] + 40*Log[2]^2 + 12*Log[3] - 32*Log[2]*Log[3] + 
     16*PolyLog[2, 3/4]) + 
   (z^2*(-136*Pi^2 + (72*I)*Pi*(1 + 4*Log[2] - 6*Log[3]) + 
      18*(7 + (4*I)*Pi - 4*Log[3])*Log[z] - 18*Log[z]^2 - 
      3*(93 + 80*Log[2]^2 + 24*Log[3] + 96*Log[2]*Log[3] - 116*Log[3]^2 - 
        88*PolyLog[2, -1/3] + 40*PolyLog[2, 3/4])))/648 + 
   (z^4*(-23392*Pi^2 + (72*I)*Pi*(1395 + 688*Log[2] - 1032*Log[3]) + 
      36*(1379 + (344*I)*Pi - 344*Log[3])*Log[z] - 3096*Log[z]^2 - 
      3*(8177 + 13760*Log[2]^2 + 33480*Log[3] + 16512*Log[2]*Log[3] - 
        19952*Log[3]^2 - 15136*PolyLog[2, -1/3] + 6880*PolyLog[2, 3/4])))/
    1259712 + (z^5*(-1128800*Pi^2 + (45*I)*Pi*(124149 + 53120*Log[2] - 
        79680*Log[3]) + 120*(22133 + (4980*I)*Pi - 4980*Log[3])*Log[z] - 
      149400*Log[z]^2 - 3*(113814 + 664000*Log[2]^2 + 1862235*Log[3] + 
        796800*Log[2]*Log[3] - 962800*Log[3]^2 - 730400*PolyLog[2, -1/3] + 
        332000*PolyLog[2, 3/4])))/118098000 + 
   (z^8*(-161228816000*Pi^2 + (8400*I)*Pi*(116668991 + 40645920*Log[2] - 
        60968880*Log[3]) + 280*(1606631323 + (304844400*I)*Pi - 
        304844400*Log[3])*Log[z] - 21339108000*Log[z]^2 - 
      3*(-58489790797 + 94840480000*Log[2]^2 + 326673174800*Log[3] + 
        113808576000*Log[2]*Log[3] - 137518696000*Log[3]^2 - 
        104324528000*PolyLog[2, -1/3] + 47420240000*PolyLog[2, 3/4])))/
    62997441292800 + 5*PolyLog[3, 1/4] + 4*PolyLog[3, 3/4] - (4*Zeta[3])/3 + 
   (z*((-16*I)*Pi^3 + 420*Log[2]^2 + 640*Log[2]^3 + 36*Log[3] + 
      72*Log[2]*Log[3] - 96*Log[2]^2*Log[3] - 159*Log[3]^2 + 
      72*Log[2]*Log[3]^2 - 128*Log[3]^3 + 
      Pi^2*(-11 - 152*Log[2] + 164*Log[3]) + 18*((-I)*Pi + Log[3])*Log[z]^2 - 
      6*Log[z]*(4*Pi^2 + 6*Log[3] + 12*Log[2]*Log[3] - 9*Log[3]^2 + 
        (6*I)*Pi*(-1 - 2*Log[2] + 2*Log[3]) - 6*PolyLog[2, -1/3]) - 
      246*PolyLog[2, -1/3] - 120*Log[3]*PolyLog[2, -1/3] + 
      210*PolyLog[2, 3/4] + 192*Log[3]*PolyLog[2, 3/4] - 
      (12*I)*Pi*(3 + 6*Log[2] + 32*Log[2]^2 - 6*Log[3] + 12*Log[2]*Log[3] - 
        23*Log[3]^2 - 10*PolyLog[2, -1/3] + 16*PolyLog[2, 3/4]) - 
      24*PolyLog[3, -1/3] - 240*PolyLog[3, 1/4] - 240*PolyLog[3, 3/4] + 
      24*Zeta[3]))/144, MI[p3n10dm, 2][z] -> 
  (z^8*((-32435444160000*I)*Pi^3 - 39200*Pi^2*(16173554257 + 
        9493725600*Log[2] - 8187249600*Log[3]) + 
      50400*(-1606631323 - (304844400*I)*Pi + 304844400*Log[3])*Log[z]^2 + 
      2560692960000*Log[z]^3 - 120*Log[z]*(-6309658958123 + 
        149373756000*Pi^2 - (8400*I)*Pi*(279065897 + 60968880*Log[2] - 
          60968880*Log[3]) + 8400*(279065897 + 60968880*Log[2])*Log[3] - 
        384103944000*Log[3]^2 - 256069296000*PolyLog[2, -1/3]) - 
      (1200*I)*Pi*(-1072228158319 + 238998009600*Log[2]^2 + 
        1644854136240*Log[3] - 443853446400*Log[3]^2 + 
        336*Log[2]*(-3639669797 + 1524222000*Log[3]) - 
        170712864000*PolyLog[2, -1/3] + 170712864000*PolyLog[2, 3/4]) + 
      3*(254931210240000*Log[2]^3 + 491340882592000*Log[3]^2 - 
        81373131840000*Log[3]^3 + 134400*Log[2]*Log[3]*
         (-3639669797 + 762111000*Log[3]) - 44800*Log[2]^2*
         (3578316979 + 1676644200*Log[3]) - 400*Log[3]*(1072228158319 + 
          170712864000*PolyLog[2, -1/3] - 170712864000*PolyLog[2, 3/4]) + 
        7*(-22506733187521 + 46391444384000*PolyLog[2, -1/3] - 
          11450614332800*PolyLog[2, 3/4] - 487751040000*PolyLog[3, -1/3] - 
          12193776000000*PolyLog[3, 1/4] - 15120282240000*PolyLog[3, 3/4] - 
          975502080000*Zeta[3]))))/22679078865408000 + 
   (299*Pi^4 + (120*I)*Pi^3*(9 + 2*Log[2]) - 
     15*Pi^2*(-415 + 720*Log[2]^2 + 267*Log[3] - 32*Log[3]^2 - 
       2*Log[2]*(63 + 200*Log[3]) + 264*PolyLog[2, 3/4]) - 
     (30*I)*Pi*(160*Log[2]^3 + 96*Log[2]^2*(-1 + 6*Log[3]) - 
       12*Log[2]*(-19 - 4*Log[3] + 32*Log[3]^2 + 24*PolyLog[2, 3/4]) + 
       3*(33*Log[3]^2 + 8*Log[3]*(-15 + 16*PolyLog[2, 3/4]) - 
         2*(-57 + 15*PolyLog[2, -1/3] + 7*PolyLog[2, 3/4] + 
           32*PolyLog[3, 1/4] + 64*PolyLog[3, 3/4] - 32*Zeta[3]))) - 
     15*(1248*Log[2]^4 - 3*Log[3]^3 - 16*Log[3]^4 - 
       64*Log[2]^3*(-21 + 34*Log[3]) + 8*Log[2]*Log[3]*
        (-57 - 6*Log[3] + 32*Log[3]^2) + Log[3]^2*
        (45 - 384*PolyLog[2, 3/4]) + 12*Log[2]^2*(143 - 69*Log[3] + 
         32*Log[3]^2 + 48*PolyLog[2, 3/4]) - 2*(-588 + 315*PolyLog[2, -1/3] + 
         72*PolyLog[2, 1/4]^2 - 429*PolyLog[2, 3/4] + 9*PolyLog[3, -1/3] + 
         255*PolyLog[3, 1/4] + 249*PolyLog[3, 3/4] + 192*PolyLog[4, -1/3] + 
         168*PolyLog[4, 1/4] + 192*PolyLog[4, 3/4] - 41*Zeta[3]) + 
       12*Log[3]*(-57 + 15*PolyLog[2, -1/3] + 7*PolyLog[2, 3/4] + 
         32*PolyLog[3, 1/4] + 64*PolyLog[3, 3/4] - 32*Zeta[3])))/720 + 
   (z^7*((-852814620000*I)*Pi^3 - 68600*Pi^2*(231324589 + 142637400*Log[2] - 
        123008400*Log[3]) + 88200*(-23099431 - (4580100*I)*Pi + 
        4580100*Log[3])*Log[z]^2 + 67327470000*Log[z]^3 - 
      1260*Log[z]*(-14304395471 + 374041500*Pi^2 - 
        (175*I)*Pi*(31879639 + 7328160*Log[2] - 7328160*Log[3]) + 
        175*(31879639 + 7328160*Log[2])*Log[3] - 961821000*Log[3]^2 - 
        641214000*PolyLog[2, -1/3]) - (6300*I)*Pi*(-4600270117 + 
        1196932800*Log[2]^2 + 7832863570*Log[3] - 2222875200*Log[3]^2 + 
        28*Log[2]*(-208932011 + 91602000*Log[3]) - 
        854952000*PolyLog[2, -1/3] + 854952000*PolyLog[2, 3/4]) + 
      3*(-4588142491647 + 6702823680000*Log[2]^3 + 12235539536500*Log[3]^2 - 
        2139517380000*Log[3]^3 - 137200*Log[2]^2*(27397441 + 
          14394600*Log[3]) + 58800*Log[2]*Log[3]*(-208932011 + 
          45801000*Log[3]) + 8022065576000*PolyLog[2, -1/3] - 
        2100*Log[3]*(4600270117 + 854952000*PolyLog[2, -1/3] - 
          854952000*PolyLog[2, 3/4]) - 1879464452600*PolyLog[2, 3/4] - 
        89769960000*PolyLog[3, -1/3] - 2244249000000*PolyLog[3, 1/4] - 
        2782868760000*PolyLog[3, 3/4] - 179539920000*Zeta[3])))/
    413420708484000 + (z^5*((-18924000*I)*Pi^3 - 
      25*Pi^2*(12132811 + 8685120*Log[2] - 7489920*Log[3]) + 
      1800*(-22133 - (4980*I)*Pi + 4980*Log[3])*Log[z]^2 + 1494000*Log[z]^3 - 
      45*Log[z]*(232400*Pi^2 - (5*I)*Pi*(597871 + 159360*Log[2] - 
          159360*Log[3]) + 5*(597871 + 159360*Log[2])*Log[3] - 
        597600*Log[3]^2 - 64*(103702 + 6225*PolyLog[2, -1/3])) - 
      (90*I)*Pi*(-4179877 + 1859200*Log[2]^2 + 10438295*Log[3] - 
        3452800*Log[3]^2 + 10*Log[2]*(-790927 + 398400*Log[3]) - 
        1328000*PolyLog[2, -1/3] + 1328000*PolyLog[2, 3/4]) + 
      3*(-116757159 + 148736000*Log[2]^3 + 229858700*Log[3]^2 - 
        47476000*Log[3]^3 - 83000*Log[2]^2*(673 + 528*Log[3]) + 
        300*Log[2]*Log[3]*(-790927 + 199200*Log[3]) + 
        146568550*PolyLog[2, -1/3] - 30*Log[3]*(4179877 + 
          1328000*PolyLog[2, -1/3] - 1328000*PolyLog[2, 3/4]) - 
        27929500*PolyLog[2, 3/4] - 1992000*PolyLog[3, -1/3] - 
        49800000*PolyLog[3, 1/4] - 61752000*PolyLog[3, 3/4] - 
        3984000*Zeta[3])))/3542940000 + 
   (z^11*(3349588671873934306693 - (614992675082008608000*I)*Pi^3 - 
      15457066549023257558400*Log[2]^2 + 14500879917723150336000*Log[2]^3 - 
      4743200*Pi^2*(3305619698824789 + 1487652164293680*Log[2] - 
        1282929389390880*Log[3]) - 51717332292511118476320*Log[3] - 
      35658616796282900851200*Log[2]*Log[3] - 4272580690043428224000*Log[2]^2*
       Log[3] + 37309718445561651381600*Log[3]^2 + 5826246395513765760000*
       Log[2]*Log[3]^2 - 4628629080880380576000*Log[3]^3 + 
      42688800*(-46434802596913 - (6824092496760*I)*Pi + 
        6824092496760*Log[3])*Log[z]^2 + 48552053295948048000*Log[z]^3 - 
      9240*Log[z]*(-2784081474077527501 + 36781858557536400*Pi^2 - 
        (18480*I)*Pi*(41704702121197 + 6824092496760*Log[2] - 
          6824092496760*Log[3]) + 18480*(41704702121197 + 
          6824092496760*Log[2])*Log[3] - 94581922005093600*Log[3]^2 - 
        63054614670062400*PolyLog[2, -1/3]) + 25557841672653079204800*
       PolyLog[2, -1/3] - 3884164263675843840000*Log[3]*PolyLog[2, -1/3] - 
      7728533274511628779200*PolyLog[2, 3/4] + 3884164263675843840000*Log[3]*
       PolyLog[2, 3/4] - (110880*I)*Pi*(-466426157039241689 + 
        49042478076715200*Log[2]^2 + 442474704351282680*Log[3] - 
        91078887856756800*Log[3]^2 + 6160*Log[2]*(-52207219452589 + 
          17060231241900*Log[3]) - 35030341483368000*PolyLog[2, -1/3] + 
        35030341483368000*PolyLog[2, 3/4]) - 194208213183792192000*
       PolyLog[3, -1/3] - 4855205329594804800000*PolyLog[3, 1/4] - 
      6020454608697557952000*PolyLog[3, 3/4] - 388416426367584384000*
       Zeta[3]))/64837597227935273280000 + 
   (z^10*(-91805038222567217 - (8095143164640000*I)*Pi^3 - 
      140823984892483200*Log[2]^2 + 190874954618880000*Log[2]^3 - 
      39200*Pi^2*(4345523881849 + 2369416232400*Log[2] - 
        2043349778400*Log[3]) - 399150921268848000*Log[3] - 
      392335998487372800*Log[2]*Log[3] - 56239941985920000*Log[2]^2*Log[3] + 
      398878464837972000*Log[3]^2 + 76690829980800000*Log[2]*Log[3]^2 - 
      60926603818080000*Log[3]^3 + 352800*(-61305736073 - 
        (10868881800*I)*Pi + 10868881800*Log[3])*Log[z]^2 + 
      639090249840000*Log[z]^3 + 266579991689928000*PolyLog[2, -1/3] - 
      51127219987200000*Log[3]*PolyLog[2, -1/3] - 
      9800*Log[z]*(456493035600*Pi^2 - (720*I)*Pi*(10754400277 + 
          2173776360*Log[2] - 2173776360*Log[3]) + 
        720*(10754400277 + 2173776360*Log[2])*Log[3] - 
        1173839234400*Log[3]^2 - 7*(3205045211419 + 111794212800*
           PolyLog[2, -1/3])) - (470400*I)*Pi*(152164345200*Log[2]^2 + 
        24*Log[2]*(-34751983993 + 13586102250*Log[3]) - 
        5*(169707024349 - 225840534858*Log[3] + 56518185360*Log[3]^2 + 
          21737763600*PolyLog[2, -1/3] - 21737763600*PolyLog[2, 3/4])) - 
      70411992446241600*PolyLog[2, 3/4] + 51127219987200000*Log[3]*
       PolyLog[2, 3/4] - 2556360999360000*PolyLog[3, -1/3] - 
      63909024984000000*PolyLog[3, 1/4] - 79247190980160000*PolyLog[3, 3/4] - 
      5112721998720000*Zeta[3]))/10333155308051520000 + 
   (z^9*(-515330708632457 - (39780810720000*I)*Pi^3 - 
      644388219745200*Log[2]^2 + 937989642240000*Log[2]^3 - 
      7350*Pi^2*(110121770833 + 62099654400*Log[2] - 53553830400*Log[3]) - 
      1779528501323475*Log[3] - 1868404705435800*Log[2]*Log[3] - 
