Cohomology of group number 60 of order 243

This cohomology computation was partially performed on the central Sage server, a 24-core Sun X4450 with 128GB RAM. We are grateful that William Stein gave us the opportunity to work on that machine. We acknowledge the support by National Science Foundation Grant No. DMS-0821725.

About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243


General information on the group

  • The group has 3 minimal generators and exponent 9.
  • It is non-abelian.
  • It has p-Rank 3.
  • Its center has rank 1.
  • It has 4 conjugacy classes of maximal elementary abelian subgroups, which are of rank 2, 2, 2 and 3, respectively.


Structure of the cohomology ring

General information

  • The cohomology ring is of dimension 3 and depth 1.
  • The depth coincides with the Duflot bound.
  • The Poincaré series is
    t16  −  t13  −  t12  +  t11  +  t9  −  t7  −  t6  +  t4  +  t3  −  t2  −  1

    (t  −  1)3 · (t2  −  t  +  1) · (t2  +  t  +  1) · (t6  −  t3  +  1) · (t6  +  t3  +  1)
  • The a-invariants are -∞,-7,-3,-3. They were obtained using the filter regular HSOP of the Benson test.

About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243

Ring generators

The cohomology ring has 30 minimal generators of maximal degree 22:

  1. a_1_0, a nilpotent element of degree 1
  2. a_1_1, a nilpotent element of degree 1
  3. a_1_2, a nilpotent element of degree 1
  4. b_2_2, an element of degree 2
  5. b_2_3, an element of degree 2
  6. b_2_4, an element of degree 2
  7. b_2_5, an element of degree 2
  8. a_3_8, a nilpotent element of degree 3
  9. a_5_9, a nilpotent element of degree 5
  10. a_6_6, a nilpotent element of degree 6
  11. b_6_10, an element of degree 6
  12. a_7_11, a nilpotent element of degree 7
  13. a_7_12, a nilpotent element of degree 7
  14. a_7_13, a nilpotent element of degree 7
  15. b_8_15, an element of degree 8
  16. b_8_16, an element of degree 8
  17. b_8_17, an element of degree 8
  18. a_10_13, a nilpotent element of degree 10
  19. a_11_23, a nilpotent element of degree 11
  20. a_12_14, a nilpotent element of degree 12
  21. a_13_26, a nilpotent element of degree 13
  22. a_13_27, a nilpotent element of degree 13
  23. b_14_29, an element of degree 14
  24. b_14_31, an element of degree 14
  25. a_16_27, a nilpotent element of degree 16
  26. a_17_39, a nilpotent element of degree 17
  27. a_17_40, a nilpotent element of degree 17
  28. a_18_28, a nilpotent element of degree 18
  29. c_18_43, a Duflot regular element of degree 18
  30. a_22_41, a nilpotent element of degree 22

About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243

Ring relations

There are 13 "obvious" relations:
   a_1_02, a_1_12, a_1_22, a_3_82, a_5_92, a_7_112, a_7_122, a_7_132, a_11_232, a_13_262, a_13_272, a_17_392, a_17_402

Apart from that, there are 351 minimal relations of maximal degree 44:

