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  1. {
  2. oneLoopBubble[-3,0] ->
  3.  + 0
  4. ,
  5. oneLoopBubble[-2,0] ->
  6.  + 0
  7. ,
  8. oneLoopBubble[-1,0] ->
  9.  + 0
  10. ,
  11. oneLoopBubble[0,-3] ->
  12.  + 0
  13. ,
  14. oneLoopBubble[0,-2] ->
  15.  + 0
  16. ,
  17. oneLoopBubble[0,-1] ->
  18.  + 0
  19. ,
  20. oneLoopBubble[0,0] ->
  21.  + 0
  22. ,
  23. oneLoopBubble[-3,1] ->
  24.  + oneLoopBubble[0,1]*(((d)*pp^3+((3*d+12)*m22+(-3*d)*m12)*pp^2+((3*d+12)*m22^2+((-6*d-12)*m12)*m22+(3*d)*m12^2)*pp+(d)*m22^3+((-3*d)*m12)*m22^2+((3*d)*m12^2)*m22+(-d)*m12^3)/d)
  25. ,
  26. oneLoopBubble[-3,2] ->
  27.  + oneLoopBubble[0,1]*(((d^2-2*d)*pp^3+((3*d^2+12*d)*m22+(-3*d^2+6*d)*m12)*pp^2+((3*d^2+18*d+24)*m22^2+((-6*d^2-12*d)*m12)*m22+(3*d^2-6*d)*m12^2)*pp+(d^2+4*d)*m22^3+((-3*d^2-6*d)*m12)*m22^2+((3*d^2)*m12^2)*m22+(-d^2+2*d)*m12^3)/((2*d)*m22))
  28. ,
  29. oneLoopBubble[-3,3] ->
  30.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp^3+((3*d^2+6*d-24)*m22+(-3*d^2+18*d-24)*m12)*pp^2+((3*d^2+18*d+24)*m22^2+((-6*d^2+24)*m12)*m22+(3*d^2-18*d+24)*m12^2)*pp+(d^2+6*d+8)*m22^3+((-3*d^2-6*d)*m12)*m22^2+((3*d^2-6*d)*m12^2)*m22+(-d^2+6*d-8)*m12^3)/(8*m22^2))
  31. ,
  32. oneLoopBubble[-2,1] ->
  33.  + oneLoopBubble[0,1]*(((d)*pp^2+((2*d+4)*m22+(-2*d)*m12)*pp+(d)*m22^2+((-2*d)*m12)*m22+(d)*m12^2)/d)
  34. ,
  35. oneLoopBubble[-2,2] ->
  36.  + oneLoopBubble[0,1]*(((d-2)*pp^2+((2*d+4)*m22+(-2*d+4)*m12)*pp+(d+2)*m22^2+((-2*d)*m12)*m22+(d-2)*m12^2)/(2*m22))
  37. ,
  38. oneLoopBubble[-2,3] ->
  39.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp^2+((2*d^2-8)*m22+(-2*d^2+12*d-16)*m12)*pp+(d^2+2*d)*m22^2+((-2*d^2+4*d)*m12)*m22+(d^2-6*d+8)*m12^2)/(8*m22^2))
  40. ,
  41. oneLoopBubble[-1,1] ->
  42.  + oneLoopBubble[0,1]*(pp+m22-m12)
  43. ,
  44. oneLoopBubble[-1,2] ->
  45.  + oneLoopBubble[0,1]*(((d-2)*pp+(d)*m22+(-d+2)*m12)/(2*m22))
  46. ,
  47. oneLoopBubble[-1,3] ->
  48.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp+(d^2-2*d)*m22+(-d^2+6*d-8)*m12)/(8*m22^2))
  49. ,
  50. oneLoopBubble[0,2] ->
  51.  + oneLoopBubble[0,1]*((d-2)/(2*m22))
  52. ,
  53. oneLoopBubble[0,3] ->
  54.  + oneLoopBubble[0,1]*((d^2-6*d+8)/(8*m22^2))