      276371948160000*Log[2]^2*Log[3] + 1889250809922000*Log[3]^2 + 
      376870838400000*Log[2]*Log[3]^2 - 299402943840000*Log[3]^3 + 
      1058400*(-97332301 - (17803800*I)*Pi + 17803800*Log[3])*Log[z]^2 + 
      3140590320000*Log[z]^3 + 1256396462590500*PolyLog[2, -1/3] - 
      251247225600000*Log[3]*PolyLog[2, -1/3] - 
      13230*Log[z]*(1661688000*Pi^2 - (25*I)*Pi*(1087893101 + 
          227888640*Log[2] - 227888640*Log[3]) + 
        25*(1087893101 + 227888640*Log[2])*Log[3] - 4272912000*Log[3]^2 - 
        256*(297610199 + 11127375*PolyLog[2, -1/3])) - 
      322194109872600*PolyLog[2, 3/4] + 251247225600000*Log[3]*
       PolyLog[2, 3/4] - (3675*I)*Pi*(-484225442537 + 95713228800*Log[2]^2 + 
        686287117620*Log[3] - 177753139200*Log[3]^2 + 
        72*Log[2]*(-7061242273 + 2848608000*Log[3]) - 
        68366592000*PolyLog[2, -1/3] + 68366592000*PolyLog[2, 3/4]) - 
      12562361280000*PolyLog[3, -1/3] - 314059032000000*PolyLog[3, 1/4] - 
      389433199680000*PolyLog[3, 3/4] - 25124722560000*Zeta[3]))/
    38270945585376000 + (z^6*(-236530297 - (13482400*I)*Pi^3 - 
      152215440*Log[2]^2 + 317900800*Log[2]^3 - 
      100*Pi^2*(2355459 + 1546928*Log[2] - 1334048*Log[3]) - 
      370582568*Log[3] - 549459840*Log[2]*Log[3] - 93667200*Log[2]^2*Log[3] + 
      541071060*Log[3]^2 + 127728000*Log[2]*Log[3]^2 - 101472800*Log[3]^3 + 
      480*(-63529 - (13305*I)*Pi + 13305*Log[3])*Log[z]^2 + 
      1064400*Log[z]^3 - 12*Log[z]*(-20950889 + 620900*Pi^2 - 
        (20*I)*Pi*(434459 + 106440*Log[2] - 106440*Log[3]) + 
        20*(434459 + 106440*Log[2])*Log[3] - 1596600*Log[3]^2 - 
        1064400*PolyLog[2, -1/3]) + 350837640*PolyLog[2, -1/3] - 
      85152000*Log[3]*PolyLog[2, -1/3] - 76107720*PolyLog[2, 3/4] + 
      85152000*Log[3]*PolyLog[2, 3/4] - 
      (8*I)*Pi*(-46322821 + 14901600*Log[2]^2 + 91413060*Log[3] - 
        27674400*Log[3]^2 + 240*Log[2]*(-286177 + 133050*Log[3]) - 
        10644000*PolyLog[2, -1/3] + 10644000*PolyLog[2, 3/4]) - 
      4257600*PolyLog[3, -1/3] - 106440000*PolyLog[3, 1/4] - 
      131985600*PolyLog[3, 3/4] - 8515200*Zeta[3]))/4251528000 + 
   (z^4*(-955299 - (52288*I)*Pi^3 - 290592*Log[2]^2 + 1232896*Log[2]^3 - 
      16*Pi^2*(45909 + 37496*Log[2] - 32336*Log[3]) - 558288*Log[3] - 
      1738944*Log[2]*Log[3] - 363264*Log[2]^2*Log[3] + 1639800*Log[3]^2 + 
      495360*Log[2]*Log[3]^2 - 393536*Log[3]^3 + 
      72*(-1379 - (344*I)*Pi + 344*Log[3])*Log[z]^2 + 4128*Log[z]^3 - 
      12*Log[z]*(-53809 + 2408*Pi^2 - (48*I)*Pi*(571 + 172*Log[2] - 
          172*Log[3]) + 48*(571 + 172*Log[2])*Log[3] - 6192*Log[3]^2 - 
        4128*PolyLog[2, -1/3]) + 1014768*PolyLog[2, -1/3] - 
      330240*Log[3]*PolyLog[2, -1/3] - 145296*PolyLog[2, 3/4] + 
      330240*Log[3]*PolyLog[2, 3/4] - (48*I)*Pi*(-11631 + 9632*Log[2]^2 + 
        47184*Log[3] - 17888*Log[3]^2 + 12*Log[2]*(-3019 + 1720*Log[3]) - 
        6880*PolyLog[2, -1/3] + 6880*PolyLog[2, 3/4]) - 
      16512*PolyLog[3, -1/3] - 412800*PolyLog[3, 1/4] - 
      511872*PolyLog[3, 3/4] - 33024*Zeta[3]))/5038848 + 
   (z^3*(-6442 - (456*I)*Pi^3 - 204*Log[2]^2 + 10752*Log[2]^3 + 285*Log[3] - 
      11844*Log[2]*Log[3] - 3168*Log[2]^2*Log[3] + 10545*Log[3]^2 + 
      4320*Log[2]*Log[3]^2 - 3432*Log[3]^3 + 
      Pi^2*(-4954 - 5232*Log[2] + 4512*Log[3]) + 
      72*(-10 - (3*I)*Pi + 3*Log[3])*Log[z]^2 + 36*Log[z]^3 + 
      6024*PolyLog[2, -1/3] - 2880*Log[3]*PolyLog[2, -1/3] - 
      3*Log[z]*(84*Pi^2 - (3*I)*Pi*(257 + 96*Log[2] - 96*Log[3]) + 
        3*(257 + 96*Log[2])*Log[3] - 216*Log[3]^2 - 
        4*(301 + 36*PolyLog[2, -1/3])) - 102*PolyLog[2, 3/4] + 
      2880*Log[3]*PolyLog[2, 3/4] - (3*I)*Pi*(95 + 1344*Log[2]^2 + 
        5022*Log[3] - 2496*Log[3]^2 + 12*Log[2]*(-329 + 240*Log[3]) - 
        960*PolyLog[2, -1/3] + 960*PolyLog[2, 3/4]) - 144*PolyLog[3, -1/3] - 
      3600*PolyLog[3, 1/4] - 4464*PolyLog[3, 3/4] - 288*Zeta[3]))/17496 + 
   (z^2*(-171 - (152*I)*Pi^3 + 1524*Log[2]^2 + 3584*Log[2]^3 + 1062*Log[3] - 
      1152*Log[2]*Log[3] - 1056*Log[2]^2*Log[3] + 591*Log[3]^2 + 
      1440*Log[2]*Log[3]^2 - 1144*Log[3]^3 + 
      Pi^2*(-553 - 1744*Log[2] + 1504*Log[3]) + 18*(-7 - (4*I)*Pi + 4*Log[3])*
       Log[z]^2 + 12*Log[z]^3 - 6*Log[z]*(-57 + 14*Pi^2 + 66*Log[3] + 
        48*Log[2]*Log[3] - 36*Log[3]^2 + (6*I)*Pi*(-11 - 8*Log[2] + 
          8*Log[3]) - 24*PolyLog[2, -1/3]) - 186*PolyLog[2, -1/3] - 
      960*Log[3]*PolyLog[2, -1/3] + 762*PolyLog[2, 3/4] + 
      960*Log[3]*PolyLog[2, 3/4] - (6*I)*Pi*(177 + 224*Log[2]^2 + 
        228*Log[3] - 416*Log[3]^2 + 96*Log[2]*(-2 + 5*Log[3]) - 
        160*PolyLog[2, -1/3] + 160*PolyLog[2, 3/4]) - 48*PolyLog[3, -1/3] - 
      1200*PolyLog[3, 1/4] - 1488*PolyLog[3, 3/4] - 96*Zeta[3]))/1296 + 
   (z*(-16*Pi^4 + 1260*Log[2]^2 + 32*Log[2]^3 + 2016*Log[2]^4 - 
      (4*I)*Pi^3*(11 + 26*Log[2] - 20*Log[3]) + 36*Log[3] + 
      72*Log[2]*Log[3] - 588*Log[2]^2*Log[3] - 2368*Log[2]^3*Log[3] - 
      369*Log[3]^2 - 72*Log[2]*Log[3]^2 + 648*Log[2]^2*Log[3]^2 + 
      185*Log[3]^3 - 432*Log[2]*Log[3]^3 + 245*Log[3]^4 + 
      (6*I)*(Pi + I*Log[3])*Log[z]^3 + 3*Log[z]^2*(4*Pi^2 + 6*Log[3] + 
        12*Log[2]*Log[3] - 9*Log[3]^2 + (6*I)*Pi*(-1 - 2*Log[2] + 2*Log[3]) - 
        6*PolyLog[2, -1/3]) - 666*PolyLog[2, -1/3] + 
      300*Log[3]*PolyLog[2, -1/3] - 576*Log[2]*Log[3]*PolyLog[2, -1/3] + 
      384*Log[3]^2*PolyLog[2, -1/3] + 144*PolyLog[2, -1/3]^2 - 
      144*PolyLog[2, 1/4]^2 + 630*PolyLog[2, 3/4] + 
      576*Log[2]^2*PolyLog[2, 3/4] - 300*Log[3]*PolyLog[2, 3/4] - 
      384*Log[3]^2*PolyLog[2, 3/4] + Pi^2*(-81 + 288*Log[2]^2 + 7*Log[3] - 
        414*Log[3]^2 + Log[2]*(50 + 488*Log[3]) - 108*PolyLog[2, -1/3] + 
        264*PolyLog[2, 3/4]) - 66*PolyLog[3, -1/3] + 
      24*Log[3]*PolyLog[3, -1/3] - 30*PolyLog[3, 1/4] + 
      384*Log[3]*PolyLog[3, 1/4] + 6*PolyLog[3, 3/4] + 
      312*Log[3]*PolyLog[3, 3/4] + 216*PolyLog[4, -1/3] + 
      216*PolyLog[4, 1/4] + 216*PolyLog[4, 3/4] + 
      6*Log[z]*((-I)*Pi^3 + 8*Log[2]^3 - 6*Log[3] - 12*Log[2]^2*Log[3] + 
        12*Log[2]*(-1 + Log[3])*Log[3] + 9*Log[3]^2 - 5*Log[3]^3 + 
        2*Pi^2*(-2 - 5*Log[2] + 4*Log[3]) + (6*I)*Pi*(1 + 2*Log[2] + 
          2*Log[2]^2 - 2*Log[3] - 4*Log[2]*Log[3] + 2*Log[3]^2) + 
        6*PolyLog[2, -1/3] + 6*PolyLog[3, -1/3] - 6*PolyLog[3, 3/4] - 
        6*Zeta[3]) + 66*Zeta[3] + 264*Log[3]*Zeta[3] - 
      (2*I)*Pi*(112*Log[2]^3 + 111*Log[3]^2 + 286*Log[3]^3 - 
        24*Log[2]^2*(11 + 13*Log[3]) + 12*Log[3]*(-3 + 20*PolyLog[2, -1/3] - 
          32*PolyLog[2, 3/4]) - 36*Log[2]*(-1 + 2*Log[3] + 10*Log[3]^2 + 
          8*PolyLog[2, -1/3] - 8*PolyLog[2, 3/4]) + 
        6*(3 + 25*PolyLog[2, -1/3] - 25*PolyLog[2, 3/4] + 
          2*PolyLog[3, -1/3] + 32*PolyLog[3, 1/4] + 26*PolyLog[3, 3/4] + 
          22*Zeta[3]))))/144, MI[p3n10d0, -3][z] -> 0, 
 MI[p3n10d0, -2][z] -> -1/2, MI[p3n10d0, -1][z] -> 
  (-6 - (3*I)*Pi + 3*Log[3])/4 + (I/729)*z^3*(-26*I + 30*Pi + (30*I)*Log[3] - 
     (15*I)*Log[z]) + (I/295245)*z^5*(-5242*I + 5550*Pi + (5550*I)*Log[3] - 
     (2775*I)*Log[z]) + (I/531441)*z^6*(-7318*I + 7542*Pi + (7542*I)*Log[3] - 
     (3771*I)*Log[z]) + (I/301327047)*z^8*(-2756482*I + 2748690*Pi + 
     (2748690*I)*Log[3] - (1374345*I)*Log[z]) + 
   (I/40679151345)*z^9*(-314078866*I + 309849750*Pi + (309849750*I)*Log[3] - 
     (154924875*I)*Log[z]) + (I/366112362105)*z^10*
    (-2426855446*I + 2373971670*Pi + (2373971670*I)*Log[3] - 
     (1186985835*I)*Log[z]) + (z^2*(2 + (2*I)*Pi - 2*Log[3] + Log[z]))/27 + 
   (z*(-4 + (5*I)*Pi - 5*Log[3] + 4*Log[z]))/12 + 
   (z^4*(2*(79 + (87*I)*Pi - 87*Log[3]) + 87*Log[z]))/6561 + 
   (z^7*(2*(926719 + (937125*I)*Pi - 937125*Log[3]) + 937125*Log[z]))/
    167403915, MI[p3n10d0, 0][z] -> 
  (16*Pi^2 - (6*I)*Pi*(9 + 14*Log[2] - 12*Log[3]) + 
     6*(9 + 14*Log[2])*Log[3] - 57*Log[3]^2 - 6*(18 + 7*PolyLog[2, -1/3]))/
    24 + (z^10*(32693717924201 - 15066806865600*Pi^2 - 
      26588482704000*Log[2]^2 + (20160*I)*Pi*(5052995657 + 
        1582647780*Log[2] - 2373971670*Log[3]) - 101868392445120*Log[3] - 
      31906179244800*Log[2]*Log[3] + 38553299920800*Log[3]^2 + 
      840*(54385198531 + (9495886680*I)*Pi - 9495886680*Log[3])*Log[z] - 
      1994136202800*Log[z]^2 + 29247330974400*PolyLog[2, -1/3] - 
      13294241352000*PolyLog[2, 3/4]))/1230137536672800 + 
   (z^9*(3822930222833 - 1966513080000*Pi^2 - 3470317200000*Log[2]^2 + 
      (10500*I)*Pi*(1230690779 + 396607680*Log[2] - 594911520*Log[3]) - 
      12922253179500*Log[3] - 4164380640000*Log[2]*Log[3] + 
      5031959940000*Log[3]^2 + 2520*(2299119451 + (413133000*I)*Pi - 
        413133000*Log[3])*Log[z] - 260273790000*Log[z]^2 + 
      3817348920000*PolyLog[2, -1/3] - 1735158600000*PolyLog[2, 3/4]))/
    136681948519200 + (z^7*(1381299377 - 991270000*Pi^2 - 
      1749300000*Log[2]^2 + (10500*I)*Pi*(576581 + 199920*Log[2] - 
        299880*Log[3]) - 6054100500*Log[3] - 2099160000*Log[2]*Log[3] + 
      2536485000*Log[3]^2 + 140*(19404577 + (3748500*I)*Pi - 3748500*Log[3])*
       Log[z] - 131197500*Log[z]^2 + 1924230000*PolyLog[2, -1/3] - 
      874650000*PolyLog[2, 3/4]))/46873096200 + 
   (z^6*(8955257 - 8547600*Pi^2 - 15084000*Log[2]^2 + 
      (540*I)*Pi*(92037 + 33520*Log[2] - 50280*Log[3]) - 49699980*Log[3] - 
      18100800*Log[2]*Log[3] + 21871800*Log[3]^2 + 
      240*(93091 + (18855*I)*Pi - 18855*Log[3])*Log[z] - 1131300*Log[z]^2 + 
      16592400*PolyLog[2, -1/3] - 7542000*PolyLog[2, 3/4]))/318864600 + 
   (z*(-72 - 152*Pi^2 - 192*Log[2]^2 + (18*I)*Pi*(-5 + 26*Log[2] - 
        30*Log[3]) + 90*Log[3] - 468*Log[2]*Log[3] + 435*Log[3]^2 + 
      18*(4 + (5*I)*Pi - 5*Log[3])*Log[z] - 36*Log[z]^2 + 
      330*PolyLog[2, -1/3] - 96*PolyLog[2, 3/4]))/216 + 
   (z^2*(-136*Pi^2 + (18*I)*Pi*(31 + 16*Log[2] - 24*Log[3]) + 
      18*(15 + (4*I)*Pi - 4*Log[3])*Log[z] - 18*Log[z]^2 - 
      3*(99 + 80*Log[2]^2 + 186*Log[3] + 96*Log[2]*Log[3] - 116*Log[3]^2 - 
        88*PolyLog[2, -1/3] + 40*PolyLog[2, 3/4])))/972 + 
   (z^3*(-340*Pi^2 + (15*I)*Pi*(101 + 48*Log[2] - 72*Log[3]) + 
      18*(39 + (10*I)*Pi - 10*Log[3])*Log[z] - 45*Log[z]^2 - 
      3*(63 + 200*Log[2]^2 + 505*Log[3] + 240*Log[2]*Log[3] - 290*Log[3]^2 - 
        220*PolyLog[2, -1/3] + 100*PolyLog[2, 3/4])))/4374 + 
   (z^4*(-15776*Pi^2 + (36*I)*Pi*(2197 + 928*Log[2] - 1392*Log[3]) + 
      12*(2999 + (696*I)*Pi - 696*Log[3])*Log[z] - 2088*Log[z]^2 - 
