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  1. algorithm:
  2.  
  3. arcm=28 dual=12 (3,3,3,3,3,3,3)[0][1][2][3][4][5][6] : 3: 0.448799x1
  4. arcm=46 dual=24 (3,3,3,3,3,4)[0](1)(2,4)[3][5] : 3: 0.234581x0.869565 4: 0.530522x0.130435
  5. arcm=28 dual=15 (3,3,3,3,5,3)(0)(1,3)[2][4][5] : 3: 0.347589x0.892857 5: 1.29222x0.107143
  6. arcm=22 dual=12 (3,3,3,3,6,3)(0)(1,3)[2][4][5] : 3: 0.410396x0.909091 6: 2.17923x0.0909091
  7. arcm=124 dual=84 (3,3,3,3,7)[0](1)(2,3)[4] : 3: 0.0599851x0.903226 7: 0.487336x0.0967742
  8. arcm=22 dual=12 (3,3,3,4,4,3)(0)(1,2)[3][4][5] : 3: 0.427922x0.727273 4: 0.95327x0.272727
  9. arcm=70 dual=48 (3,3,3,8,3)(0)(1,2)[3][4] : 3: 0.099418x0.914286 8: 1.03394x0.0857143
  10. arcm=52 dual=36 (3,3,3,9,3)(0)(1,2)[3][4] : 3: 0.126692x0.923077 9: 1.62129x0.0769231
  11. arcm=43 dual=30 (3,3,3,10,3)(0)(1,2)[3][4] : 3: 0.146323x0.930233 10: 2.23782x0.0697674
  12. arcm=37.6 dual=26.4 (3,3,3,11,3)(0)(1,2)[3][4] : 3: 0.160916x0.93617 11: 2.87589x0.0638298
  13. arcm=34 dual=24 (3,3,3,12,3)(0)(1,2)[3][4] : 3: 0.172053x0.941176 12: 3.53033x0.0588235
  14. arcm=31.4286 dual=22.2857 (3,3,3,13,3)(0)(1,2)[3][4] : 3: 0.180745x0.945455 13: 4.19747x0.0545455
  15. arcm=29.5 dual=21 (3,3,3,14,3)(0)(1,2)[3][4] : 3: 0.187656x0.949153 14: 4.87466x0.0508475
  16. arcm=28 dual=20 (3,3,3,15,3)(0)(1,2)[3][4] : 3: 0.193242x0.952381 15: 5.55994x0.047619
  17. arcm=26.8 dual=19.2 (3,3,3,16,3)(0)(1,2)[3][4] : 3: 0.197819x0.955224 16: 6.25183x0.0447761
  18. arcm=25.8182 dual=18.5455 (3,3,3,17,3)(0)(1,2)[3][4] : 3: 0.201618x0.957746 17: 6.94917x0.0422535
  19. arcm=25 dual=18 (3,3,3,18,3)(0)(1,2)[3][4] : 3: 0.204804x0.96 18: 7.65107x0.04
  20. arcm=58 dual=40 (3,3,4,3,5)(0,4)(1)(2,3) : 3: 0.134096x0.689655 4: 0.305881x0.172414 5: 0.517965x0.137931
  21. arcm=34 dual=24 (3,3,6,3,4)(0,4)(1)(2,3) : 3: 0.209515x0.705882 4: 0.474824x0.176471 6: 1.17227x0.117647
  22. arcm=16 dual=12 (3,3,6,6,3)(0)(1)[2][3][4] : 3: 0.376076x0.75 6: 2.01337x0.25
  23. arcm=34 dual=24 (3,4,3,4,4)[0][1][2][3][4] : 3: 0.221423x0.470588 4: 0.501311x0.529412
  24. arcm=26 dual=18.6667 (3,4,3,7,3)(0)(1,2)(3,4) : 3: 0.255943x0.717949 4: 0.577818x0.179487 7: 1.90961x0.102564
  25. arcm=22 dual=16 (3,4,3,8,3)(0)(1,2)(3,4) : 3: 0.286481x0.727273 4: 0.645164x0.181818 8: 2.70101x0.0909091
  26. arcm=19.6 dual=14.4 (3,4,3,9,3)(0)(1,2)(3,4) : 3: 0.307608x0.734694 4: 0.691577x0.183673 9: 3.52946x0.0816327