  55. ,
  56. oneLoopBubble[1,-3] ->
  57.  + oneLoopBubble[1,0]*(((d)*pp^3+((-3*d)*m22+(3*d+12)*m12)*pp^2+((3*d)*m22^2+((-6*d-12)*m12)*m22+(3*d+12)*m12^2)*pp+(-d)*m22^3+((3*d)*m12)*m22^2+((-3*d)*m12^2)*m22+(d)*m12^3)/d)
  58. ,
  59. oneLoopBubble[1,-2] ->
  60.  + oneLoopBubble[1,0]*(((d)*pp^2+((-2*d)*m22+(2*d+4)*m12)*pp+(d)*m22^2+((-2*d)*m12)*m22+(d)*m12^2)/d)
  61. ,
  62. oneLoopBubble[1,-1] ->
  63.  + oneLoopBubble[1,0]*(pp-m22+m12)
  64. ,
  65. oneLoopBubble[1,2] ->
  66.  + oneLoopBubble[1,1]*(((-d+3)*pp+(d-3)*m22+(-d+3)*m12)/(pp^2+(-2*m22-2*m12)*pp+m22^2+(-2*m12)*m22+m12^2))
  67.  + oneLoopBubble[0,1]*(((d-2)*pp+(-d+2)*m22+(-d+2)*m12)/((2*m22)*pp^2+(-4*m22^2+(-4*m12)*m22)*pp+2*m22^3+(-4*m12)*m22^2+(2*m12^2)*m22))
  68.  + oneLoopBubble[1,0]*((d-2)/(pp^2+(-2*m22-2*m12)*pp+m22^2+(-2*m12)*m22+m12^2))
  69. ,
  70. oneLoopBubble[1,3] ->
  71.  + oneLoopBubble[1,1]*(((d^2-7*d+12)*pp^2+((-2*d^2+14*d-24)*m22+(2*d^2-18*d+36)*m12)*pp+(d^2-7*d+12)*m22^2+((-2*d^2+14*d-24)*m12)*m22+(d^2-7*d+12)*m12^2)/(2*pp^4+(-8*m22-8*m12)*pp^3+(12*m22^2+(8*m12)*m22+12*m12^2)*pp^2+(-8*m22^3+(8*m12)*m22^2+(8*m12^2)*m22-8*m12^3)*pp+2*m22^4+(-8*m12)*m22^3+(12*m12^2)*m22^2+(-8*m12^3)*m22+2*m12^4))
  72.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp^3+((-5*d^2+30*d-40)*m22+(-3*d^2+18*d-24)*m12)*pp^2+((7*d^2-42*d+56)*m22^2+((2*d^2-8*d+8)*m12)*m22+(3*d^2-18*d+24)*m12^2)*pp+(-3*d^2+18*d-24)*m22^3+((d^2-2*d)*m12)*m22^2+((3*d^2-22*d+32)*m12^2)*m22+(-d^2+6*d-8)*m12^3)/((8*m22^2)*pp^4+(-32*m22^3+(-32*m12)*m22^2)*pp^3+(48*m22^4+(32*m12)*m22^3+(48*m12^2)*m22^2)*pp^2+(-32*m22^5+(32*m12)*m22^4+(32*m12^2)*m22^3+(-32*m12^3)*m22^2)*pp+8*m22^6+(-32*m12)*m22^5+(48*m12^2)*m22^4+(-32*m12^3)*m22^3+(8*m12^4)*m22^2))
  73.  + oneLoopBubble[1,0]*(((-d^2+7*d-10)*pp+(d^2-7*d+10)*m22+(-d^2+7*d-10)*m12)/(2*pp^4+(-8*m22-8*m12)*pp^3+(12*m22^2+(8*m12)*m22+12*m12^2)*pp^2+(-8*m22^3+(8*m12)*m22^2+(8*m12^2)*m22-8*m12^3)*pp+2*m22^4+(-8*m12)*m22^3+(12*m12^2)*m22^2+(-8*m12^3)*m22+2*m12^4))
  74. ,
  75. oneLoopBubble[2,-3] ->
  76.  + oneLoopBubble[1,0]*(((d^2-2*d)*pp^3+((-3*d^2+6*d)*m22+(3*d^2+12*d)*m12)*pp^2+((3*d^2-6*d)*m22^2+((-6*d^2-12*d)*m12)*m22+(3*d^2+18*d+24)*m12^2)*pp+(-d^2+2*d)*m22^3+((3*d^2)*m12)*m22^2+((-3*d^2-6*d)*m12^2)*m22+(d^2+4*d)*m12^3)/((2*d)*m12))