      3*(-617 + 9280*Log[2]^2 + 26364*Log[3] + 11136*Log[2]*Log[3] - 
        13456*Log[3]^2 - 10208*PolyLog[2, -1/3] + 4640*PolyLog[2, 3/4])))/
    314928 + (z^5*(-1258000*Pi^2 + (450*I)*Pi*(15261 + 5920*Log[2] - 
        8880*Log[3]) + 60*(51653 + (11100*I)*Pi - 11100*Log[3])*Log[z] - 
      166500*Log[z]^2 - 3*(-264993 + 740000*Log[2]^2 + 2289150*Log[3] + 
        888000*Log[2]*Log[3] - 1073000*Log[3]^2 - 814000*PolyLog[2, -1/3] + 
        370000*PolyLog[2, 3/4])))/35429400 + 
   (z^8*(-11630012800*Pi^2 + (840*I)*Pi*(87997663 + 29319360*Log[2] - 
        43979040*Log[3]) + 1960*(16910963 + (3141360*I)*Pi - 3141360*Log[3])*
       Log[z] - 1539266400*Log[z]^2 - 3*(-6544057727 + 6841184000*Log[2]^2 + 
        24639345640*Log[3] + 8209420800*Log[2]*Log[3] - 9919716800*Log[3]^2 - 
        7525302400*PolyLog[2, -1/3] + 3420592000*PolyLog[2, 3/4])))/
    674972585280, MI[p3n10d0, 1][z] -> 
  (z^8*((-3275558899200*I)*Pi^3 - 7840*Pi^2*(8481313061 + 4793715360*Log[2] - 
        4134029760*Log[3]) + 493920*(-16910963 - (3141360*I)*Pi + 
        3141360*Log[3])*Log[z]^2 + 258596755200*Log[z]^3 - 
      168*Log[z]*(-477178834309 + 10774864800*Pi^2 - 
        (420*I)*Pi*(412539047 + 87958080*Log[2] - 87958080*Log[3]) + 
        420*(412539047 + 87958080*Log[2])*Log[3] - 27706795200*Log[3]^2 - 
        18471196800*PolyLog[2, -1/3]) - (84*I)*Pi*(-1756400572009 + 
        344795673600*Log[2]^2 + 2467098485040*Log[3] - 
        640334822400*Log[3]^2 + 3360*Log[2]*(-544850183 + 219895200*Log[3]) - 
        246282624000*PolyLog[2, -1/3] + 246282624000*PolyLog[2, 3/4]) + 
      3*(25744743628800*Log[2]^3 + 51724723603840*Log[3]^2 - 
        8217630220800*Log[3]^3 + 94080*Log[2]*Log[3]*(-544850183 + 
          109947600*Log[3]) - 62720*Log[2]^2*(278728859 + 120942360*Log[3]) - 
        28*Log[3]*(1756400572009 + 246282624000*PolyLog[2, -1/3] - 
          246282624000*PolyLog[2, 3/4]) + 5*(-2263273723159 + 
          6874137925312*PolyLog[2, -1/3] - 1748187403648*PolyLog[2, 3/4] - 
          68959134720*PolyLog[3, -1/3] - 1723978368000*PolyLog[3, 1/4] - 
          2137733176320*PolyLog[3, 3/4] - 137918269440*Zeta[3]))))/
    340186182981120 + 
   (z^3*((-2280*I)*Pi^3 + Pi^2*(-32419 - 26160*Log[2] + 22560*Log[3]) + 
      108*(-39 - (10*I)*Pi + 10*Log[3])*Log[z]^2 + 180*Log[z]^3 - 
      90*Log[z]*(-286 + 14*Pi^2 - (3*I)*Pi*(51 + 16*Log[2] - 16*Log[3]) + 
        3*(51 + 16*Log[2])*Log[3] - 36*Log[3]^2 - 24*PolyLog[2, -1/3]) - 
      (9*I)*Pi*(2240*Log[2]^2 + 24*Log[2]*(-359 + 200*Log[3]) - 
        5*(595 - 2228*Log[3] + 832*Log[3]^2 + 320*PolyLog[2, -1/3] - 
          320*PolyLog[2, 3/4])) + 3*(17920*Log[2]^3 + 24215*Log[3]^2 - 
        5720*Log[3]^3 + 72*Log[2]*Log[3]*(-359 + 100*Log[3]) - 
        4*Log[2]^2*(1043 + 1320*Log[3]) - 75*Log[3]*
         (119 + 64*PolyLog[2, -1/3] - 64*PolyLog[2, 3/4]) + 
        2*(-5993 + 7505*PolyLog[2, -1/3] - 1043*PolyLog[2, 3/4] - 
          120*PolyLog[3, -1/3] - 3000*PolyLog[3, 1/4] - 
          3720*PolyLog[3, 3/4] - 240*Zeta[3]))))/52488 + 
   (z^7*((-697970700000*I)*Pi^3 - 34300*Pi^2*(396699971 + 233478000*Log[2] - 
        201348000*Log[3]) + 88200*(-19404577 - (3748500*I)*Pi + 
        3748500*Log[3])*Log[z]^2 + 55102950000*Log[z]^3 - 
      420*Log[z]*(-37241508421 + 918382500*Pi^2 - (89250*I)*Pi*
         (158177 + 35280*Log[2] - 35280*Log[3]) + 
        89250*(158177 + 35280*Log[2])*Log[3] - 2361555000*Log[3]^2 - 
        1574370000*PolyLog[2, -1/3]) - (2100*I)*Pi*(2938824000*Log[2]^2 + 
        168*Log[2]*(-89466481 + 37485000*Log[3]) - 
        5*(2658983801 - 4035352020*Log[3] + 1091563200*Log[3]^2 + 
          419832000*PolyLog[2, -1/3] - 419832000*PolyLog[2, 3/4])) + 
      3*(-2762136225599 + 5485804800000*Log[2]^3 + 10542405002500*Log[3]^2 - 
        1751049300000*Log[3]^3 + 117600*Log[2]*Log[3]*
         (-89466481 + 18742500*Log[3]) - 19600*Log[2]^2*
         (173515189 + 82467000*Log[3]) + 6961077935000*PolyLog[2, -1/3] - 
        3500*Log[3]*(2658983801 + 419832000*PolyLog[2, -1/3] - 
          419832000*PolyLog[2, 3/4]) - 1700448852200*PolyLog[2, 3/4] - 
        73470600000*PolyLog[3, -1/3] - 1836765000000*PolyLog[3, 1/4] - 
        2277588600000*PolyLog[3, 3/4] - 146941200000*Zeta[3])))/
    59060101212000 + (z^6*((-286596000*I)*Pi^3 - 
      100*Pi^2*(53165579 + 32883120*Log[2] - 28357920*Log[3]) + 
      7200*(-93091 - (18855*I)*Pi + 18855*Log[3])*Log[z]^2 + 
      22626000*Log[z]^3 - 180*Log[z]*(-32035951 + 879900*Pi^2 - 
        (10*I)*Pi*(1280341 + 301680*Log[2] - 301680*Log[3]) + 
        10*(1280341 + 301680*Log[2])*Log[3] - 2262600*Log[3]^2 - 
        1508400*PolyLog[2, -1/3]) - (60*I)*Pi*(-164082869 + 
        42235200*Log[2]^2 + 275620380*Log[3] - 78436800*Log[3]^2 + 
        120*Log[2]*(-1719421 + 754200*Log[3]) - 30168000*PolyLog[2, -1/3] + 
        30168000*PolyLog[2, 3/4]) + 3*(-1272726707 + 2252544000*Log[2]^3 + 
        4098043900*Log[3]^2 - 719004000*Log[3]^3 - 2000*Log[2]^2*
         (620375 + 331848*Log[3]) + 2400*Log[2]*Log[3]*
         (-1719421 + 377100*Log[3]) + 2683680200*PolyLog[2, -1/3] - 
        20*Log[3]*(164082869 + 30168000*PolyLog[2, -1/3] - 
          30168000*PolyLog[2, 3/4]) - 620375000*PolyLog[2, 3/4] - 
        30168000*PolyLog[3, -1/3] - 754200000*PolyLog[3, 1/4] - 
        935208000*PolyLog[3, 3/4] - 60336000*Zeta[3])))/19131876000 + 
   (z^5*((-42180000*I)*Pi^3 - 800*Pi^2*(918101 + 604950*Log[2] - 
        521700*Log[3]) + 1800*(-51653 - (11100*I)*Pi + 11100*Log[3])*
       Log[z]^2 + 3330000*Log[z]^3 - 180*Log[z]*(129500*Pi^2 - 
        (25*I)*Pi*(70331 + 17760*Log[2] - 17760*Log[3]) + 
        25*(70331 + 17760*Log[2])*Log[3] - 333000*Log[3]^2 - 
        37*(111131 + 6000*PolyLog[2, -1/3])) - 
      (225*I)*Pi*(-5234651 + 1657600*Log[2]^2 + 10138520*Log[3] - 
        3078400*Log[3]^2 + 16*Log[2]*(-477463 + 222000*Log[3]) - 
        1184000*PolyLog[2, -1/3] + 1184000*PolyLog[2, 3/4]) + 
      3*(-205401789 + 331520000*Log[2]^3 + 562203500*Log[3]^2 - 
        105820000*Log[3]^3 + 1200*Log[2]*Log[3]*(-477463 + 111000*Log[3]) - 
        400*Log[2]^2*(387701 + 244200*Log[3]) + 364018000*PolyLog[2, -1/3] - 
        75*Log[3]*(5234651 + 1184000*PolyLog[2, -1/3] - 
          1184000*PolyLog[2, 3/4]) - 77540200*PolyLog[2, 3/4] - 
        4440000*PolyLog[3, -1/3] - 111000000*PolyLog[3, 1/4] - 
        137640000*PolyLog[3, 3/4] - 8880000*Zeta[3])))/2125764000 + 
   (z^4*((-105792*I)*Pi^3 - 16*Pi^2*(105775 + 75864*Log[2] - 65424*Log[3]) + 
      72*(-2999 - (696*I)*Pi + 696*Log[3])*Log[z]^2 + 8352*Log[z]^3 - 
      36*Log[z]*(1624*Pi^2 - (2*I)*Pi*(10061 + 2784*Log[2] - 2784*Log[3]) + 
        (20122 + 5568*Log[2])*Log[3] - 4176*Log[3]^2 - 
        3*(14317 + 928*PolyLog[2, -1/3])) - 
      (18*I)*Pi*(51968*Log[2]^2 + 291400*Log[3] - 96512*Log[3]^2 + 
        16*Log[2]*(-13853 + 6960*Log[3]) - 5*(24083 + 7424*PolyLog[2, -1/3] - 
          7424*PolyLog[2, 3/4])) + 3*(-547365 + 831488*Log[2]^3 + 
        1282472*Log[3]^2 - 265408*Log[3]^3 + 96*Log[2]*Log[3]*
         (-13853 + 3480*Log[3]) - 32*Log[2]^2*(9475 + 7656*Log[3]) + 
        816544*PolyLog[2, -1/3] - 30*Log[3]*(24083 + 7424*PolyLog[2, -1/3] - 
          7424*PolyLog[2, 3/4]) - 151600*PolyLog[2, 3/4] - 
        11136*PolyLog[3, -1/3] - 278400*PolyLog[3, 1/4] - 
        345216*PolyLog[3, 3/4] - 22272*Zeta[3])))/3779136 + 
   (z^10*(-52052969346438779 - (7072536399264000*I)*Pi^3 - 
      129470332999728000*Log[2]^2 + 166762963519488000*Log[2]^3 - 
      39200*Pi^2*(3901046341819 + 2070103296240*Log[2] - 
        1785226695840*Log[3]) - 380222698590352800*Log[3] - 
      352033910884857600*Log[2]*Log[3] - 49135516036992000*Log[2]^2*Log[3] + 
      358974767567791200*Log[3]^2 + 67002976414080000*Log[2]*Log[3]^2 - 
      53230142373408000*Log[3]^3 + 352800*(-54385198531 - (9495886680*I)*Pi + 
        9495886680*Log[3])*Log[z]^2 + 558358136784000*Log[z]^3 - 
      5880*Log[z]*(-33785366209529 + 664712067600*Pi^2 - 
        (120*I)*Pi*(95606302847 + 18991773360*Log[2] - 18991773360*Log[3]) + 
        120*(95606302847 + 18991773360*Log[2])*Log[3] - 
        1709259602400*Log[3]^2 - 1139506401600*PolyLog[2, -1/3]) + 
      240752121942292800*PolyLog[2, -1/3] - 44668650942720000*Log[3]*
       PolyLog[2, -1/3] - 64735166499864000*PolyLog[2, 3/4] + 
      44668650942720000*Log[3]*PolyLog[2, 3/4] - 
      (352800*I)*Pi*(-1077728737501 + 177256551360*Log[2]^2 + 
        1352600377532*Log[3] - 329190738240*Log[3]^2 + 
        8*Log[2]*(-124728568199 + 47479433400*Log[3]) - 
        126611822400*PolyLog[2, -1/3] + 126611822400*PolyLog[2, 3/4]) - 
      2233432547136000*PolyLog[3, -1/3] - 55835813678400000*PolyLog[3, 1/4] - 
      69236408961216000*PolyLog[3, 3/4] - 4466865094272000*Zeta[3]))/
    1033315530805152000 + 
   (z^9*(-24512867742049501 - (2769313125600000*I)*Pi^3 - 
      47708187344697600*Log[2]^2 + 65297488435200000*Log[2]^3 - 
      58800*Pi^2*(989089902433 + 540377964000*Log[2] - 466014024000*Log[3]) - 
      137353960164440250*Log[3] - 134166942967982400*Log[2]*Log[3] - 
      19239438556800000*Log[2]^2*Log[3] + 136160568622260000*Log[3]^2 + 
      26235598032000000*Log[2]*Log[3]^2 - 20842725103200000*Log[3]^3 + 
      3175200*(-2299119451 - (413133000*I)*Pi + 413133000*Log[3])*Log[z]^2 + 
      218629983600000*Log[z]^3 - 17640*Log[z]*(-4137686435989 + 
        86757930000*Pi^2 - (2250*I)*Pi*(644082389 + 132202560*Log[2] - 
          132202560*Log[3]) + 2250*(644082389 + 132202560*Log[2])*Log[3] - 
        223091820000*Log[3]^2 - 148727880000*PolyLog[2, -1/3]) + 
      90937565156340000*PolyLog[2, -1/3] - 17490398688000000*Log[3]*
       PolyLog[2, -1/3] - 23854093672348800*PolyLog[2, 3/4] + 
      17490398688000000*Log[3]*PolyLog[2, 3/4] - 
      (22050*I)*Pi*(-6229204542605 + 1110501504000*Log[2]^2 + 
        8226012339600*Log[3] - 2062359936000*Log[3]^2 + 
        88992*Log[2]*(-68373209 + 26740000*Log[3]) - 
        793215360000*PolyLog[2, -1/3] + 793215360000*PolyLog[2, 3/4]) - 
      874519934400000*PolyLog[3, -1/3] - 21862998360000000*PolyLog[3, 1/4] - 
      27110117966400000*PolyLog[3, 3/4] - 1749039868800000*Zeta[3]))/
    344438510268384000 + (z*(-72 - (95*I)*Pi^3 + 840*Log[2]^2 + 
      1592*Log[2]^3 - 2*Pi^2*(11 + 599*Log[2] - 470*Log[3]) + 90*Log[3] + 
      180*Log[2]*Log[3] - 660*Log[2]^2*Log[3] - 345*Log[3]^2 + 
