2: 0.612807102316
    3: 0.692658471061
    7: 0.746153230470
   12: 0.755312622807
   18: 0.755440906199
   19: 0.770534823132
   25: 0.771428032846
   27: 0.779040325019
   34: 0.779413522075
   36: 0.785130856559
   40: 0.785988796237
   42: 0.788080802991
   43: 0.788217743370
   44: 0.792247383686
   45: 0.794223227305
   49: 0.794881161782
   50: 0.796322826868
   52: 0.796421143421
   53: 0.800312820481
   55: 0.801183404384
   56: 0.801423921497
   57: 0.801673103848
   60: 0.801931772321
   61: 0.802172035029
   62: 0.803076382820
   65: 0.803802972932
   66: 0.807656810134
   67: 0.814193345836
   80: 0.815110548696
   82: 0.818331832519
   83: 0.818988784954
   95: 0.819734782335
   97: 0.820608078240
   99: 0.821378102805
  100: 0.825243658559
  111: 0.826551448682
  113: 0.827844146003
  126: 0.828294343955
  128: 0.828408171822
  129: 0.829608448098
  130: 0.830165775017
  131: 0.833927532608
  149: 0.834551011548
  150: 0.834921471700
  151: 0.835884319724
  153: 0.836285690171
  154: 0.837151686276
  155: 0.837568765894
  166: 0.838715660223
  170: 0.839271365470
  172: 0.839830584208
  173: 0.839908894302
  176: 0.840109442573
  190: 0.840642789342
  191: 0.843607082657
  192: 0.843683492087
  194: 0.845535213230
  215: 0.845889352095
  217: 0.846804141492
  218: 0.847367598065
  219: 0.848252358492
  240: 0.848515635104
  243: 0.850192744624
  246: 0.850522031834
  264: 0.850782753679
  265: 0.850865371707
  269: 0.851342491779
  272: 0.851419386723
  281: 0.851787842329
  292: 0.852428031838
  294: 0.854307957605
  297: 0.854988283882
  324: 0.855047115576
  325: 0.855066101638
  326: 0.855977048279
  332: 0.856315341164
  351: 0.856531664847
  353: 0.857185438445
  354: 0.858641403299
  375: 0.858674613773
  380: 0.859417867782
  386: 0.859618662236
  389: 0.860457843867
  408: 0.860551872528
  411: 0.860560315591
  415: 0.860679252018
  416: 0.860964570370
  417: 0.862145526649
  418: 0.862445403683
  420: 0.862900134882
  422: 0.862959508695
  455: 0.863724331764
  456: 0.863845803989
  458: 0.864368931929
  490: 0.864370309699
  493: 0.865022451323
  497: 0.865117172842
  524: 0.865379427809
  525: 0.866093806875
  527: 0.866127109473
  528: 0.866408840611
  562: 0.866776041890
  563: 0.866898963089
  564: 0.867036163063
  566: 0.867256700551
  567: 0.868168906273

2 3 7 12 18 19 25 27 34 36 40 42 43 44 45 49 50 52 53 55 56 57 60 61 62 65 66 67 80 82 83 95 97 99 100 111 113 126 128 129 130 131 149 150 151 153 154 155 166 170 172 173 176 190 191 192 194 215 217 218 219 240 243 246 264 265 269 272 281 292 294 297 324 325 326 332 351 353 354 375 380 386 389 408 411 415 416 417 418 420 422 455 456 458 490 493 497 524 525 527 528 562 563 564 566 567

Fit of radii by a power law r = a0*n^a1:
  a0 = 0.41019  a1 = -0.47943