  77. ,
  78. oneLoopBubble[2,-2] ->
  79.  + oneLoopBubble[1,0]*(((d-2)*pp^2+((-2*d+4)*m22+(2*d+4)*m12)*pp+(d-2)*m22^2+((-2*d)*m12)*m22+(d+2)*m12^2)/(2*m12))
  80. ,
  81. oneLoopBubble[2,-1] ->
  82.  + oneLoopBubble[1,0]*(((d-2)*pp+(-d+2)*m22+(d)*m12)/(2*m12))
  83. ,
  84. oneLoopBubble[2,0] ->
  85.  + oneLoopBubble[1,0]*((d-2)/(2*m12))
  86. ,
  87. oneLoopBubble[2,1] ->
  88.  + oneLoopBubble[1,1]*(((-d+3)*pp+(-d+3)*m22+(d-3)*m12)/(pp^2+(-2*m22-2*m12)*pp+m22^2+(-2*m12)*m22+m12^2))
  89.  + oneLoopBubble[0,1]*((d-2)/(pp^2+(-2*m22-2*m12)*pp+m22^2+(-2*m12)*m22+m12^2))
  90.  + oneLoopBubble[1,0]*(((d-2)*pp+(-d+2)*m22+(-d+2)*m12)/((2*m12)*pp^2+((-4*m12)*m22-4*m12^2)*pp+(2*m12)*m22^2+(-4*m12^2)*m22+2*m12^3))
  91. ,
  92. oneLoopBubble[2,2] ->
  93.  + oneLoopBubble[1,1]*(((d^2-9*d+18)*pp^2+((2*d-6)*m22+(2*d-6)*m12)*pp+(-d^2+7*d-12)*m22^2+((2*d^2-14*d+24)*m12)*m22+(-d^2+7*d-12)*m12^2)/(pp^4+(-4*m22-4*m12)*pp^3+(6*m22^2+(4*m12)*m22+6*m12^2)*pp^2+(-4*m22^3+(4*m12)*m22^2+(4*m12^2)*m22-4*m12^3)*pp+m22^4+(-4*m12)*m22^3+(6*m12^2)*m22^2+(-4*m12^3)*m22+m12^4))
  94.  + oneLoopBubble[0,1]*(((d-2)*pp^2+((-2*d^2+12*d-16)*m22+(-2*d+4)*m12)*pp+(2*d^2-13*d+18)*m22^2+((-2*d^2+12*d-16)*m12)*m22+(d-2)*m12^2)/((2*m22)*pp^4+(-8*m22^2+(-8*m12)*m22)*pp^3+(12*m22^3+(8*m12)*m22^2+(12*m12^2)*m22)*pp^2+(-8*m22^4+(8*m12)*m22^3+(8*m12^2)*m22^2+(-8*m12^3)*m22)*pp+2*m22^5+(-8*m12)*m22^4+(12*m12^2)*m22^3+(-8*m12^3)*m22^2+(2*m12^4)*m22))
  95.  + oneLoopBubble[1,0]*(((d-2)*pp^2+((-2*d+4)*m22+(-2*d^2+12*d-16)*m12)*pp+(d-2)*m22^2+((-2*d^2+12*d-16)*m12)*m22+(2*d^2-13*d+18)*m12^2)/((2*m12)*pp^4+((-8*m12)*m22-8*m12^2)*pp^3+((12*m12)*m22^2+(8*m12^2)*m22+12*m12^3)*pp^2+((-8*m12)*m22^3+(8*m12^2)*m22^2+(8*m12^3)*m22-8*m12^4)*pp+(2*m12)*m22^4+(-8*m12^2)*m22^3+(12*m12^3)*m22^2+(-8*m12^4)*m22+2*m12^5))
  96. ,
  97. oneLoopBubble[2,3] ->