      1116*Log[2]*Log[3]^2 - 715*Log[3]^3 + 9*(-4 - (5*I)*Pi + 5*Log[3])*
       Log[z]^2 + 12*Log[z]^3 - 510*PolyLog[2, -1/3] - 
      600*Log[3]*PolyLog[2, -1/3] + Log[z]*(-48*Pi^2 - 
        (90*I)*Pi*(-1 - 2*Log[2] + 2*Log[3]) + 
        9*(8 - 10*(1 + 2*Log[2])*Log[3] + 15*Log[3]^2 + 
          10*PolyLog[2, -1/3])) + 420*PolyLog[2, 3/4] + 
      384*Log[3]*PolyLog[2, 3/4] - (6*I)*Pi*(15 + 50*Log[2]^2 - 30*Log[3] - 
        260*Log[3]^2 + 6*Log[2]*(5 + 62*Log[3]) - 100*PolyLog[2, -1/3] + 
        64*PolyLog[2, 3/4]) - 30*PolyLog[3, -1/3] - 480*PolyLog[3, 1/4] - 
      714*PolyLog[3, 3/4] - 114*Zeta[3]))/216 + 
   (z^2*(-1971 - (152*I)*Pi^3 - 300*Log[2]^2 + 3584*Log[2]^3 + 243*Log[3] - 
      4968*Log[2]*Log[3] - 1056*Log[2]^2*Log[3] + 4359*Log[3]^2 + 
      1440*Log[2]*Log[3]^2 - 1144*Log[3]^3 + 
      Pi^2*(-1937 - 1744*Log[2] + 1504*Log[3]) + 
      18*(-15 - (4*I)*Pi + 4*Log[3])*Log[z]^2 + 12*Log[z]^3 + 
      2634*PolyLog[2, -1/3] - 960*Log[3]*PolyLog[2, -1/3] - 
      6*Log[z]*(14*Pi^2 - (3*I)*Pi*(45 + 16*Log[2] - 16*Log[3]) - 
        3*(63 - (45 + 16*Log[2])*Log[3] + 12*Log[3]^2 + 
          8*PolyLog[2, -1/3])) - 150*PolyLog[2, 3/4] + 
      960*Log[3]*PolyLog[2, 3/4] - (3*I)*Pi*(81 + 448*Log[2]^2 + 
        2028*Log[3] - 832*Log[3]^2 + 24*Log[2]*(-69 + 40*Log[3]) - 
        320*PolyLog[2, -1/3] + 320*PolyLog[2, 3/4]) - 48*PolyLog[3, -1/3] - 
      1200*PolyLog[3, 1/4] - 1488*PolyLog[3, 3/4] - 96*Zeta[3]))/1944 + 
   (-324 + (11*I)*Pi^3 - 56*Log[2]^3 + 2*Pi^2*(24 + 77*Log[2] - 53*Log[3]) + 
     162*Log[3] + 84*Log[2]^2*Log[3] - 171*Log[3]^2 + 79*Log[3]^3 - 
     84*Log[2]*Log[3]*(-3 + 2*Log[3]) - 126*PolyLog[2, -1/3] + 
     60*Log[3]*PolyLog[2, -1/3] - (6*I)*Pi*(27 + 14*Log[2]^2 + 
       Log[2]*(42 - 56*Log[3]) - 36*Log[3] + 29*Log[3]^2 + 
       10*PolyLog[2, -1/3]) - 6*PolyLog[3, -1/3] + 42*PolyLog[3, 3/4] + 
     38*Zeta[3])/24, MI[p3n11, -3][z] -> 0, MI[p3n11d0, -3][z] -> 0, 
 MI[p3n11, -2][z] -> (m^2*z)/2, MI[p3n11d0, -2][z] -> -1/2, 
 MI[p3n11, -1][z] -> -m^2/4 - (m^2*z*(-3 + 2*Log[z]))/2, 
 MI[p3n11d0, -1][z] -> -3/2 - I*Pi + z^2/2 + z^3/6 + z^4/12 + z^5/20 + 
   z^6/30 + z^7/42 + z^8/56 + z^9/72 + z^10/90 + z^11/110 + 
   z*(-1 + I*Pi + Log[z]), MI[p3n11, 0][z] -> -(m^2*(13 + (4*I)*Pi))/8 + 
   (m^2*z^3)/12 + (m^2*z^4)/72 + (m^2*z^5)/240 + (m^2*z^6)/600 + 
   (m^2*z^7)/1260 + (m^2*z^8)/2352 + (m^2*z^9)/4032 + (m^2*z^10)/6480 + 
   (m^2*z^11)/9900 + (m^2*z^2*(-5 + (2*I)*Pi + 2*Log[z]))/4 + 
   (m^2*z*(30 + 7*Pi^2 - (12*I)*(-3*I + Pi)*Log[z] + 6*Log[z]^2))/12, 
 MI[p3n11d0, 0][z] -> -9/2 - (3*I)*Pi + (13*Pi^2)/12 + 
   z^11*(38233/381150 + ((2*I)/55)*Pi + Log[z]/55) + 
   z^10*(6653/56700 + ((2*I)/45)*Pi + Log[z]/45) + 
   z^9*(25261/181440 + (I/18)*Pi + Log[z]/36) + 
   z^5*(401/1200 + (I/5)*Pi + Log[z]/10) + z^2*(-1 + (2*I)*Pi + Log[z]) + 
   (z^6*(39 + (20*I)*Pi + 10*Log[z]))/150 + 
   (z^3*(17 + (24*I)*Pi + 12*Log[z]))/36 + (z^4*(31 + (24*I)*Pi + 12*Log[z]))/
    72 + (z^8*(1317 + (560*I)*Pi + 280*Log[z]))/7840 + 
   (z^7*(1823 + (840*I)*Pi + 420*Log[z]))/8820 + 
   z*(-1 - I*Pi - (5*Pi^2)/3 + Log[z] + I*Pi*Log[z] - Log[z]^2/2), 
 MI[p3n11, 1][z] -> (m^2*(-345 - (156*I)*Pi + 26*Pi^2))/48 + 
   (m^2*z^4*(2 + (6*I)*Pi + 3*Log[z]))/108 + 
   (m^2*z^6*(23 + (16*I)*Pi + 8*Log[z]))/2400 + 
   (m^2*z^3*(-25 + (24*I)*Pi + 12*Log[z]))/72 + 
   (m^2*z^5*(241 + (240*I)*Pi + 120*Log[z]))/14400 + 
   (m^2*z^7*(491 + (280*I)*Pi + 140*Log[z]))/88200 + 
   (m^2*z^8*(3361 + (1680*I)*Pi + 840*Log[z]))/987840 + 
   (m^2*z^11*(17461 + (6930*I)*Pi + 3465*Log[z]))/17151750 + 
   (m^2*z^9*(22201 + (10080*I)*Pi + 5040*Log[z]))/10160640 + 
   (m^2*z^10*(23917 + (10080*I)*Pi + 5040*Log[z]))/16329600 - 
   (m^2*z^2*(9 + (42*I)*Pi + 20*Pi^2 + (-18 - (12*I)*Pi)*Log[z] + 
      6*Log[z]^2))/24 + (m^2*z*(18 - (24*I)*Pi + 21*Pi^2 + (8*I)*Pi^3 + 
      6*(-14 - (6*I)*Pi + Pi^2)*Log[z] + 6*(3 + I*Pi)*Log[z]^2 - 2*Log[z]^3 + 
      32*Zeta[3]))/12, MI[p3n11d0, 1][z] -> -27/2 - (9*I)*Pi + (13*Pi^2)/4 + 
   ((5*I)/6)*Pi^3 + (z^8*(1161469 + (1977480*I)*Pi - 277200*Pi^2 + 
      360*(2859 + (280*I)*Pi)*Log[z] - 50400*Log[z]^2))/2822400 + 
   (z^7*(492629 + (1075480*I)*Pi - 161700*Pi^2 + 560*(1009 + (105*I)*Pi)*
       Log[z] - 29400*Log[z]^2))/1234800 + 
   (z^5*(2819 + (35320*I)*Pi - 6600*Pi^2 + 80*(241 + (30*I)*Pi)*Log[z] - 
      1200*Log[z]^2))/24000 + 
   (z^6*(5927 + (20040*I)*Pi - 3300*Pi^2 + 120*(89 + (10*I)*Pi)*Log[z] - 
      600*Log[z]^2))/18000 + (z^4*(-413 + (1740*I)*Pi - 396*Pi^2 + 
      12*(83 + (12*I)*Pi)*Log[z] - 72*Log[z]^2))/864 + 
   (z^3*(-479 + (588*I)*Pi - 198*Pi^2 + 24*(16 + (3*I)*Pi)*Log[z] - 
      36*Log[z]^2))/216 + (z^2*(-19 + (2*I)*Pi - 11*Pi^2 + 
      2*(5 + (2*I)*Pi)*Log[z] - 2*Log[z]^2))/4 + 
   z^9*(183064849/457228800 + ((52307*I)/90720)*Pi - (11*Pi^2)/144 + 
     (13523/45360 + (I/36)*Pi)*Log[z] - Log[z]^2/72) + 
   z^10*(108518761/285768000 + ((2741*I)/5670)*Pi - (11*Pi^2)/180 + 
     ((3526 + (315*I)*Pi)*Log[z])/14175 - Log[z]^2/90) + 
   z^11*(5014546379/14087304000 + ((156901*I)/381150)*Pi - Pi^2/20 + 
     (16087/76230 + (I/55)*Pi)*Log[z] - Log[z]^2/110) + 
   (z*((6 + (6*I)*Pi - 3*Pi^2)*Log[z] + (-3 - (3*I)*Pi)*Log[z]^2 + Log[z]^3 + 
      3*(-2 - (2*I)*Pi + Pi^2 - (3*I)*Pi^3 - 16*Zeta[3])))/6 + 
   (16*Zeta[3])/3, MI[p4n1, -3][z] -> 0, MI[p4n1, -2][z] -> 1, 
 MI[p4n1, -1][z] -> 4 + (2*I)*Pi - 4*Log[2], 
 MI[p4n1, 0][z] -> 12 - (13*Pi^2)/6 - (8*I)*Pi*(-1 + Log[2]) - 16*Log[2] + 
   8*Log[2]^2, MI[p4n1, 1][z] -> ((-5*I)*Pi^3 + 26*Pi^2*(-1 + Log[2]) + 
    (24*I)*Pi*(3 - 4*Log[2] + 2*Log[2]^2) - 
    2*(-48 + 72*Log[2] - 48*Log[2]^2 + 16*Log[2]^3 + 7*Zeta[3]))/3, 
 MI[p4n2, -3][z] -> 0, MI[p4n2, -2][z] -> 1, 
 MI[p4n2, -1][z] -> 4 + (2*I)*Pi - z^2/2 - z^3/6 - z^4/12 - z^5/20 - z^6/30 - 
   z^7/42 - z^8/56 - z^9/72 - z^10/90 - z^11/110 - 2*Log[2] + 
   z*(1 - I*Pi - Log[z]), MI[p4n2, 0][z] -> 
  (-13*Pi^2)/6 - (4*I)*Pi*(-2 + Log[2]) + 2*(6 - 4*Log[2] + Log[2]^2) + 
   (z^8*(-1857 - (840*I)*Pi + 560*Log[2] - 280*Log[z]))/15680 + 
   (z^5*(-313 - (180*I)*Pi + 120*Log[2] - 60*Log[z]))/1200 + 
   (z^7*(-219 - (105*I)*Pi + 70*Log[2] - 35*Log[z]))/1470 + 
   (z^4*(-53 - (36*I)*Pi + 24*Log[2] - 12*Log[z]))/144 + 
   (z^3*(-19 - (18*I)*Pi + 12*Log[2] - 6*Log[z]))/36 + 
   (z^6*(-29 - (15*I)*Pi + 10*Log[2] - 5*Log[z]))/150 + 
   (z^2*(-1 - (6*I)*Pi + 4*Log[2] - 2*Log[z]))/4 + 
   z^9*(-17513/181440 - (I/24)*Pi + Log[2]/36 - Log[z]/72) + 
   z^10*(-9103/113400 - (I/30)*Pi + Log[2]/45 - Log[z]/90) + 
   z^11*(-103493/1524600 - ((3*I)/110)*Pi + Log[2]/55 - Log[z]/110) + 
   z*(3 + (5*Pi^2)/3 - 2*Log[2] + I*Pi*(-1 + 2*Log[2]) + 
     (-3 - I*Pi + 2*Log[2])*Log[z] + Log[z]^2/2), MI[p4n3, -3][z] -> 0, 
 MI[p4n3, -2][z] -> 1/2, MI[p4n3, -1][z] -> 5/2 + I*Pi - z^2/2 - z^3/6 - 
   z^4/12 - z^5/20 - z^6/30 - z^7/42 - z^8/56 - z^9/72 - z^10/90 - z^11/110 + 
   z*(1 - I*Pi - Log[z]), MI[p4n3, 0][z] -> 19/2 + (3*I)*Pi - (13*Pi^2)/12 + 
   (z^8*(-1657 - (560*I)*Pi - 504*Log[z]))/14112 + 
   (z^6*(-98 - (40*I)*Pi - 35*Log[z]))/525 + 
   z^2*(1 - ((4*I)/3)*Pi - Log[z]) + 
   z^3*((-5*(5 + (6*I)*Pi))/72 - Log[z]/3) + 
   z^4*(-23/72 - (I/5)*Pi - Log[z]/6) + 
   z^5*(-439/1800 - ((7*I)/60)*Pi - Log[z]/10) + 
   z^7*(-10321/70560 - ((3*I)/56)*Pi - Log[z]/21) + 
   z^9*(-5459/56700 - ((11*I)/360)*Pi - Log[z]/36) + 
   z^10*(-2279/28350 - ((4*I)/165)*Pi - Log[z]/45) + 
   z^11*(-1247003/18295200 - ((13*I)/660)*Pi - Log[z]/55) + 
   (z*(9 - (3*I)*Pi + 5*Pi^2 - 12*Log[z] + 3*Log[z]^2))/6, 
 MI[p4n3, 1][z] -> z^11*(-21827304529/126785736000 - 
     ((240571*I)/1524600)*Pi + (13*Pi^2)/1320 - (1342259*Log[z])/9147600 + 
     Log[z]^2/110) + z^10*(-13392047/71442000 - ((46234*I)/245025)*Pi + 
     (73*Pi^2)/5940 - (4957*Log[z])/28350 + Log[z]^2/90) + 
   (z^2*(81 - (34*I)*Pi + 33*Pi^2 - 90*Log[z] + 18*Log[z]^2))/36 + 
   (z^3*(1151 - (1302*I)*Pi + 228*Pi^2 - 1320*Log[z] + 144*Log[z]^2))/864 + 
   (z^4*(5575 - (21444*I)*Pi + 2580*Pi^2 - 20100*Log[z] + 1800*Log[z]^2))/
    21600 + (z^5*(-4349 - (36555*I)*Pi + 3600*Pi^2 - 33630*Log[z] + 
      2700*Log[z]^2))/54000 + (z^6*(-248087 - (644820*I)*Pi + 55650*Pi^2 - 
      590940*Log[z] + 44100*Log[z]^2))/1323000 + 
   (z^7*(-4253173 - (7252140*I)*Pi + 568400*Pi^2 - 6653360*Log[z] + 
      470400*Log[z]^2))/19756800 + 
   (z^8*(-7613901 - (10185896*I)*Pi + 740880*Pi^2 - 9371880*Log[z] + 
      635040*Log[z]^2))/35562240 + 
   (z^9*(-23137249 - (26274906*I)*Pi + 1799280*Pi^2 - 24259788*Log[z] + 
      1587600*Log[z]^2))/114307200 + 
   (390 + (84*I)*Pi - 29*Pi^2 - (2*I)*Pi^3 - 136*Zeta[3])/12 + 
   (z*(15 + (9*I)*Pi + 3*Pi^2 + (2*I)*Pi^3 - 2*(18 + Pi^2)*Log[z] + 
      12*Log[z]^2 - 2*Log[z]^3 + 84*Zeta[3]))/12, MI[p4n4, -3][z] -> 0, 
 MI[p4n4, -2][z] -> 1/2, MI[p4n4, -1][z] -> 5/2 + I*Pi - 2*Log[2] + 
   (z^11*(-145103527 - (116396280*I)*Pi + 232792560*Log[2] - 
      116396280*Log[z]))/14533263360 + 
   (z^10*(-7549093 - (6126120*I)*Pi + 12252240*Log[2] - 6126120*Log[z]))/
    660602880 + (z^8*(-429697 - (360360*I)*Pi + 720720*Log[2] - 
      360360*Log[z]))/27525120 + 
   (5*z^9*(-87541 - (72072*I)*Pi + 144144*Log[2] - 72072*Log[z]))/33030144 + 
   (z^7*(-16127 - (13860*I)*Pi + 27720*Log[2] - 13860*Log[z]))/860160 + 
   (z^6*(-1417 - (1260*I)*Pi + 2520*Log[2] - 1260*Log[z]))/61440 + 
   (z^5*(-449 - (420*I)*Pi + 840*Log[2] - 420*Log[z]))/15360 + 
   (z^4*(-59 - (60*I)*Pi + 120*Log[2] - 60*Log[z]))/1536 + 
   (z^3*(-5 - (6*I)*Pi + 12*Log[2] - 6*Log[z]))/96 + 
   (z^2*(-1 - (2*I)*Pi + 4*Log[2] - 2*Log[z]))/16 + 
   (z*(1 - I*Pi + 2*Log[2] - Log[z]))/2, MI[p4n4, 0][z] -> 
  (-23*Pi^2)/24 - ((9*I)/2)*Pi*(-1 + Log[2]) + 
   (z^7*(356012325900*Pi^2 - 736577226000*Log[2]^2 - 
      8503056*Log[2]*(-660928 + 10395*Log[3]) + 
      (99*I)*Pi*(-29966052293 + 10416243600*Log[2] + 892820880*Log[3]) + 
      5544*(-465015476 - (7971615*I)*Pi + 7971615*Log[3])*Log[z] + 
      235704712320*Log[z]^2 + 7*(22383611289*Log[3] - 10522531800*Log[3]^2 - 
        20*(8385366533 + 420901272*PolyLog[2, -1/3] - 
          736577226*PolyLog[2, 3/4]))))/29255954595840 + 
   (z*(49*Pi^2 + (3*I)*Pi*(-15 + 44*Log[2] + 12*Log[3]) + 
      6*(-20 - (3*I)*Pi + 3*Log[3])*Log[z] + 24*Log[z]^2 - 
      3*(-36 + 4*Log[2]^2 - 15*Log[3] + 12*Log[2]*Log[3] + 10*Log[3]^2 + 
        8*PolyLog[2, -1/3] - 14*PolyLog[2, 3/4])))/96 + 
   (38 - 2*Log[2]^2 - 6*Log[3] + 2*Log[2]*(-12 + 5*Log[3]) - 
