5: 0.355339059327
    6: 0.426406871193
    8: 0.432166419789
    9: 0.441342951092
   11: 0.450038547852
   12: 0.490951143111
   18: 0.492328697969
   21: 0.495570920187
   25: 0.498620125704
   30: 0.499378264835
   31: 0.502714681184
   32: 0.504739586490
   33: 0.508004891658
   34: 0.512681372527
   35: 0.513666698068
   36: 0.517403964757
   38: 0.528729790846
   49: 0.530898911129
   51: 0.532383236403
   53: 0.536257636148
   56: 0.541678896170
   59: 0.544523495682
   60: 0.551123897404
   61: 0.557758101350
  100: 0.558587845356
  104: 0.558937462075
  105: 0.559199653725
  106: 0.559882513029
  108: 0.560825872313
  109: 0.560843771142
  110: 0.562518518025
  112: 0.563242009507
  113: 0.563577810665
  114: 0.564536360556
  117: 0.565314618649
  118: 0.566773460390
  123: 0.566867380471
  124: 0.567653950274
  125: 0.567841393747
  126: 0.568382314745
  127: 0.568739200886
  128: 0.569328342446
  129: 0.570215673737
  130: 0.570584869402
  131: 0.572093771176
  132: 0.573909199081
  133: 0.575588241935
  134: 0.578531838360
  135: 0.580139889296
  136: 0.582257005914
  226: 0.582793204869
  233: 0.582970212500
  235: 0.582991604058
  236: 0.583766378053
  237: 0.584073955423
  245: 0.584112285564
  246: 0.585254913053
  247: 0.586056816350
  248: 0.586161059206
  250: 0.586225895733
  251: 0.586937497614
  252: 0.587300874660
  253: 0.587370336544
  255: 0.587397283107
  256: 0.587963138232
  269: 0.588211215315
  270: 0.589507649340
  271: 0.590762547645
  272: 0.590774114568
  273: 0.591431594455
  279: 0.591823946036
  280: 0.592397177789
  281: 0.592814448346
  284: 0.592972757901
  285: 0.593507717611
  296: 0.593527388109
  311: 0.593823857082
  312: 0.594320849499
  419: 0.594563105505
  422: 0.594957806755
  423: 0.595269934405
  424: 0.595296174924
  434: 0.595437071433
  435: 0.595685112067
  448: 0.595723452092
  456: 0.595905290101
  457: 0.595933082659
  466: 0.596085483972
  467: 0.596581031163
  468: 0.596787691815
  471: 0.596892255329
  477: 0.597022215237
  478: 0.597248184557
  480: 0.597299486816
  481: 0.597458060980
  484: 0.598353789419
  485: 0.598534803302
  486: 0.598783142208
  487: 0.598851990163
  531: 0.601783359883
  675: 0.602358335610
  683: 0.603316022440
  767: 0.604552333312
  791: 0.605674234526
  887: 0.610651655601
  935: 0.614753450711
 1289: 0.615647968543
 1409: 0.622295554446
 1433: 0.623391730215
 1865: 0.628084010835
 1985: 0.629525600068
 2093: 0.631374889582
 2587: 0.635814807150
 2659: 0.637066424323
 2779: 0.637447560061
 3511: 0.638030490521
 3559: 0.638695804753
 3589: 0.641320555498
 3781: 0.645191205422
 3805: 0.645503011109
 4093: 0.645707173226
 4417: 0.645904371518
 4537: 0.646197218181
 4585: 0.648105741752
 4897: 0.652862398976
 5089: 0.653174514388
 5425: 0.655418083246
 6339: 0.657452076017
 6459: 0.658066745676
 9909: 0.667700123925
10005: 0.668564841143
20113: 0.681576738151
30093: 0.685968229323
40143: 0.692789672540
50141: 0.694422594361
60047: 0.698320767542
70009: 0.699909928541
80341: 0.700613618715
90183: 0.700790758367
100281: 0.704326043302
110109: 0.705216732460
130055: 0.706711006654
1030719: 0.721511332383
1565879: 0.723908176976
2005059: 0.725165882674
2519011: 0.726249638858
2982989: 0.727110946851

5 6 8 9 11 12 18 21 25 30 31 32 33 34 35 36 38 49 51 53 56 59 60 61 100 104 105 106 108 109 110 112 113 114 117 118 123 124 125 126 127 128 129 130 131 132 133 134 135 136 226 233 235 236 237 245 246 247 248 250 251 252 253 255 256 269 270 271 272 273 279 280 281 284 285 296 311 312 419 422 423 424 434 435 448 456 457 466 467 468 471 477 478 480 481 484 485 486 487 531 675 683 767 791 887 935 1289 1409 1433 1865 1985 2093 2587 2659 2779 3511 3559 3589 3781 3805 4093 4417 4537 4585 4897 5089 5425 6339 6459 9909 10005 20113 30093 40143 50141 60047 70009 80341 90183 100281 110109 130055 1030719 1565879 2005059 2519011 2982989

Fit of radii by a power law r = a0*n^a1:
  a0 = 0.77948  a1 = -0.32140