  98.  + oneLoopBubble[1,1]*(((-d^3+16*d^2-79*d+120)*pp^3+((d^3-20*d^2+111*d-180)*m22+(-d^3+16*d^2-79*d+120)*m12)*pp^2+((d^3-8*d^2+15*d)*m22^2+((-2*d^3+28*d^2-126*d+180)*m12)*m22+(d^3-20*d^2+111*d-180)*m12^2)*pp+(-d^3+12*d^2-47*d+60)*m22^3+((3*d^3-36*d^2+141*d-180)*m12)*m22^2+((-3*d^3+36*d^2-141*d+180)*m12^2)*m22+(d^3-12*d^2+47*d-60)*m12^3)/(2*pp^6+(-12*m22-12*m12)*pp^5+(30*m22^2+(36*m12)*m22+30*m12^2)*pp^4+(-40*m22^3+(-24*m12)*m22^2+(-24*m12^2)*m22-40*m12^3)*pp^3+(30*m22^4+(-24*m12)*m22^3+(-12*m12^2)*m22^2+(-24*m12^3)*m22+30*m12^4)*pp^2+(-12*m22^5+(36*m12)*m22^4+(-24*m12^2)*m22^3+(-24*m12^3)*m22^2+(36*m12^4)*m22-12*m12^5)*pp+2*m22^6+(-12*m12)*m22^5+(30*m12^2)*m22^4+(-40*m12^3)*m22^3+(30*m12^4)*m22^2+(-12*m12^5)*m22+2*m12^6))
  99.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp^4+((-8*d^2+52*d-72)*m22+(-4*d^2+24*d-32)*m12)*pp^3+((4*d^3-34*d^2+88*d-72)*m22^2+((12*d^2-72*d+96)*m12)*m22+(6*d^2-36*d+48)*m12^2)*pp^2+((-8*d^3+88*d^2-308*d+328)*m22^3+((8*d^3-116*d^2+488*d-576)*m12)*m22^2+((-12*d+24)*m12^2)*m22+(-4*d^2+24*d-32)*m12^3)*pp+(4*d^3-47*d^2+174*d-192)*m22^4+((-8*d^3+92*d^2-328*d+352)*m12)*m22^3+((4*d^3-42*d^2+128*d-120)*m12^2)*m22^2+((-4*d^2+32*d-48)*m12^3)*m22+(d^2-6*d+8)*m12^4)/((8*m22^2)*pp^6+(-48*m22^3+(-48*m12)*m22^2)*pp^5+(120*m22^4+(144*m12)*m22^3+(120*m12^2)*m22^2)*pp^4+(-160*m22^5+(-96*m12)*m22^4+(-96*m12^2)*m22^3+(-160*m12^3)*m22^2)*pp^3+(120*m22^6+(-96*m12)*m22^5+(-48*m12^2)*m22^4+(-96*m12^3)*m22^3+(120*m12^4)*m22^2)*pp^2+(-48*m22^7+(144*m12)*m22^6+(-96*m12^2)*m22^5+(-96*m12^3)*m22^4+(144*m12^4)*m22^3+(-48*m12^5)*m22^2)*pp+8*m22^8+(-48*m12)*m22^7+(120*m12^2)*m22^6+(-160*m12^3)*m22^5+(120*m12^4)*m22^4+(-48*m12^5)*m22^3+(8*m12^6)*m22^2))
  100.  + oneLoopBubble[1,0]*(((d-2)*pp^3+((-3*d+6)*m22+(d^3-16*d^2+70*d-84)*m12)*pp^2+((3*d-6)*m22^2+((4*d^2-26*d+36)*m12)*m22+(4*d^2-25*d+34)*m12^2)*pp+(-d+2)*m22^3+((-d^3+12*d^2-44*d+48)*m12)*m22^2+((2*d^3-24*d^2+91*d-102)*m12^2)*m22+(-d^3+12*d^2-46*d+52)*m12^3)/((2*m12)*pp^6+((-12*m12)*m22-12*m12^2)*pp^5+((30*m12)*m22^2+(36*m12^2)*m22+30*m12^3)*pp^4+((-40*m12)*m22^3+(-24*m12^2)*m22^2+(-24*m12^3)*m22-40*m12^4)*pp^3+((30*m12)*m22^4+(-24*m12^2)*m22^3+(-12*m12^3)*m22^2+(-24*m12^4)*m22+30*m12^5)*pp^2+((-12*m12)*m22^5+(36*m12^2)*m22^4+(-24*m12^3)*m22^3+(-24*m12^4)*m22^2+(36*m12^5)*m22-12*m12^6)*pp+(2*m12)*m22^6+(-12*m12^2)*m22^5+(30*m12^3)*m22^4+(-40*m12^4)*m22^3+(30*m12^5)*m22^2+(-12*m12^6)*m22+2*m12^7))
  101. ,
  102. oneLoopBubble[3,-3] ->