     5*PolyLog[2, 3/4])/4 + 
   z^11*(-669801782617054921619/22296716630880052838400 + 
     (877591*Pi^2)/150994944 + (15680741*Log[2])/151388160 - 
     (172159*Log[2]^2)/12582912 + 
     Pi*((-1625795787188212151*I)/30029247987717242880 + 
       ((71383*I)/4194304)*Log[2] + ((4199*I)/4194304)*Log[3]) + 
     (70585458586010807*Log[3])/30029247987717242880 - 
     (4199*Log[2]*Log[3])/4194304 - (20995*Log[3]^2)/25165824 + 
     (-87230505157178221/1876827999232327680 - ((4199*I)/8388608)*Pi + 
       (4199*Log[3])/8388608)*Log[z] + (4199*Log[z]^2)/1048576 - 
     (4199*PolyLog[2, -1/3])/6291456 + (29393*PolyLog[2, 3/4])/25165824) + 
   z^10*(-8418772018155770939/262755919892525875200 + (42653*Pi^2)/6291456 - 
     (8177*Log[2]^2)/524288 + Pi*((-6576453706102343*I)/107247314241847296 + 
       ((10387*I)/524288)*Log[2] + ((663*I)/524288)*Log[3]) + 
     (1722127855512017*Log[3])/750731199692931072 - (1105*Log[3]^2)/1048576 - 
     (Log[2]*(-42892396 + 459459*Log[3]))/363331584 - 
     ((4515522018879649/42655181800734720 + ((663*I)/524288)*Pi - 
        (663*Log[3])/524288)*Log[z])/2 + (2431*Log[z]^2)/524288 - 
     (221*PolyLog[2, -1/3])/262144 + (1547*PolyLog[2, 3/4])/1048576) + 
   z^9*(-69222784794626783/1990575150700953600 + (8437*Pi^2)/1048576 + 
     (175961*Log[2])/1290240 - (4719*Log[2]^2)/262144 + 
     Pi*((-449555311135703*I)/6319286192701440 + ((6149*I)/262144)*Log[2] + 
       ((429*I)/262144)*Log[3]) + (3729582986539*Log[3])/1263857238540288 - 
     (429*Log[2]*Log[3])/262144 - (715*Log[3]^2)/524288 + 
     (-48589445721959/789910774087680 - ((429*I)/524288)*Pi + 
       (429*Log[3])/524288)*Log[z] + (715*Log[z]^2)/131072 - 
     (143*PolyLog[2, -1/3])/131072 + (1001*PolyLog[2, 3/4])/524288) + 
   (z^2*(174 + 65*Pi^2 + 528*Log[2] - 60*Log[2]^2 + 51*Log[3] - 
      36*Log[2]*Log[3] - 30*Log[3]^2 + (9*I)*Pi*(-35 + 20*Log[2] + 
        4*Log[3]) + 6*(-50 - (3*I)*Pi + 3*Log[3])*Log[z] + 36*Log[z]^2 - 
      24*PolyLog[2, -1/3] + 42*PolyLog[2, 3/4]))/576 + 
   (z^3*(9868 + 13122*Pi^2 + 145152*Log[2] - 17496*Log[2]^2 + 9285*Log[3] - 
      5832*Log[2]*Log[3] - 4860*Log[3]^2 + (3*I)*Pi*(-27287 + 12312*Log[2] + 
        1944*Log[3]) + 12*(-6148 - (243*I)*Pi + 243*Log[3])*Log[z] + 
      7776*Log[z]^2 - 3888*PolyLog[2, -1/3] + 6804*PolyLog[2, 3/4]))/248832 + 
   (z^4*(-166153 + 235710*Pi^2 + 3024864*Log[2] - 379080*Log[2]^2 + 
      146231*Log[3] - 87480*Log[2]*Log[3] - 72900*Log[3]^2 + 
      I*Pi*(-1658663 + 670680*Log[2] + 87480*Log[3]) + 
      20*(-73415 - (2187*I)*Pi + 2187*Log[3])*Log[z] + 145800*Log[z]^2 - 
      58320*PolyLog[2, -1/3] + 102060*PolyLog[2, 3/4]))/7464960 + 
   (z^5*(-51537994 + 28831950*Pi^2 - 52050600*Log[2]^2 + 15785805*Log[3] - 
      7654500*Log[3]^2 - 437400*Log[2]*(-928 + 21*Log[3]) + 
      (15*I)*Pi*(-14582627 + 5511240*Log[2] + 612360*Log[3]) + 
      60*(-3198178 - (76545*I)*Pi + 76545*Log[3])*Log[z] + 
      18370800*Log[z]^2 - 6123600*PolyLog[2, -1/3] + 
      10716300*PolyLog[2, 3/4]))/1343692800 + 
   (z^6*(-20997607367 + 7998187050*Pi^2 - 15624365400*Log[2]^2 + 
      3906153555*Log[3] - 1860043500*Log[3]^2 - 2361960*Log[2]*
       (-50884 + 945*Log[3]) + (75*I)*Pi*(-853321865 + 307527192*Log[2] + 
        29760696*Log[3]) + 420*(-132930269 - (2657205*I)*Pi + 2657205*Log[3])*
       Log[z] + 5208121800*Log[z]^2 - 1488034800*PolyLog[2, -1/3] + 
      2604060900*PolyLog[2, 3/4]))/507915878400 + 
   (z^8*(-153988436339767 + 39968862733800*Pi^2 + 656078908222080*Log[2] - 
      86392324418400*Log[2]^2 + 15995625394770*Log[3] - 
      8937137008800*Log[2]*Log[3] - 7447614174000*Log[3]^2 + 
      (6930*I)*Pi*(-49644311617 + 16765192080*Log[2] + 1289630160*Log[3]) + 
      88200*(-3380093165 - (50664042*I)*Pi + 50664042*Log[3])*Log[z] + 
      26811411026400*Log[z]^2 - 5958091339200*PolyLog[2, -1/3] + 
      10426659843600*PolyLog[2, 3/4]))/4095833643417600, 
 MI[p4n5, -3][z] -> 0, MI[p4n5, -2][z] -> 1/2, 
 MI[p4n5, -1][z] -> 5/2 + I*Pi - 2*Log[2], 
 MI[p4n5, 0][z] -> AB[p4n5o0] - (4*I)*Pi*(-1 + Log[2]), MI[p4n6, -3][z] -> 0, 
 MI[p4n6, -2][z] -> 1/2, MI[p4n6, -1][z] -> 5/2 + I*Pi - 2*Log[2], 
 MI[p4n6, 0][z] -> 19/2 - (13*Pi^2)/12 - 8*Log[2] + 2*Log[2]^2 - 
   I*Pi*(-5 + 4*Log[2]) + (z^9*(1027 - (630*I)*Pi - 1260*Log[2] - 
      630*Log[z]))/45360 + (z^7*(359 - (210*I)*Pi - 420*Log[2] - 210*Log[z]))/
    8820 + (z^5*(28 - (15*I)*Pi - 30*Log[2] - 15*Log[z]))/300 + 
   (z^3*(7 - (3*I)*Pi - 6*Log[2] - 3*Log[z]))/18 + 
   2*z*Log[2]*(1 - I*Pi - Log[z]) + z^11*(21929/1524600 - (I/110)*Pi - 
     Log[2]/55 - Log[z]/110) + (z^2*(-5 + (2*I)*Pi + 4*Log[2] + 2*Log[z]))/
    4 + (z^4*(-23 + (12*I)*Pi + 24*Log[2] + 12*Log[z]))/144 + 
   (z^6*(-26 + (15*I)*Pi + 30*Log[2] + 15*Log[z]))/450 + 
   (z^10*(-401 + (252*I)*Pi + 504*Log[2] + 252*Log[z]))/22680 + 
   (z^8*(-1381 + (840*I)*Pi + 1680*Log[2] + 840*Log[z]))/47040, 
 MI[p4n7, -3][z] -> 0, MI[p4n7, -2][z] -> 1/2, 
 MI[p4n7, -1][z] -> 5/2 + I*Pi - z^2/2 - z^3/6 - z^4/12 - z^5/20 - z^6/30 - 
   z^7/42 - z^8/56 - z^9/72 - z^10/90 - z^11/110 + z*(1 - I*Pi - Log[z]), 
 MI[p4n7, 0][z] -> 19/2 + (5*I)*Pi - (13*Pi^2)/12 - 4*Log[2] + 
   z^3*(13/12 - ((4*I)/3)*Pi - (4*Log[2])/3 - Log[z]) + 
   z^5*(23/48 - ((3*I)/5)*Pi - (4*Log[2])/5 - Log[z]/2) + 
   z^7*(419/1260 - ((8*I)/21)*Pi - (4*Log[2])/7 - Log[z]/3) + 
   z^9*(15761/60480 - ((5*I)/18)*Pi - (4*Log[2])/9 - Log[z]/4) + 
   z^11*(3742/17325 - ((12*I)/55)*Pi - (4*Log[2])/11 - Log[z]/5) + 
   z^10*(-22339/56700 + ((8*I)/45)*Pi + (4*Log[2])/9 + Log[z]/5) + 
   z^8*(-4101/7840 + ((3*I)/14)*Pi + (4*Log[2])/7 + Log[z]/4) + 
   z^6*(-343/450 + ((4*I)/15)*Pi + (4*Log[2])/5 + Log[z]/3) + 
   z^2*(-3 + 4*Log[2] + Log[z]) + 
   (z^4*(-95 + (24*I)*Pi + 96*Log[2] + 36*Log[z]))/72 + 
   z*(3 - I*Pi + (5*Pi^2)/3 - 4*Log[2] + (-3 - I*Pi)*Log[z] + Log[z]^2/2), 
 MI[p4n8, -3][z] -> 0, MI[p4n8, -2][z] -> 1/2, 
 MI[p4n8, -1][z] -> 5/2 + I*Pi - z^2/2 - z^3/6 - z^4/12 - z^5/20 - z^6/30 - 
   z^7/42 - z^8/56 - z^9/72 - z^10/90 - z^11/110 + z*(1 - I*Pi - Log[z]), 
 MI[p4n8, 0][z] -> (z^2*(-31*Pi^2 - (12*I)*Pi*(40 + 3*Log[2] + 6*Log[3]) + 
      ((36*I)*Pi - 12*(20 + 3*Log[3]))*Log[z] + 
      6*(4 - 22*Log[2]^2 + (8 + 6*Log[2])*Log[3] + 10*Log[3]^2 + 
        8*PolyLog[2, -1/3] - 11*PolyLog[2, 3/4])))/288 + 
   (z^5*(-2649424 - 112995*Pi^2 - 481140*Log[2]^2 - 488160*Log[3] + 
      131220*Log[2]*Log[3] + 218700*Log[3]^2 - 
      (540*I)*Pi*(392 + 243*Log[2] + 486*Log[3]) + 
      (540*I)*(196*I + 243*Pi + (243*I)*Log[3])*Log[z] + 
      174960*PolyLog[2, -1/3] - 240570*PolyLog[2, 3/4]))/8398080 + 
   (z^4*(-45776 - 2511*Pi^2 - 10692*Log[2]^2 - 7520*Log[3] + 
      2916*Log[2]*Log[3] + 4860*Log[3]^2 - (4*I)*Pi*(2008 + 729*Log[2] + 
        1458*Log[3]) + (-4016 + (2916*I)*Pi - 2916*Log[3])*Log[z] + 
      3888*PolyLog[2, -1/3] - 5346*PolyLog[2, 3/4]))/93312 + 
   z^6*(-30144817/141717600 - (31*Pi^2)/4608 - (11*Log[2]^2)/384 - 
     (181949*Log[3])/4723920 + (Log[2]*Log[3])/128 + (5*Log[3]^2)/384 - 
     (I/37791360)*Pi*(433976 + 295245*Log[2] + 590490*Log[3]) + 
     (-54247/9447840 + (I/128)*Pi - Log[3]/128)*Log[z] + 
     PolyLog[2, -1/3]/96 - (11*PolyLog[2, 3/4])/768) + 
   z^7*(-19016875849/124994923200 - (31*Pi^2)/9216 - (11*Log[2]^2)/768 + 
     Pi*((-379415*I)/39680928 - (I/256)*Log[2] - (I/128)*Log[3]) - 
     (4952609*Log[3])/198404640 + (Log[2]*Log[3])/256 + (5*Log[3]^2)/768 + 
     (-379415/79361856 + (I/256)*Pi - Log[3]/256)*Log[z] + 
     PolyLog[2, -1/3]/192 - (11*PolyLog[2, 3/4])/1536) + 
   z^8*(-12313800271/107138505600 - (31*Pi^2)/18432 - (11*Log[2]^2)/1536 + 
     Pi*((-2371589*I)/238085568 - (I/512)*Log[2] - (I/256)*Log[3]) - 
     (19319927*Log[3])/1190427840 + (Log[2]*Log[3])/512 + (5*Log[3]^2)/1536 + 
     (-2371589/476171136 + (I/512)*Pi - Log[3]/512)*Log[z] + 
     PolyLog[2, -1/3]/384 - (11*PolyLog[2, 3/4])/3072) + 
   z^9*(-11035076748737/121495065350400 - (31*Pi^2)/36864 - 
     (11*Log[2]^2)/3072 + Pi*((-397273685*I)/38569862016 - (I/1024)*Log[2] - 
       (I/512)*Log[3]) - (2069589287*Log[3])/192849310080 + 
     (Log[2]*Log[3])/1024 + (5*Log[3]^2)/3072 + 
     (-397273685/77139724032 + (I/1024)*Pi - Log[3]/1024)*Log[z] + 
     PolyLog[2, -1/3]/768 - (11*PolyLog[2, 3/4])/6144) + 
   z^10*(-54179599930691/728970392102400 - (31*Pi^2)/73728 - 
     (11*Log[2]^2)/6144 + Pi*((-21208667063*I)/2082772548864 - 
       (I/2048)*Log[2] - (I/1024)*Log[3]) - (75786014189*Log[3])/
      10413862744320 + (Log[2]*Log[3])/2048 + (5*Log[3]^2)/6144 + 
     (-21208667063/4165545097728 + (I/2048)*Pi - Log[3]/2048)*Log[z] + 
     PolyLog[2, -1/3]/1536 - (11*PolyLog[2, 3/4])/12288) + 
   z^11*(-99122357978954627/1587697513999027200 - (31*Pi^2)/147456 - 
     (11*Log[2]^2)/12288 + Pi*((-1334190590615*I)/137462988225024 - 
       (I/4096)*Log[2] - (I/2048)*Log[3]) - (698992135657*Log[3])/
      137462988225024 + (Log[2]*Log[3])/4096 + (5*Log[3]^2)/12288 + 
     (-1334190590615/274925976450048 + (I/4096)*Pi - Log[3]/4096)*Log[z] + 
     PolyLog[2, -1/3]/3072 - (11*PolyLog[2, 3/4])/24576) + 
   (z*(21*Pi^2 + (4*I)*Pi*(-6 - 5*Log[2] + 6*Log[3]) + 
      12*(-4 - I*Pi + Log[3])*Log[z] + 8*Log[z]^2 + 
      2*(24 + 6*Log[2]^2 + 10*Log[2]*Log[3] - 10*Log[3]^2 - 
        8*PolyLog[2, -1/3] + 3*PolyLog[2, 3/4])))/16 + 
   (-23*Pi^2 - (12*I)*Pi*(-11 + 5*Log[2]) - 
     6*(-38 + 10*Log[2]^2 + 6*Log[3] - 10*Log[2]*Log[3] + 5*PolyLog[2, 3/4]))/
    24 + (z^3*(-837*Pi^2 - (12*I)*Pi*(440 + 81*Log[2] + 162*Log[3]) + 
      (-2640 + (972*I)*Pi - 972*Log[3])*Log[z] - 
      2*(5716 + 1782*Log[2]^2 + 600*Log[3] - 486*Log[2]*Log[3] - 
        810*Log[3]^2 - 648*PolyLog[2, -1/3] + 891*PolyLog[2, 3/4])))/15552, 
 MI[p4n8, 1][z] -> 
  (z^2*((-654*I)*Pi^3 + 432*AB[p4n8o1] + Pi^2*(5356 - 2016*Log[2] + 
        1104*Log[3]) + 36*(20 - (3*I)*Pi + 3*Log[3])*Log[z]^2 - 
      36*Log[z]*(4*Pi^2 + (-17 + 12*Log[2])*Log[3] - 9*Log[3]^2 + 
        I*Pi*(17 - 12*Log[2] + 12*Log[3]) - 6*(-26 + PolyLog[2, -1/3])) + 
      (18*I)*Pi*(-325 + 238*Log[2]^2 + 132*Log[3] + 92*Log[3]^2 - 
        2*Log[2]*(71 + 120*Log[3]) - 48*PolyLog[2, -2] + 
        40*PolyLog[2, -1/3] + 96*PolyLog[2, 1/4] + 32*PolyLog[2, 3/4]) + 
      3*(192*Log[2]^3 - 1223*Log[3]^2 - 216*Log[3]^3 + 
        60*Log[2]*Log[3]*(7 + 12*Log[3]) - 8*Log[2]^2*(-145 + 84*Log[3]) - 
        6*Log[3]*(-325 + 40*PolyLog[2, -1/3] + 32*PolyLog[2, 3/4]) - 