  1. a_1_0·a_1_1
  2. b_2_3·a_1_0 − b_2_2·a_1_1
  3. b_2_4·a_1_1 − b_2_2·a_1_1
  4. b_2_4·a_1_0 − b_2_3·a_1_1
  5. b_2_5·a_1_0 − b_2_2·a_1_1
  6. b_2_3·b_2_4 − b_2_2·b_2_3 − b_2_2·a_1_1·a_1_2
  7.  − b_2_32 + b_2_2·b_2_4
  8.  − b_2_42 + b_2_32 + b_2_5·a_1_1·a_1_2
  9.  − b_2_42 + b_2_3·b_2_5
  10. b_2_2·b_2_5 − b_2_2·b_2_3 − b_2_2·a_1_1·a_1_2
  11.  − b_2_4·b_2_5 + b_2_2·b_2_3 + a_1_1·a_3_8 + b_2_2·a_1_1·a_1_2
  12.  − b_2_42 + b_2_32 + a_1_0·a_3_8
  13. b_2_52·a_1_2 − b_2_2·b_2_4·a_1_2
  14. b_2_3·a_3_8 − b_2_2·b_2_3·a_1_2 + b_2_2·b_2_3·a_1_1 + b_2_22·a_1_1 + a_1_1·a_1_2·a_3_8
  15. b_2_2·a_3_8 − b_2_2·b_2_4·a_1_2 + b_2_2·b_2_3·a_1_1 + b_2_22·a_1_1
  16. b_2_4·a_3_8 − b_2_2·b_2_4·a_1_2 + b_2_2·b_2_3·a_1_1 + b_2_22·a_1_1
  17. b_2_5·a_1_2·a_3_8 − b_2_2·b_2_3·a_1_1·a_1_2 − b_2_22·a_1_1·a_1_2
  18. a_1_0·a_5_9 + b_2_2·b_2_3·a_1_1·a_1_2
  19. a_1_2·a_5_9 + b_2_2·b_2_3·a_1_1·a_1_2 − b_2_22·a_1_1·a_1_2
  20. b_2_3·a_5_9 + b_2_22·b_2_3·a_1_2 + b_2_22·b_2_3·a_1_1 − b_2_23·a_1_1
  21. b_2_2·a_5_9 + b_2_22·b_2_4·a_1_2 − b_2_22·b_2_3·a_1_1 + b_2_23·a_1_1
  22. b_2_5·a_5_9 + b_2_22·b_2_3·a_1_2 + b_2_22·b_2_3·a_1_1 − b_2_23·a_1_1
  23. b_2_4·a_5_9 + b_2_22·b_2_4·a_1_2 − b_2_22·b_2_3·a_1_1 + b_2_23·a_1_1 + a_6_6·a_1_1
  24. a_6_6·a_1_0
  25. a_6_6·a_1_2
  26. b_6_10·a_1_0
  27. b_2_3·a_6_6 + b_2_22·b_2_3·a_1_1·a_1_2 + b_2_23·a_1_1·a_1_2
  28. b_2_2·a_6_6 + b_2_22·b_2_3·a_1_1·a_1_2 + b_2_23·a_1_1·a_1_2
  29. b_2_4·a_6_6 + b_2_22·b_2_3·a_1_1·a_1_2 + b_2_23·a_1_1·a_1_2
  30. b_2_5·a_6_6 + a_3_8·a_5_9 + b_6_10·a_1_1·a_1_2 − b_2_52·a_1_1·a_3_8
       + b_2_22·b_2_3·a_1_1·a_1_2
  31. b_2_3·b_6_10 − b_2_5·a_6_6 + b_2_52·a_1_1·a_3_8 + b_2_22·b_2_3·a_1_1·a_1_2
       + b_2_23·a_1_1·a_1_2
  32. b_2_2·b_6_10 − b_2_23·a_1_1·a_1_2
  33. b_2_5·a_6_6 − a_3_8·a_5_9 + a_1_1·a_7_11 − b_2_52·a_1_1·a_3_8
       − b_2_22·b_2_3·a_1_1·a_1_2
  34. a_1_0·a_7_11 − b_2_22·b_2_3·a_1_1·a_1_2 + b_2_23·a_1_1·a_1_2
  35.  − b_2_4·b_6_10 + b_2_5·a_6_6 + a_1_1·a_7_12 + b_2_52·a_1_1·a_3_8 + b_2_23·a_1_1·a_1_2
  36.  − b_2_5·a_6_6 + a_1_0·a_7_12 + b_2_52·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_1_2
  37. a_3_8·a_5_9 − a_1_2·a_7_11 + a_1_0·a_7_13 + b_2_22·b_2_3·a_1_1·a_1_2
       + b_2_23·a_1_1·a_1_2
  38.  − b_2_5·a_6_6 − a_3_8·a_5_9 + a_1_2·a_7_13 − a_1_2·a_7_12 + b_2_52·a_1_1·a_3_8
       − b_2_23·a_1_1·a_1_2
  39. b_2_5·a_7_11 − b_2_5·b_6_10·a_1_2 − b_2_5·b_6_10·a_1_1 − b_2_3·a_7_11
  40. a_6_6·a_3_8 + a_1_1·a_1_2·a_7_12
  41.  − b_2_4·a_7_11 + b_2_3·a_7_12 + b_2_3·a_7_11 + b_2_23·b_2_4·a_1_2 + b_2_23·b_2_3·a_1_2
       − a_6_6·a_3_8
  42.  − b_2_3·a_7_11 + b_2_2·a_7_12 + b_2_2·a_7_11 + b_2_23·b_2_4·a_1_2 + b_2_23·b_2_3·a_1_2
  43. b_2_5·b_6_10·a_1_2 + b_2_4·a_7_12 + b_2_4·a_7_11 − b_2_3·a_7_11 + b_2_23·b_2_4·a_1_2
       + b_2_23·b_2_3·a_1_2 + a_6_6·a_3_8
  44. b_8_15·a_1_1 − b_2_5·b_6_10·a_1_1 − b_2_3·a_7_11 − b_2_23·b_2_4·a_1_2
       + b_2_23·b_2_3·a_1_2 − b_2_23·b_2_3·a_1_1 − b_2_24·a_1_1
  45. b_8_15·a_1_0 − b_2_2·a_7_11 + b_2_23·b_2_4·a_1_2 − b_2_23·b_2_3·a_1_2
       − b_2_23·b_2_3·a_1_1 − b_2_24·a_1_1
  46. b_8_15·a_1_2 − b_2_5·b_6_10·a_1_2 − b_2_3·a_7_11 + b_2_2·a_7_13 + b_2_2·a_7_11
       + b_2_23·b_2_4·a_1_2 + b_2_23·b_2_3·a_1_2 − b_2_23·b_2_3·a_1_1 + b_2_24·a_1_1
  47. b_8_16·a_1_1 − b_2_4·a_7_11 + b_2_3·a_7_11 − b_2_23·b_2_4·a_1_2 + b_2_23·b_2_3·a_1_2
       − b_2_24·a_1_1
  48. b_8_16·a_1_0 − b_2_3·a_7_11 + b_2_2·a_7_11 + b_2_23·b_2_4·a_1_2 − b_2_23·b_2_3·a_1_2
       − b_2_23·b_2_3·a_1_1
  49. b_8_16·a_1_2 − b_2_4·a_7_11 + b_2_3·a_7_13 − b_2_3·a_7_11 − b_2_2·a_7_13 − b_2_2·a_7_11
       − b_2_23·b_2_4·a_1_2 − b_2_23·b_2_3·a_1_1 + b_2_24·a_1_1 − a_6_6·a_3_8
  50. b_8_17·a_1_1 + b_6_10·a_3_8 − b_2_5·a_7_12 + b_2_5·b_6_10·a_1_2 − b_2_5·b_6_10·a_1_1
       + b_2_53·a_3_8 + b_2_23·b_2_4·a_1_2 − b_2_23·b_2_3·a_1_2 + b_2_23·b_2_3·a_1_1
       + b_2_24·a_1_1 + a_6_6·a_3_8
  51. b_8_17·a_1_0 − b_2_5·b_6_10·a_1_2 − b_2_3·a_7_11 + b_2_2·a_7_11 + b_2_23·b_2_4·a_1_2
       − b_2_23·b_2_3·a_1_2
  52.  − a_3_8·a_7_11 + b_6_10·a_1_2·a_3_8 + b_2_5·a_1_2·a_7_12 − b_2_5·a_1_1·a_7_12
       + b_2_53·a_1_1·a_3_8 + b_2_2·a_1_1·a_7_13 − b_2_23·b_2_3·a_1_1·a_1_2
       − b_2_24·a_1_1·a_1_2
  53. b_2_5·b_8_15 − b_2_52·b_6_10 − b_2_3·b_8_15 + a_3_8·a_7_11 − b_6_10·a_1_2·a_3_8
       − b_2_5·a_1_2·a_7_12 − b_2_5·a_1_1·a_7_13 − b_2_5·a_1_1·a_7_12 + b_2_53·a_1_1·a_3_8
       + b_2_3·a_1_1·a_7_13 + b_2_23·b_2_3·a_1_1·a_1_2 + b_2_24·a_1_1·a_1_2
  54.  − b_2_4·b_8_15 + b_2_3·b_8_16 + b_2_3·b_8_15 − b_2_24·b_2_3 + a_3_8·a_7_11
       − b_6_10·a_1_2·a_3_8 − b_2_5·a_1_2·a_7_12 − b_2_5·a_1_1·a_7_12 + b_2_53·a_1_1·a_3_8
       − b_2_3·a_1_1·a_7_13 − b_2_23·b_2_3·a_1_1·a_1_2 + b_2_24·a_1_1·a_1_2
  55.  − b_2_3·b_8_15 + b_2_2·b_8_16 + b_2_2·b_8_15 − b_2_24·b_2_4 − a_3_8·a_7_11
       + b_6_10·a_1_2·a_3_8 + b_2_5·a_1_2·a_7_12 − b_2_5·a_1_1·a_7_12 + b_2_53·a_1_1·a_3_8
       + b_2_3·a_1_1·a_7_13 + b_2_23·b_2_3·a_1_1·a_1_2 − b_2_24·a_1_1·a_1_2
  56. b_2_5·b_8_16 − b_2_4·b_8_15 + b_2_3·b_8_15 − b_2_24·b_2_3 + a_3_8·a_7_11
       − b_6_10·a_1_2·a_3_8 + b_2_5·a_1_1·a_7_13 + b_2_5·a_1_1·a_7_12 + b_2_3·a_1_1·a_7_13
       + b_2_24·a_1_1·a_1_2
  57. b_2_4·b_8_16 + b_2_4·b_8_15 − b_2_3·b_8_15 − b_2_24·b_2_4 − b_2_5·a_1_1·a_7_12
       + b_2_53·a_1_1·a_3_8 + b_2_3·a_1_1·a_7_13 − b_2_23·b_2_3·a_1_1·a_1_2
       + b_2_24·a_1_1·a_1_2
  58.  − b_2_4·b_8_15 + b_2_3·b_8_17 + b_2_3·b_8_15 + a_3_8·a_7_11 − b_6_10·a_1_2·a_3_8
       − b_2_5·a_1_1·a_7_12 + b_2_53·a_1_1·a_3_8
  59.  − b_2_3·b_8_15 + b_2_2·b_8_17 + b_2_2·b_8_15 + a_3_8·a_7_11 − b_6_10·a_1_2·a_3_8
       − b_2_5·a_1_2·a_7_12 + b_2_5·a_1_1·a_7_12 − b_2_53·a_1_1·a_3_8 + b_2_3·a_1_1·a_7_13
       − b_2_2·a_1_0·a_7_13
  60. b_2_4·b_8_17 + b_2_4·b_8_15 − b_2_3·b_8_15 + a_3_8·a_7_12 − a_3_8·a_7_11
       + b_6_10·a_1_2·a_3_8 − b_2_5·a_1_2·a_7_12 − b_2_23·b_2_3·a_1_1·a_1_2
       + b_2_24·a_1_1·a_1_2
  61. a_6_6·a_5_9
  62. b_8_15·a_3_8 − b_2_5·b_6_10·a_3_8 + b_2_2·b_2_4·a_7_13 − b_2_2·b_2_3·a_7_12
       − b_2_22·a_7_12 − b_2_22·a_7_11 − b_2_24·b_2_4·a_1_2 − b_2_24·b_2_3·a_1_2
       + b_2_24·b_2_3·a_1_1 + a_1_1·a_3_8·a_7_13 − b_2_5·a_1_1·a_1_2·a_7_12
  63. b_8_16·a_3_8 − b_2_2·b_2_4·a_7_13 + b_2_2·b_2_3·a_7_13 + b_2_2·b_2_3·a_7_12
       + b_2_24·b_2_3·a_1_2 − b_2_25·a_1_1 + a_1_2·a_3_8·a_7_12 − a_1_1·a_3_8·a_7_13
       − b_2_5·a_1_1·a_1_2·a_7_12
  64. b_2_5·b_8_17·a_1_2 + b_2_2·b_2_4·a_7_13 − b_2_2·b_2_3·a_7_13 − b_2_2·b_2_3·a_7_12
       − b_2_24·b_2_4·a_1_2 − b_2_24·b_2_3·a_1_2 + b_2_24·b_2_3·a_1_1 − b_2_25·a_1_1
       + b_2_5·a_1_1·a_1_2·a_7_12
  65. a_10_13·a_1_1 + a_1_2·a_3_8·a_7_12 − a_1_1·a_3_8·a_7_13 − b_2_5·a_1_1·a_1_2·a_7_12
  66. a_10_13·a_1_0
  67. a_10_13·a_1_2 + b_2_5·a_1_1·a_1_2·a_7_12
  68. a_6_62
  69. a_5_9·a_7_11 + b_6_10·a_1_1·a_5_9 + b_2_2·b_2_3·a_1_1·a_7_13
       − b_2_24·b_2_3·a_1_1·a_1_2 − b_2_25·a_1_1·a_1_2
  70. a_5_9·a_7_13 − a_5_9·a_7_12 + a_5_9·a_7_11 − b_6_10·a_1_1·a_5_9 + b_2_22·a_1_1·a_7_13
       + b_2_25·a_1_1·a_1_2
  71. b_8_17·a_1_2·a_3_8 + b_6_10·a_1_1·a_5_9
  72. b_2_3·a_10_13 + a_5_9·a_7_13 − a_5_9·a_7_12 − a_5_9·a_7_11 − b_2_25·a_1_1·a_1_2
  73. b_2_2·a_10_13 + a_5_9·a_7_13 − a_5_9·a_7_12 + a_5_9·a_7_11 − b_6_10·a_1_1·a_5_9
       − b_2_22·a_1_0·a_7_13 − b_2_24·b_2_3·a_1_1·a_1_2 − b_2_25·a_1_1·a_1_2
  74. b_2_5·a_10_13 + a_5_9·a_7_13 − a_5_9·a_7_12 + b_6_10·a_1_1·a_5_9 − b_2_5·a_3_8·a_7_13
       + b_2_5·a_3_8·a_7_12 − b_2_52·a_1_1·a_7_13 − b_2_52·a_1_1·a_7_12
       − b_2_54·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_1_2 − b_2_25·a_1_1·a_1_2
  75. b_2_4·a_10_13 + a_5_9·a_7_13 − a_5_9·a_7_12 − a_5_9·a_7_11 + b_2_24·b_2_3·a_1_1·a_1_2
       + b_2_25·a_1_1·a_1_2
  76.  − a_6_6·b_6_10 + a_5_9·a_7_13 + a_1_1·a_11_23 − b_6_10·a_1_1·a_5_9 − b_2_5·a_3_8·a_7_12
       − b_2_54·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_1_2 − b_2_25·a_1_1·a_1_2
  77.  − a_5_9·a_7_13 + a_5_9·a_7_12 + a_1_0·a_11_23 − b_6_10·a_1_1·a_5_9 − b_2_25·a_1_1·a_1_2
  78. a_1_2·a_11_23 − b_6_10·a_1_1·a_5_9
  79. b_6_10·a_7_11 + b_6_102·a_1_2 − b_6_102·a_1_1 + a_6_6·a_7_11
  80. b_6_10·a_7_11 + b_6_102·a_1_2 − b_6_102·a_1_1 + a_1_1·a_5_9·a_7_12
  81. b_6_10·a_7_11 + b_6_102·a_1_2 − b_6_102·a_1_1 + a_6_6·a_7_13 − a_6_6·a_7_12
       − b_2_5·a_1_1·a_3_8·a_7_13
  82. b_8_15·a_5_9 − b_2_22·b_2_4·a_7_13 + b_2_22·b_2_3·a_7_12 − b_2_25·b_2_4·a_1_2
       + b_2_25·b_2_3·a_1_2 + b_2_25·b_2_3·a_1_1 − b_2_26·a_1_1
  83. b_8_16·a_5_9 + b_2_22·b_2_4·a_7_13 − b_2_22·b_2_3·a_7_13 + b_2_22·b_2_3·a_7_12
       + b_2_25·b_2_4·a_1_2 − b_2_25·b_2_3·a_1_2
  84. b_8_17·a_5_9 − b_6_10·a_7_11 + b_6_102·a_1_2 + b_6_102·a_1_1 + b_2_22·b_2_4·a_7_13
       − b_2_22·b_2_3·a_7_13 + b_2_22·b_2_3·a_7_12 − b_2_25·b_2_3·a_1_2
       + b_2_25·b_2_3·a_1_1 − b_2_26·a_1_1
  85.  − b_6_10·a_7_11 − b_6_102·a_1_2 + b_6_102·a_1_1 + a_10_13·a_3_8
       + b_2_5·a_1_1·a_3_8·a_7_13
  86. b_2_3·a_11_23 + b_2_22·b_2_4·a_7_13 − b_2_22·b_2_3·a_7_13 − b_2_22·b_2_3·a_7_12
       − b_2_25·b_2_4·a_1_2 + b_2_25·b_2_3·a_1_2 + b_2_25·b_2_3·a_1_1 − b_2_26·a_1_1
  87. b_2_2·a_11_23 − b_2_22·b_2_4·a_7_13 + b_2_22·b_2_3·a_7_13 + b_2_22·b_2_3·a_7_12
       + b_2_25·b_2_3·a_1_2 − b_2_25·b_2_3·a_1_1 + b_2_26·a_1_1
  88. b_2_5·a_11_23 + b_2_5·b_8_17·a_3_8 − b_2_52·b_6_10·a_3_8 − b_2_53·a_7_12
       + b_2_53·b_6_10·a_1_1 − b_2_22·b_2_4·a_7_13 + b_2_22·b_2_3·a_7_13
       − b_2_22·b_2_3·a_7_12 + b_2_25·b_2_4·a_1_2 − b_2_25·b_2_3·a_1_1 + b_2_26·a_1_1
       − b_2_5·a_1_1·a_3_8·a_7_13
  89. b_6_10·a_7_11 + b_6_102·a_1_2 − b_6_102·a_1_1 + b_2_4·a_11_23 − b_2_22·b_2_4·a_7_13
       + b_2_22·b_2_3·a_7_13 + b_2_22·b_2_3·a_7_12 + b_2_25·b_2_3·a_1_2
       − b_2_25·b_2_3·a_1_1 + b_2_26·a_1_1 + a_6_6·a_7_12
  90. b_6_10·a_7_11 + b_6_102·a_1_2 − b_6_102·a_1_1 + a_12_14·a_1_1 + a_6_6·a_7_12
  91. a_12_14·a_1_0
  92. a_12_14·a_1_2
  93.  − a_7_11·a_7_12 − b_6_10·a_1_2·a_7_12 + b_6_10·a_1_1·a_7_12
       + b_2_22·b_2_3·a_1_1·a_7_13 + b_2_23·a_1_1·a_7_13 + b_2_25·b_2_3·a_1_1·a_1_2
       + b_2_26·a_1_1·a_1_2
  94. b_6_10·b_8_15 − b_2_5·b_6_102 + a_7_11·a_7_12 + b_6_10·a_1_2·a_7_12
       − b_6_10·a_1_1·a_7_13 + b_6_102·a_1_1·a_1_2 − b_2_53·a_1_1·a_7_12
       + b_2_55·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_7_13
  95. a_6_6·b_8_15 − a_7_11·a_7_12 − b_6_10·a_1_2·a_7_12 + b_6_10·a_1_1·a_7_12
       − b_2_53·a_1_1·a_7_12 + b_2_55·a_1_1·a_3_8 + b_2_25·b_2_3·a_1_1·a_1_2
  96. a_6_6·b_8_16 + b_2_25·b_2_3·a_1_1·a_1_2 + b_2_26·a_1_1·a_1_2
  97.  − b_6_10·b_8_16 + a_6_6·b_8_17 − b_6_10·a_1_1·a_7_13 + b_6_10·a_1_1·a_7_12
       + b_6_102·a_1_1·a_1_2 + b_2_52·a_3_8·a_7_12 + b_2_25·b_2_3·a_1_1·a_1_2
       − b_2_26·a_1_1·a_1_2
  98. b_6_10·b_8_16 + a_3_8·a_11_23 − b_6_10·a_1_2·a_7_12 + b_6_10·a_1_1·a_7_13
       − b_6_10·a_1_1·a_7_12 + b_6_102·a_1_1·a_1_2 − b_2_52·a_3_8·a_7_12
       + b_2_53·a_1_1·a_7_12 − b_2_55·a_1_1·a_3_8 + b_2_25·b_2_3·a_1_1·a_1_2
       + b_2_26·a_1_1·a_1_2
  99. b_2_3·a_12_14 − b_2_22·b_2_3·a_1_1·a_7_13 − b_2_25·b_2_3·a_1_1·a_1_2
  100. b_2_2·a_12_14 − a_7_11·a_7_12 − b_6_10·a_1_2·a_7_12 + b_6_10·a_1_1·a_7_12
       − b_2_22·b_2_3·a_1_1·a_7_13 − b_2_23·a_1_0·a_7_13 + b_2_25·b_2_3·a_1_1·a_1_2
  101. b_6_10·b_8_16 + b_2_5·a_12_14 + a_7_11·a_7_12 − b_6_10·a_1_1·a_7_13
       − b_6_102·a_1_1·a_1_2 + b_2_52·a_3_8·a_7_12 + b_2_53·a_1_1·a_7_13
       − b_2_53·a_1_1·a_7_12 − b_2_55·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_7_13
       − b_2_25·b_2_3·a_1_1·a_1_2 + b_2_26·a_1_1·a_1_2
  102. b_2_4·a_12_14 − a_7_11·a_7_12 − b_6_10·a_1_2·a_7_12 + b_6_10·a_1_1·a_7_12
       + b_2_22·b_2_3·a_1_1·a_7_13 + b_2_25·b_2_3·a_1_1·a_1_2
  103. b_6_10·b_8_16 + a_7_11·a_7_12 + a_1_1·a_13_26 − b_6_10·a_1_1·a_7_13
       + b_6_10·a_1_1·a_7_12 + b_6_102·a_1_1·a_1_2 + b_2_52·a_3_8·a_7_12
       + b_2_53·a_1_1·a_7_13 + b_2_22·b_2_3·a_1_1·a_7_13
  104. a_7_11·a_7_12 + a_1_0·a_13_26 + b_6_10·a_1_2·a_7_12 − b_6_10·a_1_1·a_7_12
       − b_2_22·b_2_3·a_1_1·a_7_13 − b_2_25·b_2_3·a_1_1·a_1_2
  105.  − a_7_11·a_7_13 + a_1_2·a_13_26 + b_6_10·a_1_1·a_7_13 − b_2_22·b_2_3·a_1_1·a_7_13
       − b_2_25·b_2_3·a_1_1·a_1_2 + b_2_26·a_1_1·a_1_2
  106. a_7_11·a_7_13 − a_7_11·a_7_12 + a_1_0·a_13_27 − b_6_10·a_1_1·a_7_13
       + b_6_10·a_1_1·a_7_12 − b_6_102·a_1_1·a_1_2 + b_2_22·b_2_3·a_1_1·a_7_13
       + b_2_23·a_1_0·a_7_13 − b_2_25·b_2_3·a_1_1·a_1_2
  107. a_7_11·a_7_13 − a_7_11·a_7_12 + a_1_2·a_13_27 − b_6_10·a_1_1·a_7_13
       + b_6_10·a_1_1·a_7_12 − b_2_22·b_2_3·a_1_1·a_7_13 + b_2_23·a_1_0·a_7_13
       − b_2_25·b_2_3·a_1_1·a_1_2 − b_2_26·a_1_1·a_1_2
  108. b_8_16·a_7_11 − b_8_15·a_7_12 + b_2_5·b_6_10·a_7_12 + b_2_23·b_2_4·a_7_13
       + b_2_23·b_2_3·a_7_13 − b_2_23·b_2_3·a_7_12 − b_2_24·a_7_12 − b_2_24·a_7_11
       − a_1_1·a_7_12·a_7_13 + b_6_10·a_1_1·a_1_2·a_7_12
  109. b_8_17·a_7_11 − b_8_15·a_7_12 + b_6_10·b_8_17·a_1_2 + b_6_102·a_3_8
       − b_2_5·b_6_102·a_1_1 + b_2_53·b_6_10·a_3_8 + b_2_23·b_2_4·a_7_13
       + b_2_23·b_2_3·a_7_13 − b_2_26·b_2_4·a_1_2 − b_2_26·b_2_3·a_1_2
       − a_1_1·a_7_12·a_7_13 − b_6_10·a_1_1·a_1_2·a_7_12
  110. a_10_13·a_5_9
  111. a_12_14·a_3_8 − a_1_1·a_7_12·a_7_13 + b_6_10·a_1_1·a_1_2·a_7_12
  112.  − b_8_15·a_7_12 − b_8_15·a_7_11 + b_2_5·b_6_10·a_7_12 + b_2_5·b_6_102·a_1_1
       + b_2_3·a_13_26 − b_2_23·b_2_3·a_7_12 − b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2
       + b_2_26·b_2_3·a_1_1 + b_2_27·a_1_1 − a_1_1·a_7_12·a_7_13 − b_6_10·a_1_1·a_1_2·a_7_12
  113.  − b_8_15·a_7_11 + b_2_5·b_6_102·a_1_1 + b_2_2·a_13_26 − b_2_23·b_2_4·a_7_13
       − b_2_23·b_2_3·a_7_13 + b_2_23·b_2_3·a_7_12 + b_2_26·b_2_4·a_1_2
       − b_2_26·b_2_3·a_1_2 + b_2_26·b_2_3·a_1_1 + b_2_27·a_1_1
  114.  − b_8_15·a_7_12 − b_8_15·a_7_11 + b_2_5·a_13_26 + b_2_5·b_6_10·a_7_13
       + b_2_5·b_6_10·a_7_12 + b_2_5·b_6_102·a_1_1 − b_2_52·b_8_17·a_3_8 + b_2_54·a_7_13
       − b_2_54·a_7_12 + b_2_54·b_6_10·a_1_1 + b_2_56·a_3_8 − b_2_23·b_2_3·a_7_13
       + b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2 + b_2_27·a_1_1 − a_1_1·a_7_12·a_7_13
       − b_6_10·a_1_1·a_1_2·a_7_12 − b_2_52·a_1_1·a_3_8·a_7_13
  115.  − b_8_16·a_7_12 + b_8_15·a_7_12 − b_8_15·a_7_11 − b_2_5·b_6_10·a_7_12
       + b_2_5·b_6_102·a_1_1 + b_2_4·a_13_26 + b_2_23·b_2_4·a_7_13 + b_2_23·b_2_3·a_7_13
       + b_2_26·b_2_3·a_1_2 + b_2_26·b_2_3·a_1_1 + b_2_27·a_1_1
  116. b_8_16·a_7_13 − b_8_16·a_7_12 + b_8_15·a_7_13 + b_8_15·a_7_11 − b_2_5·b_6_10·a_7_13
       − b_2_5·b_6_102·a_1_1 + b_2_3·a_13_27 − b_2_23·b_2_4·a_7_13 + b_2_23·b_2_3·a_7_13
       − b_2_23·b_2_3·a_7_12 + b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2 − b_2_27·a_1_1
       + a_1_1·a_7_12·a_7_13 + b_2_52·a_1_1·a_3_8·a_7_13
  117. b_8_15·a_7_13 − b_8_15·a_7_12 + b_8_15·a_7_11 − b_2_5·b_6_10·a_7_13
       + b_2_5·b_6_10·a_7_12 − b_2_5·b_6_102·a_1_1 + b_2_2·a_13_27 + b_2_23·b_2_4·a_7_13
       + b_2_23·b_2_3·a_7_13 + b_2_23·b_2_3·a_7_12 + b_2_24·a_7_13 + b_2_24·a_7_12
       + b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2 − b_2_26·b_2_3·a_1_1
       − b_2_52·a_1_1·a_3_8·a_7_13
  118. b_14_29·a_1_1 − b_8_15·a_7_12 − b_8_15·a_7_11 + b_2_5·b_6_10·a_7_12
       + b_2_5·b_6_102·a_1_1 + b_2_53·b_6_10·a_3_8 − b_2_54·a_7_12 + b_2_54·b_6_10·a_1_1
       + b_2_56·a_3_8 − b_2_23·b_2_4·a_7_13 + b_2_23·b_2_3·a_7_12 + b_2_24·a_7_12
       + b_2_24·a_7_11 − b_2_26·b_2_3·a_1_2 − b_2_26·b_2_3·a_1_1 − b_2_27·a_1_1
       + a_1_1·a_7_12·a_7_13 − b_6_10·a_1_1·a_1_2·a_7_12
  119. b_14_29·a_1_0 − b_8_15·a_7_11 + b_2_5·b_6_102·a_1_1 − b_2_23·b_2_4·a_7_13
       + b_2_23·b_2_3·a_7_13 − b_2_23·b_2_3·a_7_12 + b_2_24·a_7_12 + b_2_24·a_7_11
       − b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2 + b_2_26·b_2_3·a_1_1 + b_2_27·a_1_1
  120. b_14_29·a_1_2 + b_8_15·a_7_13 − b_8_15·a_7_12 − b_2_5·b_6_10·a_7_13
       + b_2_5·b_6_10·a_7_12 + b_2_23·b_2_4·a_7_13 − b_2_23·b_2_3·a_7_13
       + b_2_23·b_2_3·a_7_12 + b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_2
       + b_2_26·b_2_3·a_1_1 − b_2_27·a_1_1 + b_6_10·a_1_1·a_1_2·a_7_12
       − b_2_52·a_1_1·a_3_8·a_7_13
  121. b_14_31·a_1_1 + b_8_16·a_7_12 − b_8_15·a_7_11 + b_6_102·a_3_8 − b_2_5·b_6_10·a_7_12
       + b_2_5·b_6_102·a_1_1 − b_2_53·b_6_10·a_3_8 − b_2_54·a_7_12 + b_2_54·b_6_10·a_1_1
       + b_2_56·a_3_8 − b_2_23·b_2_3·a_7_12 + b_2_24·a_7_12 + b_2_24·a_7_11
       − b_2_26·b_2_4·a_1_2 + b_2_26·b_2_3·a_1_1 + b_6_10·a_1_1·a_1_2·a_7_12
       + b_2_52·a_1_1·a_3_8·a_7_13
  122. b_14_31·a_1_0 + b_8_15·a_7_12 − b_8_15·a_7_11 − b_2_5·b_6_10·a_7_12
       + b_2_5·b_6_102·a_1_1 − b_2_23·b_2_4·a_7_13 − b_2_23·b_2_3·a_7_13
       − b_2_23·b_2_3·a_7_12 + b_2_24·a_7_12 + b_2_24·a_7_11 + b_2_26·b_2_4·a_1_2
       + b_2_26·b_2_3·a_1_2 − b_2_26·b_2_3·a_1_1 + a_1_1·a_7_12·a_7_13
       + b_6_10·a_1_1·a_1_2·a_7_12
  123. b_14_31·a_1_2 + b_8_17·a_7_11 − b_8_16·a_7_13 + b_8_16·a_7_12 + b_8_15·a_7_13
       + b_8_15·a_7_12 + b_6_102·a_3_8 − b_2_5·b_6_10·a_7_13 + b_2_5·b_6_10·a_7_12
       − b_2_5·b_6_102·a_1_1 + b_2_53·b_6_10·a_3_8 − b_2_23·b_2_4·a_7_13
       + b_2_23·b_2_3·a_7_13 + b_2_23·b_2_3·a_7_12 − b_2_26·b_2_4·a_1_2
       − a_1_1·a_7_12·a_7_13 + b_6_10·a_1_1·a_1_2·a_7_12
  124.  − b_8_16·b_8_17 + b_8_162 + b_2_23·b_2_3·b_8_16 − b_2_27·b_2_4 − b_2_27·b_2_3
       + b_6_10·a_10_13 − b_8_17·a_1_2·a_7_12 + b_6_102·a_1_2·a_3_8 − b_2_5·a_7_12·a_7_13
       + b_2_5·b_6_10·a_1_1·a_7_13 + b_2_53·a_3_8·a_7_13 + b_2_53·a_3_8·a_7_12
       − b_2_23·b_2_3·a_1_1·a_7_13 − b_2_26·b_2_3·a_1_1·a_1_2 − b_2_27·a_1_1·a_1_2
  125. a_6_6·a_10_13
  126. a_5_9·a_11_23 + b_6_102·a_1_2·a_3_8 + b_2_23·b_2_3·a_1_1·a_7_13
       − b_2_24·a_1_1·a_7_13
  127.  − b_8_16·b_8_17 + b_8_162 + b_8_15·b_8_17 − b_8_15·b_8_16 − b_2_5·b_6_10·b_8_17
       − b_2_23·b_2_3·b_8_16 + b_2_24·b_8_16 + b_2_24·b_8_15 + b_2_27·b_2_4 + b_2_27·b_2_3
       + a_3_8·a_13_26 + b_8_17·a_1_2·a_7_12 + b_6_10·a_3_8·a_7_12 + b_2_5·a_7_12·a_7_13
       − b_2_3·a_1_1·a_13_27 + b_2_2·a_1_1·a_13_27 + b_2_23·b_2_3·a_1_1·a_7_13
       − b_2_24·a_1_1·a_7_13 + b_2_26·b_2_3·a_1_1·a_1_2 + b_2_27·a_1_1·a_1_2
  128.  − b_8_16·b_8_17 + b_8_162 − b_8_15·b_8_17 + b_8_15·b_8_16 + b_2_5·b_6_10·b_8_17
       − b_2_24·b_8_16 − b_2_24·b_8_15 + a_3_8·a_13_26 + b_8_17·a_1_2·a_7_12
       + b_6_10·a_3_8·a_7_13 + b_6_102·a_1_2·a_3_8 + b_2_5·b_6_10·a_1_1·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_12 + b_2_53·a_3_8·a_7_13 + b_2_3·a_1_1·a_13_27
       + b_2_2·a_1_0·a_13_27 + b_2_24·a_1_1·a_7_13 + b_2_24·a_1_0·a_7_13
       − b_2_26·b_2_3·a_1_1·a_1_2 − b_2_27·a_1_1·a_1_2
  129. b_8_16·b_8_17 − b_8_162 − b_8_15·b_8_17 + b_8_15·b_8_16 + b_2_5·b_6_10·b_8_17
       + b_2_23·b_2_3·b_8_16 − b_2_24·b_8_16 − b_2_24·b_8_15 − b_2_27·b_2_4 − b_2_27·b_2_3
       + a_3_8·a_13_26 − b_8_17·a_1_2·a_7_12 + b_6_10·a_3_8·a_7_12 − b_6_102·a_1_2·a_3_8
       + b_2_5·a_7_12·a_7_13 + b_2_5·a_1_1·a_13_27 − b_2_5·b_6_10·a_1_1·a_7_13
       + b_2_5·b_6_10·a_1_1·a_7_12 + b_2_53·a_3_8·a_7_12 + b_2_54·a_1_1·a_7_13
       − b_2_54·a_1_1·a_7_12 + b_2_56·a_1_1·a_3_8 + b_2_3·a_1_1·a_13_27
       − b_2_24·a_1_1·a_7_13 − b_2_26·b_2_3·a_1_1·a_1_2
  130.  − b_8_15·b_8_16 − b_8_152 + b_2_52·b_6_102 + b_2_3·b_14_29 − b_2_23·b_2_3·b_8_16
       + b_2_24·b_8_16 + b_2_24·b_8_15 + b_2_27·b_2_4 − b_2_27·b_2_3
       + b_2_5·b_6_10·a_1_1·a_7_13 − b_2_5·b_6_10·a_1_1·a_7_12 − b_2_3·a_1_1·a_13_27
       + b_2_24·a_1_1·a_7_13 − b_2_26·b_2_3·a_1_1·a_1_2 + b_2_27·a_1_1·a_1_2
  131.  − b_8_16·b_8_17 + b_8_162 − b_8_152 + b_2_52·b_6_102 + b_2_2·b_14_29 − b_2_27·b_2_3
       + a_3_8·a_13_26 + b_8_17·a_1_2·a_7_12 − b_6_10·a_3_8·a_7_13 − b_6_10·a_3_8·a_7_12
       − b_6_102·a_1_2·a_3_8 − b_2_5·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_12 − b_2_53·a_3_8·a_7_13 − b_2_54·a_1_1·a_7_12
       + b_2_56·a_1_1·a_3_8 − b_2_24·a_1_0·a_7_13 + b_2_26·b_2_3·a_1_1·a_1_2
       − b_2_27·a_1_1·a_1_2
  132. b_8_16·b_8_17 − b_8_162 − b_8_15·b_8_17 − b_8_152 + b_2_5·b_14_29
       + b_2_5·b_6_10·b_8_17 + b_2_52·b_6_102 − b_2_54·b_8_17 − b_2_55·b_6_10
       − b_2_23·b_2_3·b_8_16 − b_2_27·b_2_3 + a_3_8·a_13_26 − b_8_17·a_1_2·a_7_12
       + b_6_10·a_3_8·a_7_12 − b_6_102·a_1_2·a_3_8 − b_2_5·b_6_10·a_1_1·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_12 − b_2_53·a_3_8·a_7_12 − b_2_54·a_1_1·a_7_13
       + b_2_56·a_1_1·a_3_8 + b_2_26·b_2_3·a_1_1·a_1_2 + b_2_27·a_1_1·a_1_2
  133.  − b_8_162 + b_8_15·b_8_16 − b_8_152 + b_2_52·b_6_102 + b_2_4·b_14_29
       − b_2_23·b_2_3·b_8_16 − b_2_24·b_8_16 − b_2_24·b_8_15 + b_2_53·a_3_8·a_7_12
       − b_2_54·a_1_1·a_7_12 + b_2_56·a_1_1·a_3_8 − b_2_3·a_1_1·a_13_27
       − b_2_23·b_2_3·a_1_1·a_7_13 + b_2_24·a_1_1·a_7_13 − b_2_26·b_2_3·a_1_1·a_1_2
       − b_2_27·a_1_1·a_1_2
  134. b_8_16·b_8_17 − b_8_15·b_8_17 + b_8_15·b_8_16 − b_8_152 + b_2_5·b_6_10·b_8_17
       + b_2_52·b_6_102 + b_2_3·b_14_31 − b_2_24·b_8_16 − b_2_24·b_8_15 + b_2_27·b_2_3
       − a_3_8·a_13_26 − b_8_17·a_1_2·a_7_12 − b_6_10·a_3_8·a_7_12 − b_2_5·a_7_12·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_13 + b_2_5·b_6_10·a_1_1·a_7_12 − b_2_54·a_1_1·a_7_12
       + b_2_56·a_1_1·a_3_8 + b_2_3·a_1_1·a_13_27 − b_2_23·b_2_3·a_1_1·a_7_13
       + b_2_26·b_2_3·a_1_1·a_1_2
  135. b_8_15·b_8_16 − b_8_152 + b_2_52·b_6_102 + b_2_2·b_14_31 − b_2_23·b_2_3·b_8_16
       − b_2_24·b_8_16 − b_2_24·b_8_15 − b_2_27·b_2_4 + b_2_54·a_1_1·a_7_12
       − b_2_56·a_1_1·a_3_8 + b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_7_13
       − b_2_24·a_1_0·a_7_13 + b_2_27·a_1_1·a_1_2
  136. b_8_162 − b_8_152 + b_2_5·b_14_31 − b_2_5·b_6_10·b_8_17 − b_2_52·b_6_102
       − b_2_54·b_8_17 − b_2_55·b_6_10 + b_2_23·b_2_3·b_8_16 + b_2_27·b_2_4 + a_3_8·a_13_26
       + b_6_10·a_3_8·a_7_12 + b_6_102·a_1_2·a_3_8 − b_2_5·a_7_12·a_7_13
       + b_2_53·a_3_8·a_7_13 + b_2_53·a_3_8·a_7_12 + b_2_3·a_1_1·a_13_27
       − b_2_24·a_1_1·a_7_13 − b_2_26·b_2_3·a_1_1·a_1_2
  137.  − b_8_16·b_8_17 − b_8_162 + b_8_15·b_8_17 − b_8_15·b_8_16 − b_8_152
       − b_2_5·b_6_10·b_8_17 + b_2_52·b_6_102 + b_2_4·b_14_31 + b_2_23·b_2_3·b_8_16