  103.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp^3+((-3*d^2+18*d-24)*m22+(3*d^2+6*d-24)*m12)*pp^2+((3*d^2-18*d+24)*m22^2+((-6*d^2+24)*m12)*m22+(3*d^2+18*d+24)*m12^2)*pp+(-d^2+6*d-8)*m22^3+((3*d^2-6*d)*m12)*m22^2+((-3*d^2-6*d)*m12^2)*m22+(d^2+6*d+8)*m12^3)/(8*m12^2))
  104. ,
  105. oneLoopBubble[3,-2] ->
  106.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp^2+((-2*d^2+12*d-16)*m22+(2*d^2-8)*m12)*pp+(d^2-6*d+8)*m22^2+((-2*d^2+4*d)*m12)*m22+(d^2+2*d)*m12^2)/(8*m12^2))
  107. ,
  108. oneLoopBubble[3,-1] ->
  109.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp+(-d^2+6*d-8)*m22+(d^2-2*d)*m12)/(8*m12^2))
  110. ,
  111. oneLoopBubble[3,0] ->
  112.  + oneLoopBubble[1,0]*((d^2-6*d+8)/(8*m12^2))
  113. ,
  114. oneLoopBubble[3,1] ->
  115.  + oneLoopBubble[1,1]*(((d^2-7*d+12)*pp^2+((2*d^2-18*d+36)*m22+(-2*d^2+14*d-24)*m12)*pp+(d^2-7*d+12)*m22^2+((-2*d^2+14*d-24)*m12)*m22+(d^2-7*d+12)*m12^2)/(2*pp^4+(-8*m22-8*m12)*pp^3+(12*m22^2+(8*m12)*m22+12*m12^2)*pp^2+(-8*m22^3+(8*m12)*m22^2+(8*m12^2)*m22-8*m12^3)*pp+2*m22^4+(-8*m12)*m22^3+(12*m12^2)*m22^2+(-8*m12^3)*m22+2*m12^4))
  116.  + oneLoopBubble[0,1]*(((-d^2+7*d-10)*pp+(-d^2+7*d-10)*m22+(d^2-7*d+10)*m12)/(2*pp^4+(-8*m22-8*m12)*pp^3+(12*m22^2+(8*m12)*m22+12*m12^2)*pp^2+(-8*m22^3+(8*m12)*m22^2+(8*m12^2)*m22-8*m12^3)*pp+2*m22^4+(-8*m12)*m22^3+(12*m12^2)*m22^2+(-8*m12^3)*m22+2*m12^4))
  117.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp^3+((-3*d^2+18*d-24)*m22+(-5*d^2+30*d-40)*m12)*pp^2+((3*d^2-18*d+24)*m22^2+((2*d^2-8*d+8)*m12)*m22+(7*d^2-42*d+56)*m12^2)*pp+(-d^2+6*d-8)*m22^3+((3*d^2-22*d+32)*m12)*m22^2+((d^2-2*d)*m12^2)*m22+(-3*d^2+18*d-24)*m12^3)/((8*m12^2)*pp^4+((-32*m12^2)*m22-32*m12^3)*pp^3+((48*m12^2)*m22^2+(32*m12^3)*m22+48*m12^4)*pp^2+((-32*m12^2)*m22^3+(32*m12^3)*m22^2+(32*m12^4)*m22-32*m12^5)*pp+(8*m12^2)*m22^4+(-32*m12^3)*m22^3+(48*m12^4)*m22^2+(-32*m12^5)*m22+8*m12^6))
  118. ,
  119. oneLoopBubble[3,2] ->
  120.  + oneLoopBubble[1,1]*(((-d^3+16*d^2-79*d+120)*pp^3+((-d^3+16*d^2-79*d+120)*m22+(d^3-20*d^2+111*d-180)*m12)*pp^2+((d^3-20*d^2+111*d-180)*m22^2+((-2*d^3+28*d^2-126*d+180)*m12)*m22+(d^3-8*d^2+15*d)*m12^2)*pp+(d^3-12*d^2+47*d-60)*m22^3+((-3*d^3+36*d^2-141*d+180)*m12)*m22^2+((3*d^3-36*d^2+141*d-180)*m12^2)*m22+(-d^3+12*d^2-47*d+60)*m12^3)/(2*pp^6+(-12