#NEXUS BEGIN TREES; LINK Taxa = Taxa; TRANSLATE 0 Eomaia, 1 Maelestes_gobiensis, 2 Altacreodus, 3 Akhnatenavus_leptognathus, 4 Akhnatenavus_nefertiticyon, 5 Allopterodon_torvidus, 6 Anasinopa_leakeyi, 7 Apterodon_gaudryi, 8 Apterodon_langebadrae, 9 Apterodon_macrognathus, 10 Arfia_gingerichi, 11 Arfia_shoshoniensis, 12 Arfia_opisthotoma, 13 Boualitomus, 14 Boritia_duffaudi, 15 Brychotherium_ephalmos, 16 Cynohyaenodon, 17 Dissopsalis_pyroclasticus, 18 Eoproviverra, 19 Eurotherium_matthesi, 20 Eurotherium_theriodis, 21 Furodon, 22 Galecyon_chronius, 23 Galecyon_mordax, 24 Galecyon_morloi, 25 Galecyon_peregrinus, 26 Gazinocyon_vulpeculus, 27 Glibzegdouia, 28 Hemipsalodon, 29 Hyaenodon_horridus, 30 Hyaenodon_ErgiliynDzo, 31 Hyaenodon_minor, 32 Hyaenodon_neimongoliensis, 33 Hyainailouros_sulzeri, 34 Indohyaenodon, 35 Isohyaenodon_pilgrimi, 36 Kerberos, 37 Koholia, 38 Kyawdawia, 39 Lahimia, 40 Leakitherium_hiwegi, 41 Lesmesodon, 42 Limnocyon_verus, 43 Leonhardtina_gracilis, 44 Masrasector_aegypticum, 45 Masrasector_ligabuei, 46 Matthodon_tritens, 47 Megistotherium, 48 Metapterodon, 49 Metasinopa_osborni, 50 Morlodon, 51 Orienspterodon_dahkoensis, 52 Oxyaenoides_bicuspidens, 53 Oxyaenoides_lindgreni, 54 Paratritemnodon, 55 Paroxyaena_sp, 56 Parvagula_palulae, 57 Preregidens_langebadrae, 58 Prolimnocyon_atavus, 59 Prolimnocyon_chowi, 60 Propterodon_tongi, 61 Propterodon_morrisi, 62 Proviverra, 63 Prototomus_minimus, 64 Prototomus_phobos, 65 Pterodon_africanus, 66 Pterodon_dasyuroides, 67 Pterodon_phiomensis, 68 Pyrocyon_strenuus, 69 Quasiapterodon, 70 Quercytherium_simplicidens, 71 Quercytherium_tenebrosum, 72 Sinopa_grangeri, 73 Sinopa_jilinia, 74 Teratodon, 75 Thinocyon, 76 Tinerhodon, 77 Tritemnodon_agilis; tree 1 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 2 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 3 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 4 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 5 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 6 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 7 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 8 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )(40 (35 (33 47 ))))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 9 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 10 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 11 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 12 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 13 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 14 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 15 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 16 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 17 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 18 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 19 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 20 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 21 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 22 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 23 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 24 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 25 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 26 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 27 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 28 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 29 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 30 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 31 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 32 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 33 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 34 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 35 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 36 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 37 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 38 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 39 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 40 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 41 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 42 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 43 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 44 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 45 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 46 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 47 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 48 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 49 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))((33 35 )(40 47 )))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 50 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))((33 35 )(40 47 ))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 51 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 52 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 53 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 54 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 55 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 56 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 57 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 58 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 59 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (((30 (32 (29 31 )))(60 61 ))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 60 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )(((33 35 )(40 47 ))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 61 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 62 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 63 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 64 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 65 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 66 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 67 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 68 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 69 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 70 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 (((3 4 )((40 (35 (33 47 )))(65 67 )))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 71 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 72 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )(40 (35 (33 47 ))))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 73 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 74 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 75 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 76 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 77 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )((33 35 )(40 47 )))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 78 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 ((55 ((65 (67 ((3 4 )(40 (35 (33 47 ))))))(28 36 )))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 79 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )(40 (35 (33 47 ))))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 80 = [&U](0 (1 ((2 76 )(18 (50 (41 ((((64 (63 (((26 ((34 ((((51 (66 (48 (55 ((65 (67 ((3 4 )(40 (35 (33 47 ))))))(28 36 ))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 81 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 82 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 83 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 84 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 )))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 85 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 )))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 86 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 )))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 (37 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (32 (29 31 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 87 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 ((36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 (53 (52 ((30 (32 (29 31 )))(60 61 ))))))(70 71 )))(43 (19 20 )))))))))))); tree 88 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (((65 (67 ((55 (3 4 ))(40 (35 (33 47 ))))))(28 36 ))(37 48 ))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (13 39 )))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 89 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 )))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (37 (77 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); tree 90 = [&U](0 (1 ((2 76 )(18 (50 ((((64 (63 (((26 ((34 ((((51 (66 (48 (36 (28 (65 (67 ((55 (3 4 ))(40 (35 (33 47 )))))))))))(69 (9 (7 8 ))))(38 54 ))(49 (44 ((45 ((6 21 )(15 17 )))(27 74 ))))))(68 (77 (37 (13 39 ))))))(25 ((24 (14 56 ))(22 23 ))))(75 (42 (58 59 ))))))(72 73 ))(12 (10 11 )))(41 (62 (5 ((16 ((57 (46 ((61 (60 (30 (31 (29 32 )))))(52 53 ))))(70 71 )))(43 (19 20 )))))))))))); END;