Distance and Number of (i)th neighbour Distance/r_1 = sqrt(x/6) i x r_i/r_1 = sqrt(x/6) num. 1 6 1.0000000000000000E+00 6 2 12 1.4142135623730950E+00 12 3 18 1.7320508075688770E+00 8 4 24 2.0000000000000000E+00 6 5 30 2.2360679774997900E+00 24 6 36 2.4494897427831780E+00 24 7 48 2.8284271247461900E+00 12 8 54 3.0000000000000000E+00 30 9 60 3.1622776601683800E+00 24 10 66 3.3166247903554000E+00 24 11 72 3.4641016151377540E+00 8 12 78 3.6055512754639890E+00 24 13 84 3.7416573867739410E+00 48 14 96 4.0000000000000000E+00 6 15 102 4.1231056256176610E+00 48 16 108 4.2426406871192850E+00 36 17 114 4.3588989435406740E+00 24 18 120 4.4721359549995800E+00 24 19 126 4.5825756949558400E+00 48 20 132 4.6904157598234300E+00 24 21 144 4.8989794855663560E+00 24 22 150 5.0000000000000000E+00 30 23 156 5.0990195135927840E+00 72 24 162 5.1961524227066320E+00 32 25 174 5.3851648071345040E+00 72 26 180 5.4772255750516610E+00 48 27 192 5.6568542494923810E+00 12 28 198 5.7445626465380290E+00 48 29 204 5.8309518948453010E+00 48 30 210 5.9160797830996160E+00 48 31 216 6.0000000000000000E+00 30 32 222 6.0827625302982190E+00 24 33 228 6.1644140029689760E+00 72 34 240 6.3245553203367590E+00 24 35 246 6.4031242374328490E+00 96 36 252 6.4807406984078600E+00 48 37 258 6.5574385243020000E+00 24 38 264 6.6332495807108000E+00 24 39 270 6.7082039324993690E+00 72 40 276 6.7823299831252680E+00 48 41 288 6.9282032302755090E+00 8 42 294 7.0000000000000000E+00 54 43 300 7.0710678118654760E+00 84 44 306 7.1414284285428500E+00 48 45 312 7.2111025509279780E+00 24 46 318 7.2801098892805180E+00 72 47 324 7.3484692283495350E+00 96 48 336 7.4833147735478830E+00 48 49 342 7.5498344352707500E+00 48 50 348 7.6157731058639090E+00 24 51 354 7.6811457478686080E+00 72 52 366 7.8102496759066540E+00 72 53 372 7.8740078740118110E+00 96 54 384 8.0000000000000000E+00 6 55 390 8.0622577482985490E+00 96 56 396 8.1240384046359610E+00 96 57 402 8.1853527718724500E+00 24 58 408 8.2462112512353210E+00 48 59 414 8.3066238629180750E+00 96 60 420 8.3666002653407560E+00 48 61 432 8.4852813742385700E+00 36 62 438 8.5440037453175300E+00 48 63 444 8.6023252670426270E+00 120 64 450 8.6602540378443870E+00 56 65 456 8.7177978870813480E+00 24 66 462 8.7749643873921230E+00 96 67 468 8.8317608663278480E+00 48 68 480 8.9442719099991590E+00 24 69 486 9.0000000000000000E+00 102 70 492 9.0553851381374170E+00 48 71 498 9.1104335791442990E+00 72 72 504 9.1651513899116800E+00 48 73 510 9.2195444572928870E+00 48 74 516 9.2736184954957040E+00 120 75 528 9.3808315196468590E+00 24 76 534 9.4339811320566030E+00 144 77 540 9.4868329805051380E+00 120 78 546 9.5393920141694560E+00 48 79 558 9.6436507609929550E+00 48 80 564 9.6953597148326590E+00 96 81 576 9.7979589711327120E+00 24 82 582 9.8488578017961040E+00 48 83 588 9.8994949366116650E+00 108 84 594 9.9498743710661990E+00 72 This data was created by STRmaker.FOR which is programed by Kunio TAKAHASHI(TIT) using a idea for counting by Dr.Nakano. Helpful discussion is given in EAMers.