*m22-12*m12)*pp^5+(30*m22^2+(36*m12)*m22+30*m12^2)*pp^4+(-40*m22^3+(-24*m12)*m22^2+(-24*m12^2)*m22-40*m12^3)*pp^3+(30*m22^4+(-24*m12)*m22^3+(-12*m12^2)*m22^2+(-24*m12^3)*m22+30*m12^4)*pp^2+(-12*m22^5+(36*m12)*m22^4+(-24*m12^2)*m22^3+(-24*m12^3)*m22^2+(36*m12^4)*m22-12*m12^5)*pp+2*m22^6+(-12*m12)*m22^5+(30*m12^2)*m22^4+(-40*m12^3)*m22^3+(30*m12^4)*m22^2+(-12*m12^5)*m22+2*m12^6))
  121.  + oneLoopBubble[0,1]*(((d-2)*pp^3+((d^3-16*d^2+70*d-84)*m22+(-3*d+6)*m12)*pp^2+((4*d^2-25*d+34)*m22^2+((4*d^2-26*d+36)*m12)*m22+(3*d-6)*m12^2)*pp+(-d^3+12*d^2-46*d+52)*m22^3+((2*d^3-24*d^2+91*d-102)*m12)*m22^2+((-d^3+12*d^2-44*d+48)*m12^2)*m22+(-d+2)*m12^3)/((2*m22)*pp^6+(-12*m22^2+(-12*m12)*m22)*pp^5+(30*m22^3+(36*m12)*m22^2+(30*m12^2)*m22)*pp^4+(-40*m22^4+(-24*m12)*m22^3+(-24*m12^2)*m22^2+(-40*m12^3)*m22)*pp^3+(30*m22^5+(-24*m12)*m22^4+(-12*m12^2)*m22^3+(-24*m12^3)*m22^2+(30*m12^4)*m22)*pp^2+(-12*m22^6+(36*m12)*m22^5+(-24*m12^2)*m22^4+(-24*m12^3)*m22^3+(36*m12^4)*m22^2+(-12*m12^5)*m22)*pp+2*m22^7+(-12*m12)*m22^6+(30*m12^2)*m22^5+(-40*m12^3)*m22^4+(30*m12^4)*m22^3+(-12*m12^5)*m22^2+(2*m12^6)*m22))
  122.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp^4+((-4*d^2+24*d-32)*m22+(-8*d^2+52*d-72)*m12)*pp^3+((6*d^2-36*d+48)*m22^2+((12*d^2-72*d+96)*m12)*m22+(4*d^3-34*d^2+88*d-72)*m12^2)*pp^2+((-4*d^2+24*d-32)*m22^3+((-12*d+24)*m12)*m22^2+((8*d^3-116*d^2+488*d-576)*m12^2)*m22+(-8*d^3+88*d^2-308*d+328)*m12^3)*pp+(d^2-6*d+8)*m22^4+((-4*d^2+32*d-48)*m12)*m22^3+((4*d^3-42*d^2+128*d-120)*m12^2)*m22^2+((-8*d^3+92*d^2-328*d+352)*m12^3)*m22+(4*d^3-47*d^2+174*d-192)*m12^4)/((8*m12^2)*pp^6+((-48*m12^2)*m22-48*m12^3)*pp^5+((120*m12^2)*m22^2+(144*m12^3)*m22+120*m12^4)*pp^4+((-160*m12^2)*m22^3+(-96*m12^3)*m22^2+(-96*m12^4)*m22-160*m12^5)*pp^3+((120*m12^2)*m22^4+(-96*m12^3)*m22^3+(-48*m12^4)*m22^2+(-96*m12^5)*m22+120*m12^6)*pp^2+((-48*m12^2)*m22^5+(144*m12^3)*m22^4+(-96*m12^4)*m22^3+(-96*m12^5)*m22^2+(144*m12^6)*m22-48*m12^7)*pp+(8*m12^2)*m22^6+(-48*m12^3)*m22^5+(120*m12^4)*m22^4+(-160*m12^5)*m22^3+(120*m12^6)*m22^2+(-48*m12^7)*m22+8*m12^8))
  123. ,
  124. oneLoopBubble[3,3] ->
