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sm2345

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Jan 10th, 2013
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  1. f[1][1]=1.000000, f[1][1]=1.000000, f[2][1]=0.500000, f[1][2]=0.500000
  2. f[1][2]=0.500000, f[2][1]=0.500000, f[2][2]=1.250000, f[2][2]=1.250000
  3. f[1][3]=0.333333, f[3][1]=0.333333, f[2][3]=2.833333, f[3][2]=2.833333
  4. f[1][4]=0.250000, f[4][1]=0.250000, f[2][4]=5.125000, f[4][2]=5.125000
  5. f[1][5]=0.200000, f[5][1]=0.200000, f[2][5]=8.100000, f[5][2]=8.100000
  6. f[1][6]=0.166667, f[6][1]=0.166667, f[2][6]=11.750000, f[6][2]=11.750000
  7. f[1][7]=0.142857, f[7][1]=0.142857, f[2][7]=16.071429, f[7][2]=16.071429
  8. f[1][8]=0.125000, f[8][1]=0.125000, f[2][8]=21.062500, f[8][2]=21.062500
  9. f[1][9]=0.111111, f[9][1]=0.111111, f[2][9]=26.722222, f[9][2]=26.722222
  10. f[1][10]=0.100000, f[10][1]=0.100000, f[2][10]=33.050000, f[10][2]=33.050000
  11. f[1][11]=0.090909, f[11][1]=0.090909, f[2][11]=40.045455, f[11][2]=40.045455
  12. f[1][12]=0.083333, f[12][1]=0.083333, f[2][12]=47.708333, f[12][2]=47.708333
  13. f[1][13]=0.076923, f[13][1]=0.076923, f[2][13]=56.038462, f[13][2]=56.038462
  14. f[1][14]=0.071429, f[14][1]=0.071429, f[2][14]=65.035714, f[14][2]=65.035714
  15. f[1][15]=0.066667, f[15][1]=0.066667, f[2][15]=74.700000, f[15][2]=74.700000
  16. f[1][16]=0.062500, f[16][1]=0.062500, f[2][16]=85.031250, f[16][2]=85.031250
  17. f[1][17]=0.058824, f[17][1]=0.058824, f[2][17]=96.029412, f[17][2]=96.029412
  18. f[1][18]=0.055556, f[18][1]=0.055556, f[2][18]=107.694444, f[18][2]=107.694444
  19. f[1][19]=0.052632, f[19][1]=0.052632, f[2][19]=120.026316, f[19][2]=120.026316
  20. f[1][20]=0.050000, f[20][1]=0.050000, f[2][20]=133.025000, f[20][2]=133.025000
  21. f[1][21]=0.047619, f[21][1]=0.047619, f[2][21]=146.690476, f[21][2]=146.690476
  22. f[1][22]=0.045455, f[22][1]=0.045455, f[2][22]=161.022727, f[22][2]=161.022727
  23. f[1][23]=0.043478, f[23][1]=0.043478, f[2][23]=176.021739, f[23][2]=176.021739
  24. f[1][24]=0.041667, f[24][1]=0.041667, f[2][24]=191.687500, f[24][2]=191.687500
  25. f[1][25]=0.040000, f[25][1]=0.040000, f[2][25]=208.020000, f[25][2]=208.020000
  26. f[1][26]=0.038462, f[26][1]=0.038462, f[2][26]=225.019231, f[26][2]=225.019231
  27. f[1][27]=0.037037, f[27][1]=0.037037, f[2][27]=242.685185, f[27][2]=242.685185
  28. f[1][28]=0.035714, f[28][1]=0.035714, f[2][28]=261.017857, f[28][2]=261.017857
  29. f[1][29]=0.034483, f[29][1]=0.034483, f[2][29]=280.017241, f[29][2]=280.017241
  30. f[1][30]=0.033333, f[30][1]=0.033333, f[2][30]=299.683333, f[30][2]=299.683333
  31. f[1][31]=0.032258, f[31][1]=0.032258, f[2][31]=320.016129, f[31][2]=320.016129
  32. f[1][32]=0.031250, f[32][1]=0.031250, f[2][32]=341.015625, f[32][2]=341.015625
  33. f[1][33]=0.030303, f[33][1]=0.030303, f[2][33]=362.681818, f[33][2]=362.681818