        2*(395*PolyLog[2, -1/3] - 290*PolyLog[2, 3/4] + 
          24*(66 + 6*PolyLog[3, -1/3] + 3*PolyLog[3, 3/4] - 10*Zeta[3])))))/
    1728 + (z*((234*I)*Pi^3 - 144*AB[p4n8o1] + 
      Pi^2*(-651 + 864*Log[2] - 368*Log[3]) + 36*(4 + I*Pi - Log[3])*
       Log[z]^2 - 16*Log[z]^3 + 4*Log[z]*(8*Pi^2 + 
        (18*I)*Pi*(-3 - 2*Log[2] + 2*Log[3]) - 
        3*(56 - 6*(3 + 2*Log[2])*Log[3] + 9*Log[3]^2 + 6*PolyLog[2, -1/3])) - 
      (12*I)*Pi*(22 + 199*Log[2]^2 - 36*Log[3] + 46*Log[3]^2 - 
        46*Log[2]*(-1 + 4*Log[3]) - 24*PolyLog[2, -2] + 20*PolyLog[2, -1/3] + 
        48*PolyLog[2, 1/4] + 48*PolyLog[2, 3/4]) + 
      3*(320*Log[2]^3 + 3*Log[3]^2 + 72*Log[3]^3 - 8*Log[2]*Log[3]*
         (-41 + 46*Log[3]) + 4*Log[2]^2*(-13 + 56*Log[3]) + 
        16*Log[3]*(-30 + 5*PolyLog[2, -1/3] + 12*PolyLog[2, 3/4]) - 
        2*(-892 + 69*PolyLog[2, -1/3] + 13*PolyLog[2, 3/4] - 
          48*PolyLog[3, -1/3] + 80*PolyLog[3, 1/4] + 40*PolyLog[3, 3/4] - 
          32*Zeta[3]))))/96 + ((-105*I)*Pi^3 + 72*AB[p4n8o1] - 
     20*Pi^2*(2*Log[2] - Log[3]) + (18*I)*Pi*(90 - 12*Log[2] + 21*Log[2]^2 - 
       24*Log[3] - 8*PolyLog[2, -2] + 16*PolyLog[2, 1/4]) + 
     20*(16*Log[2]^3 - 12*Log[2]^2*Log[3] + Log[3]^3 - 
       6*(PolyLog[3, -1/3] + PolyLog[3, 1/4] + PolyLog[3, 3/4] - Zeta[3])))/
    72 + z^11*(-86959722488652667177189/352087800704424271872000 - 
     ((4123524969434464381*I)/81290112716750192640)*Pi - 
     (9882207680879371*Pi^2)/1583573624352276480 - ((109*I)/147456)*Pi^3 + 
     AB[p4n8o1]/2048 + ((879888387993287*I)/43988156232007680)*Pi*Log[2] - 
     (7*Pi^2*Log[2])/3072 - (4330050739843679*Log[2]^2)/131964468696023040 + 
     ((119*I)/24576)*Pi*Log[2]^2 + Log[2]^3/1536 - 
     (4691840911656269507*Log[3])/81290112716750192640 - 
     ((65612424572791*I)/1466271874400256)*Pi*Log[3] + 
     (23*Pi^2*Log[3])/18432 - (944324163723767*Log[2]*Log[3])/
      43988156232007680 - ((5*I)/1024)*Pi*Log[2]*Log[3] - 
     (7*Log[2]^2*Log[3])/3072 + (227500379316895*Log[3]^2)/6598223434801152 + 
     ((23*I)/12288)*Pi*Log[3]^2 + (5*Log[2]*Log[3]^2)/2048 - 
     (3*Log[3]^3)/4096 + (1334190590615/549851952900096 - (I/8192)*Pi + 
       Log[3]/8192)*Log[z]^2 - (I/1024)*Pi*PolyLog[2, -2] + 
     Log[z]*(-110478117086621051/4233860037330739200 - Pi^2/6144 + 
       Pi*((15338040050611*I)/1256804463771648 + (I/2048)*Log[2] - 
         (I/2048)*Log[3]) + (-15338040050611/1256804463771648 - Log[2]/2048)*
        Log[3] + (3*Log[3]^2)/8192 + PolyLog[2, -1/3]/4096) + 
     (51164451650107*PolyLog[2, -1/3])/1885206695657472 + 
     ((5*I)/6144)*Pi*PolyLog[2, -1/3] - (5*Log[3]*PolyLog[2, -1/3])/6144 + 
     (I/512)*Pi*PolyLog[2, 1/4] - (4330050739843679*PolyLog[2, 3/4])/
      263928937392046080 + (I/1536)*Pi*PolyLog[2, 3/4] - 
     (Log[3]*PolyLog[2, 3/4])/1536 - PolyLog[3, -1/3]/1024 - 
     PolyLog[3, 3/4]/2048 + (5*Zeta[3])/3072) + 
   z^10*(-13657353426495491053/44088129314353152000 - 
     ((30503803093509523*I)/559849261134643200)*Pi - 
     (227632768469443*Pi^2)/23993539762913280 - ((109*I)/73728)*Pi^3 + 
     AB[p4n8o1]/1024 + ((18908033349887*I)/666487215636480)*Pi*Log[2] - 
     (7*Pi^2*Log[2])/1536 - (18175433013067*Log[2]^2)/399892329381888 + 
     ((119*I)/12288)*Pi*Log[2]^2 + Log[2]^3/768 - (7938133034040073*Log[3])/
      111969852226928640 - ((7130532766187*I)/111081202606080)*Pi*Log[3] + 
     (23*Pi^2*Log[3])/9216 - (20860632614447*Log[2]*Log[3])/666487215636480 - 
     ((5*I)/512)*Pi*Log[2]*Log[3] - (7*Log[2]^2*Log[3])/1536 + 
     (24170440707293*Log[3]^2)/499865411727360 + ((23*I)/6144)*Pi*Log[3]^2 + 
     (5*Log[2]*Log[3]^2)/1024 - (3*Log[3]^3)/2048 + 
     (21208667063/8331090195456 - (I/4096)*Pi + Log[3]/4096)*Log[z]^2 - 
     (I/512)*Pi*PolyLog[2, -2] + Log[z]*(-470766149777419/17495289410457600 - 
       Pi^2/3072 + Pi*((1670141211767*I)/95212459376640 + (I/1024)*Log[2] - 
         (I/1024)*Log[3]) + (-1670141211767/95212459376640 - Log[2]/1024)*
        Log[3] + (3*Log[3]^2)/4096 + PolyLog[2, -1/3]/2048) + 
     (5480680818167*PolyLog[2, -1/3])/142818689064960 + 
     ((5*I)/3072)*Pi*PolyLog[2, -1/3] - (5*Log[3]*PolyLog[2, -1/3])/3072 + 
     (I/256)*Pi*PolyLog[2, 1/4] - (18175433013067*PolyLog[2, 3/4])/
      799784658763776 + (I/768)*Pi*PolyLog[2, 3/4] - 
     (Log[3]*PolyLog[2, 3/4])/768 - PolyLog[3, -1/3]/512 - 
     PolyLog[3, 3/4]/1024 + (5*Zeta[3])/1536) + 
   z^9*(-22158626695389781/54429789276979200 - 
     ((1937344732390799*I)/31102736729702400)*Pi - (6034490840881*Pi^2)/
      444324810424320 - ((109*I)/36864)*Pi^3 + AB[p4n8o1]/512 + 
     ((509673775013*I)/12342355845120)*Pi*Log[2] - (7*Pi^2*Log[2])/768 - 
     (2366023860461*Log[2]^2)/37027067535360 + ((119*I)/6144)*Pi*Log[2]^2 + 
     Log[2]^3/384 - (2648194021139761*Log[3])/31102736729702400 - 
     ((194675358089*I)/2057059307520)*Pi*Log[3] + (23*Pi^2*Log[3])/4608 - 
     (581992266293*Log[2]*Log[3])/12342355845120 - ((5*I)/256)*Pi*Log[2]*
      Log[3] - (7*Log[2]^2*Log[3])/768 + (640780728449*Log[3]^2)/
      9256766883840 + ((23*I)/3072)*Pi*Log[3]^2 + (5*Log[2]*Log[3]^2)/512 - 
     (3*Log[3]^3)/1024 + (397273685/154279448064 - (I/2048)*Pi + Log[3]/2048)*
      Log[z]^2 - (I/256)*Pi*PolyLog[2, -2] + 
     Log[z]*(-3075717382883/107995613644800 - Pi^2/1536 + 
       Pi*((45588377933*I)/1763193692160 + (I/512)*Log[2] - (I/512)*Log[3]) + 
       (-45588377933/1763193692160 - Log[2]/512)*Log[3] + (3*Log[3]^2)/2048 + 
       PolyLog[2, -1/3]/1024) + (29371433281*PolyLog[2, -1/3])/528958107648 + 
     ((5*I)/1536)*Pi*PolyLog[2, -1/3] - (5*Log[3]*PolyLog[2, -1/3])/1536 + 
     (I/128)*Pi*PolyLog[2, 1/4] - (2366023860461*PolyLog[2, 3/4])/
      74054135070720 + (I/384)*Pi*PolyLog[2, 3/4] - 
     (Log[3]*PolyLog[2, 3/4])/384 - PolyLog[3, -1/3]/256 - 
     PolyLog[3, 3/4]/512 + (5*Zeta[3])/768) + 
   z^8*(-21037108230577/37331817062400 - ((742103660399*I)/9142485811200)*
      Pi - (48528868021*Pi^2)/2742745743360 - ((109*I)/18432)*Pi^3 + 
     AB[p4n8o1]/256 + ((4670083433*I)/76187381760)*Pi*Log[2] - 
     (7*Pi^2*Log[2])/384 - (20684107841*Log[2]^2)/228562145280 + 
     ((119*I)/3072)*Pi*Log[2]^2 + Log[2]^3/192 - (881923348561*Log[3])/
      9142485811200 - ((1812144029*I)/12697896960)*Pi*Log[3] + 
     (23*Pi^2*Log[3])/2304 - (5562904313*Log[2]*Log[3])/76187381760 - 
     ((5*I)/128)*Pi*Log[2]*Log[3] - (7*Log[2]^2*Log[3])/384 + 
     (717938713*Log[3]^2)/7142567040 + ((23*I)/1536)*Pi*Log[3]^2 + 
     (5*Log[2]*Log[3]^2)/256 - (3*Log[3]^3)/512 + 
     (2371589/952342272 - (I/1024)*Pi + Log[3]/1024)*Log[z]^2 - 
     (I/128)*Pi*PolyLog[2, -2] + Log[z]*(-199274165687/5999756313600 - 
       Pi^2/768 + Pi*((2963481431*I)/76187381760 + (I/256)*Log[2] - 
         (I/256)*Log[3]) + (-2963481431/76187381760 - Log[2]/256)*Log[3] + 
       (3*Log[3]^2)/1024 + PolyLog[2, -1/3]/512) + 
     (1868641039*PolyLog[2, -1/3])/22856214528 + 
     ((5*I)/768)*Pi*PolyLog[2, -1/3] - (5*Log[3]*PolyLog[2, -1/3])/768 + 
     (I/64)*Pi*PolyLog[2, 1/4] - (20684107841*PolyLog[2, 3/4])/457124290560 + 
     (I/192)*Pi*PolyLog[2, 3/4] - (Log[3]*PolyLog[2, 3/4])/192 - 
     PolyLog[3, -1/3]/128 - PolyLog[3, 3/4]/256 + (5*Zeta[3])/384) + 
   z^7*(-11495728839257/13999431398400 - ((341458474319*I)/2666558361600)*
      Pi - (609304373*Pi^2)/32651735040 - ((109*I)/9216)*Pi^3 + 
     AB[p4n8o1]/128 + ((582502273*I)/6348948480)*Pi*Log[2] - 
     (7*Pi^2*Log[2])/192 - (2426814571*Log[2]^2)/19046845440 + 
     ((119*I)/1536)*Pi*Log[2]^2 + Log[2]^3/96 - (250217229601*Log[3])/
      2666558361600 - ((231054709*I)/1058158080)*Pi*Log[3] + 
     (23*Pi^2*Log[3])/1152 - (731305753*Log[2]*Log[3])/6348948480 - 
     ((5*I)/64)*Pi*Log[2]*Log[3] - (7*Log[2]^2*Log[3])/192 + 
     (5576529797*Log[3]^2)/38093690880 + ((23*I)/768)*Pi*Log[3]^2 + 
     (5*Log[2]*Log[3]^2)/128 - (3*Log[3]^3)/256 + 
     (379415/158723712 - (I/512)*Pi + Log[3]/512)*Log[z]^2 - 
     (I/64)*Pi*PolyLog[2, -2] + Log[z]*(-23846610967/499979692800 - 
       Pi^2/384 + Pi*((376197151*I)/6348948480 + (I/128)*Log[2] - 
         (I/128)*Log[3]) + (-376197151/6348948480 - Log[2]/128)*Log[3] + 
       (3*Log[3]^2)/512 + PolyLog[2, -1/3]/256) + 
     (462073183*PolyLog[2, -1/3])/3809369088 + ((5*I)/384)*Pi*
      PolyLog[2, -1/3] - (5*Log[3]*PolyLog[2, -1/3])/384 + 
     (I/32)*Pi*PolyLog[2, 1/4] - (2426814571*PolyLog[2, 3/4])/38093690880 + 
     (I/96)*Pi*PolyLog[2, 3/4] - (Log[3]*PolyLog[2, 3/4])/96 - 
     PolyLog[3, -1/3]/64 - PolyLog[3, 3/4]/128 + (5*Zeta[3])/192) + 
   z^6*(-14163841859/11337408000 - ((2199705493*I)/9069926400)*Pi - 
     (36922787*Pi^2)/5441955840 - ((109*I)/4608)*Pi^3 + AB[p4n8o1]/64 + 
     ((20514169*I)/151165440)*Pi*Log[2] - (7*Pi^2*Log[2])/96 - 
     (78871147*Log[2]^2)/453496320 + ((119*I)/768)*Pi*Log[2]^2 + 
     Log[2]^3/48 - (450413627*Log[3])/9069926400 - ((1685417*I)/5038848)*Pi*
      Log[3] + (23*Pi^2*Log[3])/576 - (27600049*Log[2]*Log[3])/151165440 - 
     ((5*I)/32)*Pi*Log[2]*Log[3] - (7*Log[2]^2*Log[3])/96 + 
     (190007897*Log[3]^2)/906992640 + ((23*I)/384)*Pi*Log[3]^2 + 
     (5*Log[2]*Log[3]^2)/64 - (3*Log[3]^3)/128 + 
     (54247/18895680 - (I/256)*Pi + Log[3]/256)*Log[z]^2 - 
     (I/32)*Pi*PolyLog[2, -2] - (Log[z]*(67312644 + 3936600*Pi^2 - 
        (5*I)*Pi*(13636519 + 2361960*Log[2] - 2361960*Log[3]) + 
        5*(13636519 + 2361960*Log[2])*Log[3] - 8857350*Log[3]^2 - 
        5904900*PolyLog[2, -1/3]))/755827200 + (80835647*PolyLog[2, -1/3])/
      453496320 + ((5*I)/192)*Pi*PolyLog[2, -1/3] - 
     (5*Log[3]*PolyLog[2, -1/3])/192 + (I/16)*Pi*PolyLog[2, 1/4] - 
     (78871147*PolyLog[2, 3/4])/906992640 + (I/48)*Pi*PolyLog[2, 3/4] - 
     (Log[3]*PolyLog[2, 3/4])/48 - PolyLog[3, -1/3]/32 - PolyLog[3, 3/4]/64 + 
     (5*Zeta[3])/96) + (z^3*(-392656 - (237246*I)*Pi + 74042*Pi^2 - 
      (17658*I)*Pi^3 + 11664*AB[p4n8o1] + (4500*I)*Pi*Log[2] - 
      54432*Pi^2*Log[2] + 10992*Log[2]^2 + (115668*I)*Pi*Log[2]^2 + 
      15552*Log[2]^3 + 143934*Log[3] - (60696*I)*Pi*Log[3] + 
      29808*Pi^2*Log[3] - 39492*Log[2]*Log[3] - (116640*I)*Pi*Log[2]*Log[3] - 
      54432*Log[2]^2*Log[3] + 2481*Log[3]^2 + (44712*I)*Pi*Log[3]^2 + 
      58320*Log[2]*Log[3]^2 - 17496*Log[3]^3 + 
      36*(220 - (81*I)*Pi + 81*Log[3])*Log[z]^2 - 
      (23328*I)*Pi*PolyLog[2, -2] - 12*Log[z]*(10052 + 324*Pi^2 - 
        (3*I)*Pi*(443 + 324*Log[2] - 324*Log[3]) + 3*(443 + 324*Log[2])*
