#NEXUS [written Fri Apr 22 12:05:07 CEST 2022 by Mesquite version 3.6 (build 917) at omar-regaldophd/192.168.137.220] BEGIN TAXA; TITLE Taxa; DIMENSIONS NTAX=69; TAXLABELS Euparkeria Crurotarsi Ornithischia Blikanasaurus Camelotia Eucnemosaurus Glacialisaurus Ingentia Isanosaurus Ohmdenosaurus Seitaad Amygdalodon Gongxianosaurus Unaysaurus Tazoudasaurus Spinophorosaurus Leyesaurus Coloradisaurus Lessemsaurus Meroktenos Volkheimeria Vulcanodon Antetonitrus Pantydraco Guaibasaurus Sefapanosaurus Shunosaurus Cetiosaurus Omeisaurus Chromogisaurus Agnosphitys Anchisaurus Barapasaurus Pampadromaeus Marasuchus Pulanesaura Chindesaurus Panphagia Jingshanosaurus Plateosauravus Eoraptor Staurikosaurus Herrerasaurus Silesaurus Thecodontosaurus Saturnalia Mamenchisaurus Aardonyx Ruehleia Xingxiulong Efraasia Sarahsaurus Neotheropoda Patagosaurus Neosauropoda Leonerasaurus Yunnanosaurus Lufengosaurus Riojasaurus Adeopapposaurus Massospondylus Melanorosaurus Schleitheimia Mussaurus Plateosaurus_gracilis Plateosaurus_engelhardti Tuebingosaurus SMNS_13200 'GPIT-PV-18318a+GPIT-PV-30785 ' ; END; BEGIN CHARACTERS; TITLE 'Matrix in file "Rauhut-2020.nex"'; DIMENSIONS NCHAR=380; FORMAT DATATYPE = STANDARD RESPECTCASE GAP = - MISSING = ? SYMBOLS = " 0 1 2 3 4 5 6 7 8"; CHARSTATELABELS 1 Skull_to_femur_ratio / 'greater than 0.6 ( 0 )' 'less than 0.6 ( 1 )', 2 'Lateral plates appressed to the labial side of the premaxillary , maxillary and dentary teeth' / 'absent ( 0 )' 'present ( 1 )', 3 Relative_height_of_the_rostrum_at_the_posterior_margin_of_the_naris / 'more than 0.6 the height of the skull at the middle of the orbit ( 0 )' 'less than 0.6 the height of the skull at the middle of the orbit ( 1 )', 4 Foramen_on_the_lateral_surface_of_the_premaxillary_body / 'absent ( 0 )' 'present ( 1 )', 5 Distal_end_of_the_dorsal_premaxillary_process / 'tapered ( 0 )' 'transversely expanded ( 1 )', 6 Profile_of_premaxilla / 'convex ( 0 )' 'with an inflection at the base of the dorsal process ( 1 )', 7 Size_and_position_of_the_posterolateral_process_of_premaxilla / 'large and lateral to the anterior process of the maxilla ( 0 )' 'small and medial to the anterior process of the maxilla ( 1 )', 8 Relationship_between_posterolateral_process_of_the_premaxilla_and_the_anteroventral_process_of_the_nasal / 'broad sutured contact ( 0 )' 'point contact ( 1 )' 'separated by maxilla ( 2 )' State_3, 9 Posteromedial_process_of_the_premaxilla / 'absent ( 0 )' 'present ( 1 )', 10 Shape_of_the_anteromedial_process_of_the_maxilla / narrow 'elongated and projecting anterior to lateral premaxilla-maxilla suture ( 0 )' short 'broad and level with lateral premaxilla-maxilla suture ( 1 )', 11 Development_of_external_narial_fossa / 'absent to weak ( 0 )' 'well-developed with sharp posterior and anteroventral rims ( 1 )', 12 Development_of_narial_fossa_on_the_anterior_ramus_of_the_maxilla / 'weak and orientated laterally to dorsolaterally ( 0 )' 'well-developed and forming a horizontal shelf ( 1 )', 13 Size_and_position_of_subnarial_foramen / 'absent ( 0 )' 'small ( no larger than adjacent maxillary neurovascular foramina) and positioned outside of narial fossa ( 1 )' large_and_on_the_rim_of or_inside 'the narial fossa ( 2 )', 14 Shape_of_subnarial_foramen / 'rounded ( 0 )' 'slot-shaped ( 1 )', 15 Maxillary_contribution_to_the_margin_of_the_narial_fossa / 'absent ( 0 )' 'present ( 1 )', 16 Diameter_of_external_naris / 'less than 0.5 of the orbital diameter ( 0 )' 'greater than 0.5 of the orbital diameter ( 1 )', 17 'Shape of the external naris ( in adults)' / 'rounded ( 0 )' 'subtriangular with an acute posteroventral corner ( 1 )', 18 Level_of_the_anterior_margin_of_the_external_naris / 'anterior to the