  34. f[1][34]=0.029412, f[34][1]=0.029412, f[2][34]=385.014706, f[34][2]=385.014706
  35. f[1][35]=0.028571, f[35][1]=0.028571, f[2][35]=408.014286, f[35][2]=408.014286
  36. f[1][36]=0.027778, f[36][1]=0.027778, f[2][36]=431.680556, f[36][2]=431.680556
  37. f[1][37]=0.027027, f[37][1]=0.027027, f[2][37]=456.013514, f[37][2]=456.013514
  38. f[1][38]=0.026316, f[38][1]=0.026316, f[2][38]=481.013158, f[38][2]=481.013158
  39. f[1][39]=0.025641, f[39][1]=0.025641, f[2][39]=506.679487, f[39][2]=506.679487
  40. f[1][40]=0.025000, f[40][1]=0.025000, f[2][40]=533.012500, f[40][2]=533.012500
  41. f[1][41]=0.024390, f[41][1]=0.024390, f[2][41]=560.012195, f[41][2]=560.012195
  42. f[1][42]=0.023810, f[42][1]=0.023810, f[2][42]=587.678571, f[42][2]=587.678571
  43. f[1][43]=0.023256, f[43][1]=0.023256, f[2][43]=616.011628, f[43][2]=616.011628
  44. f[1][44]=0.022727, f[44][1]=0.022727, f[2][44]=645.011364, f[44][2]=645.011364
  45. f[1][45]=0.022222, f[45][1]=0.022222, f[2][45]=674.677778, f[45][2]=674.677778
  46. f[1][46]=0.021739, f[46][1]=0.021739, f[2][46]=705.010870, f[46][2]=705.010870
  47. f[1][47]=0.021277, f[47][1]=0.021277, f[2][47]=736.010638, f[47][2]=736.010638
  48. f[1][48]=0.020833, f[48][1]=0.020833, f[2][48]=767.677083, f[48][2]=767.677083
  49. f[1][49]=0.020408, f[49][1]=0.020408, f[2][49]=800.010204, f[49][2]=800.010204
  50. f[1][50]=0.020000, f[50][1]=0.020000, f[2][50]=833.010000, f[50][2]=833.010000
  51. f[1][51]=0.019608, f[51][1]=0.019608, f[2][51]=866.676471, f[51][2]=866.676471
  52. f[1][52]=0.019231, f[52][1]=0.019231, f[2][52]=901.009615, f[52][2]=901.009615
  53. f[1][53]=0.018868, f[53][1]=0.018868, f[2][53]=936.009434, f[53][2]=936.009434
  54. f[1][54]=0.018519, f[54][1]=0.018519, f[2][54]=971.675926, f[54][2]=971.675926
  55. f[1][55]=0.018182, f[55][1]=0.018182, f[2][55]=1008.009091, f[55][2]=1008.009091
  56. f[1][56]=0.017857, f[56][1]=0.017857, f[2][56]=1045.008929, f[56][2]=1045.008929
  57. f[1][57]=0.017544, f[57][1]=0.017544, f[2][57]=1082.675439, f[57][2]=1082.675439
  58. f[1][58]=0.017241, f[58][1]=0.017241, f[2][58]=1121.008621, f[58][2]=1121.008621
  59. f[1][59]=0.016949, f[59][1]=0.016949, f[2][59]=1160.008475, f[59][2]=1160.008475
  60. f[1][60]=0.016667, f[60][1]=0.016667, f[2][60]=1199.675000, f[60][2]=1199.675000
  61. f[1][61]=0.016393, f[61][1]=0.016393, f[2][61]=1240.008197, f[61][2]=1240.008197
  62. f[1][62]=0.016129, f[62][1]=0.016129, f[2][62]=1281.008065, f[62][2]=1281.008065
  63. f[1][63]=0.015873, f[63][1]=0.015873, f[2][63]=1322.674603, f[63][2]=1322.674603
  64. f[1][64]=0.015625, f[64][1]=0.015625, f[2][64]=1365.007813, f[64][2]=1365.007813
  65. f[1][65]=0.015385, f[65][1]=0.015385, f[2][65]=1408.007692, f[65][2]=1408.007692
  66. f[1][66]=0.015152, f[66][1]=0.015152, f[2][66]=1451.674242, f[66][2]=1451.674242
  67. f[1][67]=0.014925, f[67][1]=0.014925, f[2][67]=1496.007463, f[67][2]=1496.007463
  68. f[1][68]=0.014706, f[68][1]=0.014706, f[2][68]=1541.007353, f[68][2]=1541.007353