  27. arcm=18 dual=13.3333 (3,4,3,10,3)(0)(1,2)(3,4) : 3: 0.322817x0.740741 4: 0.724901x0.185185 10: 4.38436x0.0740741
  28. arcm=16.8571 dual=12.5714 (3,4,3,11,3)(0)(1,2)(3,4) : 3: 0.334123x0.745763 4: 0.749627x0.186441 11: 5.25875x0.0677966
  29. arcm=16 dual=12 (3,4,3,12,3)(0)(1,2)(3,4) : 3: 0.342752x0.75 4: 0.768472x0.1875 12: 6.14793x0.0625
  30. arcm=82 dual=84 (3,4,7,4)[0][1][2][3] : 3: 0.0565696x0.341463 4: 0.129946x0.512195 7: 0.460391x0.146341
  31. arcm=46 dual=48 (3,4,8,4)[0][1][2][3] : 3: 0.0940955x0.347826 4: 0.215405x0.521739 8: 0.981853x0.130435
  32. arcm=34 dual=36 (3,4,9,4)[0][1][2][3] : 3: 0.120205x0.352941 4: 0.274532x0.529412 9: 1.54559x0.117647
  33. arcm=28 dual=30 (3,4,10,4)[0][1][2][3] : 3: 0.139076x0.357143 4: 0.317101x0.535714 10: 2.1397x0.107143
  34. arcm=24.4 dual=26.4 (3,4,11,4)[0][1][2][3] : 3: 0.153145x0.360656 4: 0.34875x0.540984 11: 2.75633x0.0983607
  35. arcm=22 dual=24 (3,4,12,4)[0][1][2][3] : 3: 0.163907x0.363636 4: 0.372909x0.545455 12: 3.3901x0.0909091
  36. arcm=28 dual=20 (3,5,3,5,3)[0](1,2)(3,4) : 3: 0.250134x0.714286 5: 0.94546x0.285714
  37. arcm=20.5 dual=15 (3,5,3,6,3)(0)(1,2)(3,4) : 3: 0.315744x0.731707 5: 1.18003x0.146341 6: 1.71605x0.121951
  38. arcm=17.0909 dual=12.7273 (3,5,3,7,3)(0)(1,2)(3,4) : 3: 0.356236x0.744681 5: 1.32251x0.148936 7: 2.56634x0.106383
  39. arcm=16 dual=12 (4,3,4,6,3)(0,1)[2][3][4] : 3: 0.391858x0.5 4: 0.87528x0.375 6: 2.08992x0.125
  40. arcm=16 dual=12 (4,4,4,4,3)[0][1][2][3][4] : 3: 0.408386x0.25 4: 0.911069x0.75
  41. arcm=38 dual=40 (4,4,4,5)[0][1][2][3] : 4: 0.288496x0.789474 5: 0.488938x0.210526
  42. arcm=22 dual=24 (4,4,6,4)[0][1][2][3] : 4: 0.450441x0.818182 6: 1.11461x0.181818
  43. arcm=20.2857 dual=22.2857 (4,13,4,3)[0][1][2][3] : 3: 0.172319x0.366197 4: 0.391765x0.549296 13: 4.03719x0.084507
  44. arcm=19 dual=21 (4,14,4,3)[0][1][2][3] : 3: 0.179018x0.368421 4: 0.40676x0.552632 14: 4.69484x0.0789474
  45. arcm=82 dual=168 (4,14,6)[0][1][2] : 4: 0.0433085x0.512195 6: 0.11192x0.341463 14: 0.63447x0.146341
  46. arcm=18 dual=20 (4,15,4,3)[0][1][2][3] : 3: 0.184437x0.37037 4: 0.418879x0.555556 15: 5.361x0.0740741
  47. arcm=17.2 dual=19.2 (4,16,4,3)[0][1][2][3] : 3: 0.188882x0.372093 4: 0.428812x0.55814 16: 6.0341x0.0697674
  48. arcm=46 dual=96 (4,16,6)[0][1][2] : 4: 0.0717709x0.521739 6: 0.184842x0.347826 16: 1.3144x0.130435
  49. arcm=16.5455 dual=18.5455 (4,17,4,3)[0][1][2][3] : 3: 0.192573x0.373626 4: 0.437055x0.56044 17: 6.71296x0.0659341