midlength of the premaxillary body ( 0 )' 'posterior to the midlength of the premaxillary body ( 1 )', 19 Level_of_the_posterior_margin_of_external_naris / anterior_to 'or level with the premaxilla-maxilla suture ( 0 )' 'posterior to the first maxillary alveolus ( 1 )' 'posterior to the midlength of the maxillary tooth row and the anterior margin of the antorbital fenestra ( 2 )', 20 Dorsal_profile_of_the_snout / 'straight to gently convex ( 0 )' 'with a depression behind the naris ( 1 )', 21 Elongate_median_nasal_depression / 'absent ( 0 )' 'present ( 1 )', 22 Width_of_anteroventral_process_of_nasal_at_its_base / 'less than the width of the anterodorsal process at its base ( 0 )' 'greater than the width of the anterodorsal process at its base ( 1 )', 23 Nasal_relationship_with_dorsal_margin_of_antorbital_fossa / 'not contributing to the margin of the antorbital fossa ( 0 )' 'lateral margin overhangs the antorbital fossa and forms its dorsal margin ( 1 )' overhang_extensive 'obscuring the dorsal lachrymal-maxilla contact in lateral view ( 2 )', 24 Pointed_caudolateral_process_of_the_nasal_overlapping_the_lachrymal / 'absent ( 0 )' 'present ( 1 )', 25 Anterior_profile_of_the_maxilla / 'slopes continuously towards the rostral tip ( 0 )' with_a_strong_inflection_at_the_base_of_the_ascending_ramus 'creating a rostral ramus with parallel dorsal and ventral margins ( 1 )', 26 Length_of_rostral_ramus_of_the_maxilla / 'less than its dorsoventral depth ( 0 )' 'greater than its dorsoventral depth ( 1 )', 27 Shape_of_the_main_body_of_the_maxilla / 'tapering posteriorly ( 0 )' 'dorsal and ventral margins parallel for most of their length ( 1 )', 28 Shape_of_the_ascending_ramus_of_the_maxilla_in_lateral_view / 'tapering dorsally ( 0 )' 'with an anteroposterior expansion at the dorsal end ( 1 )', 29 Rostrocaudal_length_of_the_antorbital_fossa / 'greater than that of the orbit ( 0 )' 'less than that of the orbit ( 1 )', 30 Posteroventral_extent_of_medial_wall_of_antorbital_fossa / 'reaching the anterior tip of the jugal ( 0 )' 'terminating anterior to the anterior tip of the jugal ( 1 )', 31 Development_of_the_antorbital_fossa_on_the_ascending_ramus_of_the_maxilla / deeply_impressed_and_delimited_by_a_sharp 'scarp-like rim ( 0 )' 'weakly impressed and delimited by a rounded rim or a change in slope ( 1 )', 32 Shape_of_the_antorbital_fossa / 'crescentic with a strongly concave posterior margin that is roughly parallel to the anterior margin of the antorbital fossa ( 0 )' 'subtriangular with a straight to gently concave posterior margin ( 1 )' 'antorbital fossa absent ( 2 )', 33 Size_of_the_neurovascular_foramen_at_the_posterior_end_of_the_lateral_maxillary_row / 'not larger than the others ( 0 )' 'distinctly larger than the others in the row ( 1 )', 34 Direction_that_the_neurovascular_foramen_at_the_posterior_end_of_the_lateral_maxillary_row_opens / 'posteriorly ( 0 )' 'anteriorly, ventrally, or laterally ( 1 )', 35 Arrangement_of_lateral_maxillary_neurovascular_foramina / 'linear ( 0 )' 'irregular ( 1 )', 36 Longitudinal_ridge_on_the_posterior_lateral_surface_of_the_maxilla / 'absent ( 0 )' 'present ( 1 )', 37 Dorsal_exposure_of_the_lachrymal / 'present ( 0 )' 'absent ( 1 )', 38 Shape_of_the_lachrymal / 'dorsoventrally short and blockshaped ( 0 )' 'dorsoventrally elongate and shaped like an inverted L ( 1 )', 39 Orientation_of_the_lachrymal_orbital_margin / 'strongly sloping anterodorsally ( 0 )' 'erect and close to vertical ( 1 )', 40 Length_of_the_anterior_ramus_of_the_lachrymal / 'greater than half the length of the ventral ramus ( 0 )' 'less than half the length of the ventral ramus ( 1 )' 'absent altogether ( 2 ) . Ordered', 41 