  69. f[1][69]=0.014493, f[69][1]=0.014493, f[2][69]=1586.673913, f[69][2]=1586.673913
  70. f[1][70]=0.014286, f[70][1]=0.014286, f[2][70]=1633.007143, f[70][2]=1633.007143
  71. f[1][71]=0.014085, f[71][1]=0.014085, f[2][71]=1680.007042, f[71][2]=1680.007042
  72. f[1][72]=0.013889, f[72][1]=0.013889, f[2][72]=1727.673611, f[72][2]=1727.673611
  73. f[1][73]=0.013699, f[73][1]=0.013699, f[2][73]=1776.006849, f[73][2]=1776.006849
  74. f[1][74]=0.013514, f[74][1]=0.013514, f[2][74]=1825.006757, f[74][2]=1825.006757
  75. f[1][75]=0.013333, f[75][1]=0.013333, f[2][75]=1874.673333, f[75][2]=1874.673333
  76. f[1][76]=0.013158, f[76][1]=0.013158, f[2][76]=1925.006579, f[76][2]=1925.006579
  77. f[1][77]=0.012987, f[77][1]=0.012987, f[2][77]=1976.006494, f[77][2]=1976.006494
  78. f[1][78]=0.012821, f[78][1]=0.012821, f[2][78]=2027.673077, f[78][2]=2027.673077
  79. f[1][79]=0.012658, f[79][1]=0.012658, f[2][79]=2080.006329, f[79][2]=2080.006329
  80. f[1][80]=0.012500, f[80][1]=0.012500, f[2][80]=2133.006250, f[80][2]=2133.006250
  81. f[1][81]=0.012346, f[81][1]=0.012346, f[2][81]=2186.672840, f[81][2]=2186.672840
  82. f[1][82]=0.012195, f[82][1]=0.012195, f[2][82]=2241.006098, f[82][2]=2241.006098
  83. f[1][83]=0.012048, f[83][1]=0.012048, f[2][83]=2296.006024, f[83][2]=2296.006024
  84. f[1][84]=0.011905, f[84][1]=0.011905, f[2][84]=2351.672619, f[84][2]=2351.672619
  85. f[1][85]=0.011765, f[85][1]=0.011765, f[2][85]=2408.005882, f[85][2]=2408.005882
  86. f[1][86]=0.011628, f[86][1]=0.011628, f[2][86]=2465.005814, f[86][2]=2465.005814
  87. f[1][87]=0.011494, f[87][1]=0.011494, f[2][87]=2522.672414, f[87][2]=2522.672414
  88. f[1][88]=0.011364, f[88][1]=0.011364, f[2][88]=2581.005682, f[88][2]=2581.005682
  89. f[1][89]=0.011236, f[89][1]=0.011236, f[2][89]=2640.005618, f[89][2]=2640.005618
  90. f[1][90]=0.011111, f[90][1]=0.011111, f[2][90]=2699.672222, f[90][2]=2699.672222
  91. f[1][91]=0.010989, f[91][1]=0.010989, f[2][91]=2760.005495, f[91][2]=2760.005495
  92. f[1][92]=0.010870, f[92][1]=0.010870, f[2][92]=2821.005435, f[92][2]=2821.005435
  93. f[1][93]=0.010753, f[93][1]=0.010753, f[2][93]=2882.672043, f[93][2]=2882.672043
  94. f[1][94]=0.010638, f[94][1]=0.010638, f[2][94]=2945.005319, f[94][2]=2945.005319
  95. f[1][95]=0.010526, f[95][1]=0.010526, f[2][95]=3008.005263, f[95][2]=3008.005263
  96. f[1][96]=0.010417, f[96][1]=0.010417, f[2][96]=3071.671875, f[96][2]=3071.671875
  97. f[1][97]=0.010309, f[97][1]=0.010309, f[2][97]=3136.005155, f[97][2]=3136.005155
  98. f[1][98]=0.010204, f[98][1]=0.010204, f[2][98]=3201.005102, f[98][2]=3201.005102
  99. f[1][99]=0.010101, f[99][1]=0.010101, f[2][99]=3266.671717, f[99][2]=3266.671717
  100. f[1][100]=0.010000, f[100][1]=0.010000, f[2][100]=3333.005000, f[100][2]=3333.005000
  101. f[3][3]=7.222222, f[100][100]=11108889.000100
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