  125.  + oneLoopBubble[1,1]*(((d^4-26*d^3+239*d^2-910*d+1200)*pp^4+((4*d^3-72*d^2+380*d-600)*m22+(4*d^3-72*d^2+380*d-600)*m12)*pp^3+((-2*d^4+52*d^3-454*d^2+1628*d-2040)*m22^2+((4*d^4-104*d^3+956*d^2-3640*d+4800)*m12)*m22+(-2*d^4+52*d^3-454*d^2+1628*d-2040)*m12^2)*pp^2+((-12*d^3+168*d^2-756*d+1080)*m22^3+((12*d^3-168*d^2+756*d-1080)*m12)*m22^2+((12*d^3-168*d^2+756*d-1080)*m12^2)*m22+(-12*d^3+168*d^2-756*d+1080)*m12^3)*pp+(d^4-18*d^3+119*d^2-342*d+360)*m22^4+((-4*d^4+72*d^3-476*d^2+1368*d-1440)*m12)*m22^3+((6*d^4-108*d^3+714*d^2-2052*d+2160)*m12^2)*m22^2+((-4*d^4+72*d^3-476*d^2+1368*d-1440)*m12^3)*m22+(d^4-18*d^3+119*d^2-342*d+360)*m12^4)/(4*pp^8+(-32*m22-32*m12)*pp^7+(112*m22^2+(160*m12)*m22+112*m12^2)*pp^6+(-224*m22^3+(-288*m12)*m22^2+(-288*m12^2)*m22-224*m12^3)*pp^5+(280*m22^4+(160*m12)*m22^3+(144*m12^2)*m22^2+(160*m12^3)*m22+280*m12^4)*pp^4+(-224*m22^5+(160*m12)*m22^4+(64*m12^2)*m22^3+(64*m12^3)*m22^2+(160*m12^4)*m22-224*m12^5)*pp^3+(112*m22^6+(-288*m12)*m22^5+(144*m12^2)*m22^4+(64*m12^3)*m22^3+(144*m12^4)*m22^2+(-288*m12^5)*m22+112*m12^6)*pp^2+(-32*m22^7+(160*m12)*m22^6+(-288*m12^2)*m22^5+(160*m12^3)*m22^4+(160*m12^4)*m22^3+(-288*m12^5)*m22^2+(160*m12^6)*m22-32*m12^7)*pp+4*m22^8+(-32*m12)*m22^7+(112*m12^2)*m22^6+(-224*m12^3)*m22^5+(280*m12^4)*m22^4+(-224*m12^5)*m22^3+(112*m12^6)*m22^2+(-32*m12^7)*m22+4*m12^8))
  126.  + oneLoopBubble[0,1]*(((d^2-6*d+8)*pp^5+((-11*d^2+78*d-112)*m22+(-5*d^2+30*d-40)*m12)*pp^4+((-2*d^4+52*d^3-420*d^2+1304*d-1312)*m22^2+((28*d^2-192*d+272)*m12)*m22+(10*d^2-60*d+80)*m12^2)*pp^3+((2*d^4-68*d^3+632*d^2-2152*d+2288)*m22^3+((-2*d^4+44*d^3-364*d^2+1240*d-1344)*m12)*m22^2+((-18*d^2+108*d-144)*m12^2)*m22+(-10*d^2+60*d-80)*m12^3)*pp^2+((2*d^4-20*d^3+35*d^2+110*d-232)*m22^4+((-4*d^4+80*d^3-592*d^2+1840*d-1888)*m12)*m22^3+((2*d^4-60*d^3+556*d^2-1968*d+2160)*m12^2)*m22^2+((-4*d^2+48*d-80)*m12^3)*m22+(5*d^2-30*d+40)*m12^4)*pp+(-2*d^4+36*d^3-237*d^2+666*d-640)*m22^5+((6*d^4-108*d^3+709*d^2-1974*d+1880)*m12)*m22^4+((-6*d^4+108*d^3-704*d^2+1920*d-1792)*m12^2)*m22^3+((2*d^4-36*d^3+228*d^2-576*d+496)*m12^3)*m22^2+((5*d^2-42*d+64)*m12^4)*m22+(-d^2+6*d-8)*m12^5)/((8*m22^2)*pp^8+(-64*m22^3+(-64*m12)*m22^2)*pp^7+(224*m22^4+(320*m12)*m22^3+(224*m12^2)*m22^2)*pp^6+(-448*m22^5+(-576*m12)*m22^4+(-576*m12^2)*m22^3+(-448*m12^3)*m22^2)*pp^5+(560*m22^6+(320*m12)*m22^5+(288*m