  50. arcm=16 dual=18 (4,18,4,3)[0][1][2][3] : 3: 0.195671x0.375 4: 0.443969x0.5625 18: 7.39662x0.0625
  51. arcm=34 dual=72 (4,18,6)[0][1][2] : 4: 0.0914467x0.529412 6: 0.234969x0.352941 18: 2.02518x0.117647
  52. arcm=22 dual=24 (6,3,6,4)[0][1][2][3] : 3: 0.188512x0.363636 4: 0.427986x0.272727 6: 1.06129x0.363636
  53. arcm=13 dual=15 (6,5,6,3)[0][1][2][3] : 3: 0.287971x0.384615 5: 1.08131x0.230769 6: 1.57652x0.384615
  54. arcm=10 dual=12 (6,6,6,3)[0][1][2][3] : 3: 0.345576x0.4 6: 1.86401x0.6
  55. arcm=40 dual=84 (6,6,7)[0][1][2] : 6: 0.281479x0.7 7: 0.390412x0.3
  56. arcm=40 dual=42 (7,3,7,3)[0][1][2][3] : 3: 0.101741x0.7 7: 0.809801x0.3
  57. arcm=22 dual=24 (8,3,8,3)[0][1][2][3] : 3: 0.165239x0.727273 8: 1.65376x0.272727
  58. arcm=10 dual=12 (8,4,8,3)[0][1][2][3] : 3: 0.326061x0.4 4: 0.732001x0.3 8: 3.02204x0.3
  59. arcm=18 dual=40 (8,8,5)[0][1][2] : 5: 0.360953x0.444444 8: 0.967874x0.555556
  60. arcm=38 dual=80 (8,10,4)[0][1][2] : 4: 0.100075x0.526316 8: 0.469642x0.263158 10: 0.733558x0.210526
  61. arcm=22 dual=48 (8,12,4)[0][1][2] : 4: 0.157001x0.545455 8: 0.725955x0.272727 12: 1.58166x0.181818
  62. arcm=16.6667 dual=37.3333 (8,14,4)[0][1][2] : 4: 0.192203x0.56 8: 0.881001x0.28 14: 2.49793x0.16
  63. arcm=14 dual=32 (8,16,4)[0][1][2] : 4: 0.215405x0.571429 8: 0.981853x0.285714 16: 3.45786x0.142857
  64. arcm=12.4 dual=28.8 (8,18,4)[0][1][2] : 4: 0.231474x0.580645 8: 1.0511x0.290323 18: 4.44737x0.129032
  65. arcm=16 dual=18 (9,3,9,3)[0][1][2][3] : 3: 0.207665x0.75 9: 2.5186x0.25
  66. arcm=13 dual=15 (10,3,10,3)[0][1][2][3] : 3: 0.237473x0.769231 10: 3.39721x0.230769
  67. arcm=18 dual=40 (10,10,4)[0][1][2] : 4: 0.188925x0.555556 10: 1.33464x0.444444
  68. arcm=13 dual=30 (10,12,4)[0][1][2] : 4: 0.239805x0.576923 10: 1.66199x0.230769 12: 2.31275x0.192308
  69. arcm=10.7273 dual=25.4545 (10,14,4)[0][1][2] : 4: 0.271374x0.59322 10: 1.85976x0.237288 14: 3.35803x0.169492
  70. arcm=11.2 dual=13.2 (11,3,11,3)[0][1][2][3] : 3: 0.259244x0.785714 11: 4.28543x0.214286
  71. arcm=10 dual=12 (12,3,12,3)[0][1][2][3] : 3: 0.275643x0.8 12: 5.18061x0.2
  72. arcm=10 dual=24 (12,12,4)[0][1][2] : 4: 0.287434x0.6 12: 2.71044x0.4
  73. arcm=40 dual=84 (14,14,3)[0][1][2] : 3: 0.0296798x0.7 14: 0.977945x0.3
  74. arcm=22 dual=48 (16,16,3)[0][1][2] : 3: 0.0486887x0.727273 16: 1.96456x0.272727
  75. arcm=16 dual=36 (18,18,3)[0][1][2] : 3: 0.0616073x0.75 18: 2.95677x0.25
  76.  