         Log[3] - 729*Log[3]^2 - 486*PolyLog[2, -1/3]) + 
      14250*PolyLog[2, -1/3] + (19440*I)*Pi*PolyLog[2, -1/3] - 
      19440*Log[3]*PolyLog[2, -1/3] + (46656*I)*Pi*PolyLog[2, 1/4] + 
      5496*PolyLog[2, 3/4] + (15552*I)*Pi*PolyLog[2, 3/4] - 
      15552*Log[3]*PolyLog[2, 3/4] - 23328*PolyLog[3, -1/3] - 
      11664*PolyLog[3, 3/4] + 38880*Zeta[3]))/93312 + 
   (z^5*(-327344212 - (86623863*I)*Pi + 7711275*Pi^2 - (7946100*I)*Pi^3 + 
      5248800*AB[p4n8o1] + (31923180*I)*Pi*Log[2] - 24494400*Pi^2*Log[2] - 
      36436860*Log[2]^2 + (52050600*I)*Pi*Log[2]^2 + 6998400*Log[2]^3 + 
      17164743*Log[3] - (84035880*I)*Pi*Log[3] + 13413600*Pi^2*Log[3] - 
      47669580*Log[2]*Log[3] - (52488000*I)*Pi*Log[2]*Log[3] - 
      24494400*Log[2]^2*Log[3] + 47298150*Log[3]^2 + 
      (20120400*I)*Pi*Log[3]^2 + 26244000*Log[2]*Log[3]^2 - 
      7873200*Log[3]^3 + 5400*(196 - (243*I)*Pi + 243*Log[3])*Log[z]^2 - 
      (10497600*I)*Pi*PolyLog[2, -2] - 20*Log[z]*(1690252 + 87480*Pi^2 - 
        (27*I)*Pi*(41651 + 9720*Log[2] - 9720*Log[3]) + 
        27*(41651 + 9720*Log[2])*Log[3] - 196830*Log[3]^2 - 
        131220*PolyLog[2, -1/3]) + 42053220*PolyLog[2, -1/3] + 
      (8748000*I)*Pi*PolyLog[2, -1/3] - 8748000*Log[3]*PolyLog[2, -1/3] + 
      (20995200*I)*Pi*PolyLog[2, 1/4] - 18218430*PolyLog[2, 3/4] + 
      (6998400*I)*Pi*PolyLog[2, 3/4] - 6998400*Log[3]*PolyLog[2, 3/4] - 
      10497600*PolyLog[3, -1/3] - 5248800*PolyLog[3, 3/4] + 
      17496000*Zeta[3]))/167961600 + 
   (z^4*((-317844*I)*Pi^3 + 209952*AB[p4n8o1] + 
      Pi^2*(744707 - 979776*Log[2] + 536544*Log[3]) + 
      72*(1004 - (729*I)*Pi + 729*Log[3])*Log[z]^2 - 
      36*Log[z]*(46556 + 1944*Pi^2 - I*Pi*(16997 + 5832*Log[2] - 
          5832*Log[3]) + (16997 + 5832*Log[2])*Log[3] - 4374*Log[3]^2 - 
        2916*PolyLog[2, -1/3]) + (9*I)*Pi*(231336*Log[2]^2 + 
        Log[2]*(82412 - 233280*Log[3]) - 256296*Log[3] + 89424*Log[3]^2 + 
        27*(-15929 - 1728*PolyLog[2, -2] + 1440*PolyLog[2, -1/3] + 
          3456*PolyLog[2, 1/4] + 1152*PolyLog[2, 3/4])) + 
      3*(93312*Log[2]^3 + 344306*Log[3]^2 - 104976*Log[3]^3 - 
        28*Log[2]^2*(7931 + 11664*Log[3]) + 12*Log[2]*Log[3]*
         (-38099 + 29160*Log[3]) - 81*Log[3]*(-7145 + 1440*PolyLog[2, -1/3] + 
          1152*PolyLog[2, 3/4]) + 2*(-1684870 + 169814*PolyLog[2, -1/3] - 
          55517*PolyLog[2, 3/4] - 69984*PolyLog[3, -1/3] - 
          34992*PolyLog[3, 3/4] + 116640*Zeta[3]))))/3359232, 
 MI[p4n9, -3][z] -> 0, MI[p4n9, -2][z] -> 1/2, 
 MI[p4n9, -1][z] -> 5/2 + I*Pi - 2*Log[2] + 
   (z^10*(-7549093 - (6126120*I)*Pi + 12252240*Log[2] - 6126120*Log[z]))/
    660602880 + (z^8*(-429697 - (360360*I)*Pi + 720720*Log[2] - 
      360360*Log[z]))/27525120 + 
   (5*z^9*(-87541 - (72072*I)*Pi + 144144*Log[2] - 72072*Log[z]))/33030144 + 
   (z^7*(-16127 - (13860*I)*Pi + 27720*Log[2] - 13860*Log[z]))/860160 + 
   (z^11*(-145103527/27720 - (4199*I)*Pi + 8398*Log[2] - 4199*Log[z]))/
    524288 + (z^6*(-1417 - (1260*I)*Pi + 2520*Log[2] - 1260*Log[z]))/61440 + 
   (z^5*(-449 - (420*I)*Pi + 840*Log[2] - 420*Log[z]))/15360 + 
   (z^4*(-59 - (60*I)*Pi + 120*Log[2] - 60*Log[z]))/1536 + 
   (z^3*(-5 - (6*I)*Pi + 12*Log[2] - 6*Log[z]))/96 + 
   (z^2*(-1 - (2*I)*Pi + 4*Log[2] - 2*Log[z]))/16 + 
   (z*(1 - I*Pi + 2*Log[2] - Log[z]))/2, MI[p4n9, 0][z] -> 
  19/2 - (13*Pi^2)/12 - 8*Log[2] + 2*Log[2]^2 - I*Pi*(-5 + 4*Log[2]) + 
   (z*(2*(9 + 5*Pi^2 - 6*Log[2]^2 + (3*I)*Pi*(-1 + 4*Log[2])) - 
      6*(3 + I*Pi)*Log[z] + 3*Log[z]^2))/12 + 
   (z^3*(-25 + 20*Pi^2 + 128*Log[2] - 24*Log[2]^2 + 
      (2*I)*Pi*(-37 + 24*Log[2]) + (-54 - (12*I)*Pi)*Log[z] + 6*Log[z]^2))/
    192 + (z^2*(20*Pi^2 + (6*I)*Pi*(-9 + 8*Log[2]) - 
      3*(5 - 32*Log[2] + 8*Log[2]^2) + (-42 - (12*I)*Pi)*Log[z] + 
      6*Log[z]^2))/96 + (z^4*(-2221 + 1200*Pi^2 + 8832*Log[2] - 
      1440*Log[2]^2 + (12*I)*Pi*(-427 + 240*Log[2]) + 
      (-3708 - (720*I)*Pi)*Log[z] + 360*Log[z]^2))/18432 + 
   (z^6*(-115857 + 42000*Pi^2 + 360320*Log[2] - 50400*Log[2]^2 + 
      (300*I)*Pi*(-695 + 336*Log[2]) + (-151820 - (25200*I)*Pi)*Log[z] + 
      12600*Log[z]^2))/1228800 + 
   (z^5*(-98651 + 42000*Pi^2 + 337920*Log[2] - 50400*Log[2]^2 + 
      (300*I)*Pi*(-653 + 336*Log[2]) - (180*I)*(-789*I + 140*Pi)*Log[z] + 
      12600*Log[z]^2))/921600 + 
   (z^7*(-30096547 + 9702000*Pi^2 + 87467520*Log[2] - 11642400*Log[2]^2 + 
      (6300*I)*Pi*(-8017 + 3696*Log[2]) - (420*I)*(-88001*I + 13860*Pi)*
       Log[z] + 2910600*Log[z]^2))/361267200 + 
   (z^9*(-1842543869 + 504504000*Pi^2 + 4896030720*Log[2] - 
      605404800*Log[2]^2 + (840*I)*Pi*(-3352009 + 1441440*Log[2]) - 
      (2520*I)*(-825533*I + 120120*Pi)*Log[z] + 151351200*Log[z]^2))/
    27745320960 + (z^8*(-1713368389 + 504504000*Pi^2 + 4734589440*Log[2] - 
      605404800*Log[2]^2 + (12600*I)*Pi*(-216527 + 96096*Log[2]) - 
      (840*I)*(-2388511*I + 360360*Pi)*Log[z] + 151351200*Log[z]^2))/
    23121100800 + (z^10*(-99789662339 + 25729704000*Pi^2 + 
      256962424320*Log[2] - 30875644800*Log[2]^2 + 
      (2520*I)*Pi*(-58533701 + 24504480*Log[2]) - 
      (37800*I)*(-2895701*I + 408408*Pi)*Log[z] + 7718911200*Log[z]^2))/
    1664719257600 + (z^11*(-21943567810987 + 5377508136000*Pi^2 + 
      55063675054080*Log[2] - 6453009763200*Log[2]^2 + 
      (27720*I)*Pi*(-1138315559 + 465585120*Log[2]) - 
      (415800*I)*(-56540567*I + 7759752*Pi)*Log[z] + 1613252440800*Log[z]^2))/
    402862060339200, MI[p5n1, -3][z] -> 0, MI[p5n1, -2][z] -> 0, 
 MI[p5n1, -1][z] -> 0, MI[p5n1, 0][z] -> 
  (z^11*(-2636215719404677/49615547312469600 - (5*Pi^2)/132 - 
      (2*Log[2])/121 + Log[2]^2/11 + Pi*((-2252451263873*I)/118132255505880 + 
        ((5*I)/11)*Log[2] - ((3*I)/11)*Log[3]) + (3228750896153*Log[3])/
       118132255505880 - (5*Log[2]*Log[3])/11 + (5*Log[3]^2)/22 + 
      (23497104745/1073929595508 + (I/22)*Pi + (2*Log[2])/11 - (3*Log[3])/22)*
       Log[z] + (2*PolyLog[2, -1/3])/11 + PolyLog[2, 3/4]/22))/m^2 + 
   (z^9*(-988324091317/15186883168800 - (5*Pi^2)/108 - (2*Log[2])/81 + 
      Log[2]^2/9 + Pi*((-291729751*I)/12053081880 + ((5*I)/9)*Log[2] - 
        (I/3)*Log[3]) + (440533231*Log[3])/12053081880 - 
      (5*Log[2]*Log[3])/9 + (5*Log[3]^2)/18 + 
      (158111537/6026540940 + (I/18)*Pi + (2*Log[2])/9 - Log[3]/6)*Log[z] + 
      (2*PolyLog[2, -1/3])/9 + PolyLog[2, 3/4]/18))/m^2 + 
   (z^2*(60 + 11*Pi^2 + 12*Log[2]^2 - (3*I)*Pi*(1 + 12*Log[2] - 12*Log[3]) + 
      3*Log[3] + 36*Log[2]*Log[3] - 30*Log[3]^2 + 
      6*(-4 - (3*I)*Pi + 3*Log[3])*Log[z] - 24*PolyLog[2, -1/3] + 
      6*PolyLog[2, 3/4]))/(72*m^2) + 
   (z^4*(8068 + 1782*Pi^2 + 1944*Log[2]^2 - 
      I*Pi*(1483 + 5832*Log[2] - 5832*Log[3]) + 1483*Log[3] + 
      5832*Log[2]*Log[3] - 4860*Log[3]^2 + 4*(-884 - (729*I)*Pi + 729*Log[3])*
       Log[z] - 3888*PolyLog[2, -1/3] + 972*PolyLog[2, 3/4]))/(23328*m^2) + 
   (z^5*(-153325 - 109350*Pi^2 - 104976*Log[2] + 262440*Log[2]^2 + 
      (162*I)*Pi*(-407 + 8100*Log[2] - 4860*Log[3]) + 118422*Log[3] - 
      1312200*Log[2]*Log[3] + 656100*Log[3]^2 + 
      1620*(35 + (81*I)*Pi + 324*Log[2] - 243*Log[3])*Log[z] + 
      524880*PolyLog[2, -1/3] + 131220*PolyLog[2, 3/4]))/(1312200*m^2) + 
   (z^7*(-1308974057 - 930021750*Pi^2 - 637729200*Log[2] + 
      2232052200*Log[2]^2 + (90*I)*Pi*(-5707829 + 124002900*Log[2] - 
        74401740*Log[3]) + 832569210*Log[3] - 11160261000*Log[2]*Log[3] + 
      5580130500*Log[3]^2 + 1260*(405619 + (885735*I)*Pi + 3542940*Log[2] - 
        2657205*Log[3])*Log[z] + 4464104400*PolyLog[2, -1/3] + 
      1116026100*PolyLog[2, 3/4]))/(15624365400*m^2) + 
   (z^8*(119475689828 + 28644669900*Pi^2 + 31248730800*Log[2]^2 - 
      (315*I)*Pi*(99354809 + 297606960*Log[2] - 297606960*Log[3]) + 
      31296764835*Log[3] + 93746192400*Log[2]*Log[3] - 78121827000*Log[3]^2 + 
      2520*(-21499676 - (18600435*I)*Pi + 18600435*Log[3])*Log[z] - 
      62497461600*PolyLog[2, -1/3] + 15624365400*PolyLog[2, 3/4]))/
    (749969539200*m^2) + (z^10*(2859603108452 + 696065478570*Pi^2 + 
      759344158440*Log[2]^2 - (7*I)*Pi*(113567783201 + 325433210760*Log[2] - 
        325433210760*Log[3]) + 794974482407*Log[3] + 
      2278032475320*Log[2]*Log[3] - 1898360396100*Log[3]^2 + 
      28*(-46561726252 - (40679151345*I)*Pi + 40679151345*Log[3])*Log[z] - 
      1518688316880*PolyLog[2, -1/3] + 379672079220*PolyLog[2, 3/4]))/
    (22780324753200*m^2) + 
   (z*(-5*Pi^2 + (6*I)*Pi*(-1 + 10*Log[2] - 6*Log[3]) + 
      6*(I*Pi + 4*Log[2] - 3*Log[3])*Log[z] + 
      6*(-4*Log[2] + 2*Log[2]^2 + 3*Log[3] - 10*Log[2]*Log[3] + 5*Log[3]^2 + 
        4*PolyLog[2, -1/3] + PolyLog[2, 3/4])))/(12*m^2) + 
   (z^3*(-135*Pi^2 + (12*I)*Pi*(-8 + 135*Log[2] - 81*Log[3]) + 
      6*(10 + (27*I)*Pi + 108*Log[2] - 81*Log[3])*Log[z] + 
      2*(-91 + 162*Log[2]^2 + 102*Log[3] + 405*Log[3]^2 - 
        54*Log[2]*(2 + 15*Log[3]) + 324*PolyLog[2, -1/3] + 
        81*PolyLog[2, 3/4])))/(972*m^2) + 
   (z^6*(1804275*Pi^2 - (60*I)*Pi*(30311 + 98415*Log[2] - 98415*Log[3]) + 
      30*(-115604 - (98415*I)*Pi + 98415*Log[3])*Log[z] + 
      2*(3862924 + 984150*Log[2]^2 + 909330*Log[3] + 2952450*Log[2]*Log[3] - 
        2460375*Log[3]^2 - 1968300*PolyLog[2, -1/3] + 
        492075*PolyLog[2, 3/4])))/(35429400*m^2) + 
   ((-2*I)*Pi^3 - (12*I)*Pi*Log[2]^2 - 48*Log[2]^3 + 
     Pi^2*(6*Log[2] - 8*Log[3]) + 48*Log[2]^2*Log[3] - 24*Log[2]*Log[3]^2 + 
     8*Log[3]^3 - 24*PolyLog[3, -2] + 12*PolyLog[3, 1/4] - 
     48*PolyLog[3, 2/3] + 24*PolyLog[3, 3/4] + 63*Zeta[3])/(24*m^2), 
 MI[p5n2, -3][z] -> 0, MI[p5n2, -2][z] -> 0, MI[p5n2, -1][z] -> 0, 
 MI[p5n2, 0][z] -> (z^11*(70297081682530460872 - 117962404590937113900*Pi^2 + 
      247829451850263608640*Log[2] - 384150093354148690800*Log[2]^2 + 
      (15*I)*Pi*(10123683158232149677 + 1893960756045998640*Log[2] - 
        20627975234741933520*Log[3]) - 275769973298614049475*Log[3] - 
      28409411340689979600*Log[2]*Log[3] + 257849690434274169000*Log[3]^2 + 
      1320*(28947655145377832 + (117204404742851895*I)*Pi - 
        117204404742851895*Log[3])*Log[z] + 206279752347419335200*
       PolyLog[2, -1/3] - 192075046677074345400*PolyLog[2, 3/4]))/
    (3716119438480008806400*m^2) + 
   (z^10*(2410035496794272884 - 4147802931067935300*Pi^2 + 
      8978449459422885120*Log[2] - 13469466892214667600*Log[2]^2 + 