       + b_2_24·b_8_16 + b_2_24·b_8_15 + b_2_27·b_2_4 + b_2_27·b_2_3 + a_3_8·a_13_26
       + b_8_17·a_1_2·a_7_12 − b_6_10·a_3_8·a_7_12 + b_2_5·a_7_12·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_13 + b_2_5·b_6_10·a_1_1·a_7_12 + b_2_53·a_3_8·a_7_12
       − b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_7_13 + b_2_26·b_2_3·a_1_1·a_1_2
  138. a_10_13·a_7_11 + b_6_10·a_1_2·a_3_8·a_7_12 − b_2_5·a_1_1·a_7_12·a_7_13
       + b_2_53·a_1_1·a_3_8·a_7_13
  139.  − a_10_13·a_7_13 + a_10_13·a_7_12 − b_6_10·a_1_2·a_3_8·a_7_12
       − b_2_5·a_1_1·a_7_12·a_7_13 + b_2_53·a_1_1·a_3_8·a_7_13
  140. a_6_6·a_11_23 − b_6_10·a_1_2·a_3_8·a_7_12
  141. a_12_14·a_5_9
  142. a_10_13·a_7_13 − a_3_8·a_7_12·a_7_13 + a_1_1·a_3_8·a_13_27 + b_6_10·a_1_2·a_3_8·a_7_12
       + b_2_5·a_1_1·a_7_12·a_7_13 + b_2_53·a_1_1·a_3_8·a_7_13
  143. b_8_172·a_1_2 + b_6_102·a_5_9 − b_2_5·b_8_17·a_7_13 + b_2_5·b_8_17·a_7_12
       − b_2_5·b_6_102·a_3_8 + b_2_52·a_13_27 + b_2_52·b_6_10·a_7_12
       − b_2_52·b_6_102·a_1_1 − b_2_53·b_8_17·a_3_8 + b_2_55·a_7_13 + b_2_55·a_7_12
       − b_2_57·a_3_8 + b_2_2·b_2_4·a_13_26 − b_2_22·a_13_27 − b_2_22·a_13_26
       + b_2_24·b_2_3·a_7_12 − b_2_25·a_7_13 − b_2_25·a_7_12 + b_2_27·b_2_3·a_1_1
       − b_6_10·a_1_2·a_3_8·a_7_12 + b_2_5·a_1_1·a_7_12·a_7_13
  144.  − b_8_172·a_1_2 − b_6_102·a_5_9 + b_2_2·b_2_4·a_13_27 + b_2_2·b_2_4·a_13_26
       + b_2_2·b_2_3·a_13_27 + b_2_2·b_2_3·a_13_26 + b_2_22·a_13_27 + b_2_22·a_13_26
       + b_2_24·b_2_4·a_7_13 + b_2_24·b_2_3·a_7_13 + b_2_25·a_7_13 + b_2_25·a_7_12
       − b_2_27·b_2_3·a_1_2 + b_2_27·b_2_3·a_1_1 − b_2_28·a_1_1 + b_6_10·a_1_2·a_3_8·a_7_12
  145. b_14_29·a_3_8 − b_8_172·a_1_2 − b_6_102·a_5_9 − b_2_53·b_8_17·a_3_8
       − b_2_54·b_6_10·a_3_8 + b_2_2·b_2_4·a_13_26 + b_2_2·b_2_3·a_13_27
       − b_2_2·b_2_3·a_13_26 + b_2_22·a_13_27 + b_2_22·a_13_26 + b_2_24·b_2_4·a_7_13
       − b_2_24·b_2_3·a_7_13 + b_2_25·a_7_13 − b_2_25·a_7_12 + b_2_25·a_7_11
       + b_2_27·b_2_3·a_1_2 + b_2_27·b_2_3·a_1_1 + b_2_28·a_1_1 − a_10_13·a_7_13
  146. b_14_31·a_3_8 + b_8_172·a_1_2 − b_6_10·b_8_17·a_3_8 + b_6_102·a_5_9
       + b_2_5·b_6_102·a_3_8 − b_2_53·b_8_17·a_3_8 − b_2_54·b_6_10·a_3_8
       + b_2_2·b_2_4·a_13_26 + b_2_2·b_2_3·a_13_26 − b_2_22·a_13_27 − b_2_22·a_13_26
       − b_2_24·b_2_3·a_7_13 − b_2_25·a_7_13 + b_2_25·a_7_11 − b_2_27·b_2_4·a_1_2
       + b_2_27·b_2_3·a_1_2 − b_2_27·b_2_3·a_1_1 − a_3_8·a_7_12·a_7_13
       − b_6_10·a_1_2·a_3_8·a_7_12 − b_2_5·a_1_1·a_7_12·a_7_13 + b_2_53·a_1_1·a_3_8·a_7_13
  147. a_16_27·a_1_1 − a_10_13·a_7_13 + b_2_5·a_1_1·a_7_12·a_7_13
  148. a_16_27·a_1_0
  149. a_16_27·a_1_2 − b_6_10·a_1_2·a_3_8·a_7_12
  150. b_8_17·a_10_13 − b_8_16·a_10_13 − a_7_13·a_11_23 + a_7_12·a_11_23 + a_7_11·a_11_23
       − b_6_10·a_5_9·a_7_12 + b_6_10·a_1_1·a_11_23 − b_6_102·a_1_1·a_5_9
       + b_2_52·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_7_12 + b_2_54·a_3_8·a_7_13
       − b_2_54·a_3_8·a_7_12 − b_2_55·a_1_1·a_7_12 + b_2_57·a_1_1·a_3_8
       − b_2_24·b_2_3·a_1_1·a_7_13 − b_2_28·a_1_1·a_1_2
  151. a_6_6·a_12_14
  152.  − b_8_17·a_10_13 − b_8_15·a_10_13 + a_5_9·a_13_26 + b_8_17·a_3_8·a_7_13
       − b_8_17·a_3_8·a_7_12 − b_6_10·a_5_9·a_7_12 − b_6_10·a_1_1·a_11_23
       + b_6_102·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_7_12 + b_2_52·a_7_12·a_7_13
       − b_2_52·b_6_10·a_1_1·a_7_13 − b_2_54·a_3_8·a_7_13 + b_2_54·a_3_8·a_7_12
       − b_2_55·a_1_1·a_7_12 + b_2_57·a_1_1·a_3_8 + b_2_24·b_2_3·a_1_1·a_7_13
       − b_2_25·a_1_1·a_7_13 − b_2_27·b_2_3·a_1_1·a_1_2
  153. b_8_17·a_10_13 + b_8_15·a_10_13 + b_8_17·a_3_8·a_7_13 − b_8_17·a_3_8·a_7_12
       − b_6_10·a_5_9·a_7_12 + b_2_5·a_3_8·a_13_27 − b_2_52·a_7_12·a_7_13
       + b_2_52·b_6_10·a_1_1·a_7_13 − b_2_52·b_6_10·a_1_1·a_7_12 − b_2_54·a_3_8·a_7_13
       − b_2_24·b_2_3·a_1_1·a_7_13 − b_2_25·a_1_1·a_7_13 − b_2_28·a_1_1·a_1_2
  154. b_8_17·a_10_13 + b_8_15·a_10_13 + a_7_11·a_11_23 + a_5_9·a_13_27 − b_8_17·a_3_8·a_7_13
       + b_8_17·a_3_8·a_7_12 − b_6_10·a_5_9·a_7_12 + b_2_5·b_6_10·a_3_8·a_7_12
       − b_2_52·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_7_13 + b_2_54·a_3_8·a_7_13
       − b_2_54·a_3_8·a_7_12 + b_2_55·a_1_1·a_7_12 − b_2_57·a_1_1·a_3_8
       + b_2_25·a_1_1·a_7_13 − b_2_27·b_2_3·a_1_1·a_1_2 + b_2_28·a_1_1·a_1_2
  155.  − b_8_17·a_10_13 − b_8_15·a_10_13 + b_8_17·a_3_8·a_7_13 − b_8_17·a_3_8·a_7_12
       + b_6_10·a_5_9·a_7_12 − b_6_10·a_1_1·a_11_23 − b_6_102·a_1_1·a_5_9
       − b_2_5·b_6_10·a_3_8·a_7_12 + b_2_52·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_7_13
       − b_2_54·a_3_8·a_7_13 + b_2_54·a_3_8·a_7_12 − b_2_55·a_1_1·a_7_12
       + b_2_57·a_1_1·a_3_8 + b_2_2·b_2_3·a_1_1·a_13_27 − b_2_24·b_2_3·a_1_1·a_7_13
       − b_2_28·a_1_1·a_1_2
  156.  − b_8_17·a_10_13 − b_8_15·a_10_13 − a_7_11·a_11_23 + b_8_17·a_3_8·a_7_13
       − b_8_17·a_3_8·a_7_12 + b_6_10·a_5_9·a_7_12 + b_6_102·a_1_1·a_5_9
       − b_2_5·b_6_10·a_3_8·a_7_12 + b_2_52·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_7_13
       − b_2_54·a_3_8·a_7_13 + b_2_54·a_3_8·a_7_12 − b_2_55·a_1_1·a_7_12
       + b_2_57·a_1_1·a_3_8 + b_2_22·a_1_1·a_13_27 − b_2_24·b_2_3·a_1_1·a_7_13
       − b_2_25·a_1_1·a_7_13 + b_2_27·b_2_3·a_1_1·a_1_2
  157.  − b_8_17·a_10_13 − b_8_16·a_10_13 − b_8_15·a_10_13 + b_8_17·a_3_8·a_7_13
       − b_8_17·a_3_8·a_7_12 + b_6_10·a_5_9·a_7_12 − b_6_10·a_1_1·a_11_23
       − b_6_102·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_7_12 + b_2_52·a_7_12·a_7_13
       − b_2_52·b_6_10·a_1_1·a_7_13 − b_2_54·a_3_8·a_7_13 + b_2_54·a_3_8·a_7_12
       − b_2_55·a_1_1·a_7_12 + b_2_57·a_1_1·a_3_8 + b_2_22·a_1_0·a_13_27
       + b_2_24·b_2_3·a_1_1·a_7_13 − b_2_25·a_1_1·a_7_13 + b_2_25·a_1_0·a_7_13
       − b_2_28·a_1_1·a_1_2
  158. b_8_17·a_10_13 + b_8_16·a_10_13 − b_8_15·a_10_13 − a_7_11·a_11_23 − b_8_17·a_3_8·a_7_13
       + b_8_17·a_3_8·a_7_12 − b_6_10·a_5_9·a_7_12 − b_6_10·a_1_1·a_11_23
       + b_2_5·b_6_10·a_3_8·a_7_12 + b_2_52·a_7_12·a_7_13 + b_2_52·a_1_1·a_13_27
       − b_2_52·b_6_10·a_1_1·a_7_13 − b_2_54·a_3_8·a_7_13 − b_2_54·a_3_8·a_7_12
       + b_2_55·a_1_1·a_7_13 + b_2_55·a_1_1·a_7_12 − b_2_57·a_1_1·a_3_8
       + b_2_25·a_1_1·a_7_13
  159. b_2_3·a_16_27 + a_7_11·a_11_23 − b_6_10·a_1_1·a_11_23 + b_6_102·a_1_1·a_5_9
       − b_2_25·a_1_1·a_7_13
  160.  − b_8_16·a_10_13 + b_2_2·a_16_27 − a_7_11·a_11_23 + b_6_10·a_1_1·a_11_23
       − b_6_102·a_1_1·a_5_9 + b_2_24·b_2_3·a_1_1·a_7_13 + b_2_25·a_1_1·a_7_13
       − b_2_27·b_2_3·a_1_1·a_1_2 − b_2_28·a_1_1·a_1_2
  161.  − b_8_17·a_10_13 + b_8_16·a_10_13 + b_2_5·a_16_27 − a_7_11·a_11_23 + b_6_10·a_5_9·a_7_12
       − b_6_10·a_1_1·a_11_23 + b_2_52·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_7_13
       − b_2_52·b_6_10·a_1_1·a_7_12 + b_2_54·a_3_8·a_7_13 + b_2_54·a_3_8·a_7_12
       + b_2_55·a_1_1·a_7_12 + b_2_57·a_1_1·a_3_8 − b_2_27·b_2_3·a_1_1·a_1_2
       − b_2_28·a_1_1·a_1_2
  162. b_2_4·a_16_27 − a_7_11·a_11_23 + b_6_10·a_1_1·a_11_23 − b_6_102·a_1_1·a_5_9
       + b_2_24·b_2_3·a_1_1·a_7_13 − b_2_25·a_1_1·a_7_13 − b_2_27·b_2_3·a_1_1·a_1_2
       − b_2_28·a_1_1·a_1_2
  163. b_8_16·a_10_13 + b_8_15·a_10_13 + a_7_11·a_11_23 + a_1_1·a_17_39 + b_8_17·a_3_8·a_7_12
       + b_6_10·a_1_1·a_11_23 + b_6_102·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_7_12
       − b_2_52·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_7_12 + b_2_54·a_3_8·a_7_13
       − b_2_55·a_1_1·a_7_12 − b_2_24·b_2_3·a_1_1·a_7_13 + b_2_25·a_1_1·a_7_13
       + b_2_27·b_2_3·a_1_1·a_1_2 + b_2_28·a_1_1·a_1_2
  164. b_8_17·a_10_13 + b_8_16·a_10_13 + b_8_15·a_10_13 + a_7_11·a_11_23 + a_1_0·a_17_39
       − b_8_17·a_3_8·a_7_13 + b_8_17·a_3_8·a_7_12 − b_6_10·a_5_9·a_7_12
       − b_6_102·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_7_12 − b_2_52·a_7_12·a_7_13
       + b_2_52·b_6_10·a_1_1·a_7_13 + b_2_54·a_3_8·a_7_13 − b_2_54·a_3_8·a_7_12
       + b_2_55·a_1_1·a_7_12 − b_2_57·a_1_1·a_3_8 + b_2_27·b_2_3·a_1_1·a_1_2
       + b_2_28·a_1_1·a_1_2
  165.  − a_7_11·a_11_23 + a_1_2·a_17_39 + b_6_10·a_5_9·a_7_12 + b_6_10·a_1_1·a_11_23
       − b_2_24·b_2_3·a_1_1·a_7_13 + b_2_27·b_2_3·a_1_1·a_1_2
  166. b_6_10·a_12_14 − a_7_13·a_11_23 + a_1_1·a_17_40 + b_8_17·a_3_8·a_7_13
       + b_8_17·a_3_8·a_7_12 − b_6_10·a_1_1·a_11_23 − b_2_5·b_6_10·a_3_8·a_7_12
       + b_2_52·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_7_12 + b_2_54·a_3_8·a_7_13
       − b_2_54·a_3_8·a_7_12 − b_2_55·a_1_1·a_7_13 + b_2_55·a_1_1·a_7_12
       + b_2_57·a_1_1·a_3_8 − b_2_25·a_1_1·a_7_13 + b_2_28·a_1_1·a_1_2
  167. b_8_16·a_10_13 + a_7_11·a_11_23 + a_1_0·a_17_40 − b_6_10·a_1_1·a_11_23
       + b_6_102·a_1_1·a_5_9 + b_2_25·a_1_0·a_7_13 + b_2_27·b_2_3·a_1_1·a_1_2
       − b_2_28·a_1_1·a_1_2
  168. b_8_17·a_10_13 + b_8_15·a_10_13 − a_7_11·a_11_23 + a_1_2·a_17_40 − b_8_17·a_3_8·a_7_13
       + b_8_17·a_3_8·a_7_12 − b_6_10·a_1_1·a_11_23 − b_6_102·a_1_1·a_5_9
       + b_2_5·b_6_10·a_3_8·a_7_12 − b_2_52·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_7_13
       + b_2_54·a_3_8·a_7_13 − b_2_54·a_3_8·a_7_12 + b_2_55·a_1_1·a_7_12
       − b_2_57·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_7_13 − b_2_25·a_1_0·a_7_13
  169. a_12_14·a_7_11 − a_1_1·a_7_12·a_11_23
  170. b_8_16·a_11_23 − b_8_15·a_11_23 − b_2_5·b_6_10·b_8_17·a_3_8 + b_2_52·b_6_102·a_3_8
       + b_2_53·b_6_10·a_7_12 − b_2_53·b_6_102·a_1_1 − b_2_25·b_2_3·a_7_13
       + b_2_25·b_2_3·a_7_12 − b_2_28·b_2_4·a_1_2 − b_2_28·b_2_3·a_1_1 + b_2_29·a_1_1
       − a_12_14·a_7_13 + a_12_14·a_7_12 + a_1_1·a_7_12·a_11_23 + b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  171. b_8_17·a_11_23 + b_8_172·a_3_8 + b_8_16·a_11_23 + b_6_10·a_13_26 + b_6_102·a_7_13
       + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_8_17·a_7_12 − b_2_52·b_6_102·a_3_8
       + b_2_53·b_6_10·a_7_13 − b_2_53·b_6_102·a_1_1 − b_2_22·b_2_4·a_13_26
       + b_2_22·b_2_3·a_13_26 + b_2_25·b_2_3·a_7_12 + b_2_28·b_2_4·a_1_2
       − a_1_1·a_7_12·a_11_23 + b_6_10·a_1_1·a_5_9·a_7_12 − b_2_54·a_1_1·a_3_8·a_7_13
  172. a_6_6·a_13_26 − a_1_1·a_7_12·a_11_23 − b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13
  173.  − b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_25·b_2_3·a_7_13
       − b_2_25·b_2_3·a_7_12 + b_2_28·b_2_4·a_1_2 + b_2_28·b_2_3·a_1_1 − b_2_29·a_1_1
       − b_6_10·a_1_1·a_5_9·a_7_12 + b_2_5·a_1_1·a_3_8·a_13_27
  174.  − b_8_16·a_11_23 − b_8_15·a_11_23 − b_2_5·b_6_10·b_8_17·a_3_8 + b_2_52·b_6_102·a_3_8
       + b_2_53·b_6_10·a_7_12 − b_2_53·b_6_102·a_1_1 + b_2_22·b_2_4·a_13_27
       + b_2_22·b_2_4·a_13_26 − b_2_22·b_2_3·a_13_27 − b_2_22·b_2_3·a_13_26
       − b_2_25·b_2_4·a_7_13 + b_2_25·b_2_3·a_7_12 − b_2_28·b_2_4·a_1_2
       − b_2_28·b_2_3·a_1_2 − b_2_28·b_2_3·a_1_1 + b_2_29·a_1_1 − b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13 − b_2_54·a_1_1·a_3_8·a_7_13
  175.  − b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_25·b_2_3·a_7_13
       − b_2_25·b_2_3·a_7_12 + b_2_28·b_2_4·a_1_2 + b_2_28·b_2_3·a_1_1 − b_2_29·a_1_1
       + a_6_6·a_13_27 + b_6_10·a_1_1·a_5_9·a_7_12
  176. b_14_29·a_5_9 + b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8
       − b_2_52·b_6_102·a_3_8 − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1
       − b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_27 − b_2_22·b_2_3·a_13_26
       − b_2_25·b_2_4·a_7_13 + b_2_29·a_1_1 − b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  177. b_14_31·a_5_9 − b_8_16·a_11_23 − b_8_15·a_11_23 − b_6_103·a_1_2
       − b_2_5·b_6_10·b_8_17·a_3_8 + b_2_52·b_6_102·a_3_8 + b_2_53·b_6_10·a_7_12
       − b_2_53·b_6_102·a_1_1 + b_2_22·b_2_3·a_13_27 + b_2_22·b_2_3·a_13_26
       + b_2_25·b_2_4·a_7_13 − b_2_25·b_2_3·a_7_13 + b_2_25·b_2_3·a_7_12
       − b_2_28·b_2_4·a_1_2 + b_2_28·b_2_3·a_1_2 + b_2_29·a_1_1 + b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13 − b_2_54·a_1_1·a_3_8·a_7_13
  178. a_16_27·a_3_8 − a_1_1·a_7_12·a_11_23 − b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  179. b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_3·a_17_39
       + b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_27 + b_2_25·b_2_4·a_7_13
       + b_2_25·b_2_3·a_7_13 + b_2_25·b_2_3·a_7_12 − b_2_28·b_2_4·a_1_2
       − b_2_28·b_2_3·a_1_2 − b_2_29·a_1_1 + b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  180.  − b_8_16·a_11_23 − b_8_15·a_11_23 − b_2_5·b_6_10·b_8_17·a_3_8 + b_2_52·b_6_102·a_3_8
       + b_2_53·b_6_10·a_7_12 − b_2_53·b_6_102·a_1_1 + b_2_2·a_17_39
       − b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_26 + b_2_23·a_13_27 + b_2_23·a_13_26
       − b_2_25·b_2_4·a_7_13 + b_2_26·a_7_13 + b_2_26·a_7_12 + b_2_28·b_2_4·a_1_2
       + b_2_28·b_2_3·a_1_2 − b_2_28·b_2_3·a_1_1 − b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13 − b_2_54·a_1_1·a_3_8·a_7_13
  181.  − b_8_172·a_3_8 + b_6_103·a_1_1 + b_2_5·a_17_39 + b_2_5·b_6_10·b_8_17·a_3_8
       − b_2_53·a_13_27 − b_2_53·b_6_10·a_7_13 + b_2_53·b_6_102·a_1_1
       + b_2_55·b_6_10·a_3_8 − b_2_56·a_7_13 + b_2_56·a_7_12 − b_2_56·b_6_10·a_1_1
       + b_2_58·a_3_8 + b_2_22·b_2_4·a_13_26 − b_2_22·b_2_3·a_13_27 − b_2_25·b_2_3·a_7_13
       − b_2_25·b_2_3·a_7_12 + b_2_28·b_2_3·a_1_1 − b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13
  182.  − b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_4·a_17_39
       − b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_27 − b_2_22·b_2_3·a_13_26
       + b_2_25·b_2_4·a_7_13 + b_2_25·b_2_3·a_7_13 + b_2_28·b_2_4·a_1_2
       + b_2_28·b_2_3·a_1_1 + b_2_29·a_1_1 − a_1_1·a_7_12·a_11_23
       − b_6_10·a_1_1·a_5_9·a_7_12 − b_2_52·a_1_1·a_7_12·a_7_13
  183. b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_3·a_17_40
       + b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_26 − b_2_25·b_2_4·a_7_13
       − b_2_25·b_2_3·a_7_12 − b_2_26·a_7_12 − b_2_26·a_7_11 − b_2_28·b_2_4·a_1_2
       − b_2_28·b_2_3·a_1_2 − b_2_29·a_1_1 + b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  184. b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_2·a_17_40
       + b_2_22·b_2_4·a_13_26 − b_2_22·b_2_3·a_13_27 + b_2_23·a_13_27 + b_2_23·a_13_26
       − b_2_25·b_2_4·a_7_13 + b_2_25·b_2_3·a_7_13 − b_2_25·b_2_3·a_7_12 − b_2_26·a_7_13
       − b_2_26·a_7_11 + b_2_28·b_2_3·a_1_1 + b_2_29·a_1_1 + b_6_10·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  185.  − b_8_17·a_11_23 + b_8_172·a_3_8 + b_8_16·a_11_23 + b_8_15·a_11_23 − b_6_102·a_7_13
       + b_6_102·a_7_12 − b_6_103·a_1_2 − b_6_103·a_1_1 + b_2_5·a_17_40
       + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_8_17·a_7_12 + b_2_52·b_6_102·a_3_8
       − b_2_53·a_13_27 − b_2_53·b_6_10·a_7_13 + b_2_55·b_6_10·a_3_8 + b_2_56·a_7_13
       + b_2_56·a_7_12 + b_2_58·a_3_8 + b_2_22·b_2_3·a_13_27 − b_2_22·b_2_3·a_13_26
       − b_2_25·b_2_4·a_7_13 − b_2_25·b_2_3·a_7_13 − b_2_26·a_7_12 − b_2_26·a_7_11
       + b_2_28·b_2_4·a_1_2 − b_2_28·b_2_3·a_1_1 − b_2_29·a_1_1 + a_1_1·a_7_12·a_11_23
       − b_2_52·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_3_8·a_7_13
  186.  − b_8_16·a_11_23 − b_8_15·a_11_23 − b_2_5·b_6_10·b_8_17·a_3_8 + b_2_52·b_6_102·a_3_8
       + b_2_53·b_6_10·a_7_12 − b_2_53·b_6_102·a_1_1 + b_2_4·a_17_40
       + b_2_22·b_2_4·a_13_26 + b_2_22·b_2_3·a_13_26 − b_2_25·b_2_4·a_7_13
       + b_2_25·b_2_3·a_7_13 − b_2_26·a_7_12 − b_2_26·a_7_11 − b_2_28·b_2_4·a_1_2
       − b_2_28·b_2_3·a_1_2 − b_2_28·b_2_3·a_1_1 − a_12_14·a_7_13 − a_1_1·a_7_12·a_11_23
       − b_6_10·a_1_1·a_5_9·a_7_12 + b_2_54·a_1_1·a_3_8·a_7_13
  187.  − b_8_16·a_11_23 + b_8_15·a_11_23 + b_2_5·b_6_10·b_8_17·a_3_8 − b_2_52·b_6_102·a_3_8
       − b_2_53·b_6_10·a_7_12 + b_2_53·b_6_102·a_1_1 + b_2_25·b_2_3·a_7_13
       − b_2_25·b_2_3·a_7_12 + b_2_28·b_2_4·a_1_2 + b_2_28·b_2_3·a_1_1 − b_2_29·a_1_1
       + a_18_28·a_1_1 − a_12_14·a_7_13 + b_6_10·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_7_13
  188. a_18_28·a_1_0
  189. a_18_28·a_1_2 − b_6_10·a_1_1·a_5_9·a_7_12
  190. a_10_132
  191.  − b_8_16·a_12_14 − b_8_15·a_12_14 + a_7_11·a_13_26 − b_6_102·a_1_2·a_7_12
       + b_6_102·a_1_1·a_7_12 + b_2_53·b_6_10·a_1_1·a_7_12 + b_2_56·a_1_1·a_7_12
       − b_2_58·a_1_1·a_3_8 + b_2_23·a_1_1·a_13_27 + b_2_25·b_2_3·a_1_1·a_7_13
       − b_2_28·b_2_3·a_1_1·a_1_2 − b_2_29·a_1_1·a_1_2
  192. b_8_15·a_12_14 − a_7_11·a_13_26 + b_6_102·a_1_2·a_7_12 − b_6_102·a_1_1·a_7_12
       − b_2_53·b_6_10·a_1_1·a_7_12 − b_2_56·a_1_1·a_7_12 + b_2_58·a_1_1·a_3_8
       + b_2_22·b_2_3·a_1_1·a_13_27 + b_2_23·a_1_0·a_13_27 − b_2_25·b_2_3·a_1_1·a_7_13
       + b_2_26·a_1_0·a_7_13
  193. b_8_17·a_12_14 − b_8_16·a_12_14 + b_8_15·a_12_14 − a_7_13·a_13_26 − a_7_12·a_13_26
       + a_7_11·a_13_27 + a_7_11·a_13_26 − b_6_10·a_7_12·a_7_13 − b_6_102·a_1_2·a_7_12
       − b_6_102·a_1_1·a_7_13 − b_6_102·a_1_1·a_7_12 − b_2_5·b_8_17·a_3_8·a_7_12
       − b_2_52·a_3_8·a_13_27 + b_2_52·b_6_10·a_3_8·a_7_12 + b_2_53·a_7_12·a_7_13
       + b_2_53·a_1_1·a_13_27 + b_2_53·b_6_10·a_1_1·a_7_13 − b_2_55·a_3_8·a_7_12
       + b_2_56·a_1_1·a_7_13 − b_2_56·a_1_1·a_7_12 + b_2_58·a_1_1·a_3_8
       − b_2_22·b_2_3·a_1_1·a_13_27 − b_2_25·b_2_3·a_1_1·a_7_13 + b_2_26·a_1_1·a_7_13
       − b_2_28·b_2_3·a_1_1·a_1_2 − b_2_29·a_1_1·a_1_2
  194. b_8_17·a_12_14 − b_8_16·a_12_14 + a_7_12·a_13_26 + a_7_11·a_13_26 + b_6_10·a_7_12·a_7_13
       + b_6_10·a_1_1·a_13_27 − b_6_102·a_1_2·a_7_12 + b_6_102·a_1_1·a_7_13
       − b_2_5·b_8_17·a_3_8·a_7_12 + b_2_52·b_6_10·a_3_8·a_7_12 + b_2_53·a_7_12·a_7_13
       + b_2_53·a_1_1·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_13 − b_2_53·b_6_10·a_1_1·a_7_12
       + b_2_55·a_3_8·a_7_12 + b_2_56·a_1_1·a_7_13 − b_2_22·b_2_3·a_1_1·a_13_27
       − b_2_25·b_2_3·a_1_1·a_7_13 − b_2_26·a_1_1·a_7_13 − b_2_29·a_1_1·a_1_2
  195.  − b_8_17·a_12_14 + b_8_16·a_12_14 + b_8_15·a_12_14 − a_7_13·a_13_27 − a_7_13·a_13_26
       + a_7_12·a_13_27 − b_6_102·a_1_1·a_7_13 + b_6_102·a_1_1·a_7_12 + b_6_103·a_1_1·a_1_2
       + b_2_5·b_8_17·a_3_8·a_7_12 + b_2_52·a_3_8·a_13_27 − b_2_53·a_7_12·a_7_13
       + b_2_53·a_1_1·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_12 + b_2_56·a_1_1·a_7_13
       + b_2_25·b_2_3·a_1_1·a_7_13 − b_2_26·a_1_1·a_7_13 − b_2_28·b_2_3·a_1_1·a_1_2
  196. b_6_10·b_14_29 − b_2_53·b_6_10·b_8_17 − b_2_54·b_6_102 + b_8_17·a_12_14
       + b_8_16·a_12_14 − b_8_15·a_12_14 + a_7_12·a_13_26 − a_7_11·a_13_26
       + b_6_102·a_1_2·a_7_12 + b_6_103·a_1_1·a_1_2 − b_2_5·b_8_17·a_3_8·a_7_12
       − b_2_52·b_6_10·a_3_8·a_7_12 + b_2_53·a_7_12·a_7_13 + b_2_53·a_1_1·a_13_27
       + b_2_53·b_6_10·a_1_1·a_7_12 + b_2_55·a_3_8·a_7_12 + b_2_56·a_1_1·a_7_13
       + b_2_56·a_1_1·a_7_12 − b_2_58·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_13_27
       + b_2_25·b_2_3·a_1_1·a_7_13 + b_2_26·a_1_1·a_7_13 + b_2_28·b_2_3·a_1_1·a_1_2
       + b_2_29·a_1_1·a_1_2
  197. b_8_16·a_12_14 + b_8_15·a_12_14 + a_6_6·b_14_29 − a_7_11·a_13_26 + b_6_102·a_1_2·a_7_12
       − b_6_102·a_1_1·a_7_12 − b_2_53·b_6_10·a_1_1·a_7_12 + b_2_55·a_3_8·a_7_12
       + b_2_22·b_2_3·a_1_1·a_13_27 + b_2_25·b_2_3·a_1_1·a_7_13 + b_2_26·a_1_1·a_7_13
       + b_2_28·b_2_3·a_1_1·a_1_2 − b_2_29·a_1_1·a_1_2
  198. b_6_10·b_14_31 − b_6_102·b_8_17 + b_2_5·b_6_103 − b_2_53·b_6_10·b_8_17
       − b_2_54·b_6_102 − b_8_17·a_12_14 − b_8_15·a_12_14 − a_7_11·a_13_26
       + b_6_10·a_7_12·a_7_13 − b_6_102·a_1_2·a_7_12 + b_6_102·a_1_1·a_7_13
       + b_6_102·a_1_1·a_7_12 − b_6_103·a_1_1·a_1_2 − b_2_5·b_8_17·a_3_8·a_7_12
       + b_2_52·b_6_10·a_3_8·a_7_12 + b_2_53·a_7_12·a_7_13 + b_2_53·a_1_1·a_13_27
       − b_2_53·b_6_10·a_1_1·a_7_13 − b_2_53·b_6_10·a_1_1·a_7_12 − b_2_55·a_3_8·a_7_13
       + b_2_55·a_3_8·a_7_12 + b_2_56·a_1_1·a_7_13 + b_2_56·a_1_1·a_7_12
       − b_2_58·a_1_1·a_3_8 + b_2_22·b_2_3·a_1_1·a_13_27 + b_2_25·b_2_3·a_1_1·a_7_13
       + b_2_26·a_1_1·a_7_13
  199.  − b_8_16·a_12_14 − b_8_15·a_12_14 + a_6_6·b_14_31 − a_7_11·a_13_26
       + b_6_102·a_1_1·a_7_13 + b_6_102·a_1_1·a_7_12 − b_2_52·b_6_10·a_3_8·a_7_12
       + b_2_53·b_6_10·a_1_1·a_7_13 − b_2_53·b_6_10·a_1_1·a_7_12 + b_2_55·a_3_8·a_7_12
       + b_2_56·a_1_1·a_7_12 − b_2_58·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_13_27
       + b_2_29·a_1_1·a_1_2
  200.  − a_7_11·a_13_26 + a_3_8·a_17_39 + b_6_102·a_1_2·a_7_12 − b_6_102·a_1_1·a_7_13
       − b_6_102·a_1_1·a_7_12 − b_6_103·a_1_1·a_1_2 − b_2_52·a_3_8·a_13_27
       + b_2_52·b_6_10·a_3_8·a_7_12 − b_2_53·a_7_12·a_7_13 + b_2_53·a_1_1·a_13_27
       + b_2_53·b_6_10·a_1_1·a_7_13 + b_2_55·a_3_8·a_7_12 + b_2_56·a_1_1·a_7_13
       + b_2_25·b_2_3·a_1_1·a_7_13 + b_2_26·a_1_1·a_7_13 + b_2_28·b_2_3·a_1_1·a_1_2
       − b_2_29·a_1_1·a_1_2
  201.  − b_8_17·a_12_14 + b_8_16·a_12_14 − a_7_11·a_13_26 + a_3_8·a_17_40 − b_6_10·a_7_12·a_7_13
       − b_6_102·a_1_2·a_7_12 + b_6_102·a_1_1·a_7_13 − b_6_102·a_1_1·a_7_12
       + b_6_103·a_1_1·a_1_2 − b_2_52·a_3_8·a_13_27 + b_2_52·b_6_10·a_3_8·a_7_12
       − b_2_53·a_1_1·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_13 + b_2_55·a_3_8·a_7_13
       − b_2_55·a_3_8·a_7_12 − b_2_56·a_1_1·a_7_13 − b_2_22·b_2_3·a_1_1·a_13_27
       + b_2_25·b_2_3·a_1_1·a_7_13 + b_2_26·a_1_1·a_7_13 + b_2_28·b_2_3·a_1_1·a_1_2
  202. b_8_16·a_12_14 + b_8_15·a_12_14 + b_2_5·a_1_1·a_17_40 + b_2_5·b_8_17·a_3_8·a_7_12
       − b_2_52·b_6_10·a_3_8·a_7_12 − b_2_53·a_1_1·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_12
       − b_2_55·a_3_8·a_7_12 + b_2_56·a_1_1·a_7_13 − b_2_58·a_1_1·a_3_8
       − b_2_22·b_2_3·a_1_1·a_13_27 − b_2_26·a_1_1·a_7_13 − b_2_29·a_1_1·a_1_2
  203.  − b_8_16·a_12_14 − a_7_13·a_13_26 + a_7_12·a_13_26 + a_7_11·a_13_26
       + b_6_10·a_7_12·a_7_13 − b_6_102·a_1_2·a_7_12 + b_6_102·a_1_1·a_7_13
       + b_6_103·a_1_1·a_1_2 − b_2_52·a_3_8·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_13
       − b_2_53·b_6_10·a_1_1·a_7_12 + b_2_55·a_3_8·a_7_12 + b_2_25·b_2_3·a_1_1·a_7_13