  77. list:
  78.  
  79. arcm=28 dual=12 (3)^7 : 3: 0.448799x1
  80. arcm=10 dual=8 (4)^5 : 4: 1.25664x1
  81. arcm=6 dual=4 (4)^6 : 4: 2.0944x1
  82. arcm=8 dual=10 (5,5,5,5) : 5: 1.5708x1
  83. arcm=12 dual=28 (7,7,7) : 7: 1.0472x1
  84. arcm=6 dual=16 (8,8,8) : 8: 2.0944x1
  85. arcm=40 dual=84 (7,6^2) : 6: 0.281479x0.7 7: 0.390412x0.3
  86. arcm=82 dual=168 (4,6,14) : 4: 0.0433085x0.512195 6: 0.11192x0.341463 14: 0.63447x0.146341
  87. arcm=82 dual=84 (3,4,7,4) : 3: 0.0565696x0.341463 4: 0.129946x0.512195 7: 0.460391x0.146341
  88. arcm=10 dual=12 (6,6,4L,4L) : 4: 0.805432x0.6 6: 1.93345x0.4
  89. arcm=6 dual=8 (8,8,4L,4L) : 4: 1.05708x0.666667 8: 4.16903x0.333333
  90. arcm=124 dual=84 (3,3,3,3,7) (1,2)(0,4)(3) : 3: 0.0599851x0.903226 7: 0.487336x0.0967742
  91. arcm=10 dual=12 (3H,6,6,6) (1,0)[2](3) : 3: 0.345576x0.4 6: 1.86401x0.6
  92. arcm=10 dual=12 (3,6,6,6) (0 1)(2)(3) : 3: 0.345576x0.4 6: 1.86401x0.6
  93. arcm=16 dual=12 (3,4,4L,4L,4) : 3: 0.408386x0.25 4: 0.911069x0.75
  94. arcm=16 dual=12 (3l,4l,4,4,4) (0 1)[2 3](4) : 3: 0.408386x0.25 4: 0.911069x0.75
  95. arcm=16 dual=12 (3,4,4,4,4) (0 1)(2)(3)(4) : 3: 0.408386x0.25 4: 0.911069x0.75
  96. arcm=7.6 dual=4.8 (3,4,4L,4L,4L,4) : 3: 0.861181x0.210526 4: 1.86475x0.789474
  97. arcm=16 dual=12 (6,6,3L,3L,3L) (0 2)(1)(3)(4) : 3: 0.376076x0.75 6: 2.01337x0.25
  98. arcm=28 dual=20 (5,3,5,3,3) (0 1)(2 3)(4) : 3: 0.250134x0.714286 5: 0.94546x0.285714
  99. arcm=46 dual=24 (4,3,3,3,3,3) (0 1)(2 3)(4 5) : 3: 0.234581x0.869565 4: 0.530522x0.130435
  100. arcm=4 dual=3 (3l,5l,5,5,5,5) (0 1)[2 3](4)(5) : 3: 1.13038x0.25 5: 3.812x0.75
  101. arcm=4 dual=3 (3,5,5,5,5,5) (0 1)(2 4)(3 5) : 3: 1.13038x0.25 5: 3.812x0.75
  102. arcm=4 dual=3 (3l,5l,5,5,5,5) (0 1)(2 4)[3 5] : 3: 1.13038x0.25 5: 3.812x0.75
  103. arcm=4 dual=3 (3l,5l,5,5,5,5) (0 1)[2 4](3)(5) : 3: 1.13038x0.25 5: 3.812x0.75
  104. arcm=4 dual=3 (3,5,5,5,5,5) (0 1)(2)(3)(4)(5) : 3: 1.13038x0.25 5: 3.812x0.75
  105. arcm=28 dual=12 (3,3H,3,3,3L,3L,3L) (0 4)(1 2)(3)(5)(6) : 3: 0.448799x1
  106. arcm=28 dual=12 (3,3H,3,3,3L,3L,3L) (0 4)(1 2)(3)[5 6] : 3: 0.448799x1
  107. arcm=28 dual=12 (3,3H,3,3L,3,3L,3L) [0 4](1 2)[3 5](6) : 3: 0.448799x1
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