Program /Users/faculty/holden/LogCycles/threetabs running on 19 nodes with 1 processors each. prime = 101 Fixed points g\h h ANY h PR h RP h RPPR g ANY 100 16 40 16 g PR 34 16 16 16 g RP 43 5 19 5 g RPPR 13 5 5 5 Two-cycles g\h h ANY h PR h RP h RPPR g ANY 172 24 66 18 g PR 60 24 24 18 g RP 65 6 27 5 g RPPR 21 6 6 5 Coincidences of h^h a\h h ANY h PR h RP h RPPR a ANY 232 67 66 18 a PR 67 52 24 18 a RP 66 24 48 18 a RPPR 18 18 18 18 prime = 103 Fixed points g\h h ANY h PR h RP h RPPR g ANY 111 10 32 10 g PR 37 10 10 10 g RP 39 1 8 1 g RPPR 15 1 1 1 Two-cycles g\h h ANY h PR h RP h RPPR g ANY 213 19 55 12 g PR 71 19 19 12 g RP 83 5 20 1 g RPPR 31 5 5 1 Coincidences of h^h a\h h ANY h PR h RP h RPPR a ANY 248 69 55 12 a PR 69 40 19 12 a RP 55 19 36 12 a RPPR 12 12 12 12 prime = 107 Fixed points g\h h ANY h PR h RP h RPPR g ANY 96 22 52 22 g PR 44 22 22 22 g RP 52 13 30 13 g RPPR 20 13 13 13 Two-cycles g\h h ANY h PR h RP h RPPR g ANY 188 47 105 30 g PR 94 47 47 30 g RP 84 22 46 15 g RPPR 40 22 22 15 Coincidences of h^h a\h h ANY h PR h RP h RPPR a ANY 226 100 105 30 a PR 100 72 47 30 a RP 105 47 82 30 a RPPR 30 30 30 30 prime = 109 Fixed points g\h h ANY h PR h RP h RPPR g ANY 98 13 36 13 g PR 21 13 13 13 g RP 35 6 14 6 g RPPR 10 6 6 6 Two-cycles g\h h ANY h PR h RP h RPPR g ANY 212 25 70 19 g PR 55 25 25 19 g RP 67 9 19 8 g RPPR 22 9 9 8 Coincidences of h^h a\h h ANY h PR h RP h RPPR a ANY 316 62 70 19 a PR 62 48 25 19 a RP 70 25 50 19 a RPPR 19 19 19 19 prime = 113 Fixed points g\h h ANY h PR h RP h RPPR g ANY 113 23 48 23 g PR 53 23 23 23 g RP 44 9 15 9 g RPPR 23 9 9 9 Two-cycles g\h h ANY h PR h RP h RPPR g ANY 205 38 89 33 g PR 85 38 38 33 g RP 88 21 39 17 g RPPR 43 21 21 17 Coincidences of h^h a\h h ANY h PR h RP h RPPR a ANY 268 73 89 33 a PR 73 60 38 33 a RP 89 38 62 33 a RPPR 33 33 33 33 0.860u 0.920s 0:03.23 55.1% 0+0k 0+0io 31976pf+0w