       − b_2_26·a_1_0·a_7_13 − b_2_28·b_2_3·a_1_1·a_1_2 − b_2_29·a_1_1·a_1_2
       + c_18_43·a_1_0·a_1_2
  204.  − b_8_16·a_12_14 − b_8_15·a_12_14 + b_2_3·a_18_28 + a_7_11·a_13_26
       − b_6_102·a_1_2·a_7_12 + b_6_102·a_1_1·a_7_12 + b_2_53·b_6_10·a_1_1·a_7_12
       + b_2_56·a_1_1·a_7_12 − b_2_58·a_1_1·a_3_8 + b_2_25·b_2_3·a_1_1·a_7_13
  205. b_8_15·a_12_14 + b_2_2·a_18_28 − a_7_11·a_13_26 + b_6_102·a_1_2·a_7_12
       − b_6_102·a_1_1·a_7_12 − b_2_53·b_6_10·a_1_1·a_7_12 − b_2_56·a_1_1·a_7_12
       + b_2_58·a_1_1·a_3_8 + b_2_22·b_2_3·a_1_1·a_13_27 + b_2_25·b_2_3·a_1_1·a_7_13
       − b_2_26·a_1_0·a_7_13 + b_2_28·b_2_3·a_1_1·a_1_2 + b_2_29·a_1_1·a_1_2
  206. b_2_5·a_18_28 + a_7_12·a_13_26 + a_7_11·a_13_26 + b_2_52·a_3_8·a_13_27
       − b_2_52·b_6_10·a_3_8·a_7_12 + b_2_53·a_1_1·a_13_27 + b_2_53·b_6_10·a_1_1·a_7_12
       − b_2_55·a_3_8·a_7_13 + b_2_56·a_1_1·a_7_13 − b_2_56·a_1_1·a_7_12
       − b_2_58·a_1_1·a_3_8 − b_2_22·b_2_3·a_1_1·a_13_27 + b_2_25·b_2_3·a_1_1·a_7_13
       + b_2_26·a_1_1·a_7_13 − b_2_29·a_1_1·a_1_2
  207. b_2_4·a_18_28 − b_2_22·b_2_3·a_1_1·a_13_27 + b_2_28·b_2_3·a_1_1·a_1_2
       + b_2_29·a_1_1·a_1_2
  208. a_10_13·a_11_23 − b_6_102·a_1_1·a_1_2·a_7_12 + b_2_52·a_1_1·a_3_8·a_13_27
       + b_2_53·a_1_1·a_7_12·a_7_13 + b_2_55·a_1_1·a_3_8·a_7_13
  209.  − b_14_29·a_7_13 + b_14_29·a_7_12 − b_14_29·a_7_11 − b_8_15·a_13_27
       + b_2_5·b_6_10·a_13_27 + b_2_53·b_6_102·a_3_8 + b_2_54·a_13_27
       + b_2_54·b_6_10·a_7_13 + b_2_54·b_6_10·a_7_12 + b_2_54·b_6_102·a_1_1
       − b_2_55·b_8_17·a_3_8 − b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13 + b_2_57·a_7_12
       − b_2_59·a_3_8 − b_2_23·b_2_4·a_13_27 − b_2_23·b_2_3·a_13_27 + b_2_24·a_13_27
       − b_2_26·b_2_3·a_7_13 − b_2_26·b_2_3·a_7_12 + b_2_27·a_7_13 − b_2_27·a_7_12
       + b_2_27·a_7_11 − b_2_29·b_2_4·a_1_2 − b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1
       − b_2_210·a_1_1 + a_10_13·a_11_23 − b_2_53·a_1_1·a_7_12·a_7_13
  210. b_14_31·a_7_11 − b_14_29·a_7_13 + b_14_29·a_7_11 − b_8_16·a_13_26 − b_8_15·a_13_27
       + b_6_102·b_8_17·a_1_2 + b_6_103·a_3_8 + b_2_5·b_6_10·a_13_27 − b_2_5·b_6_102·a_7_12
       + b_2_53·b_8_17·a_7_12 − b_2_53·b_6_102·a_3_8 + b_2_54·a_13_27
       + b_2_54·b_6_10·a_7_13 − b_2_54·b_6_10·a_7_12 + b_2_54·b_6_102·a_1_1
       − b_2_55·b_8_17·a_3_8 − b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13 + b_2_57·a_7_12
       − b_2_59·a_3_8 + b_2_23·b_2_4·a_13_27 + b_2_23·b_2_3·a_13_27 − b_2_23·b_2_3·a_13_26
       + b_2_24·a_13_27 + b_2_27·a_7_13 − b_2_27·a_7_12 + b_2_27·a_7_11
       + b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1
       − a_1_1·a_7_12·a_13_27 + b_6_102·a_1_1·a_1_2·a_7_12 − b_2_53·a_1_1·a_7_12·a_7_13
       + b_2_55·a_1_1·a_3_8·a_7_13
  211.  − b_14_31·a_7_13 + b_14_31·a_7_12 + b_14_29·a_7_11 + b_8_16·a_13_27 + b_8_16·a_13_26
       − b_8_15·a_13_27 + b_8_15·a_13_26 + b_6_10·b_8_17·a_7_13 − b_6_10·b_8_17·a_7_12
       + b_2_5·b_6_10·a_13_27 + b_2_5·b_6_102·a_7_12 − b_2_52·b_6_10·b_8_17·a_3_8
       + b_2_54·a_13_27 − b_2_54·b_6_10·a_7_13 + b_2_54·b_6_10·a_7_12
       + b_2_54·b_6_102·a_1_1 − b_2_55·b_8_17·a_3_8 − b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13
       + b_2_57·a_7_12 − b_2_59·a_3_8 + b_2_23·b_2_4·a_13_26 + b_2_23·b_2_3·a_13_27
       − b_2_24·a_13_27 − b_2_26·b_2_4·a_7_13 − b_2_26·b_2_3·a_7_13 − b_2_26·b_2_3·a_7_12
       − b_2_27·a_7_13 − b_2_27·a_7_12 − b_2_29·b_2_4·a_1_2 − b_2_29·b_2_3·a_1_2
       − b_6_10·a_1_1·a_7_12·a_7_13 − b_6_102·a_1_1·a_1_2·a_7_12
       + b_2_53·a_1_1·a_7_12·a_7_13 + b_2_55·a_1_1·a_3_8·a_7_13
  212. a_16_27·a_5_9 − b_6_102·a_1_1·a_1_2·a_7_12
  213.  − b_14_29·a_7_13 − b_14_29·a_7_11 − b_8_17·a_13_26 − b_8_16·a_13_26 − b_8_15·a_13_27
       − b_6_10·b_8_17·a_7_12 + b_6_102·b_8_17·a_1_2 + b_6_103·a_3_8 − b_2_5·b_6_102·a_7_12
       − b_2_5·b_6_103·a_1_1 + b_2_52·a_17_39 − b_2_52·b_6_10·b_8_17·a_3_8
       + b_2_53·b_8_17·a_7_12 − b_2_54·a_13_27 − b_2_54·b_6_10·a_7_13
       − b_2_54·b_6_10·a_7_12 − b_2_54·b_6_102·a_1_1 − b_2_55·b_8_17·a_3_8
       − b_2_56·b_6_10·a_3_8 − b_2_57·a_7_13 + b_2_57·a_7_12 − b_2_57·b_6_10·a_1_1
       + b_2_59·a_3_8 − b_2_23·b_2_3·a_13_27 + b_2_24·a_13_27 − b_2_26·b_2_4·a_7_13
       + b_2_26·b_2_3·a_7_13 − b_2_26·b_2_3·a_7_12 + b_2_27·a_7_13 − b_2_27·a_7_12
       + b_2_27·a_7_11 + b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1
       − a_10_13·a_11_23 − a_1_1·a_7_12·a_13_27 + b_6_102·a_1_1·a_1_2·a_7_12
       + b_2_53·a_1_1·a_7_12·a_7_13 − b_2_55·a_1_1·a_3_8·a_7_13
  214. b_14_29·a_7_13 + b_14_29·a_7_11 − b_8_16·a_13_26 + b_8_15·a_13_27 − b_2_5·b_6_10·a_13_27
       − b_2_53·b_8_17·a_7_12 − b_2_53·b_6_102·a_3_8 − b_2_54·a_13_27
       − b_2_54·b_6_10·a_7_13 + b_2_54·b_6_10·a_7_12 − b_2_54·b_6_102·a_1_1
       + b_2_55·b_8_17·a_3_8 + b_2_56·b_6_10·a_3_8 − b_2_57·a_7_13 − b_2_57·a_7_12
       + b_2_59·a_3_8 − b_2_23·b_2_4·a_13_27 + b_2_23·b_2_4·a_13_26 − b_2_23·b_2_3·a_13_27
       − b_2_23·b_2_3·a_13_26 − b_2_24·a_13_27 − b_2_26·b_2_4·a_7_13 + b_2_26·b_2_3·a_7_13
       − b_2_26·b_2_3·a_7_12 − b_2_27·a_7_13 + b_2_27·a_7_12 − b_2_27·a_7_11
       − b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_1 + b_2_210·a_1_1 − a_10_13·a_11_23
       + a_1_1·a_7_12·a_13_27 + a_1_1·a_3_8·a_17_40 − b_6_10·a_1_1·a_7_12·a_7_13
       − b_6_102·a_1_1·a_1_2·a_7_12 − b_2_53·a_1_1·a_7_12·a_7_13
       + b_2_55·a_1_1·a_3_8·a_7_13
  215.  − b_14_29·a_7_13 + b_14_29·a_7_11 − b_8_17·a_13_26 − b_8_16·a_13_26 − b_8_15·a_13_27
       + b_8_15·a_13_26 − b_6_10·b_8_17·a_7_12 + b_6_102·b_8_17·a_1_2 + b_6_103·a_3_8
       + b_2_52·a_17_40 − b_2_52·b_6_10·b_8_17·a_3_8 − b_2_53·b_8_17·a_7_12
       − b_2_54·a_13_27 + b_2_54·b_6_10·a_7_12 + b_2_54·b_6_102·a_1_1
       − b_2_55·b_8_17·a_3_8 + b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13 + b_2_57·a_7_12
       + b_2_59·a_3_8 + b_2_24·a_13_27 + b_2_26·b_2_3·a_7_13 + b_2_27·a_7_13
       − b_2_27·a_7_11 − b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_2 + b_2_210·a_1_1
       − a_10_13·a_11_23 − a_1_1·a_7_12·a_13_27 + b_6_102·a_1_1·a_1_2·a_7_12
       − b_2_53·a_1_1·a_7_12·a_7_13 − b_2_55·a_1_1·a_3_8·a_7_13
  216. b_14_31·a_7_13 + b_14_29·a_7_13 − b_14_29·a_7_11 − b_8_16·a_13_27 + b_8_16·a_13_26
       − b_8_15·a_13_27 − b_8_15·a_13_26 − b_6_10·b_8_17·a_7_13 + b_2_5·b_6_10·a_13_27
       + b_2_52·b_6_10·b_8_17·a_3_8 + b_2_53·b_8_17·a_7_12 + b_2_53·b_6_102·a_3_8
       + b_2_54·a_13_27 − b_2_55·b_8_17·a_3_8 + b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13
       + b_2_57·a_7_12 − b_2_59·a_3_8 + b_2_23·b_2_4·a_13_27 − b_2_23·b_2_4·a_13_26
       + b_2_23·b_2_3·a_13_27 + b_2_23·b_2_3·a_13_26 + b_2_27·a_7_12 + b_2_27·a_7_11
       + b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_2 − b_6_10·a_1_1·a_7_12·a_7_13
       − b_6_102·a_1_1·a_1_2·a_7_12 − b_2_55·a_1_1·a_3_8·a_7_13 + b_2_3·c_18_43·a_1_1
  217.  − b_14_29·a_7_13 + b_14_29·a_7_11 − b_8_16·a_13_27 + b_8_15·a_13_27
       − b_2_5·b_6_10·a_13_27 + b_2_53·b_8_17·a_7_12 + b_2_54·a_13_27
       + b_2_54·b_6_10·a_7_13 − b_2_55·b_8_17·a_3_8 + b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13
       + b_2_57·a_7_12 − b_2_59·a_3_8 − b_2_23·b_2_4·a_13_27 − b_2_23·b_2_3·a_13_27
       − b_2_23·b_2_3·a_13_26 + b_2_24·a_13_27 + b_2_26·b_2_4·a_7_13 − b_2_26·b_2_3·a_7_12
       + b_2_27·a_7_13 − b_2_27·a_7_11 + b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1
       − a_10_13·a_11_23 − a_1_1·a_7_12·a_13_27 + b_2_53·a_1_1·a_7_12·a_7_13
       + b_2_55·a_1_1·a_3_8·a_7_13 + b_2_3·c_18_43·a_1_2
  218.  − b_14_29·a_7_13 + b_14_29·a_7_11 − b_8_15·a_13_27 + b_2_5·b_6_10·a_13_27
       + b_2_53·b_8_17·a_7_12 + b_2_54·a_13_27 + b_2_54·b_6_10·a_7_13
       − b_2_55·b_8_17·a_3_8 + b_2_56·b_6_10·a_3_8 + b_2_57·a_7_13 + b_2_57·a_7_12
       − b_2_59·a_3_8 − b_2_23·b_2_3·a_13_27 + b_2_24·a_13_27 − b_2_26·b_2_4·a_7_13
       − b_2_26·b_2_3·a_7_12 + b_2_27·a_7_13 + b_2_27·a_7_12 + b_2_29·b_2_4·a_1_2
       − b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1 − b_2_210·a_1_1 + a_10_13·a_11_23
       − a_1_1·a_7_12·a_13_27 + b_2_2·c_18_43·a_1_1
  219.  − b_14_29·a_7_11 − b_2_53·b_6_102·a_3_8 + b_2_54·b_6_10·a_7_12
       − b_2_54·b_6_102·a_1_1 − b_2_56·b_6_10·a_3_8 + b_2_23·b_2_4·a_13_27
       + b_2_23·b_2_4·a_13_26 − b_2_23·b_2_3·a_13_27 − b_2_23·b_2_3·a_13_26
       − b_2_24·a_13_26 − b_2_26·b_2_4·a_7_13 − b_2_26·b_2_3·a_7_12 + b_2_27·a_7_12
       − b_2_27·a_7_11 + b_2_29·b_2_4·a_1_2 + b_2_29·b_2_3·a_1_2 + b_2_29·b_2_3·a_1_1
       + b_2_210·a_1_1 + b_6_10·a_1_1·a_7_12·a_7_13 + b_6_102·a_1_1·a_1_2·a_7_12
       + b_2_2·c_18_43·a_1_0
  220.  − b_14_29·a_7_11 − b_8_15·a_13_27 + b_2_5·b_6_10·a_13_27 − b_2_53·b_6_102·a_3_8
       + b_2_54·b_6_10·a_7_12 − b_2_54·b_6_102·a_1_1 − b_2_56·b_6_10·a_3_8
       + b_2_23·b_2_4·a_13_27 − b_2_23·b_2_3·a_13_26 − b_2_24·a_13_26
       − b_2_26·b_2_3·a_7_13 − b_2_27·a_7_13 − b_2_27·a_7_12 + b_2_27·a_7_11
       − b_2_29·b_2_3·a_1_1 + b_2_210·a_1_1 + b_6_10·a_1_1·a_7_12·a_7_13
       + b_6_102·a_1_1·a_1_2·a_7_12 + b_2_2·c_18_43·a_1_2
  221. a_18_28·a_3_8 + a_10_13·a_11_23 + a_1_1·a_7_12·a_13_27 + b_6_102·a_1_1·a_1_2·a_7_12
       − b_2_53·a_1_1·a_7_12·a_7_13
  222. a_10_13·a_12_14
  223. a_6_6·a_16_27
  224. a_5_9·a_17_39 − b_6_10·b_8_17·a_1_2·a_7_12 − b_6_103·a_1_2·a_3_8
       + b_2_23·b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_13_27 − b_2_26·b_2_3·a_1_1·a_7_13
       + b_2_27·a_1_1·a_7_13 + b_2_29·b_2_3·a_1_1·a_1_2
  225. a_5_9·a_17_40 − b_6_10·b_8_17·a_1_2·a_7_12 + b_6_103·a_1_2·a_3_8
       − b_2_23·b_2_3·a_1_1·a_13_27 − b_2_27·a_1_1·a_7_13
  226.  − b_8_17·b_14_31 + b_8_16·b_14_31 + b_6_10·b_8_172 − b_2_5·b_6_102·b_8_17
       + b_2_53·b_8_172 + b_2_54·b_6_10·b_8_17 + b_2_24·b_14_31 + b_2_24·b_14_29
       − b_2_26·b_2_3·b_8_16 + b_2_210·b_2_3 + b_6_10·a_16_27 − b_8_17·a_7_12·a_7_13
       − b_6_102·a_3_8·a_7_13 + b_6_103·a_1_2·a_3_8 − b_2_5·a_7_12·a_13_27
       − b_2_5·b_6_10·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_13_27
       − b_2_5·b_6_102·a_1_1·a_7_12 − b_2_52·a_1_1·a_17_40 − b_2_52·b_8_17·a_3_8·a_7_12
       − b_2_53·b_6_10·a_3_8·a_7_12 − b_2_54·a_7_12·a_7_13 − b_2_54·a_1_1·a_13_27
       − b_2_54·b_6_10·a_1_1·a_7_12 − b_2_56·a_3_8·a_7_12 + b_2_59·a_1_1·a_3_8
       + b_2_23·b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_13_27 + b_2_24·a_1_0·a_13_27
       + b_2_27·a_1_1·a_7_13 − b_2_27·a_1_0·a_7_13 − b_2_210·a_1_1·a_1_2
       + b_2_3·c_18_43·a_1_1·a_1_2
  227. b_8_17·b_14_29 + b_8_16·b_14_29 − b_8_15·b_14_29 − b_2_53·b_8_172 + b_2_55·b_6_102
       − b_2_23·b_2_3·b_14_31 − b_2_24·b_14_31 − b_2_24·b_14_29 + b_2_27·b_8_16
       + b_2_27·b_8_15 + b_2_210·b_2_4 + b_2_210·b_2_3 − b_8_17·a_7_12·a_7_13
       + b_6_10·a_3_8·a_13_27 + b_6_102·a_3_8·a_7_13 + b_6_102·a_3_8·a_7_12
       + b_6_103·a_1_2·a_3_8 − b_2_5·a_7_12·a_13_27 + b_2_52·b_8_17·a_3_8·a_7_12
       + b_2_53·a_3_8·a_13_27 − b_2_53·b_6_10·a_3_8·a_7_12 + b_2_54·a_7_12·a_7_13
       − b_2_54·a_1_1·a_13_27 − b_2_54·b_6_10·a_1_1·a_7_13 + b_2_54·b_6_10·a_1_1·a_7_12
       − b_2_56·a_3_8·a_7_13 + b_2_56·a_3_8·a_7_12 − b_2_57·a_1_1·a_7_13
       − b_2_57·a_1_1·a_7_12 + b_2_59·a_1_1·a_3_8 − b_2_23·b_2_3·a_1_1·a_13_27
       − b_2_24·a_1_0·a_13_27 − b_2_26·b_2_3·a_1_1·a_7_13 + b_2_27·a_1_0·a_7_13
       + b_2_210·a_1_1·a_1_2 + b_2_2·b_2_3·c_18_43
  228.  − b_8_17·b_14_29 + b_8_16·b_14_29 + b_2_53·b_8_172 + b_2_54·b_6_10·b_8_17
       − b_2_23·b_2_3·b_14_31 − b_2_26·b_2_3·b_8_16 − b_2_210·b_2_4 − b_2_210·b_2_3
       + b_8_17·a_7_12·a_7_13 − b_6_10·a_3_8·a_13_27 − b_6_102·a_3_8·a_7_13
       − b_6_102·a_3_8·a_7_12 − b_6_103·a_1_2·a_3_8 + b_2_5·a_7_12·a_13_27
       + b_2_5·b_6_10·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_13_27
       − b_2_5·b_6_102·a_1_1·a_7_12 + b_2_52·a_1_1·a_17_40 − b_2_53·a_3_8·a_13_27
       + b_2_53·b_6_10·a_3_8·a_7_12 − b_2_54·a_7_12·a_7_13 − b_2_54·b_6_10·a_1_1·a_7_13
       + b_2_56·a_3_8·a_7_13 − b_2_56·a_3_8·a_7_12 − b_2_57·a_1_1·a_7_13
       + b_2_57·a_1_1·a_7_12 + b_2_59·a_1_1·a_3_8 + b_2_23·b_2_3·a_1_1·a_13_27
       + b_2_24·a_1_1·a_13_27 − b_2_26·b_2_3·a_1_1·a_7_13 − b_2_29·b_2_3·a_1_1·a_1_2
       + b_2_2·c_18_43·a_1_1·a_1_2
  229.  − b_8_17·b_14_31 − b_8_17·b_14_29 + b_8_16·b_14_31 − b_8_16·b_14_29 + b_8_15·b_14_31
       − b_8_15·b_14_29 + b_6_10·b_8_172 + b_2_5·b_6_102·b_8_17 + b_2_52·b_6_103
       − b_2_53·b_8_172 − b_2_54·b_6_10·b_8_17 − b_2_26·b_2_3·b_8_16 + b_2_210·b_2_3
       + b_6_10·a_16_27 − b_6_10·a_3_8·a_13_27 − b_6_102·a_3_8·a_7_13 + b_6_102·a_3_8·a_7_12
       + b_6_103·a_1_2·a_3_8 + b_2_5·b_6_10·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_13_27
       + b_2_52·a_1_1·a_17_40 − b_2_53·a_3_8·a_13_27 + b_2_53·b_6_10·a_3_8·a_7_12
       + b_2_54·b_6_10·a_1_1·a_7_13 − b_2_56·a_3_8·a_7_13 − b_2_56·a_3_8·a_7_12
       − b_2_57·a_1_1·a_7_13 − b_2_59·a_1_1·a_3_8 − b_2_24·a_1_1·a_13_27
       + b_2_24·a_1_0·a_13_27 + b_2_26·b_2_3·a_1_1·a_7_13 + b_2_27·a_1_1·a_7_13
       − b_2_29·b_2_3·a_1_1·a_1_2 − b_2_210·a_1_1·a_1_2 + b_2_2·c_18_43·a_1_0·a_1_2
  230.  − b_8_17·b_14_31 + b_8_17·b_14_29 + b_8_16·b_14_31 + b_8_15·b_14_31 + b_8_15·b_14_29
       + b_6_10·b_8_172 + b_2_5·b_6_102·b_8_17 + b_2_52·b_6_103 + b_2_54·b_6_10·b_8_17
       + b_2_55·b_6_102 + b_2_23·b_2_3·b_14_31 − b_2_24·b_14_29 − b_2_26·b_2_3·b_8_16
       + b_2_27·b_8_15 + b_2_210·b_2_3 + b_6_10·a_16_27 + b_8_17·a_7_12·a_7_13
       + b_6_10·a_3_8·a_13_27 + b_6_102·a_3_8·a_7_13 + b_2_5·a_7_12·a_13_27
       + b_2_5·b_6_102·a_1_1·a_7_12 + b_2_52·b_8_17·a_3_8·a_7_12 + b_2_53·a_3_8·a_13_27
       − b_2_53·b_6_10·a_3_8·a_7_12 − b_2_54·a_7_12·a_7_13 − b_2_54·b_6_10·a_1_1·a_7_13
       + b_2_23·b_2_3·a_1_1·a_13_27 − b_2_24·a_1_0·a_13_27 + b_2_210·a_1_1·a_1_2
       + b_2_22·c_18_43
  231.  − b_8_17·b_14_31 − b_8_17·b_14_29 + b_8_16·b_14_31 − b_8_16·b_14_29 + b_8_15·b_14_31
       − b_8_15·b_14_29 + b_6_10·b_8_172 + b_2_5·b_6_102·b_8_17 + b_2_52·b_6_103
       − b_2_53·b_8_172 − b_2_54·b_6_10·b_8_17 − b_2_26·b_2_3·b_8_16 + b_2_210·b_2_3
       − b_8_17·a_7_12·a_7_13 − b_6_10·b_8_17·a_1_2·a_7_12 − b_6_102·a_3_8·a_7_12
       + b_2_5·a_7_12·a_13_27 − b_2_5·b_6_10·a_7_12·a_7_13 − b_2_5·b_6_102·a_1_1·a_7_12
       + b_2_52·a_1_1·a_17_40 + b_2_52·b_8_17·a_3_8·a_7_12 − b_2_53·a_3_8·a_13_27
       − b_2_54·a_7_12·a_7_13 − b_2_54·a_1_1·a_13_27 + b_2_54·b_6_10·a_1_1·a_7_13
       + b_2_56·a_3_8·a_7_13 + b_2_57·a_1_1·a_7_13 − b_2_57·a_1_1·a_7_12
       − b_2_23·b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_13_27 − b_2_24·a_1_0·a_13_27
       − b_2_26·b_2_3·a_1_1·a_7_13 + b_2_27·a_1_1·a_7_13 − b_2_27·a_1_0·a_7_13
       − b_2_210·a_1_1·a_1_2 + b_2_5·c_18_43·a_1_1·a_1_2
  232.  − b_8_17·b_14_31 + b_8_17·b_14_29 − b_8_16·b_14_31 + b_8_15·b_14_31 + b_8_15·b_14_29
       + b_6_10·b_8_172 + b_2_5·b_6_102·b_8_17 + b_2_52·b_6_103 + b_2_54·b_6_10·b_8_17
       + b_2_55·b_6_102 + b_2_23·b_2_3·b_14_31 − b_2_24·b_14_31 − b_2_24·b_14_29
       + b_2_26·b_2_3·b_8_16 + b_2_27·b_8_16 + b_2_27·b_8_15 − b_2_210·b_2_4
       − b_2_210·b_2_3 + b_6_10·a_16_27 + b_8_17·a_7_12·a_7_13 + b_6_10·a_3_8·a_13_27
       − b_6_10·b_8_17·a_1_2·a_7_12 − b_6_102·a_3_8·a_7_13 − b_6_102·a_3_8·a_7_12
       − b_6_103·a_1_2·a_3_8 + b_2_5·a_7_12·a_13_27 − b_2_5·b_6_10·a_7_12·a_7_13
       − b_2_5·b_6_10·a_1_1·a_13_27 + b_2_5·b_6_102·a_1_1·a_7_12 + b_2_52·a_1_1·a_17_40
       − b_2_52·b_8_17·a_3_8·a_7_12 + b_2_53·a_3_8·a_13_27 − b_2_54·a_1_1·a_13_27
       − b_2_54·b_6_10·a_1_1·a_7_13 − b_2_54·b_6_10·a_1_1·a_7_12 − b_2_56·a_3_8·a_7_13
       + b_2_56·a_3_8·a_7_12 + b_2_57·a_1_1·a_7_13 + b_2_57·a_1_1·a_7_12
       + b_2_59·a_1_1·a_3_8 − b_2_23·b_2_3·a_1_1·a_13_27 − b_2_24·a_1_1·a_13_27
       − b_2_24·a_1_0·a_13_27 + b_2_26·b_2_3·a_1_1·a_7_13 − b_2_27·a_1_1·a_7_13
       + b_2_27·a_1_0·a_7_13 + b_2_210·a_1_1·a_1_2 + b_2_2·b_2_4·c_18_43
  233. a_12_14·a_11_23 − b_6_10·a_3_8·a_7_12·a_7_13 − b_6_102·a_1_2·a_3_8·a_7_12
       − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_53·a_1_1·a_3_8·a_13_27
       + b_2_54·a_1_1·a_7_12·a_7_13 − b_2_56·a_1_1·a_3_8·a_7_13
  234. a_12_14·a_11_23 + a_10_13·a_13_27 − a_10_13·a_13_26 + b_6_10·a_3_8·a_7_12·a_7_13
       + b_6_102·a_1_2·a_3_8·a_7_12 + b_2_5·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_56·a_1_1·a_3_8·a_7_13
  235.  − a_12_14·a_11_23 − a_10_13·a_13_26 − b_6_102·a_1_2·a_3_8·a_7_12
       + b_2_5·a_1_1·a_7_12·a_13_27 − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13
  236. a_16_27·a_7_11 − a_12_14·a_11_23 + a_10_13·a_13_26 + b_6_10·a_3_8·a_7_12·a_7_13
       − b_6_102·a_1_2·a_3_8·a_7_12 − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_54·a_1_1·a_7_12·a_7_13 + b_2_56·a_1_1·a_3_8·a_7_13
  237.  − a_16_27·a_7_13 + a_16_27·a_7_12 − a_12_14·a_11_23 − a_10_13·a_13_26
       − b_6_10·a_3_8·a_7_12·a_7_13 + b_6_102·a_1_2·a_3_8·a_7_12
       − b_2_54·a_1_1·a_7_12·a_7_13 + b_2_56·a_1_1·a_3_8·a_7_13
  238. a_10_13·a_13_26 + a_6_6·a_17_39 − b_6_10·a_3_8·a_7_12·a_7_13
       + b_2_5·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_56·a_1_1·a_3_8·a_7_13
  239. a_10_13·a_13_26 + a_6_6·a_17_40 − b_6_10·a_3_8·a_7_12·a_7_13
       + b_6_102·a_1_2·a_3_8·a_7_12 + b_2_54·a_1_1·a_7_12·a_7_13
  240.  − a_16_27·a_7_13 − a_12_14·a_11_23 − a_3_8·a_7_12·a_13_27 − b_6_10·a_3_8·a_7_12·a_7_13
       − b_6_102·a_1_2·a_3_8·a_7_12 − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_54·a_1_1·a_7_12·a_7_13 + b_2_56·a_1_1·a_3_8·a_7_13
       + c_18_43·a_1_1·a_1_2·a_3_8
  241.  − b_8_172·a_7_12 + b_6_10·a_17_39 − b_6_102·a_11_23 + b_6_102·b_8_17·a_3_8
       − b_2_5·b_6_10·b_8_17·a_7_12 + b_2_5·b_6_103·a_3_8 − b_2_52·b_6_10·a_13_27
       + b_2_52·b_6_103·a_1_1 − b_2_53·a_17_40 − b_2_53·a_17_39
       − b_2_53·b_6_10·b_8_17·a_3_8 + b_2_54·b_8_17·a_7_12 − b_2_55·a_13_27
       + b_2_55·b_6_10·a_7_13 − b_2_55·b_6_10·a_7_12 − b_2_55·b_6_102·a_1_1
       + b_2_56·b_8_17·a_3_8 − b_2_57·b_6_10·a_3_8 − b_2_58·a_7_12 − b_2_58·b_6_10·a_1_1
       − b_2_24·b_2_4·a_13_27 + b_2_24·b_2_3·a_13_27 − b_2_24·b_2_3·a_13_26
       + b_2_25·a_13_26 − b_2_27·b_2_4·a_7_13 − b_2_27·b_2_3·a_7_13 − b_2_27·b_2_3·a_7_12
       − b_2_28·a_7_12 + b_2_28·a_7_11 − b_2_210·b_2_4·a_1_2 − b_2_210·b_2_3·a_1_2
       + b_2_210·b_2_3·a_1_1 + b_2_211·a_1_1 + a_12_14·a_11_23 + a_10_13·a_13_26
       + b_6_10·a_3_8·a_7_12·a_7_13 + b_6_102·a_1_2·a_3_8·a_7_12
       + b_2_5·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_54·a_1_1·a_7_12·a_7_13
       + b_2_56·a_1_1·a_3_8·a_7_13 + b_2_52·c_18_43·a_1_1 − b_2_22·c_18_43·a_1_0
  242.  − b_8_172·a_7_13 + b_8_172·a_7_12 + b_6_102·a_11_23 + b_6_103·a_5_9
       + b_2_5·b_8_17·a_13_27 + b_2_5·b_6_10·b_8_17·a_7_12 + b_2_52·b_6_102·a_7_12
       − b_2_52·b_6_103·a_1_1 − b_2_53·a_17_39 − b_2_53·b_6_10·b_8_17·a_3_8
       − b_2_54·b_8_17·a_7_12 − b_2_55·a_13_27 + b_2_55·b_6_10·a_7_13
       + b_2_55·b_6_10·a_7_12 + b_2_55·b_6_102·a_1_1 + b_2_56·b_8_17·a_3_8
       − b_2_57·b_6_10·a_3_8 − b_2_58·a_7_13 + b_2_58·b_6_10·a_1_1 + b_2_510·a_3_8
       − b_2_24·b_2_4·a_13_27 + b_2_24·b_2_4·a_13_26 + b_2_25·a_13_27 + b_2_25·a_13_26
       − b_2_27·b_2_4·a_7_13 − b_2_27·b_2_3·a_7_13 + b_2_27·b_2_3·a_7_12 − b_2_28·a_7_13
       − b_2_210·b_2_3·a_1_1 + b_2_211·a_1_1 − a_10_13·a_13_26 − b_6_102·a_1_2·a_3_8·a_7_12
       − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_54·a_1_1·a_7_12·a_7_13
       − b_2_56·a_1_1·a_3_8·a_7_13 + b_2_2·b_2_4·c_18_43·a_1_2 + b_2_2·b_2_3·c_18_43·a_1_1
       − b_2_22·c_18_43·a_1_2 − b_2_22·c_18_43·a_1_1
  243. a_18_28·a_5_9 + b_6_102·a_1_2·a_3_8·a_7_12
  244. a_22_41·a_1_1 − a_16_27·a_7_13 + a_12_14·a_11_23 + a_10_13·a_13_26
       + a_3_8·a_7_12·a_13_27 − b_2_5·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_54·a_1_1·a_7_12·a_7_13
  245. a_22_41·a_1_0
  246. a_22_41·a_1_2 + b_6_102·a_1_2·a_3_8·a_7_12
  247. a_12_142
  248.  − a_11_23·a_13_27 − a_11_23·a_13_26 − b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23
       − b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27 + b_2_5·b_6_102·a_3_8·a_7_12
       + b_2_52·a_7_12·a_13_27 + b_2_52·b_6_10·a_7_12·a_7_13
       + b_2_52·b_6_102·a_1_1·a_7_12 − b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27
       − b_2_55·a_1_1·a_13_27 − b_2_55·b_6_10·a_1_1·a_7_12 − b_2_57·a_3_8·a_7_12
       − b_2_58·a_1_1·a_7_13 + b_2_25·a_1_1·a_13_27 − b_2_210·b_2_3·a_1_1·a_1_2
       + b_2_211·a_1_1·a_1_2
  249.  − b_8_17·a_16_27 + b_8_16·a_16_27 + a_11_23·a_13_26 + b_8_17·a_3_8·a_13_27
       + b_6_10·a_7_12·a_11_23 − b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12
       + b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_5·b_6_102·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_7_13
       + b_2_52·b_6_10·a_1_1·a_13_27 − b_2_52·b_6_102·a_1_1·a_7_12
       + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27 − b_2_54·b_6_10·a_3_8·a_7_12
       − b_2_55·a_7_12·a_7_13 − b_2_55·a_1_1·a_13_27 + b_2_55·b_6_10·a_1_1·a_7_13
       − b_2_57·a_3_8·a_7_12 − b_2_58·a_1_1·a_7_13 + b_2_58·a_1_1·a_7_12
       − b_2_510·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27
       − b_2_28·a_1_1·a_7_13 − b_2_211·a_1_1·a_1_2
  250.  − a_10_13·b_14_31 + a_10_13·b_14_29 − b_8_17·a_16_27 + b_8_15·a_16_27 + a_11_23·a_13_26
       + b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23 − b_6_10·b_8_17·a_3_8·a_7_12
       − b_6_102·a_1_1·a_11_23 − b_6_103·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_5·b_6_102·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_10·a_1_1·a_13_27 + b_2_52·b_6_102·a_1_1·a_7_12
       + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27 − b_2_54·b_6_10·a_3_8·a_7_12
       + b_2_55·a_7_12·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_13 − b_2_55·b_6_10·a_1_1·a_7_12
       + b_2_57·a_3_8·a_7_13 − b_2_57·a_3_8·a_7_12 − b_2_24·b_2_3·a_1_1·a_13_27
       − b_2_25·a_1_1·a_13_27 − b_2_28·a_1_1·a_7_13 + b_2_210·b_2_3·a_1_1·a_1_2