Web_of_bone_spanning_junction_between_anterior_and_ventral_rami_of_lachrymal / 'absent and antorbital fossa laterally exposed ( 0 )' present 'obscuring posterodorsal corner of antorbital fossa ( 1 )', 42 Extension_of_the_antorbital_fossa_onto_the_ventral_end_of_the_lachrymal / 'present ( 0 )' 'absent ( 1 )', 43 Length_of_the_posterior_process_of_the_prefrontal / 'short ( 0 )' elongated 'so that total prefrontal length is equal to the anteroposterior diameter of the orbit ( 1 )', 44 Ventral_process_of_prefrontal_extending_down_the_posteromedial_side_of_the_lachrymal / 'present ( 0 )' 'absent ( 1 )', 45 Maximum_transverse_width_of_the_prefrontal / 'less than 0.25 of the skull width at that level ( 0 )' 'more than 0.25 of the skull width at that level ( 1 )', 46 Shape_of_the_orbit / 'subcircular ( 0 )' 'ventrally constricted making the orbit subtriangular ( 1 )', 47 Slender_anterior_process_of_the_frontal_intruding_between_the_prefrontal_and_the_nasal / 'absent ( 0 )' 'present ( 1 )', 48 'Jugal-lachrymal relationship' / 'lachrymal overlapping lateral surface of jugal or abutting it dorsally ( 0 )' 'jugal overlapping lachrymal laterally ( 1 )', 49 Shape_of_the_suborbital_region_of_the_jugal / 'an anteroposteriorly elongate bar ( 0 )' 'an anteroposteriorly shortened plate ( 1 )', 50 Jugal_contribution_to_the_antorbital_fenestra / 'absent ( 0 )' 'present ( 1 )', 51 Dorsal_process_of_the_anterior_jugal / 'present ( 0 )' 'absent ( 1 )', 52 Ratio_of_the_minimum_depth_of_the_jugal_below_the_orbit_to_the_distance_between_the_anterior_end_of_the_jugal_and_the_anteroventral_corner_of_the_infratemporal_fenestra / 'less than 0.2 ( 0 )' 'greater than 0.2 ( 1 )', 53 Transverse_width_of_the_ventral_ramus_of_the_postorbital / 'less than its anteroposterior width at midshaft ( 0 )' 'greater than its anteroposterior width at midshaft ( 1 )', 54 Shape_of_the_dorsal_margin_of_postorbital_in_lateral_view / 'straight to gently curved ( 0 )' 'with a distinct embayment between the anterior and posterior dorsal processes ( 1 )', 55 Height_of_the_postorbital_rim_of_the_orbit / 'flush with the posterior lateral process of the postorbital ( 0 )' 'raised so that it projects laterally to the posterior dorsal process ( 1 )', 56 Postfrontal_bone / 'present ( 0 )' 'absent ( 1 )', 57 Position_of_the_anterior_margin_of_the_infratemporal_fenestra / 'behind the orbit ( 0 )' 'extends under the rear half of the orbit ( 1 )' 'extends as far forward as the midlength of the orbit ( 2 ) . Ordered', 58 Frontal_contribution_to_the_supratemporal_fenestra / 'present ( 0 )' 'absent ( 1 )', 59 Orientation_of_the_long_axis_of_the_supratemporal_fenestra / 'longitudinal ( 0 )' 'transverse ( 1 )', 60 Medial_margin_of_supratemporal_fossa / 'simple smooth curve ( 0 )' 'with a projection at the frontal / postorbital-parietal suture producing a scalloped margin ( 1 )', 61 Length_of_the_quadratojugal_ramus_of_the_squamosal_relative_to_the_width_at_its_base / 'less than four times its width ( 0 )' 'greater than four times its width ( 1 )', 62 Proportion_of_infratemporal_fenestra_bordered_by_squamosal / 'more than 0.5 of the depth of the infratemporal fenestra ( 0 )' 'less than 0.5 of the depth of the infratemporal fenestra ( 1 )', 63 'Squamosal-quadratojugal contact' / 'present ( 0 )' 'absent ( 1 )', 64 Angle_of_divergence_between_jugal_and_squamosal_rami_of_quadratojugal / 'close to 90 ( 0 )' 'close to parallel ( 1 )', 65 Length_of_jugal_ramus_of_quadratojugal / 'no longer than the squamosal ramus ( 0 )' 'longer than the squamosal ramus ( 1 )', 66 Shape_of_the_rostral_end_of_the_jugal_ramus_of_the_quadratojugal / 'tapered ( 0 )' 'dorsoventrally expanded ( 1 )', 67 Relationship_of_quadratojugal_to_jugal / 'jugal overlaps the lateral surface