      (35*I)*Pi*(145013278151377207 + 30062869143587280*Log[2] - 
        311178585262290480*Log[3]) - 9564689465009644805*Log[3] - 
      1052200420025554800*Log[2]*Log[3] + 9076042070150139000*Log[3]^2 + 
      280*(4342243975586284 + (19448661578893155*I)*Pi - 
        19448661578893155*Log[3])*Log[z] + 7260833656120111200*
       PolyLog[2, -1/3] - 6734733446107333800*PolyLog[2, 3/4]))/
    (119434509042057216000*m^2) + 
   (z^9*(4319211727969816 - 7632688427848260*Pi^2 + 
      17070045967880640*Log[2] - 24704165364394320*Log[2]^2 + 
      (63*I)*Pi*(139303814338091 + 32556713389200*Log[2] - 
        318514741760880*Log[3]) - 17311163287240053*Log[3] - 
      2051072943519600*Log[2]*Log[3] + 16722023942446200*Log[3]^2 + 
      504*(3919613470856 + (19907171360055*I)*Pi - 19907171360055*Log[3])*
       Log[z] + 13377619153956960*PolyLog[2, -1/3] - 
      12352082682197160*PolyLog[2, 3/4]))/(199057515070095360*m^2) + 
   (z^8*(19318230728068 - 35072750830635*Pi^2 + 81310983183360*Log[2] - 
      113067803465820*Log[2]^2 + (63*I)*Pi*(591604465031 + 
        159591732300*Log[2] - 1465739078580*Log[3]) - 77926572888633*Log[3] - 
      10054279134900*Log[2]*Log[3] + 76951301625450*Log[3]^2 + 
      882*(8759283452 + (52347824235*I)*Pi - 52347824235*Log[3])*Log[z] + 
      61561041300360*PolyLog[2, -1/3] - 56533901732910*PolyLog[2, 3/4]))/
    (819166728683520*m^2) + (z^7*(1664713640536 - 3103234573950*Pi^2 + 
      7488556388640*Log[2] - 9955696829400*Log[2]^2 + 
      (225*I)*Pi*(13207487413 + 4255779528*Log[2] - 36377490744*Log[3]) - 
      6715962862245*Log[3] - 957550393800*Log[2]*Log[3] + 
      6820779514500*Log[3]^2 + 1260*(434850328 + (3247990245*I)*Pi - 
        3247990245*Log[3])*Log[z] + 5456623611600*PolyLog[2, -1/3] - 
      4977848414700*PolyLog[2, 3/4]))/(63997400678400*m^2) + 
   (z^6*(4253644436 - 8117597250*Pi^2 + 20495514240*Log[2] - 
      25883145000*Log[2]^2 + (15*I)*Pi*(447700171 + 181870920*Log[2] - 
        1430560440*Log[3]) - 16963259685*Log[3] - 2728063800*Log[2]*Log[3] + 
      17882005500*Log[3]^2 + 300*(3422476 + (35764011*I)*Pi - 
        35764011*Log[3])*Log[z] + 14305604400*PolyLog[2, -1/3] - 
      12941572500*PolyLog[2, 3/4]))/(145118822400*m^2) + 
   (z^5*(22923160 - 44447130*Pi^2 + 118202976*Log[2] - 140580360*Log[2]^2 + 
      (3*I)*Pi*(9768379 + 5511240*Log[2] - 39278520*Log[3]) - 
      88406625*Log[3] - 16533720*Log[2]*Log[3] + 98196300*Log[3]^2 + 
      60*(50824 + (981963*I)*Pi - 981963*Log[3])*Log[z] + 
      78557040*PolyLog[2, -1/3] - 70290180*PolyLog[2, 3/4]))/
    (671846400*m^2) + (z^4*(124904 - 242109*Pi^2 + 684288*Log[2] - 
      757188*Log[2]^2 + (2*I)*Pi*(52151 + 51030*Log[2] - 322218*Log[3]) - 
      446446*Log[3] - 102060*Log[2]*Log[3] + 537030*Log[3]^2 + 
      (392 + (322218*I)*Pi - 322218*Log[3])*Log[z] + 
      429624*PolyLog[2, -1/3] - 378594*PolyLog[2, 3/4]))/(2985984*m^2) + 
   (z^3*(1736 - 3267*Pi^2 + 9936*Log[2] - 10044*Log[2]^2 + 
      (3*I)*Pi*(101 + 540*Log[2] - 2916*Log[3]) - 5271*Log[3] - 
      1620*Log[2]*Log[3] + 7290*Log[3]^2 + 
      (6*I)*(40*I + 729*Pi + (729*I)*Log[3])*Log[z] + 5832*PolyLog[2, -1/3] - 
      5022*PolyLog[2, 3/4]))/(31104*m^2) - 
   (z*(13*Pi^2 + (12*I)*Pi*(2 - Log[2] + 3*Log[3]) + 
      18*((-I)*Pi + Log[3])*Log[z] + 6*(-8*Log[2] + 6*Log[2]^2 + 
        2*Log[2]*Log[3] - 5*Log[3]^2 - 4*PolyLog[2, -1/3] + 
        3*PolyLog[2, 3/4])))/(48*m^2) + 
   (z^2*(-173*Pi^2 + (12*I)*Pi*(-7 + 9*Log[2] - 39*Log[3]) + 
      (6*I)*(4*I + 39*Pi + (39*I)*Log[3])*Log[z] - 
      6*(-16 + 86*Log[2]^2 + 34*Log[3] - 65*Log[3]^2 + 
        6*Log[2]*(-16 + 3*Log[3]) - 52*PolyLog[2, -1/3] + 
        43*PolyLog[2, 3/4])))/(1152*m^2) + 
   ((-2*I)*Pi^3 - (12*I)*Pi*Log[2]^2 - 48*Log[2]^3 + 
     Pi^2*(6*Log[2] - 8*Log[3]) + 48*Log[2]^2*Log[3] - 24*Log[2]*Log[3]^2 + 
     8*Log[3]^3 - 24*PolyLog[3, -2] + 12*PolyLog[3, 1/4] - 
     48*PolyLog[3, 2/3] + 24*PolyLog[3, 3/4] + 63*Zeta[3])/(24*m^2), 
 MI[p5n3, -3][z] -> 0, MI[p5n3, -2][z] -> 0, MI[p5n3, -1][z] -> 0, 
 MI[p5n3, 0][z] -> (I*AB[p5n3io0] + AB[p5n3o0])/m^2 + 
   (Pi*z*(-5*Pi + (6*I)*Log[z]))/(6*m^2) + 
   (z^3*(-59 + (24*I)*Pi - 10*Pi^2 + 48*Log[2] + 12*(2 + I*Pi)*Log[z]))/
    (36*m^2) + (z^5*(-1393 + (640*I)*Pi - 200*Pi^2 + 1280*Log[2] + 
      80*(8 + (3*I)*Pi)*Log[z]))/(1200*m^2) + 
   (z^7*(-158509 + (77280*I)*Pi - 21000*Pi^2 + 154560*Log[2] + 
      1680*(46 + (15*I)*Pi)*Log[z]))/(176400*m^2) + 
   (z^4*(133 - (52*I)*Pi + 20*Pi^2 - 128*Log[2] + (-64 - (24*I)*Pi)*Log[z]))/
    (96*m^2) + (z^9*(-14039321 + (7096320*I)*Pi - 1764000*Pi^2 + 
      14192640*Log[2] + 20160*(352 + (105*I)*Pi)*Log[z]))/(19051200*m^2) + 
   (z^11*(-160653907 + (83233920*I)*Pi - 19404000*Pi^2 + 166467840*Log[2] + 
      73920*(1126 + (315*I)*Pi)*Log[z]))/(256132800*m^2) + 
   (z^2*(27 - (6*I)*Pi + 5*Pi^2 - 24*Log[2] - (6*I)*(-2*I + Pi)*Log[z]))/
    (12*m^2) + (z^6*(7319 - (3280*I)*Pi + 1000*Pi^2 - 7360*Log[2] - 
      (80*I)*(-46*I + 15*Pi)*Log[z]))/(7200*m^2) + 
   (z^8*(2287031 - (1094520*I)*Pi + 294000*Pi^2 - 2365440*Log[2] - 
      (3360*I)*(-352*I + 105*Pi)*Log[z]))/(2822400*m^2) + 
   (z^10*(14343989 - (7143360*I)*Pi + 1764000*Pi^2 - 15133440*Log[2] - 
      (6720*I)*(-1126*I + 315*Pi)*Log[z]))/(21168000*m^2), 
 MI[p5n4, -3][z] -> 0, MI[p5n4, -2][z] -> 0, MI[p5n4, -1][z] -> 0, 
 MI[p5n4, 0][z] -> (I*AB[p5n4io0] + AB[p5n4o0])/m^2 + 
   (z^8*(-19609039809116 + (839495698965*I)*Pi + 2819433723750*Pi^2 + 
      1999613952000*AB[p4n5o0] + 9287823605760*Log[2] - 
      (14405088600*I)*Pi*Log[2] - 8054525871000*Log[2]^2 - 
      2975041595925*Log[3] - (31248730800*I)*Pi*Log[3] + 
      4013632992600*Log[2]*Log[3] + 26040609000*Log[3]^2 + 
      (7560*I)*(19290692*I + 2066715*Pi + (2066715*I)*Log[3])*Log[z] + 
      20832487200*PolyLog[2, -1/3] - 2027648983500*PolyLog[2, 3/4]))/
    (63997400678400*m^2) + (z^6*(-1852563368 + (123083850*I)*Pi + 
      262323225*Pi^2 + 188697600*AB[p4n5o0] + 829025280*Log[2] - 
      (4868100*I)*Pi*Log[2] - 775404900*Log[2]^2 - 299599050*Log[3] - 
      (11809800*I)*Pi*Log[3] + 382263300*Log[2]*Log[3] + 9841500*Log[3]^2 + 
      (60*I)*(228404*I + 98415*Pi + (98415*I)*Log[3])*Log[z] + 
      7873200*PolyLog[2, -1/3] - 199004850*PolyLog[2, 3/4]))/
    (4534963200*m^2) + (z^4*(-226628 + (23447*I)*Pi + 30225*Pi^2 + 
      23040*AB[p4n5o0] + 87552*Log[2] - (1764*I)*Pi*Log[2] - 
      101700*Log[2]^2 - 40727*Log[3] - (5832*I)*Pi*Log[3] + 
      47844*Log[2]*Log[3] + 4860*Log[3]^2 + 
      (4*I)*(812*I + 729*Pi + (729*I)*Log[3])*Log[z] + 
      3888*PolyLog[2, -1/3] - 27810*PolyLog[2, 3/4]))/(373248*m^2) - 
   (z^3*(-9880 - (4404*I)*Pi + 1591*Pi^2 + 1344*AB[p4n5o0] + 6144*Log[2] + 
      (20868*I)*Pi*Log[2] + 2532*Log[2]^2 + 3396*Log[3] - 
      (9720*I)*Pi*Log[3] - 18180*Log[2]*Log[3] + 8100*Log[3]^2 - 
      12*(92 + (27*I)*Pi - 864*Log[2] + 405*Log[3])*Log[z] + 
      6480*PolyLog[2, -1/3] + 2610*PolyLog[2, 3/4]))/(15552*m^2) - 
   (z^5*(-15281728 - (6556764*I)*Pi + 2163555*Pi^2 + 2108160*AB[p4n5o0] + 
      9877248*Log[2] + (33688980*I)*Pi*Log[2] + 3211380*Log[2]^2 + 
      4182492*Log[3] - (16533720*I)*Pi*Log[3] - 29472660*Log[2]*Log[3] + 
      13778100*Log[3]^2 - 60*(37276 + (2187*I)*Pi - 279936*Log[2] + 
        137781*Log[3])*Log[z] + 11022480*PolyLog[2, -1/3] + 
      3713850*PolyLog[2, 3/4]))/(41990400*m^2) - 
   (z*(79*Pi^2 + 48*AB[p4n5o0] + (12*I)*Pi*(-3 + 47*Log[2] - 18*Log[3]) + 
      36*((-I)*Pi + 8*Log[2] - 3*Log[3])*Log[z] + 
      6*(-76 + 14*Log[2]^2 + Log[2]*(16 - 78*Log[3]) + 18*Log[3] + 
        30*Log[3]^2 + 24*PolyLog[2, -1/3] + 15*PolyLog[2, 3/4])))/(144*m^2) + 
   (z^2*(187*Pi^2 + 192*AB[p4n5o0] - (6*I)*Pi*(-27 + 2*Log[2] + 36*Log[3]) - 
      36*(4 - (3*I)*Pi + 3*Log[3])*Log[z] - 
      6*(280 + 178*Log[2]^2 + 51*Log[3] - 30*Log[3]^2 - 
        2*Log[2]*(32 + 33*Log[3]) - 24*PolyLog[2, -1/3] + 
        57*PolyLog[2, 3/4])))/(1728*m^2) - 
   (z^7*(70438027275*Pi^2 + 71458329600*AB[p4n5o0] + 
      (900*I)*Pi*(-223772813 + 1270884573*Log[2] - 632414790*Log[3]) - 
      1260*(61160876 + (885735*I)*Pi - 453496320*Log[2] + 225862425*Log[3])*
       Log[z] + 2*(49532524650*Log[2]^2 + 58135596570*Log[3] + 
        237155546250*Log[3]^2 - 7290*Log[2]*(-23379712 + 68647425*Log[3]) + 
        7*(-37449679984 + 27103491000*PolyLog[2, -1/3] + 
          8642203875*PolyLog[2, 3/4]))))/(1999918771200*m^2) + 
   z^9*(-((-11547044063/192849310080 - (I/4608)*Pi + (4*Log[2])/9 - 
         (341*Log[3])/1536)*Log[z])/(2*m^2) - 
     (52682472978975*Pi^2 + 54000550195200*AB[p4n5o0] + 
       (1260*I)*Pi*(-113546201221 + 685845130635*Log[2] - 
         342508410090*Log[3]) + 2*(-198902240290064 + 36374267434050*
          Log[2]^2 + 38717215087950*Log[3] + 179816915297250*Log[3]^2 - 
         8419950*Log[2]*(-15537664 + 44903103*Log[3]) + 
         143853532237800*PolyLog[2, -1/3] + 45187408814625*PolyLog[2, 3/4]))/
      (1943921045606400*m^2)) + 
   z^10*(-((372883150483/104138627443200 - (I/10240)*Pi + Log[3]/10240)*
        Log[z])/(2*m^2) - (-4125874628454075*Pi^2 - 2915832187699200*
        AB[p4n5o0] + (70*I)*Pi*(-12307470443987 + 78536547810*Log[2] + 
         162716605380*Log[3]) + 2*(14318197658638852 + 5842006596156150*
          Log[2]^2 + 2103336918375385*Log[3] - 4745900990250*Log[3]^2 - 
         9644670*Log[2]*(722335744 + 302610765*Log[3]) - 
         3796720792200*PolyLog[2, -1/3] + 1463087204228475*PolyLog[2, 3/4]))/
      (116635262736384000*m^2)) + 
   z^11*(-((-33786506093383/687314941125120 - (I/22528)*Pi + (4*Log[2])/11 - 
         (4095*Log[3])/22528)*Log[z])/(2*m^2) - 
     (561796238310944175*Pi^2 + 577347809671987200*AB[p4n5o0] + 
       (2940*I)*Pi*(-502252042897027 + 3142198498384935*Log[2] - 
         1570622033430450*Log[3]) + 2*(-2128266400027653824 + 
         385916987758198050*Log[2]^2 + 381881728993743930*Log[3] + 
         1924011990952301250*Log[3]^2 - 4133430*Log[2]*(-342431295488 + 
           977803902075*Log[3]) + 1539209592761841000*PolyLog[2, -1/3] + 
         481632398715092625*PolyLog[2, 3/4]))/(25403160223984435200*m^2)), 
 AB[p4n5o0] -> -4.81543683 + 7.*^-8*delta[p4n5o0], 
 AB[p4n8o1] -> -16.690539 + 1.*^-6*delta[p4n8o1], 
 AB[p5n3o0] -> 2.704628 + 4.*^-6*delta[p5n3o0], 
 AB[p5n3io0] -> -5.167709 + 4.*^-6*delta[p5n3io0], 
 AB[p5n4o0] -> 2.70543 + 0.00006*delta[p5n4o0], 
 AB[p5n4io0] -> -1.91431 + 0.00006*delta[p5n4io0]}