12^2)*m22^4+(320*m12^3)*m22^3+(560*m12^4)*m22^2)*pp^4+(-448*m22^7+(320*m12)*m22^6+(128*m12^2)*m22^5+(128*m12^3)*m22^4+(320*m12^4)*m22^3+(-448*m12^5)*m22^2)*pp^3+(224*m22^8+(-576*m12)*m22^7+(288*m12^2)*m22^6+(128*m12^3)*m22^5+(288*m12^4)*m22^4+(-576*m12^5)*m22^3+(224*m12^6)*m22^2)*pp^2+(-64*m22^9+(320*m12)*m22^8+(-576*m12^2)*m22^7+(320*m12^3)*m22^6+(320*m12^4)*m22^5+(-576*m12^5)*m22^4+(320*m12^6)*m22^3+(-64*m12^7)*m22^2)*pp+8*m22^10+(-64*m12)*m22^9+(224*m12^2)*m22^8+(-448*m12^3)*m22^7+(560*m12^4)*m22^6+(-448*m12^5)*m22^5+(224*m12^6)*m22^4+(-64*m12^7)*m22^3+(8*m12^8)*m22^2))
  127.  + oneLoopBubble[1,0]*(((d^2-6*d+8)*pp^5+((-5*d^2+30*d-40)*m22+(-11*d^2+78*d-112)*m12)*pp^4+((10*d^2-60*d+80)*m22^2+((28*d^2-192*d+272)*m12)*m22+(-2*d^4+52*d^3-420*d^2+1304*d-1312)*m12^2)*pp^3+((-10*d^2+60*d-80)*m22^3+((-18*d^2+108*d-144)*m12)*m22^2+((-2*d^4+44*d^3-364*d^2+1240*d-1344)*m12^2)*m22+(2*d^4-68*d^3+632*d^2-2152*d+2288)*m12^3)*pp^2+((5*d^2-30*d+40)*m22^4+((-4*d^2+48*d-80)*m12)*m22^3+((2*d^4-60*d^3+556*d^2-1968*d+2160)*m12^2)*m22^2+((-4*d^4+80*d^3-592*d^2+1840*d-1888)*m12^3)*m22+(2*d^4-20*d^3+35*d^2+110*d-232)*m12^4)*pp+(-d^2+6*d-8)*m22^5+((5*d^2-42*d+64)*m12)*m22^4+((2*d^4-36*d^3+228*d^2-576*d+496)*m12^2)*m22^3+((-6*d^4+108*d^3-704*d^2+1920*d-1792)*m12^3)*m22^2+((6*d^4-108*d^3+709*d^2-1974*d+1880)*m12^4)*m22+(-2*d^4+36*d^3-237*d^2+666*d-640)*m12^5)/((8*m12^2)*pp^8+((-64*m12^2)*m22-64*m12^3)*pp^7+((224*m12^2)*m22^2+(320*m12^3)*m22+224*m12^4)*pp^6+((-448*m12^2)*m22^3+(-576*m12^3)*m22^2+(-576*m12^4)*m22-448*m12^5)*pp^5+((560*m12^2)*m22^4+(320*m12^3)*m22^3+(288*m12^4)*m22^2+(320*m12^5)*m22+560*m12^6)*pp^4+((-448*m12^2)*m22^5+(320*m12^3)*m22^4+(128*m12^4)*m22^3+(128*m12^5)*m22^2+(320*m12^6)*m22-448*m12^7)*pp^3+((224*m12^2)*m22^6+(-576*m12^3)*m22^5+(288*m12^4)*m22^4+(128*m12^5)*m22^3+(288*m12^6)*m22^2+(-576*m12^7)*m22+224*m12^8)*pp^2+((-64*m12^2)*m22^7+(320*m12^3)*m22^6+(-576*m12^4)*m22^5+(320*m12^5)*m22^4+(320*m12^6)*m22^3+(-576*m12^7)*m22^2+(320*m12^8)*m22-64*m12^9)*pp+(8*m12^2)*m22^8+(-64*m12^3)*m22^7+(224*m12^4)*m22^6+(-448*m12^5)*m22^5+(560*m12^6)*m22^4+(-448*m12^7)*m22^3+(224*m12^8)*m22^2+(-64*m12^9)*m22+8*m12^10))
  128. }
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