       + b_2_211·a_1_1·a_1_2
  251.  − a_10_13·b_14_31 − a_10_13·b_14_29 − b_8_17·a_16_27 + a_11_23·a_13_26 + a_7_11·a_17_39
       + b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23 − b_6_102·a_5_9·a_7_12
       + b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_52·b_6_10·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_13_27
       − b_2_52·b_6_102·a_1_1·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12
       + b_2_54·b_6_10·a_3_8·a_7_12 − b_2_55·b_6_10·a_1_1·a_7_13
       + b_2_55·b_6_10·a_1_1·a_7_12 + b_2_57·a_3_8·a_7_13 − b_2_24·b_2_3·a_1_1·a_13_27
       + b_2_25·a_1_1·a_13_27 − b_2_28·a_1_1·a_7_13
  252.  − a_10_13·b_14_31 + a_10_13·b_14_29 + b_8_17·a_16_27 − b_8_17·a_3_8·a_13_27
       + b_6_10·a_7_12·a_11_23 + b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12
       − b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27
       − b_2_52·b_6_10·a_7_12·a_7_13 + b_2_52·b_6_102·a_1_1·a_7_12
       + b_2_53·a_1_1·a_17_40 + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27
       − b_2_55·a_1_1·a_13_27 − b_2_55·b_6_10·a_1_1·a_7_13 − b_2_55·b_6_10·a_1_1·a_7_12
       + b_2_57·a_3_8·a_7_13 + b_2_57·a_3_8·a_7_12 + b_2_58·a_1_1·a_7_13
       + b_2_58·a_1_1·a_7_12 + b_2_510·a_1_1·a_3_8 − b_2_25·a_1_1·a_13_27
       − b_2_27·b_2_3·a_1_1·a_7_13 − b_2_28·a_1_1·a_7_13 + b_2_211·a_1_1·a_1_2
  253. a_10_13·b_14_31 − a_10_13·b_14_29 + b_8_17·a_16_27 − a_11_23·a_13_26 − a_7_13·a_17_39
       + a_7_12·a_17_39 + a_7_11·a_17_40 + b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23
       − b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9
       − b_2_5·b_6_10·a_3_8·a_13_27 − b_2_5·b_6_102·a_3_8·a_7_12
       + b_2_52·b_6_10·a_7_12·a_7_13 − b_2_52·b_6_102·a_1_1·a_7_12
       + b_2_55·a_7_12·a_7_13 − b_2_55·b_6_10·a_1_1·a_7_13 − b_2_57·a_3_8·a_7_12
       + b_2_24·b_2_3·a_1_1·a_13_27 − b_2_25·a_1_0·a_13_27 + b_2_28·a_1_1·a_7_13
       − b_2_28·a_1_0·a_7_13 − b_2_210·b_2_3·a_1_1·a_1_2 − b_2_211·a_1_1·a_1_2
  254. a_10_13·b_14_31 − a_10_13·b_14_29 − b_8_17·a_16_27 − a_7_13·a_17_39 + a_7_12·a_17_39
       + b_6_10·a_7_12·a_11_23 + b_6_10·a_1_1·a_17_40 − b_6_102·a_5_9·a_7_12
       − b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_5·b_6_102·a_3_8·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12
       + b_2_54·b_6_10·a_3_8·a_7_12 − b_2_55·a_7_12·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_13
       − b_2_55·b_6_10·a_1_1·a_7_12 − b_2_57·a_3_8·a_7_12 − b_2_58·a_1_1·a_7_12
       + b_2_510·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27
       + b_2_28·a_1_1·a_7_13
  255. a_10_13·b_14_31 + b_8_17·a_16_27 + a_11_23·a_13_27 + a_11_23·a_13_26 − a_7_13·a_17_40
       − a_7_13·a_17_39 + a_7_12·a_17_40 + a_7_12·a_17_39 + b_8_17·a_3_8·a_13_27
       + b_6_10·a_7_12·a_11_23 + b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12
       − b_6_102·a_1_1·a_11_23 − b_6_103·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_13_27
       − b_2_5·b_6_102·a_3_8·a_7_12 + b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_102·a_1_1·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27
       + b_2_54·b_6_10·a_3_8·a_7_12 + b_2_55·a_7_12·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_13
       + b_2_55·b_6_10·a_1_1·a_7_12 − b_2_57·a_3_8·a_7_13 + b_2_57·a_3_8·a_7_12
       − b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27 + b_2_25·a_1_0·a_13_27
       + b_2_27·b_2_3·a_1_1·a_7_13 + b_2_28·a_1_1·a_7_13 + b_2_28·a_1_0·a_7_13
       − b_2_211·a_1_1·a_1_2
  256.  − a_10_13·b_14_29 + a_11_23·a_13_27 − a_11_23·a_13_26 − a_7_12·a_17_39
       + b_8_17·a_3_8·a_13_27 − b_6_10·a_7_12·a_11_23 + b_6_10·b_8_17·a_3_8·a_7_12
       − b_6_102·a_1_1·a_11_23 − b_6_103·a_1_1·a_5_9 − b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_10·a_1_1·a_13_27 + b_2_52·b_6_102·a_1_1·a_7_12
       − b_2_54·a_3_8·a_13_27 − b_2_55·a_7_12·a_7_13 − b_2_55·a_1_1·a_13_27
       − b_2_55·b_6_10·a_1_1·a_7_13 + b_2_57·a_3_8·a_7_12 − b_2_58·a_1_1·a_7_13
       + b_2_24·b_2_3·a_1_1·a_13_27 + b_2_27·b_2_3·a_1_1·a_7_13
       − b_2_210·b_2_3·a_1_1·a_1_2 − b_2_211·a_1_1·a_1_2 + b_2_5·c_18_43·a_1_1·a_3_8
  257.  − a_10_13·b_14_29 + b_8_17·a_16_27 + a_11_23·a_13_26 − b_8_17·a_3_8·a_13_27
       + b_6_10·b_8_17·a_3_8·a_7_12 + b_6_102·a_5_9·a_7_12 + b_6_103·a_1_1·a_5_9
       − b_2_5·b_6_102·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_7_13
       + b_2_52·b_6_102·a_1_1·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27
       − b_2_55·a_7_12·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_13 − b_2_55·b_6_10·a_1_1·a_7_12
       − b_2_57·a_3_8·a_7_12 + b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27
       − b_2_28·a_1_1·a_7_13 + b_2_211·a_1_1·a_1_2 + b_2_2·b_2_3·c_18_43·a_1_1·a_1_2
  258.  − a_10_13·b_14_29 + b_8_17·a_16_27 − a_11_23·a_13_26 − b_8_17·a_3_8·a_13_27
       − b_6_10·a_7_12·a_11_23 + b_6_10·b_8_17·a_3_8·a_7_12 + b_6_102·a_5_9·a_7_12
       − b_6_102·a_1_1·a_11_23 − b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27
       − b_2_5·b_6_102·a_3_8·a_7_12 + b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_10·a_1_1·a_13_27 + b_2_52·b_6_102·a_1_1·a_7_12
       − b_2_53·b_8_17·a_3_8·a_7_12 − b_2_55·a_7_12·a_7_13 + b_2_55·a_1_1·a_13_27
       + b_2_55·b_6_10·a_1_1·a_7_13 + b_2_58·a_1_1·a_7_13 + b_2_24·b_2_3·a_1_1·a_13_27
       + b_2_27·b_2_3·a_1_1·a_7_13 + b_2_28·a_1_1·a_7_13 + b_2_210·b_2_3·a_1_1·a_1_2
       + b_2_22·c_18_43·a_1_1·a_1_2
  259.  − a_10_13·b_14_29 − b_8_17·a_16_27 + a_11_23·a_13_26 + b_8_17·a_3_8·a_13_27
       + b_6_10·a_7_12·a_11_23 − b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12
       + b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_5·b_6_102·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_7_13
       + b_2_52·b_6_10·a_1_1·a_13_27 − b_2_52·b_6_102·a_1_1·a_7_12
       + b_2_53·b_8_17·a_3_8·a_7_12 − b_2_54·a_3_8·a_13_27 + b_2_54·b_6_10·a_3_8·a_7_12
       − b_2_55·a_1_1·a_13_27 + b_2_57·a_3_8·a_7_12 − b_2_58·a_1_1·a_7_13
       − b_2_58·a_1_1·a_7_12 + b_2_510·a_1_1·a_3_8 + b_2_24·b_2_3·a_1_1·a_13_27
       + b_2_25·a_1_1·a_13_27 − b_2_25·a_1_0·a_13_27 − b_2_27·b_2_3·a_1_1·a_7_13
       + b_2_28·a_1_1·a_7_13 + b_2_28·a_1_0·a_7_13 − b_2_210·b_2_3·a_1_1·a_1_2
       − b_2_211·a_1_1·a_1_2 + b_2_22·c_18_43·a_1_0·a_1_2
  260.  − b_8_173 − b_6_104 + b_2_52·b_6_102·b_8_17 + b_2_53·b_6_103 − b_2_54·b_8_172
       + b_2_55·b_6_10·b_8_17 + b_2_56·b_6_102 + b_2_58·b_8_17 − b_2_24·b_2_3·b_14_31
       + b_2_25·b_14_29 + b_2_27·b_2_3·b_8_16 + b_2_28·b_8_16 − b_2_211·b_2_4
       − b_2_211·b_2_3 + b_6_103·a_1_1·a_5_9 + b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_102·a_1_1·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12 − b_2_55·a_1_1·a_13_27
       + b_2_55·b_6_10·a_1_1·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_12 + b_2_57·a_3_8·a_7_13
       + b_2_57·a_3_8·a_7_12 + b_2_58·a_1_1·a_7_13 + b_2_58·a_1_1·a_7_12
       + b_2_510·a_1_1·a_3_8 − b_2_25·a_1_0·a_13_27 + b_2_27·b_2_3·a_1_1·a_7_13
       + b_2_28·a_1_0·a_7_13 + b_2_210·b_2_3·a_1_1·a_1_2 + b_2_53·c_18_43 − b_2_23·c_18_43
  261.  − a_10_13·b_14_31 − b_8_17·a_16_27 + b_6_10·a_18_28 + a_11_23·a_13_27 + a_11_23·a_13_26
       − a_7_13·a_17_40 + a_7_13·a_17_39 − b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23
       − b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12 − b_2_5·b_6_102·a_3_8·a_7_12
       + b_2_52·b_6_10·a_1_1·a_13_27 − b_2_52·b_6_102·a_1_1·a_7_12
       − b_2_53·b_8_17·a_3_8·a_7_12 − b_2_54·a_3_8·a_13_27 − b_2_54·b_6_10·a_3_8·a_7_12
       + b_2_55·a_7_12·a_7_13 − b_2_55·a_1_1·a_13_27 − b_2_55·b_6_10·a_1_1·a_7_12
       − b_2_57·a_3_8·a_7_12 − b_2_58·a_1_1·a_7_13 + b_2_58·a_1_1·a_7_12
       − b_2_510·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_1·a_7_13
       + c_18_43·a_1_1·a_5_9
  262. a_6_6·a_18_28
  263. a_10_13·b_14_29 − b_8_17·a_16_27 + b_2_3·a_22_41 − a_11_23·a_13_26
       + b_8_17·a_3_8·a_13_27 − b_6_10·b_8_17·a_3_8·a_7_12 − b_6_102·a_5_9·a_7_12
       − b_6_103·a_1_1·a_5_9 + b_2_5·b_6_102·a_3_8·a_7_12 + b_2_52·b_6_10·a_7_12·a_7_13
       − b_2_52·b_6_102·a_1_1·a_7_12 − b_2_53·b_8_17·a_3_8·a_7_12 − b_2_54·a_3_8·a_13_27
       + b_2_55·a_7_12·a_7_13 − b_2_55·b_6_10·a_1_1·a_7_13 + b_2_55·b_6_10·a_1_1·a_7_12
       + b_2_57·a_3_8·a_7_12 − b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27
       − b_2_28·a_1_1·a_7_13 − b_2_211·a_1_1·a_1_2
  264. a_10_13·b_14_29 + b_2_2·a_22_41 + a_11_23·a_13_26 − b_6_10·a_7_12·a_11_23
       − b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 − b_2_5·b_6_10·a_3_8·a_13_27
       − b_2_52·b_6_10·a_7_12·a_7_13 − b_2_52·b_6_10·a_1_1·a_13_27
       + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_54·a_3_8·a_13_27 + b_2_54·b_6_10·a_3_8·a_7_12
       − b_2_55·a_7_12·a_7_13 + b_2_55·a_1_1·a_13_27 + b_2_55·b_6_10·a_1_1·a_7_13
       + b_2_55·b_6_10·a_1_1·a_7_12 − b_2_57·a_3_8·a_7_12 + b_2_58·a_1_1·a_7_13
       − b_2_58·a_1_1·a_7_12 + b_2_510·a_1_1·a_3_8 − b_2_24·b_2_3·a_1_1·a_13_27
       + b_2_25·a_1_0·a_13_27 + b_2_27·b_2_3·a_1_1·a_7_13 + b_2_28·a_1_1·a_7_13
       − b_2_28·a_1_0·a_7_13 + b_2_210·b_2_3·a_1_1·a_1_2 + b_2_211·a_1_1·a_1_2
  265. a_10_13·b_14_29 − b_8_17·a_16_27 + b_2_5·a_22_41 − a_7_13·a_17_39 + a_7_12·a_17_39
       + b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23 − b_6_10·b_8_17·a_3_8·a_7_12
       + b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9 + b_2_5·b_6_10·a_3_8·a_13_27
       + b_2_52·b_6_10·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_13_27
       + b_2_53·b_8_17·a_3_8·a_7_12 − b_2_54·a_3_8·a_13_27 + b_2_54·b_6_10·a_3_8·a_7_12
       − b_2_55·a_7_12·a_7_13 − b_2_55·a_1_1·a_13_27 + b_2_55·b_6_10·a_1_1·a_7_13
       + b_2_55·b_6_10·a_1_1·a_7_12 − b_2_57·a_3_8·a_7_13 − b_2_510·a_1_1·a_3_8
       + b_2_24·b_2_3·a_1_1·a_13_27 + b_2_25·a_1_1·a_13_27 − b_2_27·b_2_3·a_1_1·a_7_13
       + b_2_28·a_1_1·a_7_13 + b_2_210·b_2_3·a_1_1·a_1_2 − b_2_211·a_1_1·a_1_2
  266. a_10_13·b_14_29 − b_8_17·a_16_27 + b_2_4·a_22_41 + a_11_23·a_13_26
       + b_8_17·a_3_8·a_13_27 + b_6_10·a_7_12·a_11_23 − b_6_10·b_8_17·a_3_8·a_7_12
       − b_6_102·a_5_9·a_7_12 + b_6_102·a_1_1·a_11_23 + b_6_103·a_1_1·a_5_9
       + b_2_5·b_6_10·a_3_8·a_13_27 + b_2_5·b_6_102·a_3_8·a_7_12
       − b_2_52·b_6_10·a_7_12·a_7_13 + b_2_52·b_6_10·a_1_1·a_13_27
       − b_2_52·b_6_102·a_1_1·a_7_12 + b_2_53·b_8_17·a_3_8·a_7_12 + b_2_55·a_7_12·a_7_13
       − b_2_55·a_1_1·a_13_27 − b_2_55·b_6_10·a_1_1·a_7_13 − b_2_58·a_1_1·a_7_13
       + b_2_24·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_1·a_7_13 − b_2_210·b_2_3·a_1_1·a_1_2
  267. a_12_14·a_13_27 − b_6_10·a_1_1·a_7_12·a_11_23 + b_2_5·a_3_8·a_7_12·a_13_27
       + b_2_54·a_1_1·a_3_8·a_13_27
  268.  − b_14_31·a_11_23 − b_6_103·a_7_13 + b_6_103·a_7_12 − b_6_104·a_1_2
       + b_2_5·b_6_10·a_17_40 + b_2_5·b_6_10·a_17_39 − b_2_5·b_6_102·b_8_17·a_3_8
       − b_2_52·b_6_10·b_8_17·a_7_12 + b_2_52·b_6_103·a_3_8 + b_2_53·b_6_10·a_13_27
       + b_2_53·b_6_102·a_7_12 + b_2_53·b_6_103·a_1_1 + b_2_54·a_17_40 + b_2_54·a_17_39
       − b_2_55·b_8_17·a_7_12 − b_2_55·b_6_102·a_3_8 + b_2_56·a_13_27
       + b_2_56·b_6_10·a_7_13 + b_2_56·b_6_10·a_7_12 + b_2_56·b_6_102·a_1_1
       + b_2_58·b_6_10·a_3_8 − b_2_59·a_7_12 − b_2_59·b_6_10·a_1_1 − b_2_511·a_3_8
       − b_2_25·b_2_4·a_13_26 + b_2_25·b_2_3·a_13_27 − b_2_25·b_2_3·a_13_26
       + b_2_28·b_2_4·a_7_13 − b_2_28·b_2_3·a_7_13 − b_2_28·b_2_3·a_7_12 − b_2_29·a_7_12
       − b_2_29·a_7_11 − b_2_211·b_2_3·a_1_2 − b_2_211·b_2_3·a_1_1 + b_2_212·a_1_1
       + a_12_14·a_13_27 − b_6_10·a_1_1·a_7_12·a_11_23 − b_2_52·a_1_1·a_7_12·a_13_27
       + b_2_52·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_55·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_3_8·a_7_13
  269. a_12_14·a_13_26 + a_1_1·a_7_12·a_17_40 − b_6_10·a_1_1·a_7_12·a_11_23
       − b_2_52·a_1_1·a_7_12·a_13_27 + b_2_52·b_6_10·a_1_1·a_7_12·a_7_13
  270.  − b_14_31·a_11_23 − b_8_17·a_17_39 − b_8_16·a_17_40 − b_8_16·a_17_39 − b_8_15·a_17_40
       + b_8_15·a_17_39 + b_6_103·a_7_13 + b_6_103·a_7_12 + b_6_104·a_1_2 − b_6_104·a_1_1
       + b_2_5·b_6_10·a_17_39 + b_2_52·b_8_17·a_13_27 + b_2_52·b_6_10·b_8_17·a_7_12
       + b_2_52·b_6_103·a_3_8 + b_2_53·b_6_102·a_7_12 − b_2_54·a_17_40 − b_2_54·a_17_39
       − b_2_54·b_6_10·b_8_17·a_3_8 + b_2_55·b_6_102·a_3_8 − b_2_56·b_6_10·a_7_12
       + b_2_56·b_6_102·a_1_1 − b_2_57·b_8_17·a_3_8 − b_2_58·b_6_10·a_3_8 + b_2_59·a_7_13
       − b_2_59·a_7_12 + b_2_59·b_6_10·a_1_1 + b_2_25·b_2_4·a_13_27 − b_2_25·b_2_4·a_13_26
       + b_2_25·b_2_3·a_13_27 − b_2_25·b_2_3·a_13_26 + b_2_28·b_2_4·a_7_13
       − b_2_28·b_2_3·a_7_13 + b_2_28·b_2_3·a_7_12 + b_2_29·a_7_12 + b_2_29·a_7_11
       − b_2_211·b_2_4·a_1_2 − b_6_102·a_1_1·a_5_9·a_7_12 + b_2_52·a_1_1·a_7_12·a_13_27
       + b_2_54·a_1_1·a_3_8·a_13_27 + b_2_55·a_1_1·a_7_12·a_7_13
       − b_2_57·a_1_1·a_3_8·a_7_13 + b_2_52·c_18_43·a_3_8
  271. b_14_31·a_11_23 − b_14_29·a_11_23 + b_8_16·a_17_40 + b_8_16·a_17_39 − b_8_15·a_17_40
       + b_6_103·a_7_13 − b_6_103·a_7_12 + b_6_104·a_1_2 − b_2_5·b_6_10·a_17_39
       + b_2_5·b_6_102·b_8_17·a_3_8 + b_2_52·b_6_10·b_8_17·a_7_12 − b_2_52·b_6_103·a_3_8
       − b_2_53·b_6_10·a_13_27 − b_2_53·b_6_102·a_7_12 + b_2_53·b_6_103·a_1_1
       − b_2_54·a_17_40 + b_2_54·a_17_39 − b_2_54·b_6_10·b_8_17·a_3_8
       − b_2_55·b_8_17·a_7_12 − b_2_56·b_6_10·a_7_12 − b_2_56·b_6_102·a_1_1
       − b_2_58·b_6_10·a_3_8 + b_2_59·a_7_13 − b_2_59·b_6_10·a_1_1 − b_2_25·b_2_4·a_13_27
       − b_2_25·b_2_4·a_13_26 + b_2_25·b_2_3·a_13_26 − b_2_26·a_13_27 + b_2_26·a_13_26
       + b_2_28·b_2_4·a_7_13 + b_2_28·b_2_3·a_7_13 − b_2_29·a_7_13 + b_2_29·a_7_11
       − b_2_211·b_2_4·a_1_2 + b_2_211·b_2_3·a_1_1 + b_2_212·a_1_1 + a_12_14·a_13_27
       − b_6_10·a_1_1·a_7_12·a_11_23 + b_6_102·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_13_27 + b_2_55·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_3_8·a_7_13 + b_2_22·b_2_3·c_18_43·a_1_1
  272.  − b_8_16·a_17_40 − b_8_16·a_17_39 + b_8_15·a_17_39 − b_2_5·b_6_10·a_17_39
       + b_2_25·b_2_3·a_13_27 − b_2_26·a_13_27 + b_2_26·a_13_26 − b_2_28·b_2_4·a_7_13
       + b_2_28·b_2_3·a_7_13 + b_2_28·b_2_3·a_7_12 − b_2_29·a_7_13 + b_2_29·a_7_12
       − b_2_29·a_7_11 − b_2_211·b_2_4·a_1_2 − b_2_211·b_2_3·a_1_2 − b_2_211·b_2_3·a_1_1
       − b_6_10·a_1_1·a_7_12·a_11_23 + b_6_102·a_1_1·a_5_9·a_7_12
       + b_2_52·a_1_1·a_7_12·a_13_27 + b_2_52·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_54·a_1_1·a_3_8·a_13_27 + b_2_55·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_3_8·a_7_13 + b_2_22·b_2_3·c_18_43·a_1_2
  273. b_14_31·a_11_23 − b_8_16·a_17_39 − b_8_15·a_17_40 + b_6_103·a_7_13 − b_6_103·a_7_12
       + b_6_104·a_1_2 − b_2_5·b_6_10·a_17_39 + b_2_5·b_6_102·b_8_17·a_3_8
       + b_2_52·b_6_10·b_8_17·a_7_12 − b_2_52·b_6_103·a_3_8 − b_2_53·b_6_10·a_13_27
       − b_2_53·b_6_102·a_7_12 − b_2_53·b_6_103·a_1_1 − b_2_54·a_17_40 − b_2_54·a_17_39
       + b_2_55·b_8_17·a_7_12 + b_2_55·b_6_102·a_3_8 − b_2_56·a_13_27
       − b_2_56·b_6_10·a_7_13 − b_2_56·b_6_10·a_7_12 − b_2_56·b_6_102·a_1_1
       − b_2_58·b_6_10·a_3_8 + b_2_59·a_7_12 + b_2_59·b_6_10·a_1_1 + b_2_511·a_3_8
       − b_2_25·b_2_4·a_13_27 − b_2_25·b_2_4·a_13_26 − b_2_25·b_2_3·a_13_26
       + b_2_26·a_13_27 − b_2_26·a_13_26 + b_2_28·b_2_4·a_7_13 + b_2_29·a_7_13
       − b_2_29·a_7_11 + b_2_211·b_2_4·a_1_2 + b_2_211·b_2_3·a_1_2 − b_2_211·b_2_3·a_1_1
       − a_12_14·a_13_27 − b_6_10·a_1_1·a_7_12·a_11_23 + b_2_54·a_1_1·a_3_8·a_13_27
       + b_2_55·a_1_1·a_7_12·a_7_13 − b_2_57·a_1_1·a_3_8·a_7_13 + b_2_23·c_18_43·a_1_1
  274. b_8_16·a_17_40 − b_8_16·a_17_39 + b_8_15·a_17_39 − b_2_5·b_6_10·a_17_39
       − b_2_25·b_2_4·a_13_27 + b_2_25·b_2_4·a_13_26 + b_2_25·b_2_3·a_13_27
       + b_2_26·a_13_26 − b_2_28·b_2_4·a_7_13 + b_2_28·b_2_3·a_7_12 − b_2_29·a_7_13
       + b_2_29·a_7_12 + b_2_211·b_2_3·a_1_1 − b_2_212·a_1_1 + a_12_14·a_13_27
       − b_2_52·a_1_1·a_7_12·a_13_27 + b_2_54·a_1_1·a_3_8·a_13_27
       + b_2_57·a_1_1·a_3_8·a_7_13 + b_2_23·c_18_43·a_1_2
  275. b_14_31·a_11_23 − b_14_29·a_11_23 + b_8_17·a_17_40 − b_8_17·a_17_39 − b_8_16·a_17_39
       − b_8_15·a_17_40 − b_6_102·a_13_27 + b_6_103·a_7_13 − b_6_103·a_7_12 − b_6_104·a_1_2
       + b_2_5·b_6_10·a_17_39 − b_2_52·b_6_10·b_8_17·a_7_12 − b_2_52·b_6_103·a_3_8
       + b_2_53·b_6_103·a_1_1 − b_2_54·a_17_40 − b_2_54·a_17_39
       + b_2_54·b_6_10·b_8_17·a_3_8 + b_2_55·b_6_102·a_3_8 + b_2_56·a_13_27
       + b_2_56·b_6_10·a_7_12 + b_2_56·b_6_102·a_1_1 − b_2_57·b_8_17·a_3_8
       − b_2_59·a_7_13 + b_2_59·a_7_12 − b_2_59·b_6_10·a_1_1 + b_2_511·a_3_8
       − b_2_25·b_2_4·a_13_27 − b_2_25·b_2_4·a_13_26 + b_2_25·b_2_3·a_13_27
       + b_2_25·b_2_3·a_13_26 − b_2_26·a_13_27 + b_2_26·a_13_26 − b_2_28·b_2_4·a_7_13
       + b_2_28·b_2_3·a_7_12 − b_2_29·a_7_13 + b_2_29·a_7_12 − b_2_29·a_7_11
       − b_2_211·b_2_4·a_1_2 + b_2_211·b_2_3·a_1_1 − b_2_212·a_1_1 + a_12_14·a_13_26
       − b_6_10·a_1_1·a_7_12·a_11_23 − b_6_102·a_1_1·a_5_9·a_7_12
       − b_2_52·a_1_1·a_7_12·a_13_27 − b_2_52·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_55·a_1_1·a_7_12·a_7_13 − b_2_57·a_1_1·a_3_8·a_7_13 + b_2_53·c_18_43·a_1_1
  276. b_14_29·a_11_23 − b_8_16·a_17_40 − b_8_16·a_17_39 + b_8_15·a_17_39
       − b_2_5·b_6_10·a_17_39 + b_2_53·b_6_103·a_1_1 + b_2_54·a_17_39
       + b_2_54·b_6_10·b_8_17·a_3_8 − b_2_55·b_8_17·a_7_12 + b_2_55·b_6_102·a_3_8
       − b_2_56·a_13_27 − b_2_56·b_6_10·a_7_13 − b_2_59·a_7_13 + b_2_59·a_7_12
       − b_2_59·b_6_10·a_1_1 + b_2_511·a_3_8 − b_2_25·b_2_4·a_13_27 + b_2_25·b_2_4·a_13_26
       − b_2_25·b_2_3·a_13_26 − b_2_26·a_13_27 + b_2_26·a_13_26 + b_2_28·b_2_4·a_7_13
       − b_2_29·a_7_13 + b_2_29·a_7_12 − b_2_29·a_7_11 − b_2_211·b_2_4·a_1_2
       + b_2_211·b_2_3·a_1_1 + b_2_212·a_1_1 + a_12_14·a_13_27 − b_6_10·a_1_1·a_7_12·a_11_23
       − b_6_102·a_1_1·a_5_9·a_7_12 − b_2_52·a_1_1·a_7_12·a_13_27
       − b_2_54·a_1_1·a_3_8·a_13_27 + b_2_55·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_3_8·a_7_13 + b_2_22·b_2_4·c_18_43·a_1_2
  277. a_18_28·a_7_13 − a_12_14·a_13_27 + b_6_10·a_1_1·a_7_12·a_11_23
       − b_2_52·a_1_1·a_7_12·a_13_27 − b_2_54·a_1_1·a_3_8·a_13_27
       − b_2_55·a_1_1·a_7_12·a_7_13 + b_2_57·a_1_1·a_3_8·a_7_13 + a_6_6·c_18_43·a_1_1
  278. a_18_28·a_7_11 + a_12_14·a_13_26 + b_2_52·a_1_1·a_7_12·a_13_27
       + b_2_52·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_54·a_1_1·a_3_8·a_13_27
       + b_2_55·a_1_1·a_7_12·a_7_13 + b_2_57·a_1_1·a_3_8·a_7_13
  279. a_18_28·a_7_12 + a_12_14·a_13_27 − a_12_14·a_13_26 − b_2_52·a_1_1·a_7_12·a_13_27
       − b_2_52·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_55·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_3_8·a_7_13 + a_6_6·c_18_43·a_1_1
  280. a_22_41·a_3_8 − a_12_14·a_13_26 − b_6_10·a_1_1·a_7_12·a_11_23
       + b_6_102·a_1_1·a_5_9·a_7_12 + b_2_52·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_55·a_1_1·a_7_12·a_7_13 + b_2_57·a_1_1·a_3_8·a_7_13
  281. a_10_13·a_16_27
  282. a_12_14·b_14_31 + a_12_14·b_14_29 + b_6_102·a_7_12·a_7_13 + b_6_102·a_1_1·a_13_27
       − b_6_103·a_1_2·a_7_12 + b_6_103·a_1_1·a_7_13 − b_2_5·a_7_12·a_17_40
       + b_2_5·b_6_10·a_1_1·a_17_40 − b_2_5·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_52·b_6_102·a_3_8·a_7_12 + b_2_53·a_7_12·a_13_27
       + b_2_53·b_6_10·a_7_12·a_7_13 − b_2_53·b_6_10·a_1_1·a_13_27
       − b_2_53·b_6_102·a_1_1·a_7_12 + b_2_54·a_1_1·a_17_40 + b_2_54·b_8_17·a_3_8·a_7_12
       + b_2_55·b_6_10·a_3_8·a_7_12 − b_2_56·a_7_12·a_7_13 + b_2_56·a_1_1·a_13_27
       − b_2_56·b_6_10·a_1_1·a_7_13 + b_2_56·b_6_10·a_1_1·a_7_12 − b_2_59·a_1_1·a_7_12
       + b_2_25·b_2_3·a_1_1·a_13_27 − b_2_28·b_2_3·a_1_1·a_7_13 + b_2_29·a_1_1·a_7_13
       − b_2_212·a_1_1·a_1_2 + b_2_52·c_18_43·a_1_1·a_3_8 + b_2_23·c_18_43·a_1_1·a_1_2
  283.  − a_12_14·b_14_31 − b_6_102·a_7_12·a_7_13 − b_6_102·a_1_1·a_13_27
       + b_6_103·a_1_2·a_7_12 − b_6_103·a_1_1·a_7_13 + b_2_5·a_7_12·a_17_40
       − b_2_5·b_6_10·a_1_1·a_17_40 + b_2_5·b_6_10·b_8_17·a_3_8·a_7_12
       − b_2_52·b_6_102·a_3_8·a_7_12 − b_2_53·a_7_12·a_13_27
       − b_2_53·b_6_10·a_7_12·a_7_13 − b_2_53·b_6_10·a_1_1·a_13_27
       + b_2_53·b_6_102·a_1_1·a_7_12 + b_2_54·b_8_17·a_3_8·a_7_12
       + b_2_55·b_6_10·a_3_8·a_7_12 + b_2_56·a_7_12·a_7_13 − b_2_56·a_1_1·a_13_27
       − b_2_56·b_6_10·a_1_1·a_7_13 + b_2_58·a_3_8·a_7_12 − b_2_59·a_1_1·a_7_13
       − b_2_59·a_1_1·a_7_12 + b_2_511·a_1_1·a_3_8 − b_2_25·b_2_3·a_1_1·a_13_27
       − b_2_26·a_1_0·a_13_27 + b_2_29·a_1_1·a_7_13 + b_2_29·a_1_0·a_7_13
       − b_2_211·b_2_3·a_1_1·a_1_2 + b_2_212·a_1_1·a_1_2 − b_2_52·c_18_43·a_1_1·a_3_8
       − b_2_22·b_2_3·c_18_43·a_1_1·a_1_2 + b_2_23·c_18_43·a_1_0·a_1_2
  284.  − a_13_26·a_13_27 − b_6_10·a_7_12·a_13_27 − b_6_102·a_1_1·a_13_27
       − b_6_104·a_1_1·a_1_2 + b_2_5·b_8_17·a_3_8·a_13_27 − b_2_5·b_6_10·a_1_1·a_17_40
       − b_2_5·b_6_10·b_8_17·a_3_8·a_7_12 + b_2_52·b_6_10·a_3_8·a_13_27
       − b_2_52·b_6_102·a_3_8·a_7_12 + b_2_53·b_6_102·a_1_1·a_7_12
       + b_2_54·a_1_1·a_17_40 + b_2_54·b_8_17·a_3_8·a_7_12 − b_2_55·b_6_10·a_3_8·a_7_12
       − b_2_56·b_6_10·a_1_1·a_7_12 − b_2_58·a_3_8·a_7_12 − b_2_59·a_1_1·a_7_13
       − b_2_59·a_1_1·a_7_12 − b_2_25·b_2_3·a_1_1·a_13_27 + b_2_26·a_1_0·a_13_27
       + b_2_29·a_1_0·a_7_13 + b_2_212·a_1_1·a_1_2 − c_18_43·a_1_0·a_7_13
       + c_18_43·a_1_0·a_7_12
  285.  − a_12_14·b_14_29 + b_8_17·a_18_28 + a_13_26·a_13_27 + b_6_103·a_1_2·a_7_12
       + b_6_103·a_1_1·a_7_13 − b_6_103·a_1_1·a_7_12 + b_2_5·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_52·b_6_10·a_3_8·a_13_27 − b_2_52·b_6_102·a_3_8·a_7_12
       − b_2_53·b_6_10·a_7_12·a_7_13 + b_2_54·a_1_1·a_17_40 + b_2_55·a_3_8·a_13_27
       − b_2_55·b_6_10·a_3_8·a_7_12 − b_2_56·a_7_12·a_7_13 + b_2_56·a_1_1·a_13_27
       − b_2_58·a_3_8·a_7_13 − b_2_58·a_3_8·a_7_12 − b_2_59·a_1_1·a_7_12
       + b_2_25·b_2_3·a_1_1·a_13_27 − b_2_26·a_1_1·a_13_27 + b_2_26·a_1_0·a_13_27
       + b_2_29·a_1_0·a_7_13 − b_2_211·b_2_3·a_1_1·a_1_2 + b_2_212·a_1_1·a_1_2
       + c_18_43·a_1_0·a_7_13 + b_6_10·c_18_43·a_1_1·a_1_2 + b_2_52·c_18_43·a_1_1·a_3_8
  286.  − a_12_14·b_14_31 + a_12_14·b_14_29 + b_8_16·a_18_28 − b_6_102·a_7_12·a_7_13
       − b_6_102·a_1_1·a_13_27 + b_6_103·a_1_2·a_7_12 − b_6_103·a_1_1·a_7_13
       + b_2_5·a_7_12·a_17_40 − b_2_5·b_6_10·a_1_1·a_17_40
       + b_2_5·b_6_10·b_8_17·a_3_8·a_7_12 − b_2_52·b_6_102·a_3_8·a_7_12
       − b_2_53·a_7_12·a_13_27 − b_2_53·b_6_10·a_7_12·a_7_13
       + b_2_53·b_6_102·a_1_1·a_7_12 + b_2_54·a_1_1·a_17_40 + b_2_56·a_7_12·a_7_13
       − b_2_56·a_1_1·a_13_27 + b_2_56·b_6_10·a_1_1·a_7_12 − b_2_58·a_3_8·a_7_12
       + b_2_59·a_1_1·a_7_13 − b_2_511·a_1_1·a_3_8 − b_2_25·b_2_3·a_1_1·a_13_27
       + b_2_26·a_1_1·a_13_27 − b_2_26·a_1_0·a_13_27 − b_2_28·b_2_3·a_1_1·a_7_13
       − b_2_29·a_1_0·a_7_13 − b_2_211·b_2_3·a_1_1·a_1_2 − b_2_212·a_1_1·a_1_2
       − b_2_52·c_18_43·a_1_1·a_3_8 + b_2_22·b_2_3·c_18_43·a_1_1·a_1_2
  287. a_12_14·b_14_31 − a_12_14·b_14_29 + b_8_15·a_18_28 + b_6_102·a_7_12·a_7_13
       + b_6_102·a_1_1·a_13_27 − b_6_103·a_1_2·a_7_12 + b_6_103·a_1_1·a_7_13
       + b_2_5·a_7_12·a_17_40 + b_2_52·b_6_10·a_3_8·a_13_27 − b_2_52·b_6_102·a_3_8·a_7_12
       − b_2_53·a_7_12·a_13_27 + b_2_53·b_6_10·a_7_12·a_7_13
       − b_2_53·b_6_10·a_1_1·a_13_27 − b_2_54·a_1_1·a_17_40 + b_2_54·b_8_17·a_3_8·a_7_12
       + b_2_55·b_6_10·a_3_8·a_7_12 − b_2_56·a_1_1·a_13_27 − b_2_56·b_6_10·a_1_1·a_7_13
       + b_2_58·a_3_8·a_7_13 + b_2_58·a_3_8·a_7_12 + b_2_59·a_1_1·a_7_12
       − b_2_25·b_2_3·a_1_1·a_13_27 − b_2_26·a_1_1·a_13_27 + b_2_26·a_1_0·a_13_27
       + b_2_29·a_1_0·a_7_13 + b_2_211·b_2_3·a_1_1·a_1_2 − b_2_52·c_18_43·a_1_1·a_3_8
  288.  − a_16_27·a_11_23 + a_10_13·a_17_39 + b_6_102·a_1_1·a_7_12·a_7_13
       + b_6_103·a_1_1·a_1_2·a_7_12 + b_2_52·a_3_8·a_7_12·a_13_27
       + b_2_53·a_1_1·a_7_12·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_55·a_1_1·a_3_8·a_13_27 − b_2_56·a_1_1·a_7_12·a_7_13
       − b_2_58·a_1_1·a_3_8·a_7_13
  289. a_16_27·a_11_23 + a_10_13·a_17_40 − b_6_103·a_1_1·a_1_2·a_7_12
       − b_2_52·a_3_8·a_7_12·a_13_27 + b_2_53·a_1_1·a_7_12·a_13_27
       + b_2_53·b_6_10·a_1_1·a_7_12·a_7_13
  290.  − a_16_27·a_11_23 − b_6_102·a_1_1·a_7_12·a_7_13 + b_2_5·a_1_1·a_7_12·a_17_40
       − b_2_52·a_3_8·a_7_12·a_13_27 − b_2_53·a_1_1·a_7_12·a_13_27
       − b_2_55·a_1_1·a_3_8·a_13_27 + b_2_56·a_1_1·a_7_12·a_7_13
       − b_2_58·a_1_1·a_3_8·a_7_13
  291. b_14_31·a_13_26 + b_14_29·a_13_27 + b_6_102·b_8_17·a_7_12 − b_6_103·b_8_17·a_1_2
       − b_6_104·a_3_8 + b_2_5·b_6_102·a_13_27 − b_2_52·b_6_10·a_17_40
       + b_2_52·b_6_102·b_8_17·a_3_8 − b_2_53·b_8_17·a_13_27 − b_2_53·b_6_103·a_3_8
       − b_2_54·b_6_10·a_13_27 − b_2_54·b_6_102·a_7_12 − b_2_54·b_6_103·a_1_1
       − b_2_55·a_17_40 − b_2_55·b_6_10·b_8_17·a_3_8 − b_2_56·b_8_17·a_7_12
       − b_2_57·a_13_27 + b_2_57·b_6_102·a_1_1 + b_2_512·a_3_8 − b_2_26·b_2_4·a_13_27
       + b_2_26·b_2_4·a_13_26 − b_2_26·b_2_3·a_13_26 − b_2_27·a_13_27 − b_2_27·a_13_26
       − b_2_210·a_7_13 − b_6_102·a_1_1·a_7_12·a_7_13 − b_2_52·a_3_8·a_7_12·a_13_27
       − b_2_53·a_1_1·a_7_12·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_58·a_1_1·a_3_8·a_7_13 + b_2_2·c_18_43·a_7_13 + b_2_23·b_2_4·c_18_43·a_1_2
       − b_2_23·b_2_3·c_18_43·a_1_2 + b_2_24·c_18_43·a_1_1 − b_2_24·c_18_43·a_1_0
  292. b_14_31·a_13_26 + b_14_29·a_13_27 − b_14_29·a_13_26 + b_6_102·b_8_17·a_7_12
       − b_6_103·b_8_17·a_1_2 − b_6_104·a_3_8 + b_2_5·b_6_102·a_13_27
       − b_2_52·b_6_10·a_17_40 + b_2_52·b_6_102·b_8_17·a_3_8 − b_2_53·b_8_17·a_13_27
       − b_2_53·b_6_10·b_8_17·a_7_12 + b_2_54·b_6_10·a_13_27 + b_2_55·a_17_40
       − b_2_55·a_17_39 + b_2_55·b_6_10·b_8_17·a_3_8 + b_2_56·b_8_17·a_7_12
       + b_2_56·b_6_102·a_3_8 − b_2_57·b_6_10·a_7_12 − b_2_57·b_6_102·a_1_1
       − b_2_510·a_7_13 + b_2_510·b_6_10·a_1_1 − b_2_26·b_2_4·a_13_26
       − b_2_26·b_2_3·a_13_27 − b_2_26·b_2_3·a_13_26 − b_2_27·a_13_27 + b_2_27·a_13_26
       − b_2_29·b_2_4·a_7_13 − b_2_29·b_2_3·a_7_13 − b_2_29·b_2_3·a_7_12 − b_2_210·a_7_13
       − b_2_210·a_7_11 + b_2_212·b_2_4·a_1_2 − b_2_212·b_2_3·a_1_2 + b_2_212·b_2_3·a_1_1
       − b_2_213·a_1_1 − a_16_27·a_11_23 + b_6_10·a_1_1·a_7_12·a_13_27
       + b_6_102·a_1_1·a_7_12·a_7_13 + b_2_53·a_1_1·a_7_12·a_13_27
       + b_2_53·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_55·a_1_1·a_3_8·a_13_27
       − b_2_56·a_1_1·a_7_12·a_7_13 − b_2_58·a_1_1·a_3_8·a_7_13 + b_2_2·c_18_43·a_7_13
       + b_2_2·c_18_43·a_7_11 + b_2_23·b_2_3·c_18_43·a_1_2 + b_2_24·c_18_43·a_1_0
  293. b_14_31·a_13_27 + b_14_31·a_13_26 + b_14_29·a_13_27 + b_14_29·a_13_26
       − b_6_10·b_8_17·a_13_27 + b_6_102·b_8_17·a_7_12 − b_6_103·b_8_17·a_1_2
       − b_6_104·a_3_8 − b_2_5·b_6_102·a_13_27 − b_2_52·b_6_10·a_17_40
       + b_2_52·b_6_102·b_8_17·a_3_8 + b_2_53·b_8_17·a_13_27
       + b_2_53·b_6_10·b_8_17·a_7_12 + b_2_53·b_6_103·a_3_8 − b_2_54·b_6_10·a_13_27
       + b_2_54·b_6_102·a_7_12 + b_2_54·b_6_103·a_1_1 + b_2_55·a_17_39
       − b_2_56·b_6_102·a_3_8 + b_2_57·a_13_27 + b_2_57·b_6_10·a_7_12 + b_2_510·a_7_13
       − b_2_510·b_6_10·a_1_1 − b_2_512·a_3_8 + b_2_26·b_2_4·a_13_27
       + b_2_26·b_2_4·a_13_26 − b_2_26·b_2_3·a_13_27 − b_2_26·b_2_3·a_13_26
       − b_2_29·b_2_4·a_7_13 + b_2_29·b_2_3·a_7_13 + b_2_29·b_2_3·a_7_12 + b_2_210·a_7_12
       + b_2_210·a_7_11 + b_2_212·b_2_4·a_1_2 + a_16_27·a_11_23
       + b_6_10·a_1_1·a_7_12·a_13_27 − b_6_102·a_1_1·a_7_12·a_7_13
       − b_2_52·a_3_8·a_7_12·a_13_27 + b_2_53·a_1_1·a_7_12·a_13_27
       − b_2_55·a_1_1·a_3_8·a_13_27 + b_2_56·a_1_1·a_7_12·a_7_13
       + b_2_58·a_1_1·a_3_8·a_7_13 − b_2_3·c_18_43·a_7_13 + b_2_3·c_18_43·a_7_12
       − b_2_23·b_2_3·c_18_43·a_1_2 + b_2_23·b_2_3·c_18_43·a_1_1 − b_2_24·c_18_43·a_1_1
  294.  − b_14_29·a_13_27 − b_14_29·a_13_26 + b_2_53·b_8_17·a_13_27
       − b_2_53·b_6_10·b_8_17·a_7_12 + b_2_53·b_6_103·a_3_8 + b_2_54·b_6_102·a_7_12
       + b_2_54·b_6_103·a_1_1 − b_2_55·a_17_40 − b_2_55·a_17_39
       − b_2_55·b_6_10·b_8_17·a_3_8 − b_2_56·b_8_17·a_7_12 + b_2_56·b_6_102·a_3_8
       + b_2_57·a_13_27 − b_2_57·b_6_10·a_7_12 + b_2_57·b_6_102·a_1_1 − b_2_510·a_7_13
       + b_2_510·b_6_10·a_1_1 − b_2_512·a_3_8 − b_2_26·b_2_4·a_13_26
       + b_2_26·b_2_3·a_13_26 + b_2_27·a_13_27 − b_2_27·a_13_26 + b_2_29·b_2_3·a_7_13
       − b_2_29·b_2_3·a_7_12 + b_2_210·a_7_13 + b_2_210·a_7_12 − b_2_210·a_7_11
       − b_6_10·a_1_1·a_7_12·a_13_27 + b_6_102·a_1_1·a_7_12·a_7_13
       − b_2_52·a_3_8·a_7_12·a_13_27 − b_2_53·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_55·a_1_1·a_3_8·a_13_27 + b_2_58·a_1_1·a_3_8·a_7_13 − b_2_2·c_18_43·a_7_13
       + b_2_2·c_18_43·a_7_12 − b_2_23·b_2_3·c_18_43·a_1_2 − b_2_23·b_2_3·c_18_43·a_1_1
       − b_2_24·c_18_43·a_1_1 − b_2_24·c_18_43·a_1_0
  295. a_22_41·a_5_9 + b_6_103·a_1_1·a_1_2·a_7_12
  296. a_12_14·a_16_27
  297.  − a_11_23·a_17_39 + b_6_10·b_8_17·a_7_12·a_7_13 − b_6_102·b_8_17·a_1_2·a_7_12
       − b_6_103·a_3_8·a_7_13 + b_6_103·a_3_8·a_7_12 + b_6_104·a_1_2·a_3_8
       − b_2_5·b_6_10·a_7_12·a_13_27 − b_2_5·b_6_102·a_1_1·a_13_27
       + b_2_5·b_6_103·a_1_1·a_7_12 + b_2_52·a_7_12·a_17_40 − b_2_52·b_8_17·a_3_8·a_13_27
       + b_2_52·b_6_10·a_1_1·a_17_40 − b_2_52·b_6_10·b_8_17·a_3_8·a_7_12
       − b_2_54·b_6_10·a_7_12·a_7_13 + b_2_54·b_6_10·a_1_1·a_13_27
       + b_2_54·b_6_102·a_1_1·a_7_12 − b_2_56·a_3_8·a_13_27 + b_2_56·b_6_10·a_3_8·a_7_12
       − b_2_57·a_7_12·a_7_13 + b_2_57·b_6_10·a_1_1·a_7_12 − b_2_59·a_3_8·a_7_13
       − b_2_59·a_3_8·a_7_12 − b_2_510·a_1_1·a_7_12 + b_2_512·a_1_1·a_3_8
       + b_2_26·b_2_3·a_1_1·a_13_27 − b_2_27·a_1_1·a_13_27 + b_2_29·b_2_3·a_1_1·a_7_13
       − b_2_212·b_2_3·a_1_1·a_1_2 + b_2_213·a_1_1·a_1_2
  298.  − a_11_23·a_17_40 − a_11_23·a_17_39 − b_6_10·b_8_17·a_7_12·a_7_13
       − b_6_102·a_3_8·a_13_27 + b_6_102·b_8_17·a_1_2·a_7_12 − b_6_103·a_3_8·a_7_13
       + b_6_103·a_3_8·a_7_12 + b_2_5·b_6_10·a_7_12·a_13_27 + b_2_5·b_6_102·a_1_1·a_13_27
       − b_2_5·b_6_103·a_1_1·a_7_12 + b_2_52·b_8_17·a_3_8·a_13_27
       + b_2_52·b_6_10·a_1_1·a_17_40 + b_2_52·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_53·b_6_102·a_3_8·a_7_12 − b_2_54·a_7_12·a_13_27
       − b_2_54·b_6_10·a_7_12·a_7_13 + b_2_54·b_6_10·a_1_1·a_13_27
       − b_2_54·b_6_102·a_1_1·a_7_12 − b_2_57·a_7_12·a_7_13 + b_2_57·a_1_1·a_13_27
       + b_2_57·b_6_10·a_1_1·a_7_13 + b_2_59·a_3_8·a_7_13 + b_2_59·a_3_8·a_7_12
       + b_2_510·a_1_1·a_7_13 − b_2_510·a_1_1·a_7_12 + b_2_512·a_1_1·a_3_8
       − b_2_27·a_1_1·a_13_27 + b_2_29·b_2_3·a_1_1·a_7_13 + b_2_210·a_1_1·a_7_13
       + b_2_212·b_2_3·a_1_1·a_1_2 + b_2_53·c_18_43·a_1_1·a_3_8
       + b_2_23·b_2_3·c_18_43·a_1_1·a_1_2 + b_2_24·c_18_43·a_1_1·a_1_2
  299.  − b_14_312 + b_14_292 + b_6_102·b_8_172 + b_2_5·b_6_103·b_8_17
       + b_2_52·b_6_104 − b_2_53·b_6_10·b_8_172 + b_2_55·b_6_103 − b_2_213·b_2_4
       + b_2_213·b_2_3 − a_11_23·a_17_40 + b_6_102·a_3_8·a_13_27
       − b_6_102·b_8_17·a_1_2·a_7_12 + b_6_103·a_3_8·a_7_13 + b_6_103·a_3_8·a_7_12
       + b_6_104·a_1_2·a_3_8 − b_2_5·b_6_10·a_7_12·a_13_27 − b_2_5·b_6_103·a_1_1·a_7_12
       − b_2_52·b_8_17·a_3_8·a_13_27 − b_2_52·b_6_10·a_1_1·a_17_40
       + b_2_53·b_6_10·a_3_8·a_13_27 − b_2_54·a_7_12·a_13_27
       + b_2_54·b_6_10·a_1_1·a_13_27 + b_2_54·b_6_102·a_1_1·a_7_12
       − b_2_55·a_1_1·a_17_40 − b_2_55·b_8_17·a_3_8·a_7_12 − b_2_57·a_7_12·a_7_13
       − b_2_57·b_6_10·a_1_1·a_7_13 − b_2_57·b_6_10·a_1_1·a_7_12 + b_2_59·a_3_8·a_7_13
       + b_2_59·a_3_8·a_7_12 + b_2_510·a_1_1·a_7_13 − b_2_510·a_1_1·a_7_12
       − b_2_512·a_1_1·a_3_8 + b_2_26·b_2_3·a_1_1·a_13_27 − b_2_27·a_1_1·a_13_27
       − b_2_29·b_2_3·a_1_1·a_7_13 − b_2_210·a_1_1·a_7_13 + b_2_210·a_1_0·a_7_13
       + b_2_3·b_8_16·c_18_43 + b_2_24·b_2_4·c_18_43 + b_2_24·b_2_3·c_18_43
       + b_2_2·c_18_43·a_1_0·a_7_13 − b_2_24·c_18_43·a_1_0·a_1_2
  300. b_14_29·b_14_31 − b_14_292 − b_2_53·b_6_10·b_8_172 + b_2_55·b_6_103
       + b_2_27·b_14_31 − b_2_27·b_14_29 − b_2_29·b_2_3·b_8_16 − b_2_210·b_8_16
       − b_2_213·b_2_4 − b_6_10·b_8_17·a_7_12·a_7_13 + b_6_102·a_3_8·a_13_27
       + b_6_103·a_3_8·a_7_13 + b_6_103·a_3_8·a_7_12 + b_6_104·a_1_2·a_3_8
       − b_2_5·b_6_10·a_7_12·a_13_27 + b_2_52·b_6_10·b_8_17·a_3_8·a_7_12
       − b_2_53·b_6_10·a_3_8·a_13_27 − b_2_53·b_6_102·a_3_8·a_7_12
       + b_2_54·a_7_12·a_13_27 − b_2_54·b_6_10·a_1_1·a_13_27 + b_2_55·a_1_1·a_17_40
       − b_2_55·b_8_17·a_3_8·a_7_12 − b_2_56·a_3_8·a_13_27 − b_2_56·b_6_10·a_3_8·a_7_12
       − b_2_57·a_7_12·a_7_13 − b_2_57·a_1_1·a_13_27 − b_2_57·b_6_10·a_1_1·a_7_12
       + b_2_59·a_3_8·a_7_13 + b_2_510·a_1_1·a_7_13 − b_2_512·a_1_1·a_3_8
       + b_2_26·b_2_3·a_1_1·a_13_27 − b_2_27·a_1_0·a_13_27 + b_2_210·a_1_1·a_7_13
       − b_2_212·b_2_3·a_1_1·a_1_2 + b_2_2·b_8_16·c_18_43 + b_2_24·b_2_3·c_18_43
       + b_2_25·c_18_43 + b_2_2·c_18_43·a_1_1·a_7_13 − b_2_24·c_18_43·a_1_0·a_1_2
  301.  − b_14_292 + b_2_56·b_8_172 − b_2_57·b_6_10·b_8_17 + b_2_58·b_6_102
       − b_2_27·b_14_29 + b_2_29·b_2_3·b_8_16 − b_2_210·b_8_16 + b_2_210·b_8_15
       + b_2_53·b_6_10·a_3_8·a_13_27 + b_2_53·b_6_102·a_3_8·a_7_12
       + b_2_54·a_7_12·a_13_27 − b_2_54·b_6_10·a_7_12·a_7_13
       + b_2_54·b_6_102·a_1_1·a_7_12 − b_2_55·a_1_1·a_17_40 − b_2_55·b_8_17·a_3_8·a_7_12
       + b_2_56·a_3_8·a_13_27 − b_2_56·b_6_10·a_3_8·a_7_12 − b_2_57·a_7_12·a_7_13
       − b_2_57·a_1_1·a_13_27 + b_2_57·b_6_10·a_1_1·a_7_13 − b_2_59·a_3_8·a_7_12
       + b_2_512·a_1_1·a_3_8 + b_2_27·a_1_1·a_13_27 − b_2_27·a_1_0·a_13_27
       + b_2_29·b_2_3·a_1_1·a_7_13 + b_2_210·a_1_0·a_7_13 − b_2_213·a_1_1·a_1_2
       + b_2_2·b_8_15·c_18_43 − b_2_24·b_2_4·c_18_43 − b_2_25·c_18_43
       − b_2_2·c_18_43·a_1_1·a_7_13 − b_2_2·c_18_43·a_1_0·a_7_13
       − b_2_24·c_18_43·a_1_0·a_1_2
  302. a_10_13·a_18_28
  303. b_6_10·a_22_41 − a_11_23·a_17_40 + b_8_17·a_7_12·a_13_27 − b_6_10·b_8_17·a_7_12·a_7_13
       − b_6_102·a_3_8·a_13_27 + b_6_103·a_3_8·a_7_13 + b_6_103·a_3_8·a_7_12
       + b_6_104·a_1_2·a_3_8 − b_2_5·b_6_10·a_7_12·a_13_27 + b_2_5·b_6_102·a_1_1·a_13_27
       − b_2_5·b_6_103·a_1_1·a_7_12 + b_2_52·b_8_17·a_3_8·a_13_27
       − b_2_52·b_6_10·a_1_1·a_17_40 + b_2_54·b_6_10·a_7_12·a_7_13
       − b_2_54·b_6_10·a_1_1·a_13_27 − b_2_54·b_6_102·a_1_1·a_7_12
       − b_2_55·b_8_17·a_3_8·a_7_12 − b_2_56·a_3_8·a_13_27 − b_2_56·b_6_10·a_3_8·a_7_12
       + b_2_57·a_7_12·a_7_13 − b_2_57·a_1_1·a_13_27 − b_2_57·b_6_10·a_1_1·a_7_12
       − b_2_59·a_3_8·a_7_13 − b_2_59·a_3_8·a_7_12 − b_2_510·a_1_1·a_7_13
       + b_2_510·a_1_1·a_7_12 − b_2_512·a_1_1·a_3_8 − b_2_26·b_2_3·a_1_1·a_13_27
       + b_2_27·a_1_1·a_13_27 − b_2_27·a_1_0·a_13_27 + b_2_29·b_2_3·a_1_1·a_7_13
       − b_2_210·a_1_0·a_7_13 − b_2_212·b_2_3·a_1_1·a_1_2 − b_2_5·c_18_43·a_1_2·a_7_12
       − b_2_5·c_18_43·a_1_1·a_7_13 + b_2_5·c_18_43·a_1_1·a_7_12
       − b_2_53·c_18_43·a_1_1·a_3_8 + b_2_2·c_18_43·a_1_0·a_7_13
  304. a_6_6·a_22_41
  305. a_16_27·a_13_27 − b_6_10·a_3_8·a_7_12·a_13_27 − b_6_102·a_3_8·a_7_12·a_7_13
       + b_6_103·a_1_2·a_3_8·a_7_12 − b_2_54·a_1_1·a_7_12·a_13_27
       − b_2_54·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_56·a_1_1·a_3_8·a_13_27
       + b_2_59·a_1_1·a_3_8·a_7_13
  306. a_16_27·a_13_26 + a_12_14·a_17_40 + a_12_14·a_17_39 + b_6_10·a_3_8·a_7_12·a_13_27
       − b_6_102·a_3_8·a_7_12·a_7_13 − b_2_5·b_6_10·a_1_1·a_7_12·a_13_27
       + b_2_53·a_3_8·a_7_12·a_13_27 + b_2_54·a_1_1·a_7_12·a_13_27
       + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_56·a_1_1·a_3_8·a_13_27
       + b_2_57·a_1_1·a_7_12·a_7_13 − b_2_59·a_1_1·a_3_8·a_7_13
  307.  − a_16_27·a_13_26 + a_12_14·a_17_39 − b_6_10·a_3_8·a_7_12·a_13_27
       − b_6_102·a_3_8·a_7_12·a_7_13 + b_6_103·a_1_2·a_3_8·a_7_12
       + b_2_52·a_1_1·a_7_12·a_17_40 − b_2_53·a_3_8·a_7_12·a_13_27
       − b_2_54·a_1_1·a_7_12·a_13_27 + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_7_12·a_7_13 + b_2_59·a_1_1·a_3_8·a_7_13
  308. a_12_14·a_17_39 + b_6_10·a_3_8·a_7_12·a_13_27 − b_6_102·a_3_8·a_7_12·a_7_13
       + b_6_103·a_1_2·a_3_8·a_7_12 − b_2_5·b_6_10·a_1_1·a_7_12·a_13_27
       − b_2_53·a_3_8·a_7_12·a_13_27 − b_2_54·a_1_1·a_7_12·a_13_27
       + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_59·a_1_1·a_3_8·a_7_13
       + b_2_5·c_18_43·a_1_1·a_1_2·a_7_12
  309. b_8_172·a_13_27 + b_6_102·a_17_40 − b_6_102·a_17_39 + b_6_104·a_5_9
       − b_2_5·b_6_102·b_8_17·a_7_12 + b_2_5·b_6_104·a_3_8 − b_2_52·b_6_102·a_13_27
       − b_2_53·b_6_10·a_17_40 + b_2_53·b_6_10·a_17_39 − b_2_53·b_6_102·b_8_17·a_3_8
       − b_2_54·b_8_17·a_13_27 + b_2_54·b_6_10·b_8_17·a_7_12 + b_2_54·b_6_103·a_3_8
       − b_2_55·b_6_10·a_13_27 + b_2_55·b_6_102·a_7_12 + b_2_55·b_6_103·a_1_1
       − b_2_56·b_6_10·b_8_17·a_3_8 − b_2_57·b_8_17·a_7_12 + b_2_57·b_6_102·a_3_8
       + b_2_58·a_13_27 + b_2_58·b_6_10·a_7_12 + b_2_58·b_6_102·a_1_1
       + b_2_59·b_8_17·a_3_8 + b_2_510·b_6_10·a_3_8 + b_2_511·a_7_13
       − b_2_511·b_6_10·a_1_1 − b_2_27·b_2_4·a_13_27 − b_2_27·b_2_4·a_13_26
       + b_2_27·b_2_3·a_13_27 + b_2_27·b_2_3·a_13_26 − b_2_28·a_13_27
       + b_2_210·b_2_4·a_7_13 − b_2_210·b_2_3·a_7_13 − b_2_210·b_2_3·a_7_12
       − b_2_211·a_7_13 − b_2_211·a_7_12 + b_2_213·b_2_4·a_1_2 + b_2_213·b_2_3·a_1_2
       + b_2_213·b_2_3·a_1_1 − b_2_214·a_1_1 + a_16_27·a_13_26 − a_12_14·a_17_39
       − b_6_102·a_3_8·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_7_12·a_13_27
       − b_2_53·a_3_8·a_7_12·a_13_27 − b_2_54·a_1_1·a_7_12·a_13_27
       − b_2_54·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_56·a_1_1·a_3_8·a_13_27
       − b_2_52·c_18_43·a_7_13 + b_2_52·c_18_43·a_7_12 + b_2_52·b_6_10·c_18_43·a_1_1
       − b_2_54·c_18_43·a_3_8 − b_2_55·c_18_43·a_1_1 − b_2_2·b_2_4·c_18_43·a_7_13
       + b_2_2·b_2_3·c_18_43·a_7_13 − b_2_2·b_2_3·c_18_43·a_7_12 + b_2_22·c_18_43·a_7_13
       + b_2_22·c_18_43·a_7_12 − b_2_24·b_2_4·c_18_43·a_1_2 + b_2_24·b_2_3·c_18_43·a_1_2
       − b_2_25·c_18_43·a_1_1
  310. a_18_28·a_11_23 + b_6_10·a_3_8·a_7_12·a_13_27 − b_6_102·a_3_8·a_7_12·a_7_13
       − b_2_5·b_6_10·a_1_1·a_7_12·a_13_27 − b_2_53·a_3_8·a_7_12·a_13_27
       + b_2_54·a_1_1·a_7_12·a_13_27 + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_57·a_1_1·a_7_12·a_7_13
  311. a_22_41·a_7_13 − a_16_27·a_13_26 − a_12_14·a_17_39 − b_6_10·a_3_8·a_7_12·a_13_27
       − b_6_103·a_1_2·a_3_8·a_7_12 + b_2_53·a_3_8·a_7_12·a_13_27
       − b_2_54·a_1_1·a_7_12·a_13_27 − b_2_54·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_56·a_1_1·a_3_8·a_13_27 + b_2_57·a_1_1·a_7_12·a_7_13
       + b_2_59·a_1_1·a_3_8·a_7_13 + c_18_43·a_1_1·a_3_8·a_7_13
  312. a_22_41·a_7_11 + a_12_14·a_17_39 + b_6_102·a_3_8·a_7_12·a_7_13
       + b_6_103·a_1_2·a_3_8·a_7_12 − b_2_53·a_3_8·a_7_12·a_13_27
       + b_2_54·a_1_1·a_7_12·a_13_27 + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_56·a_1_1·a_3_8·a_13_27 + b_2_59·a_1_1·a_3_8·a_7_13
  313. a_22_41·a_7_12 − a_16_27·a_13_26 + a_12_14·a_17_39 − b_6_10·a_3_8·a_7_12·a_13_27
       + b_6_102·a_3_8·a_7_12·a_7_13 + b_2_5·b_6_10·a_1_1·a_7_12·a_13_27
       + b_2_53·a_3_8·a_7_12·a_13_27 − b_2_54·a_1_1·a_7_12·a_13_27
       + b_2_54·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_59·a_1_1·a_3_8·a_7_13
       + c_18_43·a_1_1·a_3_8·a_7_13
  314.  − b_14_29·a_16_27 − a_13_27·a_17_40 + a_13_27·a_17_39 + a_13_26·a_17_40 + a_13_26·a_17_39
       + b_6_10·a_7_12·a_17_40 + b_6_102·a_7_12·a_11_23 + b_6_102·a_1_1·a_17_40
       − b_6_103·a_5_9·a_7_12 + b_6_103·a_1_1·a_11_23 − b_6_104·a_1_1·a_5_9
       − b_2_5·b_6_102·a_3_8·a_13_27 − b_2_53·a_7_12·a_17_40
       + b_2_53·b_8_17·a_3_8·a_13_27 − b_2_54·b_6_10·a_3_8·a_13_27
       − b_2_54·b_6_102·a_3_8·a_7_12 − b_2_55·a_7_12·a_13_27
       − b_2_55·b_6_10·a_7_12·a_7_13 + b_2_56·b_8_17·a_3_8·a_7_12
       − b_2_57·b_6_10·a_3_8·a_7_12 + b_2_58·a_7_12·a_7_13 − b_2_58·a_1_1·a_13_27
       + b_2_58·b_6_10·a_1_1·a_7_13 − b_2_511·a_1_1·a_7_13 − b_2_511·a_1_1·a_7_12
       + b_2_513·a_1_1·a_3_8 − b_2_27·b_2_3·a_1_1·a_13_27 + b_2_28·a_1_1·a_13_27
       + b_2_28·a_1_0·a_13_27 − b_2_210·b_2_3·a_1_1·a_7_13 − b_2_211·a_1_1·a_7_13
       + b_2_211·a_1_0·a_7_13 − b_2_213·b_2_3·a_1_1·a_1_2 + b_2_52·c_18_43·a_1_1·a_7_13
       + b_2_2·b_2_3·c_18_43·a_1_1·a_7_13 − b_2_22·c_18_43·a_1_1·a_7_13
  315. b_14_29·a_16_27 − a_13_27·a_17_40 + a_13_27·a_17_39 + a_13_26·a_17_40
       + b_6_10·a_7_12·a_17_40 + b_6_102·a_1_1·a_17_40 + b_6_103·a_5_9·a_7_12
       + b_6_104·a_1_1·a_5_9 + b_2_5·b_8_17·a_7_12·a_13_27 − b_2_52·b_6_102·a_1_1·a_13_27
       + b_2_52·b_6_103·a_1_1·a_7_12 − b_2_53·a_7_12·a_17_40
       − b_2_53·b_6_10·a_1_1·a_17_40 + b_2_53·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_54·b_6_10·a_3_8·a_13_27 − b_2_54·b_6_102·a_3_8·a_7_12
       + b_2_55·a_7_12·a_13_27 − b_2_55·b_6_10·a_7_12·a_7_13
       − b_2_55·b_6_102·a_1_1·a_7_12 − b_2_57·a_3_8·a_13_27 − b_2_58·a_1_1·a_13_27
       − b_2_58·b_6_10·a_1_1·a_7_13 − b_2_510·a_3_8·a_7_12 − b_2_511·a_1_1·a_7_13
       + b_2_511·a_1_1·a_7_12 − b_2_513·a_1_1·a_3_8 + b_2_28·a_1_1·a_13_27
       + b_2_28·a_1_0·a_13_27 + b_2_211·a_1_1·a_7_13 + b_2_211·a_1_0·a_7_13
       − b_2_213·b_2_3·a_1_1·a_1_2 + b_2_214·a_1_1·a_1_2 − b_2_22·c_18_43·a_1_1·a_7_13
       + b_2_24·b_2_3·c_18_43·a_1_1·a_1_2
  316. b_14_31·a_16_27 − a_13_27·a_17_40 + a_13_27·a_17_39 + b_6_102·a_7_12·a_11_23
       − b_6_102·a_1_1·a_17_40 + b_6_103·a_5_9·a_7_12 − b_6_103·a_1_1·a_11_23
       + b_6_104·a_1_1·a_5_9 + b_2_5·b_8_17·a_7_12·a_13_27 + b_2_5·b_6_102·a_3_8·a_13_27
       + b_2_5·b_6_103·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_13_27
       − b_2_53·a_7_12·a_17_40 − b_2_53·b_8_17·a_3_8·a_13_27
       − b_2_53·b_6_10·b_8_17·a_3_8·a_7_12 − b_2_54·b_6_102·a_3_8·a_7_12
       − b_2_55·b_6_10·a_1_1·a_13_27 + b_2_55·b_6_102·a_1_1·a_7_12
       + b_2_56·a_1_1·a_17_40 − b_2_56·b_8_17·a_3_8·a_7_12 − b_2_57·a_3_8·a_13_27
       − b_2_58·a_1_1·a_13_27 − b_2_58·b_6_10·a_1_1·a_7_12 + b_2_510·a_3_8·a_7_12
       + b_2_511·a_1_1·a_7_13 + b_2_511·a_1_1·a_7_12 + b_2_513·a_1_1·a_3_8
       + b_2_27·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_1·a_13_27 − b_2_28·a_1_0·a_13_27
       + b_2_210·b_2_3·a_1_1·a_7_13 + b_2_211·a_1_1·a_7_13 − b_2_211·a_1_0·a_7_13
       + b_2_54·c_18_43·a_1_1·a_3_8 + b_2_2·b_2_3·c_18_43·a_1_1·a_7_13
       − b_2_22·c_18_43·a_1_1·a_7_13 − b_2_22·c_18_43·a_1_0·a_7_13
       + b_2_25·c_18_43·a_1_1·a_1_2
  317. b_14_31·a_16_27 − b_14_29·a_16_27 + a_13_27·a_17_40 − a_13_27·a_17_39 + a_13_26·a_17_40
       + b_6_10·a_7_12·a_17_40 + b_6_102·a_7_12·a_11_23 − b_6_103·a_5_9·a_7_12
       − b_6_103·a_1_1·a_11_23 − b_6_104·a_1_1·a_5_9 − b_2_5·b_8_17·a_7_12·a_13_27
       + b_2_5·b_6_102·a_3_8·a_13_27 + b_2_5·b_6_103·a_3_8·a_7_12
       − b_2_52·b_6_10·a_7_12·a_13_27 − b_2_52·b_6_102·a_1_1·a_13_27
       + b_2_52·b_6_103·a_1_1·a_7_12 + b_2_53·a_7_12·a_17_40
       + b_2_53·b_8_17·a_3_8·a_13_27 − b_2_53·b_6_10·a_1_1·a_17_40
       − b_2_53·b_6_10·b_8_17·a_3_8·a_7_12 + b_2_54·b_6_10·a_3_8·a_13_27
       − b_2_54·b_6_102·a_3_8·a_7_12 + b_2_55·a_7_12·a_13_27
       − b_2_55·b_6_10·a_1_1·a_13_27 − b_2_55·b_6_102·a_1_1·a_7_12
       + b_2_56·b_8_17·a_3_8·a_7_12 − b_2_57·a_3_8·a_13_27 − b_2_57·b_6_10·a_3_8·a_7_12
       + b_2_58·a_7_12·a_7_13 + b_2_58·a_1_1·a_13_27 + b_2_58·b_6_10·a_1_1·a_7_13
       + b_2_58·b_6_10·a_1_1·a_7_12 + b_2_511·a_1_1·a_7_13 + b_2_511·a_1_1·a_7_12
       − b_2_513·a_1_1·a_3_8 + b_2_27·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_1·a_13_27
       + b_2_28·a_1_0·a_13_27 − b_2_211·a_1_1·a_7_13 + b_2_213·b_2_3·a_1_1·a_1_2
       − b_2_214·a_1_1·a_1_2 + b_2_54·c_18_43·a_1_1·a_3_8
       − b_2_2·b_2_3·c_18_43·a_1_1·a_7_13 − b_2_22·c_18_43·a_1_1·a_7_13
       + b_2_25·c_18_43·a_1_0·a_1_2
  318. b_14_29·a_16_27 − a_13_27·a_17_40 − a_13_26·a_17_39 + b_6_10·a_7_12·a_17_40
       + b_6_102·a_7_12·a_11_23 − b_6_102·a_1_1·a_17_40 + b_6_102·b_8_17·a_3_8·a_7_12
       + b_6_103·a_5_9·a_7_12 + b_6_103·a_1_1·a_11_23 + b_2_5·b_8_17·a_7_12·a_13_27
       + b_2_5·b_6_103·a_3_8·a_7_12 − b_2_52·b_6_10·a_7_12·a_13_27
       − b_2_52·b_6_102·a_1_1·a_13_27 − b_2_52·b_6_103·a_1_1·a_7_12
       + b_2_53·b_6_10·a_1_1·a_17_40 − b_2_53·b_6_10·b_8_17·a_3_8·a_7_12
       − b_2_54·b_6_10·a_3_8·a_13_27 − b_2_54·b_6_102·a_3_8·a_7_12
       − b_2_55·a_7_12·a_13_27 − b_2_55·b_6_10·a_1_1·a_13_27 − b_2_56·a_1_1·a_17_40
       + b_2_57·a_3_8·a_13_27 + b_2_57·b_6_10·a_3_8·a_7_12 + b_2_58·a_1_1·a_13_27
       + b_2_58·b_6_10·a_1_1·a_7_12 − b_2_510·a_3_8·a_7_13 + b_2_510·a_3_8·a_7_12
       − b_2_511·a_1_1·a_7_13 + b_2_511·a_1_1·a_7_12 − b_2_27·b_2_3·a_1_1·a_13_27
       + b_2_28·a_1_1·a_13_27 + b_2_210·b_2_3·a_1_1·a_7_13 + b_2_213·b_2_3·a_1_1·a_1_2
       − b_2_5·c_18_43·a_3_8·a_7_13 + b_2_5·c_18_43·a_3_8·a_7_12
       + b_2_54·c_18_43·a_1_1·a_3_8 + b_2_2·b_2_3·c_18_43·a_1_1·a_7_13
       + b_2_22·c_18_43·a_1_1·a_7_13 + b_2_22·c_18_43·a_1_0·a_7_13
  319.  − a_13_27·a_17_40 + a_13_27·a_17_39 + a_13_26·a_17_39 + b_6_102·a_7_12·a_11_23
       + b_6_103·a_5_9·a_7_12 + b_6_103·a_1_1·a_11_23 + b_2_5·b_8_17·a_7_12·a_13_27
       + b_2_52·b_6_102·a_1_1·a_13_27 − b_2_52·b_6_103·a_1_1·a_7_12
       + b_2_53·b_8_17·a_3_8·a_13_27 + b_2_53·b_6_10·a_1_1·a_17_40
       − b_2_54·b_6_102·a_3_8·a_7_12 − b_2_55·a_7_12·a_13_27
       − b_2_55·b_6_10·a_7_12·a_7_13 + b_2_55·b_6_10·a_1_1·a_13_27
       − b_2_55·b_6_102·a_1_1·a_7_12 − b_2_56·a_1_1·a_17_40 − b_2_57·a_3_8·a_13_27
       + b_2_57·b_6_10·a_3_8·a_7_12 + b_2_58·a_1_1·a_13_27 − b_2_58·b_6_10·a_1_1·a_7_13
       + b_2_58·b_6_10·a_1_1·a_7_12 − b_2_511·a_1_1·a_7_13 + b_2_511·a_1_1·a_7_12
       + b_2_27·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_0·a_13_27 − b_2_210·b_2_3·a_1_1·a_7_13
       − b_2_211·a_1_0·a_7_13 + b_2_213·b_2_3·a_1_1·a_1_2 + b_2_214·a_1_1·a_1_2
       + b_2_52·c_18_43·a_1_1·a_7_12 − b_2_54·c_18_43·a_1_1·a_3_8
       + b_2_2·b_2_3·c_18_43·a_1_1·a_7_13 + b_2_22·c_18_43·a_1_1·a_7_13
       − b_2_22·c_18_43·a_1_0·a_7_13
  320. a_12_14·a_18_28
  321.  − b_14_31·a_16_27 + b_8_17·a_22_41 + a_13_27·a_17_40 + a_13_27·a_17_39 − a_13_26·a_17_40
       − b_6_10·a_7_12·a_17_40 − b_6_102·a_1_1·a_17_40 + b_6_102·b_8_17·a_3_8·a_7_12
       − b_6_103·a_5_9·a_7_12 − b_6_103·a_1_1·a_11_23 − b_6_104·a_1_1·a_5_9
       − b_2_5·b_8_17·a_7_12·a_13_27 − b_2_52·b_6_10·a_7_12·a_13_27
       + b_2_52·b_6_102·a_1_1·a_13_27 − b_2_53·a_7_12·a_17_40
       + b_2_53·b_6_10·a_1_1·a_17_40 + b_2_53·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_54·b_6_10·a_3_8·a_13_27 + b_2_54·b_6_102·a_3_8·a_7_12
       + b_2_55·a_7_12·a_13_27 + b_2_55·b_6_10·a_7_12·a_7_13 + b_2_56·a_1_1·a_17_40
       − b_2_57·b_6_10·a_3_8·a_7_12 − b_2_58·b_6_10·a_1_1·a_7_13
       + b_2_58·b_6_10·a_1_1·a_7_12 + b_2_510·a_3_8·a_7_13 + b_2_510·a_3_8·a_7_12
       − b_2_511·a_1_1·a_7_13 − b_2_513·a_1_1·a_3_8 − b_2_28·a_1_1·a_13_27
       − b_2_211·a_1_1·a_7_13 + b_2_213·b_2_3·a_1_1·a_1_2 + b_2_214·a_1_1·a_1_2
       − b_2_54·c_18_43·a_1_1·a_3_8 − b_2_2·b_2_3·c_18_43·a_1_1·a_7_13
       + b_2_22·c_18_43·a_1_1·a_7_13
  322. b_14_31·a_16_27 − b_14_29·a_16_27 + b_8_16·a_22_41 − a_13_27·a_17_40 + a_13_27·a_17_39
       + b_6_102·a_7_12·a_11_23 − b_6_102·a_1_1·a_17_40 + b_6_103·a_5_9·a_7_12
       − b_6_103·a_1_1·a_11_23 + b_6_104·a_1_1·a_5_9 + b_2_5·b_8_17·a_7_12·a_13_27
       + b_2_5·b_6_102·a_3_8·a_13_27 + b_2_5·b_6_103·a_3_8·a_7_12
       − b_2_52·b_6_10·a_7_12·a_13_27 − b_2_53·a_7_12·a_17_40
       + b_2_54·b_6_102·a_3_8·a_7_12 − b_2_55·b_6_10·a_7_12·a_7_13
       − b_2_55·b_6_10·a_1_1·a_13_27 − b_2_55·b_6_102·a_1_1·a_7_12
       − b_2_56·a_1_1·a_17_40 + b_2_57·a_3_8·a_13_27 + b_2_57·b_6_10·a_3_8·a_7_12
       − b_2_58·a_7_12·a_7_13 − b_2_58·a_1_1·a_13_27 + b_2_58·b_6_10·a_1_1·a_7_13
       + b_2_510·a_3_8·a_7_12 − b_2_511·a_1_1·a_7_12 − b_2_513·a_1_1·a_3_8
       − b_2_27·b_2_3·a_1_1·a_13_27 − b_2_28·a_1_0·a_13_27 + b_2_210·b_2_3·a_1_1·a_7_13
       − b_2_211·a_1_0·a_7_13 + b_2_213·b_2_3·a_1_1·a_1_2 − b_2_214·a_1_1·a_1_2
       + b_2_54·c_18_43·a_1_1·a_3_8 − b_2_22·c_18_43·a_1_1·a_7_13
  323. b_14_31·a_16_27 + b_14_29·a_16_27 + b_8_15·a_22_41 + a_13_27·a_17_40 − a_13_27·a_17_39
       − a_13_26·a_17_40 − b_6_10·a_7_12·a_17_40 + b_6_102·a_7_12·a_11_23
       + b_6_102·a_1_1·a_17_40 − b_6_103·a_1_1·a_11_23 + b_6_104·a_1_1·a_5_9
       − b_2_5·b_8_17·a_7_12·a_13_27 + b_2_5·b_6_103·a_3_8·a_7_12
       − b_2_52·b_6_102·a_1_1·a_13_27 − b_2_53·a_7_12·a_17_40
       + b_2_53·b_6_10·a_1_1·a_17_40 − b_2_53·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_55·a_7_12·a_13_27 + b_2_55·b_6_102·a_1_1·a_7_12 + b_2_56·a_1_1·a_17_40
       + b_2_57·a_3_8·a_13_27 + b_2_57·b_6_10·a_3_8·a_7_12 − b_2_58·a_7_12·a_7_13
       − b_2_58·a_1_1·a_13_27 − b_2_58·b_6_10·a_1_1·a_7_13 + b_2_58·b_6_10·a_1_1·a_7_12
       − b_2_510·a_3_8·a_7_13 + b_2_511·a_1_1·a_7_13 + b_2_511·a_1_1·a_7_12
       + b_2_513·a_1_1·a_3_8 + b_2_28·a_1_1·a_13_27 − b_2_28·a_1_0·a_13_27
       + b_2_210·b_2_3·a_1_1·a_7_13 − b_2_211·a_1_0·a_7_13 + b_2_214·a_1_1·a_1_2
       − b_2_54·c_18_43·a_1_1·a_3_8 − b_2_2·b_2_3·c_18_43·a_1_1·a_7_13
       − b_2_22·c_18_43·a_1_1·a_7_13 − b_2_22·c_18_43·a_1_0·a_7_13
  324.  − b_14_31·a_17_39 − b_14_29·a_17_39 − b_6_104·a_7_13 − b_6_105·a_1_2 − b_6_105·a_1_1
       + b_2_5·b_6_102·a_17_40 + b_2_5·b_6_103·b_8_17·a_3_8
       + b_2_52·b_6_10·b_8_17·a_13_27 − b_2_52·b_6_102·b_8_17·a_7_12
       − b_2_53·b_6_102·a_13_27 + b_2_53·b_6_103·a_7_12 + b_2_53·b_6_104·a_1_1
       + b_2_54·b_6_10·a_17_40 + b_2_54·b_6_10·a_17_39 − b_2_54·b_6_102·b_8_17·a_3_8
       − b_2_55·b_8_17·a_13_27 − b_2_56·b_6_102·a_7_12 − b_2_56·b_6_103·a_1_1
       + b_2_57·a_17_40 − b_2_57·b_6_10·b_8_17·a_3_8 + b_2_58·b_8_17·a_7_12
       + b_2_59·a_13_27 + b_2_59·b_6_10·a_7_13 + b_2_59·b_6_102·a_1_1
       + b_2_510·b_8_17·a_3_8 + b_2_511·b_6_10·a_3_8 − b_2_514·a_3_8
       − b_2_28·b_2_4·a_13_27 + b_2_28·b_2_3·a_13_27 + b_2_28·b_2_3·a_13_26
       + b_2_211·b_2_4·a_7_13 + b_2_211·b_2_3·a_7_13 + b_2_212·a_7_12 + b_2_212·a_7_11
       − b_2_214·b_2_3·a_1_2 + b_2_214·b_2_3·a_1_1 + b_2_5·b_6_10·a_3_8·a_7_12·a_13_27
       + b_2_52·b_6_10·a_1_1·a_7_12·a_13_27 + b_2_55·a_1_1·a_7_12·a_13_27
       + b_2_55·b_6_10·a_1_1·a_7_12·a_7_13 − b_2_58·a_1_1·a_7_12·a_7_13
       − b_2_510·a_1_1·a_3_8·a_7_13 + b_2_52·b_6_10·c_18_43·a_3_8 − b_2_55·c_18_43·a_3_8
       − b_2_22·b_2_4·c_18_43·a_7_13 + b_2_25·b_2_4·c_18_43·a_1_2
       − b_2_25·b_2_3·c_18_43·a_1_2 + b_2_25·b_2_3·c_18_43·a_1_1
  325. b_14_31·a_17_40 − b_14_31·a_17_39 + b_14_29·a_17_40 + b_14_29·a_17_39 − b_6_103·a_13_27
       + b_6_105·a_1_2 + b_2_5·b_6_102·a_17_40 + b_2_5·b_6_102·a_17_39
       − b_2_5·b_6_103·b_8_17·a_3_8 + b_2_52·b_6_102·b_8_17·a_7_12
       − b_2_53·b_6_102·a_13_27 + b_2_53·b_6_104·a_1_1 + b_2_54·b_6_10·a_17_40
       + b_2_54·b_6_10·a_17_39 + b_2_55·b_8_17·a_13_27 + b_2_55·b_6_10·b_8_17·a_7_12
       − b_2_56·b_6_10·a_13_27 − b_2_56·b_6_102·a_7_12 − b_2_56·b_6_103·a_1_1
       + b_2_57·a_17_40 − b_2_57·b_6_10·b_8_17·a_3_8 + b_2_59·a_13_27
       + b_2_59·b_6_10·a_7_13 + b_2_511·b_6_10·a_3_8 − b_2_512·a_7_12
       − b_2_512·b_6_10·a_1_1 + b_2_28·b_2_4·a_13_27 + b_2_28·b_2_4·a_13_26
       + b_2_28·b_2_3·a_13_27 − b_2_28·b_2_3·a_13_26 + b_2_29·a_13_27 + b_2_29·a_13_26
       + b_2_211·b_2_3·a_7_13 + b_2_211·b_2_3·a_7_12 + b_2_212·a_7_11
       − b_2_214·b_2_4·a_1_2 + b_2_214·b_2_3·a_1_2 + b_6_10·a_1_1·a_7_12·a_17_40
       − b_6_102·a_1_1·a_7_12·a_11_23 − b_2_5·b_6_10·a_3_8·a_7_12·a_13_27
       − b_2_52·b_6_10·a_1_1·a_7_12·a_13_27 − b_2_54·a_3_8·a_7_12·a_13_27
       − b_2_55·a_1_1·a_7_12·a_13_27 + b_2_55·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_58·a_1_1·a_7_12·a_7_13 − b_2_510·a_1_1·a_3_8·a_7_13
       + b_2_53·b_6_10·c_18_43·a_1_1 + b_2_55·c_18_43·a_3_8 − b_2_56·c_18_43·a_1_1
       − b_2_22·b_2_4·c_18_43·a_7_13 + b_2_23·c_18_43·a_7_13 + b_2_23·c_18_43·a_7_11
       − b_2_25·b_2_4·c_18_43·a_1_2 + b_2_25·b_2_3·c_18_43·a_1_2
       − b_2_25·b_2_3·c_18_43·a_1_1 + b_2_26·c_18_43·a_1_2
       + b_2_5·c_18_43·a_1_1·a_3_8·a_7_13
  326. b_14_29·a_17_40 − b_2_53·b_6_102·a_13_27 + b_2_53·b_6_103·a_7_12
       − b_2_53·b_6_104·a_1_1 − b_2_54·b_6_10·a_17_40 − b_2_54·b_6_102·b_8_17·a_3_8
       − b_2_55·b_8_17·a_13_27 + b_2_55·b_6_103·a_3_8 − b_2_56·b_6_10·a_13_27
       − b_2_57·a_17_40 + b_2_58·b_6_102·a_3_8 − b_2_59·a_13_27 + b_2_59·b_6_10·a_7_12
       + b_2_512·a_7_12 + b_2_512·b_6_10·a_1_1 + b_2_28·b_2_3·a_13_26 + b_2_29·a_13_26
       − b_2_211·b_2_4·a_7_13 + b_2_211·b_2_3·a_7_13 − b_2_212·a_7_13 + b_2_212·a_7_12
       − b_2_212·a_7_11 − b_2_214·b_2_4·a_1_2 − b_2_214·b_2_3·a_1_2
       + b_6_10·a_1_1·a_7_12·a_17_40 + b_6_102·a_1_1·a_7_12·a_11_23
       − b_2_5·b_6_10·a_3_8·a_7_12·a_13_27 + b_2_52·b_6_10·a_1_1·a_7_12·a_13_27
       − b_2_57·a_1_1·a_3_8·a_13_27 − b_2_58·a_1_1·a_7_12·a_7_13 − b_2_55·c_18_43·a_3_8
       + b_2_56·c_18_43·a_1_1 − b_2_22·b_2_4·c_18_43·a_7_13 − b_2_22·b_2_3·c_18_43·a_7_13
       + b_2_22·b_2_3·c_18_43·a_7_12 − b_2_23·c_18_43·a_7_13 − b_2_23·c_18_43·a_7_11
       − b_2_25·b_2_4·c_18_43·a_1_2 + b_2_25·b_2_3·c_18_43·a_1_2 + b_2_26·c_18_43·a_1_2
       − b_2_26·c_18_43·a_1_1 − b_2_26·c_18_43·a_1_0 − b_2_5·c_18_43·a_1_1·a_3_8·a_7_13
  327.  − b_14_29·a_17_40 + b_14_29·a_17_39 + b_2_53·b_6_102·a_13_27 + b_2_54·b_6_10·a_17_40
       + b_2_54·b_6_102·b_8_17·a_3_8 − b_2_55·b_6_10·b_8_17·a_7_12
       − b_2_56·b_6_10·a_13_27 − b_2_56·b_6_102·a_7_12 − b_2_57·a_17_39
       + b_2_57·b_6_10·b_8_17·a_3_8 − b_2_58·b_8_17·a_7_12 − b_2_58·b_6_102·a_3_8
       − b_2_59·a_13_27 + b_2_59·b_6_10·a_7_12 + b_2_59·b_6_102·a_1_1
       + b_2_510·b_8_17·a_3_8 − b_2_511·b_6_10·a_3_8 − b_2_512·a_7_13 − b_2_512·a_7_12
       − b_2_514·a_3_8 − b_2_28·b_2_4·a_13_27 − b_2_28·b_2_4·a_13_26
       + b_2_28·b_2_3·a_13_27 − b_2_29·a_13_27 + b_2_29·a_13_26 + b_2_212·a_7_13
       + b_2_212·a_7_11 + b_2_214·b_2_4·a_1_2 + b_2_215·a_1_1 + b_6_10·a_1_1·a_7_12·a_17_40
       + b_6_102·a_1_1·a_7_12·a_11_23 + b_6_103·a_1_1·a_5_9·a_7_12
       + b_2_54·a_3_8·a_7_12·a_13_27 − b_2_55·a_1_1·a_7_12·a_13_27
       + b_2_57·a_1_1·a_3_8·a_13_27 − b_2_58·a_1_1·a_7_12·a_7_13
       + b_2_510·a_1_1·a_3_8·a_7_13 − b_2_56·c_18_43·a_1_1 − b_2_22·b_2_4·c_18_43·a_7_13
       + b_2_23·c_18_43·a_7_12 + b_2_23·c_18_43·a_7_11 + b_2_25·b_2_4·c_18_43·a_1_2
       + b_2_25·b_2_3·c_18_43·a_1_2 + b_2_25·b_2_3·c_18_43·a_1_1 + b_2_26·c_18_43·a_1_2
       + b_2_26·c_18_43·a_1_1 + b_2_26·c_18_43·a_1_0
  328. a_18_28·a_13_26 − b_6_102·a_1_1·a_7_12·a_11_23 + b_2_5·b_6_10·a_3_8·a_7_12·a_13_27
       − b_2_52·b_6_10·a_1_1·a_7_12·a_13_27 − b_2_53·a_1_1·a_7_12·a_17_40
       + b_2_54·a_3_8·a_7_12·a_13_27 − b_2_55·a_1_1·a_7_12·a_13_27
       + b_2_55·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_57·a_1_1·a_3_8·a_13_27
       − c_18_43·a_1_1·a_5_9·a_7_12
  329. a_18_28·a_13_27 + b_6_103·a_1_1·a_5_9·a_7_12 + b_2_5·b_6_10·a_3_8·a_7_12·a_13_27
       + b_2_52·b_6_10·a_1_1·a_7_12·a_13_27 − b_2_53·a_1_1·a_7_12·a_17_40
       + b_2_54·a_3_8·a_7_12·a_13_27 + b_2_55·a_1_1·a_7_12·a_13_27
       + b_2_57·a_1_1·a_3_8·a_13_27 − b_2_510·a_1_1·a_3_8·a_7_13
       + b_2_5·c_18_43·a_1_1·a_3_8·a_7_13
  330. a_16_272
  331. b_14_31·a_18_28 − b_6_102·a_7_12·a_13_27 − b_6_103·a_1_1·a_13_27
       + b_6_104·a_1_2·a_7_12 + b_6_104·a_1_1·a_7_13 − b_6_104·a_1_1·a_7_12
       − b_6_105·a_1_1·a_1_2 + b_2_5·b_6_10·a_7_12·a_17_40 + b_2_5·b_6_102·a_1_1·a_17_40
       + b_2_52·b_8_17·a_7_12·a_13_27 + b_2_52·b_6_103·a_3_8·a_7_12
       − b_2_53·b_6_10·a_7_12·a_13_27 + b_2_54·a_7_12·a_17_40
       − b_2_54·b_6_10·b_8_17·a_3_8·a_7_12 + b_2_55·b_6_10·a_3_8·a_13_27
       + b_2_56·a_7_12·a_13_27 + b_2_56·b_6_10·a_7_12·a_7_13
       − b_2_56·b_6_10·a_1_1·a_13_27 − b_2_56·b_6_102·a_1_1·a_7_12
       − b_2_57·a_1_1·a_17_40 + b_2_57·b_8_17·a_3_8·a_7_12 − b_2_58·a_3_8·a_13_27
       + b_2_58·b_6_10·a_3_8·a_7_12 − b_2_511·a_3_8·a_7_13 + b_2_512·a_1_1·a_7_13
       − b_2_512·a_1_1·a_7_12 − b_2_514·a_1_1·a_3_8 − b_2_28·b_2_3·a_1_1·a_13_27
       + b_2_29·a_1_1·a_13_27 + b_2_211·b_2_3·a_1_1·a_7_13 − b_2_212·a_1_0·a_7_13
       + b_6_102·c_18_43·a_1_1·a_1_2 − b_2_53·c_18_43·a_1_1·a_7_13
       + b_2_53·c_18_43·a_1_1·a_7_12 − b_2_55·c_18_43·a_1_1·a_3_8
       − b_2_23·c_18_43·a_1_0·a_7_13 − b_2_25·b_2_3·c_18_43·a_1_1·a_1_2
       + b_2_26·c_18_43·a_1_1·a_1_2 + b_2_26·c_18_43·a_1_0·a_1_2
  332. b_14_29·a_18_28 − b_2_53·b_6_10·a_7_12·a_13_27 − b_2_53·b_6_102·a_1_1·a_13_27
       − b_2_54·a_7_12·a_17_40 + b_2_54·b_8_17·a_3_8·a_13_27
       − b_2_54·b_6_10·a_1_1·a_17_40 − b_2_54·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_56·a_7_12·a_13_27 − b_2_56·b_6_10·a_7_12·a_7_13
       − b_2_56·b_6_10·a_1_1·a_13_27 − b_2_57·a_1_1·a_17_40 + b_2_58·a_3_8·a_13_27
       − b_2_58·b_6_10·a_3_8·a_7_12 − b_2_59·b_6_10·a_1_1·a_7_13
       + b_2_59·b_6_10·a_1_1·a_7_12 + b_2_512·a_1_1·a_7_13 + b_2_512·a_1_1·a_7_12
       − b_2_28·b_2_3·a_1_1·a_13_27 + b_2_29·a_1_1·a_13_27 + b_2_212·a_1_1·a_7_13
       + b_2_212·a_1_0·a_7_13 + b_2_215·a_1_1·a_1_2 − b_2_55·c_18_43·a_1_1·a_3_8
       + b_2_23·c_18_43·a_1_0·a_7_13 + b_2_25·b_2_3·c_18_43·a_1_1·a_1_2
       − b_2_26·c_18_43·a_1_1·a_1_2 − b_2_26·c_18_43·a_1_0·a_1_2
  333. a_10_13·a_22_41
  334. a_16_27·a_17_39 + b_6_102·a_1_1·a_7_12·a_13_27 + b_6_103·a_1_1·a_7_12·a_7_13
       + b_6_104·a_1_1·a_1_2·a_7_12 + b_2_5·b_6_10·a_1_1·a_7_12·a_17_40
       + b_2_52·b_6_10·a_3_8·a_7_12·a_13_27 + b_2_53·b_6_10·a_1_1·a_7_12·a_13_27
       + b_2_54·a_1_1·a_7_12·a_17_40 − b_2_56·a_1_1·a_7_12·a_13_27
       + b_2_56·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_58·a_1_1·a_3_8·a_13_27
       − b_2_511·a_1_1·a_3_8·a_7_13
  335. a_16_27·a_17_40 − a_16_27·a_17_39 + b_6_102·a_1_1·a_7_12·a_13_27
       + b_6_103·a_1_1·a_7_12·a_7_13 − b_6_104·a_1_1·a_1_2·a_7_12
       − b_2_53·b_6_10·a_1_1·a_7_12·a_13_27 + b_2_54·a_1_1·a_7_12·a_17_40
       + b_2_55·a_3_8·a_7_12·a_13_27 − b_2_56·a_1_1·a_7_12·a_13_27
       − b_2_56·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_59·a_1_1·a_7_12·a_7_13
       − b_2_511·a_1_1·a_3_8·a_7_13 + b_2_52·c_18_43·a_1_1·a_3_8·a_7_13
  336. a_22_41·a_11_23 − a_16_27·a_17_40 + b_6_103·a_1_1·a_7_12·a_7_13
       + b_6_104·a_1_1·a_1_2·a_7_12 − b_2_53·b_6_10·a_1_1·a_7_12·a_13_27
       + b_2_54·a_1_1·a_7_12·a_17_40 + b_2_55·a_3_8·a_7_12·a_13_27
       + b_2_56·a_1_1·a_7_12·a_13_27 + b_2_56·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_59·a_1_1·a_7_12·a_7_13 + b_2_511·a_1_1·a_3_8·a_7_13
  337.  − a_17_39·a_17_40 + b_6_10·b_8_17·a_7_12·a_13_27 + b_6_103·a_3_8·a_13_27
       + b_6_103·b_8_17·a_1_2·a_7_12 + b_6_104·a_3_8·a_7_13 − b_6_104·a_3_8·a_7_12
       + b_2_5·b_6_102·a_7_12·a_13_27 + b_2_5·b_6_103·a_1_1·a_13_27
       + b_2_53·b_8_17·a_7_12·a_13_27 + b_2_53·b_6_102·a_3_8·a_13_27
       − b_2_53·b_6_103·a_3_8·a_7_12 − b_2_54·b_6_10·a_7_12·a_13_27
       + b_2_54·b_6_102·a_1_1·a_13_27 − b_2_55·a_7_12·a_17_40
       + b_2_55·b_8_17·a_3_8·a_13_27 − b_2_55·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_57·a_7_12·a_13_27 − b_2_57·b_6_10·a_7_12·a_7_13 − b_2_58·a_1_1·a_17_40
       + b_2_58·b_8_17·a_3_8·a_7_12 − b_2_59·a_3_8·a_13_27 + b_2_59·b_6_10·a_3_8·a_7_12
       − b_2_510·a_7_12·a_7_13 − b_2_510·a_1_1·a_13_27 + b_2_510·b_6_10·a_1_1·a_7_13
       − b_2_510·b_6_10·a_1_1·a_7_12 − b_2_512·a_3_8·a_7_12 − b_2_513·a_1_1·a_7_12
       − b_2_515·a_1_1·a_3_8 + b_2_29·b_2_3·a_1_1·a_13_27 + b_2_210·a_1_1·a_13_27
       − b_2_210·a_1_0·a_13_27 + b_2_212·b_2_3·a_1_1·a_7_13 − b_2_213·a_1_1·a_7_13
       + b_2_213·a_1_0·a_7_13 − b_2_215·b_2_3·a_1_1·a_1_2 − b_2_216·a_1_1·a_1_2
       − b_2_5·b_6_10·c_18_43·a_1_1·a_7_13 + b_2_5·b_6_10·c_18_43·a_1_1·a_7_12
       − b_2_53·c_18_43·a_3_8·a_7_12 − b_2_56·c_18_43·a_1_1·a_3_8
       + b_2_23·b_2_3·c_18_43·a_1_1·a_7_13 + b_2_24·c_18_43·a_1_1·a_7_13
       + b_2_26·b_2_3·c_18_43·a_1_1·a_1_2 + b_2_27·c_18_43·a_1_1·a_1_2
       + b_2_27·c_18_43·a_1_0·a_1_2
  338. a_16_27·a_18_28
  339. a_12_14·a_22_41
  340. a_18_28·a_17_40 + b_6_102·a_3_8·a_7_12·a_13_27 + b_6_104·a_1_2·a_3_8·a_7_12
       + b_2_5·b_6_102·a_1_1·a_7_12·a_13_27 − b_2_52·b_6_10·a_1_1·a_7_12·a_17_40
       − b_2_57·a_1_1·a_7_12·a_13_27 − b_2_57·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_59·a_1_1·a_3_8·a_13_27 + b_2_510·a_1_1·a_7_12·a_7_13
       + b_2_512·a_1_1·a_3_8·a_7_13 + b_6_10·c_18_43·a_1_2·a_3_8·a_7_12
       + b_2_5·c_18_43·a_1_1·a_7_12·a_7_13 − b_2_53·c_18_43·a_1_1·a_3_8·a_7_13
  341. a_18_28·a_17_39 + b_6_102·a_3_8·a_7_12·a_13_27
       − b_2_5·b_6_102·a_1_1·a_7_12·a_13_27 + b_2_52·b_6_10·a_1_1·a_7_12·a_17_40
       + b_2_55·a_1_1·a_7_12·a_17_40 + b_2_57·a_1_1·a_7_12·a_13_27
       + b_2_57·b_6_10·a_1_1·a_7_12·a_7_13 + b_2_510·a_1_1·a_7_12·a_7_13
       − b_2_512·a_1_1·a_3_8·a_7_13 + b_6_10·c_18_43·a_1_2·a_3_8·a_7_12
       + b_2_5·c_18_43·a_1_1·a_7_12·a_7_13
  342. a_22_41·a_13_26 + b_6_102·a_3_8·a_7_12·a_13_27 − b_6_103·a_3_8·a_7_12·a_7_13
       + b_6_104·a_1_2·a_3_8·a_7_12 + b_2_5·b_6_102·a_1_1·a_7_12·a_13_27
       − b_2_53·b_6_10·a_3_8·a_7_12·a_13_27 + b_2_55·a_1_1·a_7_12·a_17_40
       − b_2_56·a_3_8·a_7_12·a_13_27 + b_2_57·a_1_1·a_7_12·a_13_27
       + b_2_59·a_1_1·a_3_8·a_13_27 − b_2_510·a_1_1·a_7_12·a_7_13
       − b_2_5·c_18_43·a_1_1·a_7_12·a_7_13 + b_2_53·c_18_43·a_1_1·a_3_8·a_7_13
  343. a_22_41·a_13_27 − b_6_103·a_3_8·a_7_12·a_7_13 + b_6_104·a_1_2·a_3_8·a_7_12
       − b_2_52·b_6_10·a_1_1·a_7_12·a_17_40 − b_2_53·b_6_10·a_3_8·a_7_12·a_13_27
       + b_2_54·b_6_10·a_1_1·a_7_12·a_13_27 − b_2_55·a_1_1·a_7_12·a_17_40
       − b_2_57·a_1_1·a_7_12·a_13_27 − b_2_57·b_6_10·a_1_1·a_7_12·a_7_13
       + b_2_59·a_1_1·a_3_8·a_13_27 + b_2_510·a_1_1·a_7_12·a_7_13
       + b_2_512·a_1_1·a_3_8·a_7_13
  344. a_18_282
  345. b_14_31·a_22_41 − b_6_102·a_7_12·a_17_40 − b_6_103·a_7_12·a_11_23
       − b_6_104·a_5_9·a_7_12 − b_6_104·a_1_1·a_11_23 − b_2_5·b_6_103·a_3_8·a_13_27
       + b_2_52·b_6_102·a_7_12·a_13_27 − b_2_52·b_6_103·a_1_1·a_13_27
       − b_2_52·b_6_104·a_1_1·a_7_12 − b_2_53·b_6_102·a_1_1·a_17_40
       − b_2_53·b_6_102·b_8_17·a_3_8·a_7_12 + b_2_54·b_6_103·a_3_8·a_7_12
       + b_2_55·b_6_102·a_1_1·a_13_27 + b_2_56·b_8_17·a_3_8·a_13_27
       + b_2_56·b_6_10·a_1_1·a_17_40 − b_2_56·b_6_10·b_8_17·a_3_8·a_7_12
       + b_2_57·b_6_10·a_3_8·a_13_27 + b_2_57·b_6_102·a_3_8·a_7_12
       − b_2_58·b_6_10·a_1_1·a_13_27 + b_2_58·b_6_102·a_1_1·a_7_12
       − b_2_59·a_1_1·a_17_40 − b_2_510·a_3_8·a_13_27 + b_2_511·a_7_12·a_7_13
       + b_2_511·a_1_1·a_13_27 + b_2_511·b_6_10·a_1_1·a_7_13 + b_2_513·a_3_8·a_7_13
       − b_2_513·a_3_8·a_7_12 − b_2_514·a_1_1·a_7_13 + b_2_514·a_1_1·a_7_12
       + b_2_213·b_2_3·a_1_1·a_7_13 − b_2_214·a_1_1·a_7_13 − b_2_214·a_1_0·a_7_13
       + b_2_216·b_2_3·a_1_1·a_1_2 + b_2_217·a_1_1·a_1_2 + b_2_52·c_18_43·a_7_12·a_7_13
       − b_2_52·c_18_43·a_1_1·a_13_27 + b_2_52·b_6_10·c_18_43·a_1_1·a_7_13
       + b_2_52·b_6_10·c_18_43·a_1_1·a_7_12 − b_2_54·c_18_43·a_3_8·a_7_12
       − b_2_55·c_18_43·a_1_1·a_7_13 − b_2_57·c_18_43·a_1_1·a_3_8
       + b_2_22·c_18_43·a_1_1·a_13_27 + b_2_22·c_18_43·a_1_0·a_13_27
       − b_2_25·c_18_43·a_1_1·a_7_13 − b_2_28·c_18_43·a_1_1·a_1_2
       + b_2_28·c_18_43·a_1_0·a_1_2
  346. b_14_29·a_22_41 − b_2_53·b_6_10·a_7_12·a_17_40
       − b_2_53·b_6_102·b_8_17·a_3_8·a_7_12 − b_2_54·b_8_17·a_7_12·a_13_27
       − b_2_54·b_6_102·a_3_8·a_13_27 + b_2_55·b_6_102·a_1_1·a_13_27
       − b_2_55·b_6_103·a_1_1·a_7_12 − b_2_56·a_7_12·a_17_40
       − b_2_56·b_8_17·a_3_8·a_13_27 + b_2_56·b_6_10·a_1_1·a_17_40
       − b_2_56·b_6_10·b_8_17·a_3_8·a_7_12 − b_2_57·b_6_10·a_3_8·a_13_27
       − b_2_57·b_6_102·a_3_8·a_7_12 − b_2_58·a_7_12·a_13_27
       + b_2_58·b_6_10·a_7_12·a_7_13 − b_2_58·b_6_10·a_1_1·a_13_27
       − b_2_58·b_6_102·a_1_1·a_7_12 − b_2_59·a_1_1·a_17_40 + b_2_59·b_8_17·a_3_8·a_7_12
       + b_2_510·a_3_8·a_13_27 − b_2_510·b_6_10·a_3_8·a_7_12
       − b_2_511·b_6_10·a_1_1·a_7_12 + b_2_513·a_3_8·a_7_13 − b_2_513·a_3_8·a_7_12
       + b_2_514·a_1_1·a_7_13 + b_2_514·a_1_1·a_7_12 − b_2_214·a_1_1·a_7_13
       + b_2_214·a_1_0·a_7_13 + b_2_217·a_1_1·a_1_2 + b_2_54·c_18_43·a_3_8·a_7_13
       − b_2_54·c_18_43·a_3_8·a_7_12 + b_2_55·c_18_43·a_1_1·a_7_13
       + b_2_55·c_18_43·a_1_1·a_7_12 − b_2_57·c_18_43·a_1_1·a_3_8
       + b_2_2·b_2_3·c_18_43·a_1_1·a_13_27 + b_2_22·c_18_43·a_1_1·a_13_27
       − b_2_22·c_18_43·a_1_0·a_13_27 − b_2_24·b_2_3·c_18_43·a_1_1·a_7_13
       + b_2_27·b_2_3·c_18_43·a_1_1·a_1_2 − b_2_28·c_18_43·a_1_1·a_1_2
       − b_2_28·c_18_43·a_1_0·a_1_2
  347. a_16_27·a_22_41
  348. a_22_41·a_17_40 + b_6_103·a_1_1·a_7_12·a_13_27 − b_6_104·a_1_1·a_7_12·a_7_13
       + b_6_105·a_1_1·a_1_2·a_7_12 − b_2_5·b_6_102·a_1_1·a_7_12·a_17_40
       + b_2_52·b_6_102·a_3_8·a_7_12·a_13_27 − b_2_54·b_6_10·a_1_1·a_7_12·a_17_40
       − b_2_56·b_6_10·a_1_1·a_7_12·a_13_27 + b_2_57·a_1_1·a_7_12·a_17_40
       − b_2_58·a_3_8·a_7_12·a_13_27 + b_2_59·b_6_10·a_1_1·a_7_12·a_7_13
       − b_2_52·c_18_43·a_1_1·a_3_8·a_13_27 − b_2_53·c_18_43·a_1_1·a_7_12·a_7_13
  349. a_22_41·a_17_39 + b_6_103·a_1_1·a_7_12·a_13_27 + b_6_104·a_1_1·a_7_12·a_7_13
       + b_6_105·a_1_1·a_1_2·a_7_12 − b_2_52·b_6_102·a_3_8·a_7_12·a_13_27
       + b_2_53·b_6_102·a_1_1·a_7_12·a_13_27 − b_2_54·b_6_10·a_1_1·a_7_12·a_17_40
       − b_2_55·b_6_10·a_3_8·a_7_12·a_13_27 + b_2_56·b_6_10·a_1_1·a_7_12·a_13_27
       + b_2_57·a_1_1·a_7_12·a_17_40 − b_2_58·a_3_8·a_7_12·a_13_27
       − b_2_511·a_1_1·a_3_8·a_13_27 + b_2_53·c_18_43·a_1_1·a_7_12·a_7_13
       − b_2_55·c_18_43·a_1_1·a_3_8·a_7_13
  350. a_18_28·a_22_41
  351. a_22_412


About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243

Data used for Benson′s test

  • Benson′s completion test succeeded in degree 44.
  • The completion test was perfect: It applied in the last degree in which a generator or relation was found.
  • The following is a filter regular homogeneous system of parameters:
    1. c_18_43, a Duflot regular element of degree 18
    2. b_6_102 + b_2_56 − b_2_25·b_2_4 + b_2_26, an element of degree 12
    3. b_2_5, an element of degree 2
  • The Raw Filter Degree Type of that HSOP is [-1, 11, 27, 29].
  • The filter degree type of any filter regular HSOP is [-1, -2, -3, -3].


About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243

Restriction maps

Restriction map to the greatest central el. ab. subgp., which is of rank 1

  1. a_1_00, an element of degree 1
  2. a_1_10, an element of degree 1
  3. a_1_20, an element of degree 1
  4. b_2_20, an element of degree 2
  5. b_2_30, an element of degree 2
  6. b_2_40, an element of degree 2
  7. b_2_50, an element of degree 2
  8. a_3_80, an element of degree 3
  9. a_5_90, an element of degree 5
  10. a_6_60, an element of degree 6
  11. b_6_100, an element of degree 6
  12. a_7_110, an element of degree 7
  13. a_7_120, an element of degree 7
  14. a_7_130, an element of degree 7
  15. b_8_150, an element of degree 8
  16. b_8_160, an element of degree 8
  17. b_8_170, an element of degree 8
  18. a_10_130, an element of degree 10
  19. a_11_230, an element of degree 11
  20. a_12_140, an element of degree 12
  21. a_13_260, an element of degree 13
  22. a_13_270, an element of degree 13
  23. b_14_290, an element of degree 14
  24. b_14_310, an element of degree 14
  25. a_16_270, an element of degree 16
  26. a_17_390, an element of degree 17
  27. a_17_400, an element of degree 17
  28. a_18_280, an element of degree 18
  29. c_18_43c_2_09, an element of degree 18
  30. a_22_410, an element of degree 22

Restriction map to a maximal el. ab. subgp. of rank 2

  1. a_1_0a_1_1, an element of degree 1
  2. a_1_10, an element of degree 1
  3. a_1_20, an element of degree 1
  4. b_2_2c_2_2, an element of degree 2
  5. b_2_30, an element of degree 2
  6. b_2_40, an element of degree 2
  7. b_2_50, an element of degree 2
  8. a_3_80, an element of degree 3
  9. a_5_90, an element of degree 5
  10. a_6_60, an element of degree 6
  11. b_6_100, an element of degree 6
  12. a_7_11 − c_2_1·c_2_22·a_1_1 + c_2_13·a_1_1, an element of degree 7
  13. a_7_12c_2_1·c_2_22·a_1_1 − c_2_13·a_1_1, an element of degree 7
  14. a_7_13c_2_1·c_2_22·a_1_1 − c_2_13·a_1_1, an element of degree 7
  15. b_8_15 − c_2_1·c_2_23 + c_2_13·c_2_2, an element of degree 8
  16. b_8_16c_2_1·c_2_23 − c_2_13·c_2_2, an element of degree 8
  17. b_8_17c_2_1·c_2_23 − c_2_13·c_2_2, an element of degree 8
  18. a_10_130, an element of degree 10
  19. a_11_230, an element of degree 11
  20. a_12_140, an element of degree 12
  21. a_13_26c_2_12·c_2_24·a_1_1 + c_2_14·c_2_22·a_1_1 + c_2_16·a_1_1, an element of degree 13
  22. a_13_27c_2_1·c_2_25·a_1_1 − c_2_12·c_2_24·a_1_1 − c_2_13·c_2_23·a_1_1
       − c_2_14·c_2_22·a_1_1 − c_2_16·a_1_1, an element of degree 13
  23. b_14_29c_2_12·c_2_25 + c_2_14·c_2_23 + c_2_16·c_2_2, an element of degree 14
  24. b_14_31 − c_2_12·c_2_25 − c_2_14·c_2_23 − c_2_16·c_2_2, an element of degree 14
  25. a_16_270, an element of degree 16
  26. a_17_390, an element of degree 17
  27. a_17_40 − c_2_1·c_2_27·a_1_1 + c_2_13·c_2_25·a_1_1, an element of degree 17
  28. a_18_280, an element of degree 18
  29. c_18_43c_2_1·c_2_28 + c_2_12·c_2_27 + c_2_13·c_2_26 + c_2_14·c_2_25
       + c_2_16·c_2_23 + c_2_19, an element of degree 18
  30. a_22_410, an element of degree 22

Restriction map to a maximal el. ab. subgp. of rank 2

  1. a_1_0a_1_1, an element of degree 1
  2. a_1_1 − a_1_1, an element of degree 1
  3. a_1_2a_1_1, an element of degree 1
  4. b_2_2c_2_2, an element of degree 2
  5. b_2_3 − c_2_2, an element of degree 2
  6. b_2_4c_2_2, an element of degree 2
  7. b_2_5 − c_2_2, an element of degree 2
  8. a_3_8c_2_2·a_1_1, an element of degree 3
  9. a_5_9c_2_22·a_1_1, an element of degree 5
  10. a_6_60, an element of degree 6
  11. b_6_100, an element of degree 6
  12. a_7_11c_2_23·a_1_1 − c_2_1·c_2_22·a_1_1 + c_2_13·a_1_1, an element of degree 7
  13. a_7_12c_2_23·a_1_1 − c_2_1·c_2_22·a_1_1 + c_2_13·a_1_1, an element of degree 7
  14. a_7_13c_2_23·a_1_1, an element of degree 7
  15. b_8_15 − c_2_24 − c_2_1·c_2_23 + c_2_13·c_2_2, an element of degree 8
  16. b_8_16 − c_2_1·c_2_23 + c_2_13·c_2_2, an element of degree 8
  17. b_8_17 − c_2_24 − c_2_1·c_2_23 + c_2_13·c_2_2, an element of degree 8
  18. a_10_130, an element of degree 10
  19. a_11_23 − c_2_1·c_2_24·a_1_1 + c_2_13·c_2_22·a_1_1, an element of degree 11
  20. a_12_140, an element of degree 12
  21. a_13_26c_2_26·a_1_1 − c_2_1·c_2_25·a_1_1 + c_2_12·c_2_24·a_1_1 + c_2_13·c_2_23·a_1_1
       + c_2_14·c_2_22·a_1_1 + c_2_16·a_1_1, an element of degree 13
  22. a_13_27c_2_26·a_1_1 + c_2_1·c_2_25·a_1_1 − c_2_13·c_2_23·a_1_1, an element of degree 13
  23. b_14_29c_2_12·c_2_25 + c_2_14·c_2_23 + c_2_16·c_2_2, an element of degree 14
  24. b_14_31c_2_27, an element of degree 14
  25. a_16_270, an element of degree 16
  26. a_17_390, an element of degree 17
  27. a_17_40 − c_2_28·a_1_1 − c_2_1·c_2_27·a_1_1 − c_2_12·c_2_26·a_1_1 + c_2_13·c_2_25·a_1_1
       − c_2_14·c_2_24·a_1_1 − c_2_16·c_2_22·a_1_1, an element of degree 17
  28. a_18_280, an element of degree 18
  29. c_18_43 − c_2_13·c_2_26 + c_2_19, an element of degree 18
  30. a_22_410, an element of degree 22

Restriction map to a maximal el. ab. subgp. of rank 2

  1. a_1_0a_1_1, an element of degree 1
  2. a_1_1a_1_1, an element of degree 1
  3. a_1_2 − a_1_1, an element of degree 1
  4. b_2_2c_2_2, an element of degree 2
  5. b_2_3c_2_2, an element of degree 2
  6. b_2_4c_2_2, an element of degree 2
  7. b_2_5c_2_2, an element of degree 2
  8. a_3_80, an element of degree 3
  9. a_5_9c_2_22·a_1_1, an element of degree 5
  10. a_6_60, an element of degree 6
  11. b_6_100, an element of degree 6
  12. a_7_11 − c_2_1·c_2_22·a_1_1 + c_2_13·a_1_1, an element of degree 7
  13. a_7_12 − c_2_23·a_1_1, an element of degree 7
  14. a_7_13c_2_23·a_1_1 − c_2_1·c_2_22·a_1_1 + c_2_13·a_1_1, an element of degree 7
  15. b_8_15 − c_2_24 − c_2_1·c_2_23 + c_2_13·c_2_2, an element of degree 8
  16. b_8_16c_2_24, an element of degree 8
  17. b_8_170, an element of degree 8
  18. a_10_130, an element of degree 10
  19. a_11_23 − c_2_25·a_1_1, an element of degree 11
  20. a_12_140, an element of degree 12
  21. a_13_26c_2_26·a_1_1 − c_2_1·c_2_25·a_1_1 + c_2_12·c_2_24·a_1_1 + c_2_13·c_2_23·a_1_1
       + c_2_14·c_2_22·a_1_1 + c_2_16·a_1_1, an element of degree 13
  22. a_13_27c_2_26·a_1_1 + c_2_12·c_2_24·a_1_1 + c_2_14·c_2_22·a_1_1 + c_2_16·a_1_1, an element of degree 13
  23. b_14_29c_2_27 − c_2_1·c_2_26 + c_2_12·c_2_25 + c_2_13·c_2_24 + c_2_14·c_2_23
       + c_2_16·c_2_2, an element of degree 14
  24. b_14_31c_2_27 − c_2_1·c_2_26 + c_2_12·c_2_25 + c_2_13·c_2_24 + c_2_14·c_2_23
       + c_2_16·c_2_2, an element of degree 14
  25. a_16_270, an element of degree 16
  26. a_17_39 − c_2_28·a_1_1 − c_2_1·c_2_27·a_1_1 + c_2_12·c_2_26·a_1_1 + c_2_13·c_2_25·a_1_1
       + c_2_14·c_2_24·a_1_1 + c_2_16·c_2_22·a_1_1, an element of degree 17
  27. a_17_40 − c_2_28·a_1_1 − c_2_1·c_2_27·a_1_1 + c_2_12·c_2_26·a_1_1 + c_2_13·c_2_25·a_1_1
       + c_2_14·c_2_24·a_1_1 + c_2_16·c_2_22·a_1_1, an element of degree 17
  28. a_18_280, an element of degree 18
  29. c_18_43 − c_2_29 − c_2_1·c_2_28 − c_2_12·c_2_27 − c_2_14·c_2_25 − c_2_16·c_2_23
       + c_2_19, an element of degree 18
  30. a_22_410, an element of degree 22

Restriction map to a maximal el. ab. subgp. of rank 3

  1. a_1_00, an element of degree 1
  2. a_1_1a_1_1, an element of degree 1
  3. a_1_20, an element of degree 1
  4. b_2_20, an element of degree 2
  5. b_2_30, an element of degree 2
  6. b_2_4 − a_1_1·a_1_2, an element of degree 2
  7. b_2_5c_2_4, an element of degree 2
  8. a_3_8c_2_5·a_1_1 − c_2_4·a_1_2, an element of degree 3
  9. a_5_90, an element of degree 5
  10. a_6_6 − c_2_42·a_1_1·a_1_2, an element of degree 6
  11. b_6_10c_2_53 − c_2_42·c_2_5, an element of degree 6
  12. a_7_11c_2_53·a_1_1 − c_2_42·c_2_5·a_1_1, an element of degree 7
  13. a_7_12 − c_2_53·a_1_2 − c_2_53·a_1_1 + c_2_42·c_2_5·a_1_2 − c_2_42·c_2_5·a_1_1
       − c_2_43·a_1_2 − c_2_3·c_2_42·a_1_1 + c_2_33·a_1_1, an element of degree 7
  14. a_7_13 − c_2_53·a_1_2 + c_2_4·c_2_52·a_1_1 − c_2_42·c_2_5·a_1_1 + c_2_43·a_1_2
       + c_2_43·a_1_0 + c_2_3·c_2_42·a_1_1 + c_2_33·a_1_1, an element of degree 7
  15. b_8_15 − c_2_42·c_2_5·a_1_1·a_1_2 + c_2_43·a_1_1·a_1_2 − c_2_43·a_1_0·a_1_1
       + c_2_4·c_2_53 − c_2_43·c_2_5, an element of degree 8
  16. b_8_16c_2_42·c_2_5·a_1_1·a_1_2 + c_2_43·a_1_0·a_1_1, an element of degree 8
  17. b_8_17c_2_53·a_1_1·a_1_2 − c_2_42·c_2_5·a_1_1·a_1_2 − c_2_54 + c_2_42·c_2_52
       − c_2_3·c_2_43 + c_2_33·c_2_4, an element of degree 8
  18. a_10_13 − c_2_4·c_2_53·a_1_1·a_1_2 − c_2_43·c_2_5·a_1_0·a_1_1 − c_2_44·a_1_1·a_1_2
       + c_2_44·a_1_0·a_1_2 − c_2_44·a_1_0·a_1_1 − c_2_3·c_2_43·a_1_1·a_1_2, an element of degree 10
  19. a_11_23 − c_2_44·a_1_0·a_1_1·a_1_2 + c_2_55·a_1_1 − c_2_4·c_2_54·a_1_2 + c_2_4·c_2_54·a_1_1
       + c_2_42·c_2_53·a_1_2 + c_2_43·c_2_52·a_1_2 − c_2_43·c_2_52·a_1_1
       − c_2_44·c_2_5·a_1_2 − c_2_45·a_1_2 + c_2_3·c_2_43·c_2_5·a_1_1 − c_2_3·c_2_44·a_1_2
       − c_2_3·c_2_44·a_1_1 − c_2_33·c_2_4·c_2_5·a_1_1 + c_2_33·c_2_42·a_1_2
       + c_2_33·c_2_42·a_1_1, an element of degree 11
  20. a_12_14 − c_2_4·c_2_54·a_1_1·a_1_2 + c_2_42·c_2_53·a_1_0·a_1_1
       + c_2_43·c_2_52·a_1_1·a_1_2 + c_2_44·c_2_5·a_1_1·a_1_2 − c_2_44·c_2_5·a_1_0·a_1_1
       + c_2_45·a_1_0·a_1_1 + c_2_3·c_2_44·a_1_1·a_1_2 − c_2_33·c_2_42·a_1_1·a_1_2, an element of degree 12
  21. a_13_26 − c_2_45·a_1_0·a_1_1·a_1_2 + c_2_56·a_1_2 + c_2_4·c_2_55·a_1_1
       + c_2_42·c_2_54·a_1_1 − c_2_43·c_2_53·a_1_2 − c_2_43·c_2_53·a_1_0
       − c_2_44·c_2_52·a_1_2 + c_2_44·c_2_52·a_1_1 − c_2_45·c_2_5·a_1_2
       + c_2_45·c_2_5·a_1_0 − c_2_46·a_1_2 − c_2_46·a_1_0 − c_2_3·c_2_42·c_2_53·a_1_1
       + c_2_3·c_2_45·a_1_2 + c_2_3·c_2_45·a_1_1 − c_2_33·c_2_53·a_1_1
       − c_2_33·c_2_42·c_2_5·a_1_1 − c_2_33·c_2_43·a_1_2, an element of degree 13
  22. a_13_27 − c_2_42·c_2_53·a_1_0·a_1_1·a_1_2 + c_2_44·c_2_5·a_1_0·a_1_1·a_1_2
       + c_2_45·a_1_0·a_1_1·a_1_2 + c_2_56·a_1_1 + c_2_4·c_2_55·a_1_2 + c_2_4·c_2_55·a_1_1
       − c_2_42·c_2_54·a_1_2 − c_2_42·c_2_54·a_1_1 − c_2_42·c_2_54·a_1_0
       − c_2_43·c_2_53·a_1_2 + c_2_44·c_2_52·a_1_2 − c_2_44·c_2_52·a_1_1
       + c_2_44·c_2_52·a_1_0 + c_2_45·c_2_5·a_1_2 − c_2_46·a_1_2 − c_2_46·a_1_0
       + c_2_3·c_2_4·c_2_54·a_1_1 + c_2_3·c_2_43·c_2_52·a_1_1 + c_2_3·c_2_44·c_2_5·a_1_2
       + c_2_3·c_2_44·c_2_5·a_1_1 − c_2_3·c_2_45·a_1_2 − c_2_3·c_2_45·a_1_0
       + c_2_32·c_2_44·a_1_1 + c_2_33·c_2_4·c_2_52·a_1_1 − c_2_33·c_2_42·c_2_5·a_1_2
       − c_2_33·c_2_42·c_2_5·a_1_1 + c_2_33·c_2_43·a_1_2 + c_2_33·c_2_43·a_1_1
       + c_2_33·c_2_43·a_1_0 − c_2_34·c_2_42·a_1_1, an element of degree 13
  23. b_14_29 − c_2_56·a_1_1·a_1_2 − c_2_4·c_2_55·a_1_1·a_1_2 + c_2_42·c_2_54·a_1_0·a_1_1
       + c_2_43·c_2_53·a_1_1·a_1_2 + c_2_43·c_2_53·a_1_0·a_1_2
       + c_2_44·c_2_52·a_1_1·a_1_2 − c_2_44·c_2_52·a_1_0·a_1_1
       − c_2_45·c_2_5·a_1_1·a_1_2 − c_2_45·c_2_5·a_1_0·a_1_2 − c_2_45·c_2_5·a_1_0·a_1_1
       − c_2_46·a_1_1·a_1_2 + c_2_46·a_1_0·a_1_2 − c_2_46·a_1_0·a_1_1
       − c_2_3·c_2_42·c_2_53·a_1_1·a_1_2 − c_2_3·c_2_45·a_1_0·a_1_1
       + c_2_33·c_2_42·c_2_5·a_1_1·a_1_2 − c_2_33·c_2_43·a_1_1·a_1_2
       + c_2_33·c_2_43·a_1_0·a_1_1 − c_2_43·c_2_54 + c_2_44·c_2_53 + c_2_45·c_2_52
       − c_2_46·c_2_5 − c_2_3·c_2_46 + c_2_33·c_2_44, an element of degree 14
  24. b_14_31c_2_4·c_2_55·a_1_1·a_1_2 − c_2_42·c_2_54·a_1_1·a_1_2
       − c_2_42·c_2_54·a_1_0·a_1_1 + c_2_43·c_2_53·a_1_1·a_1_2
       − c_2_43·c_2_53·a_1_0·a_1_2 − c_2_43·c_2_53·a_1_0·a_1_1
       + c_2_44·c_2_52·a_1_1·a_1_2 + c_2_44·c_2_52·a_1_0·a_1_1
       + c_2_45·c_2_5·a_1_1·a_1_2 + c_2_45·c_2_5·a_1_0·a_1_2 + c_2_46·a_1_0·a_1_2
       + c_2_3·c_2_42·c_2_53·a_1_1·a_1_2 − c_2_3·c_2_45·a_1_1·a_1_2
       + c_2_3·c_2_45·a_1_0·a_1_1 − c_2_33·c_2_42·c_2_5·a_1_1·a_1_2
       − c_2_33·c_2_43·a_1_0·a_1_1 − c_2_57 − c_2_4·c_2_56 − c_2_42·c_2_55
       + c_2_43·c_2_54 − c_2_46·c_2_5 − c_2_3·c_2_43·c_2_53 + c_2_3·c_2_45·c_2_5
       − c_2_3·c_2_46 + c_2_33·c_2_4·c_2_53 − c_2_33·c_2_43·c_2_5 + c_2_33·c_2_44, an element of degree 14
  25. a_16_27 − c_2_57·a_1_1·a_1_2 − c_2_4·c_2_56·a_1_1·a_1_2 − c_2_42·c_2_55·a_1_1·a_1_2
       + c_2_42·c_2_55·a_1_0·a_1_1 − c_2_43·c_2_54·a_1_1·a_1_2
       − c_2_43·c_2_54·a_1_0·a_1_2 + c_2_43·c_2_54·a_1_0·a_1_1
       − c_2_44·c_2_53·a_1_0·a_1_2 − c_2_45·c_2_52·a_1_1·a_1_2
       + c_2_45·c_2_52·a_1_0·a_1_2 − c_2_45·c_2_52·a_1_0·a_1_1
       − c_2_46·c_2_5·a_1_1·a_1_2 + c_2_46·c_2_5·a_1_0·a_1_2 + c_2_46·c_2_5·a_1_0·a_1_1
       − c_2_47·a_1_1·a_1_2 + c_2_47·a_1_0·a_1_2 + c_2_3·c_2_42·c_2_54·a_1_1·a_1_2
       − c_2_3·c_2_44·c_2_52·a_1_1·a_1_2 + c_2_3·c_2_45·c_2_5·a_1_0·a_1_1
       + c_2_3·c_2_46·a_1_1·a_1_2 − c_2_3·c_2_46·a_1_0·a_1_2 + c_2_32·c_2_45·a_1_1·a_1_2
       + c_2_33·c_2_4·c_2_53·a_1_1·a_1_2 − c_2_33·c_2_43·c_2_5·a_1_1·a_1_2
       − c_2_33·c_2_43·c_2_5·a_1_0·a_1_1 + c_2_33·c_2_44·a_1_1·a_1_2
       + c_2_33·c_2_44·a_1_0·a_1_2 − c_2_34·c_2_43·a_1_1·a_1_2, an element of degree 16
  26. a_17_39c_2_44·c_2_53·a_1_0·a_1_1·a_1_2 − c_2_46·c_2_5·a_1_0·a_1_1·a_1_2 − c_2_58·a_1_2
       + c_2_58·a_1_1 − c_2_4·c_2_57·a_1_2 + c_2_4·c_2_57·a_1_1 + c_2_42·c_2_56·a_1_2
       + c_2_42·c_2_56·a_1_1 − c_2_44·c_2_54·a_1_2 − c_2_44·c_2_54·a_1_0
       − c_2_45·c_2_53·a_1_1 + c_2_45·c_2_53·a_1_0 + c_2_46·c_2_52·a_1_2
       + c_2_46·c_2_52·a_1_1 + c_2_46·c_2_52·a_1_0 + c_2_47·c_2_5·a_1_2
       + c_2_47·c_2_5·a_1_1 − c_2_47·c_2_5·a_1_0 − c_2_48·a_1_2
       − c_2_3·c_2_42·c_2_55·a_1_1 + c_2_3·c_2_43·c_2_54·a_1_2
       − c_2_3·c_2_43·c_2_54·a_1_1 − c_2_3·c_2_44·c_2_53·a_1_2
       − c_2_3·c_2_44·c_2_53·a_1_1 − c_2_3·c_2_45·c_2_52·a_1_2
       − c_2_3·c_2_46·c_2_5·a_1_2 − c_2_3·c_2_47·a_1_2 − c_2_3·c_2_47·a_1_1
       − c_2_3·c_2_47·a_1_0 + c_2_32·c_2_45·c_2_5·a_1_1 − c_2_32·c_2_46·a_1_2
       + c_2_32·c_2_46·a_1_1 + c_2_33·c_2_55·a_1_1 − c_2_33·c_2_4·c_2_54·a_1_2
       − c_2_33·c_2_4·c_2_54·a_1_1 + c_2_33·c_2_42·c_2_53·a_1_2
       + c_2_33·c_2_43·c_2_52·a_1_2 − c_2_33·c_2_43·c_2_52·a_1_1
       + c_2_33·c_2_44·c_2_5·a_1_2 + c_2_33·c_2_44·c_2_5·a_1_1 + c_2_33·c_2_45·a_1_2
       + c_2_33·c_2_45·a_1_1 + c_2_33·c_2_45·a_1_0 + c_2_34·c_2_43·c_2_5·a_1_1
       − c_2_34·c_2_44·a_1_2 − c_2_34·c_2_44·a_1_1 + c_2_36·c_2_4·c_2_5·a_1_1
       − c_2_36·c_2_42·a_1_2, an element of degree 17
  27. a_17_40c_2_43·c_2_54·a_1_0·a_1_1·a_1_2 − c_2_44·c_2_53·a_1_0·a_1_1·a_1_2
       − c_2_45·c_2_52·a_1_0·a_1_1·a_1_2 + c_2_46·c_2_5·a_1_0·a_1_1·a_1_2
       + c_2_47·a_1_0·a_1_1·a_1_2 + c_2_3·c_2_46·a_1_0·a_1_1·a_1_2
       − c_2_33·c_2_44·a_1_0·a_1_1·a_1_2 − c_2_58·a_1_2 − c_2_4·c_2_57·a_1_2
       + c_2_42·c_2_56·a_1_0 + c_2_44·c_2_54·a_1_1 − c_2_45·c_2_53·a_1_1
       + c_2_45·c_2_53·a_1_0 + c_2_46·c_2_52·a_1_2 − c_2_46·c_2_52·a_1_0
       + c_2_47·c_2_5·a_1_1 − c_2_47·c_2_5·a_1_0 + c_2_48·a_1_0 − c_2_3·c_2_4·c_2_56·a_1_1
       − c_2_3·c_2_42·c_2_55·a_1_1 + c_2_3·c_2_43·c_2_54·a_1_2
       + c_2_3·c_2_43·c_2_54·a_1_1 − c_2_3·c_2_45·c_2_52·a_1_2
       − c_2_3·c_2_45·c_2_52·a_1_1 + c_2_3·c_2_46·c_2_5·a_1_2 + c_2_3·c_2_47·a_1_2
       − c_2_3·c_2_47·a_1_0 + c_2_32·c_2_45·c_2_5·a_1_1 − c_2_32·c_2_46·a_1_2
       + c_2_33·c_2_55·a_1_1 − c_2_33·c_2_4·c_2_54·a_1_2 − c_2_33·c_2_4·c_2_54·a_1_1
       − c_2_33·c_2_42·c_2_53·a_1_1 + c_2_33·c_2_43·c_2_52·a_1_2
       − c_2_33·c_2_43·c_2_52·a_1_1 − c_2_33·c_2_44·c_2_5·a_1_2
       + c_2_33·c_2_44·c_2_5·a_1_1 − c_2_33·c_2_45·a_1_2 − c_2_33·c_2_45·a_1_1
       + c_2_33·c_2_45·a_1_0 + c_2_34·c_2_43·c_2_5·a_1_1 − c_2_34·c_2_44·a_1_2
       + c_2_34·c_2_44·a_1_1 + c_2_36·c_2_4·c_2_5·a_1_1 − c_2_36·c_2_42·a_1_2
       − c_2_36·c_2_42·a_1_1, an element of degree 17
  28. a_18_28 − c_2_58·a_1_1·a_1_2 − c_2_42·c_2_56·a_1_1·a_1_2 + c_2_42·c_2_56·a_1_0·a_1_2
       − c_2_43·c_2_55·a_1_0·a_1_1 − c_2_44·c_2_54·a_1_1·a_1_2
       − c_2_44·c_2_54·a_1_0·a_1_2 + c_2_44·c_2_54·a_1_0·a_1_1
       − c_2_45·c_2_53·a_1_1·a_1_2 − c_2_45·c_2_53·a_1_0·a_1_2
       + c_2_45·c_2_53·a_1_0·a_1_1 − c_2_46·c_2_52·a_1_0·a_1_1
       + c_2_47·c_2_5·a_1_1·a_1_2 + c_2_47·c_2_5·a_1_0·a_1_2 + c_2_48·a_1_1·a_1_2
       − c_2_3·c_2_4·c_2_56·a_1_1·a_1_2 + c_2_3·c_2_43·c_2_54·a_1_1·a_1_2
       + c_2_3·c_2_44·c_2_53·a_1_1·a_1_2 + c_2_3·c_2_44·c_2_53·a_1_0·a_1_1
       − c_2_3·c_2_46·c_2_5·a_1_1·a_1_2 + c_2_3·c_2_46·c_2_5·a_1_0·a_1_1
       + c_2_3·c_2_47·a_1_0·a_1_2 − c_2_33·c_2_42·c_2_53·a_1_0·a_1_1
       − c_2_33·c_2_44·c_2_5·a_1_0·a_1_1 − c_2_33·c_2_45·a_1_0·a_1_2
       − c_2_34·c_2_44·a_1_1·a_1_2 + c_2_36·c_2_42·a_1_1·a_1_2, an element of degree 18
  29. c_18_43c_2_58·a_1_1·a_1_2 + c_2_4·c_2_57·a_1_1·a_1_2 − c_2_42·c_2_56·a_1_1·a_1_2
       − c_2_42·c_2_56·a_1_0·a_1_2 − c_2_42·c_2_56·a_1_0·a_1_1
       − c_2_43·c_2_55·a_1_1·a_1_2 + c_2_44·c_2_54·a_1_1·a_1_2
       − c_2_44·c_2_54·a_1_0·a_1_2 + c_2_44·c_2_54·a_1_0·a_1_1
       − c_2_45·c_2_53·a_1_1·a_1_2 − c_2_45·c_2_53·a_1_0·a_1_2
       + c_2_45·c_2_53·a_1_0·a_1_1 − c_2_46·c_2_52·a_1_1·a_1_2
       − c_2_46·c_2_52·a_1_0·a_1_2 + c_2_47·c_2_5·a_1_0·a_1_2 − c_2_48·a_1_0·a_1_2
       − c_2_48·a_1_0·a_1_1 + c_2_3·c_2_4·c_2_56·a_1_1·a_1_2
       + c_2_3·c_2_43·c_2_54·a_1_1·a_1_2 − c_2_3·c_2_44·c_2_53·a_1_0·a_1_1
       + c_2_3·c_2_45·c_2_52·a_1_1·a_1_2 + c_2_3·c_2_46·c_2_5·a_1_1·a_1_2
       + c_2_3·c_2_46·c_2_5·a_1_0·a_1_1 − c_2_3·c_2_47·a_1_1·a_1_2
       + c_2_3·c_2_47·a_1_0·a_1_1 − c_2_32·c_2_46·a_1_1·a_1_2
       + c_2_33·c_2_42·c_2_53·a_1_1·a_1_2 + c_2_33·c_2_42·c_2_53·a_1_0·a_1_1
       + c_2_33·c_2_44·c_2_5·a_1_1·a_1_2 − c_2_33·c_2_44·c_2_5·a_1_0·a_1_1
       − c_2_33·c_2_45·a_1_1·a_1_2 − c_2_33·c_2_45·a_1_0·a_1_1
       − c_2_34·c_2_44·a_1_1·a_1_2 − c_2_36·c_2_42·a_1_1·a_1_2 − c_2_59 + c_2_4·c_2_58
       + c_2_42·c_2_57 + c_2_44·c_2_55 + c_2_45·c_2_54 − c_2_46·c_2_53
       + c_2_47·c_2_52 + c_2_3·c_2_42·c_2_56 + c_2_3·c_2_45·c_2_53
       − c_2_3·c_2_46·c_2_52 − c_2_3·c_2_47·c_2_5 + c_2_3·c_2_48 + c_2_32·c_2_47
       − c_2_33·c_2_56 − c_2_33·c_2_43·c_2_53 + c_2_33·c_2_44·c_2_52
       + c_2_33·c_2_45·c_2_5 + c_2_33·c_2_46 + c_2_34·c_2_45 + c_2_36·c_2_43
       + c_2_39, an element of degree 18
  30. a_22_41c_2_510·a_1_1·a_1_2 − c_2_42·c_2_58·a_1_1·a_1_2 − c_2_42·c_2_58·a_1_0·a_1_2
       − c_2_42·c_2_58·a_1_0·a_1_1 + c_2_43·c_2_57·a_1_0·a_1_2
       − c_2_44·c_2_56·a_1_1·a_1_2 + c_2_44·c_2_56·a_1_0·a_1_1
       + c_2_45·c_2_55·a_1_0·a_1_2 + c_2_45·c_2_55·a_1_0·a_1_1
       − c_2_46·c_2_54·a_1_0·a_1_2 + c_2_46·c_2_54·a_1_0·a_1_1
       + c_2_47·c_2_53·a_1_1·a_1_2 + c_2_47·c_2_53·a_1_0·a_1_2
       + c_2_47·c_2_53·a_1_0·a_1_1 + c_2_48·c_2_52·a_1_1·a_1_2
       − c_2_48·c_2_52·a_1_0·a_1_2 − c_2_48·c_2_52·a_1_0·a_1_1
       + c_2_49·c_2_5·a_1_0·a_1_1 + c_2_410·a_1_1·a_1_2 + c_2_410·a_1_0·a_1_1
       + c_2_3·c_2_4·c_2_58·a_1_1·a_1_2 − c_2_3·c_2_42·c_2_57·a_1_1·a_1_2
       − c_2_3·c_2_43·c_2_56·a_1_1·a_1_2 − c_2_3·c_2_44·c_2_55·a_1_1·a_1_2
       − c_2_3·c_2_44·c_2_55·a_1_0·a_1_1 + c_2_3·c_2_45·c_2_54·a_1_1·a_1_2
       + c_2_3·c_2_45·c_2_54·a_1_0·a_1_2 − c_2_3·c_2_45·c_2_54·a_1_0·a_1_1
       + c_2_3·c_2_46·c_2_53·a_1_0·a_1_2 + c_2_3·c_2_46·c_2_53·a_1_0·a_1_1
       − c_2_3·c_2_47·c_2_52·a_1_1·a_1_2 − c_2_3·c_2_47·c_2_52·a_1_0·a_1_2
       + c_2_3·c_2_47·c_2_52·a_1_0·a_1_1 − c_2_3·c_2_48·c_2_5·a_1_1·a_1_2
       − c_2_3·c_2_48·c_2_5·a_1_0·a_1_2 + c_2_3·c_2_48·c_2_5·a_1_0·a_1_1
       − c_2_3·c_2_49·a_1_0·a_1_2 − c_2_32·c_2_44·c_2_54·a_1_1·a_1_2
       − c_2_32·c_2_45·c_2_53·a_1_1·a_1_2 + c_2_32·c_2_46·c_2_52·a_1_1·a_1_2
       + c_2_32·c_2_47·c_2_5·a_1_1·a_1_2 + c_2_32·c_2_47·c_2_5·a_1_0·a_1_1
       − c_2_32·c_2_48·a_1_0·a_1_2 + c_2_33·c_2_4·c_2_56·a_1_1·a_1_2
       + c_2_33·c_2_42·c_2_55·a_1_0·a_1_1 − c_2_33·c_2_43·c_2_54·a_1_0·a_1_2
       + c_2_33·c_2_43·c_2_54·a_1_0·a_1_1 − c_2_33·c_2_44·c_2_53·a_1_1·a_1_2
       − c_2_33·c_2_44·c_2_53·a_1_0·a_1_2 − c_2_33·c_2_44·c_2_53·a_1_0·a_1_1
       − c_2_33·c_2_45·c_2_52·a_1_1·a_1_2 + c_2_33·c_2_45·c_2_52·a_1_0·a_1_2
       − c_2_33·c_2_45·c_2_52·a_1_0·a_1_1 + c_2_33·c_2_46·c_2_5·a_1_1·a_1_2
       + c_2_33·c_2_46·c_2_5·a_1_0·a_1_2 − c_2_33·c_2_46·c_2_5·a_1_0·a_1_1
       + c_2_33·c_2_47·a_1_1·a_1_2 + c_2_33·c_2_47·a_1_0·a_1_2
       + c_2_34·c_2_42·c_2_54·a_1_1·a_1_2 + c_2_34·c_2_43·c_2_53·a_1_1·a_1_2
       − c_2_34·c_2_44·c_2_52·a_1_1·a_1_2 − c_2_34·c_2_45·c_2_5·a_1_1·a_1_2
       + c_2_34·c_2_45·c_2_5·a_1_0·a_1_1 + c_2_34·c_2_46·a_1_1·a_1_2
       − c_2_34·c_2_46·a_1_0·a_1_2 + c_2_35·c_2_45·a_1_1·a_1_2
       + c_2_36·c_2_43·c_2_5·a_1_0·a_1_1 − c_2_36·c_2_44·a_1_1·a_1_2
       − c_2_36·c_2_44·a_1_0·a_1_2 + c_2_37·c_2_43·a_1_1·a_1_2, an element of degree 22


About the group Ring generators Ring relations Completion information Restriction maps Back to groups of order 243




Simon A. King David J. Green
Fakultät für Mathematik und Informatik Fakultät für Mathematik und Informatik
Friedrich-Schiller-Universität Jena Friedrich-Schiller-Universität Jena
Ernst-Abbe-Platz 2 Ernst-Abbe-Platz 2
D-07743 Jena D-07743 Jena
Germany Germany

E-mail: simon dot king at uni hyphen jena dot de
Tel: +49 (0)3641 9-46184
Fax: +49 (0)3641 9-46162
Office: Zi. 3524, Ernst-Abbe-Platz 2
E-mail: david dot green at uni hyphen jena dot de
Tel: +49 3641 9-46166
Fax: +49 3641 9-46162
Office: Zi 3512, Ernst-Abbe-Platz 2



Last change: 25.08.2009