of the quadratojugal ( 0 )' 'quadratojugal overlaps the lateral surface of the jugal ( 1 )' 'quadratojugal sutures along the ventrolateral margin of the jugal ( 2 )', 68 Position_of_the_quadrate_foramen / 'on the quadratequadratojugal suture ( 0 )' deeply_incised_into and_partly_encircled_by 'the quadrate ( 1 )' 'on the quadrate- squamosal suture' 'just below the quadrate head ( 2 )', 69 Shape_of_posterolateral_margin_of_quadrate / 'sloping anterolaterally from posteromedial ridge ( 0 )' 'everted posteriorly creating a posteriorly facing fossa ( 1 )' posterior_fossa_deeply_excavated 'invading quadrate body ( 2 ) . Ordered', 70 Exposure_of_the_lateral_surface_of_the_quadrate_head / absent 'covered by lateral sheet of the squamosal ( 0 )' 'present ( 1 )', 71 Proportion_of_the_length_of_the_quadrate_that_is_occupied_by_the_pterygoid_wing / 'at least 70% ( 0 )' 'greater than 70% ( 1 )', 72 Depth_of_the_occipital_wing_of_the_parietal / 'less than 1.5 times the depth of the foramen magnum ( 0 )' 'more than 1.5 times the depth of the foramen magnum ( 1 )', 73 'Position of foramina for mid-cerebral vein on occiput' / 'between supraoccipital and parietal ( 0 )' 'on the supraoccipital ( 1 )', 74 Postparietal_fenestra_between_supraoccipital_and_parietals / 'absent ( 0 )' 'present ( 1 )', 75 Shape_of_the_supraoccipital / 'diamond-shaped' 'at least as high as wide ( 0 )' 'semilunate and wider than high ( 1 )', 76 Orientation_of_the_supraoccipital_plate / 'erect to gently sloping ( 0 )' 'strongly sloping forward so that the dorsal tip lies level with the basipterygoid processes ( 1 )', 77 Orientation_of_the_paroccipital_processes_in_occipital_view / 'slightly dorsolaterally directed to horizontal ( 0 )' 'ventrolaterally directed ( 1 )', 78 Orientation_of_the_paroccipital_processes_in_dorsal_view / 'posterolateral forming a V-shaped occiput ( 0 )' 'lateral forming a flat occiput ( 1 )', 79 'Size of the post-temporal fenestra' / 'large fenestra ( 0 )' 'a small hole that is much less than half the depth of the paroccipital process ( 1 )', 80 'Exit of the mid-cerebral vein' / 'through trigeminal foramen ( 0 )' 'through a separate foramen anterodorsal to trigeminal foramen ( 1 )', 81 Shape_of_the_floor_of_the_braincase_in_lateral_view / relatively_straight_with_the_basal_tuberae 'basipterygoid processes and parasphenoid rostrum roughly aligned ( 0 )' 'bent with the basipterygoid processes and the parasphenoid rostrum below the level of the basioccipital condyle and the basal tuberae ( 1 )' 'bent with the basal tuberae lowered below the level of the basioccipital and the parasphenoid rostrum raised above it ( 2 )', 82 Shape_of_basal_tuberae / 'knob-like' 'with basisphenoidal component rostral to basioccipital component ( 0 )' 'forming a transverse ridge with the basisphenoidal component lateral to the basioccipital component ( 1 )', 83 'Length of the basipterygoid processes ( from the top of the parasphenoid to the tip of the process)' / 'less than the height of the braincase ( from the top of the parasphenoid to the top of the supraoccipital) ( 0 )' 'greater than the height of the braincase ( from the top of the parasphenoid to the top of the supraoccipital) ( 1 )', 84 'Ridge formed along the junction of the parabasisphenoid and the basioccipital , between the basal tuberae' / 'present with a smooth anterior face ( 0 )' 'present with a median fossa on the anterior face ( 1 )' 'absent with the basal tuberae being separated by a deep posteriorly opening U-shaped fossa ( 2 )', 85 Deep_septum_spanning_the_interbasipterygoid_space / 'absent ( 0 )' 'present ( 1 )', 86 Dorsoventral_depth_of_the_parasphenoid_rostrum / 'much less than the transverse width ( 0 )' 'about equal to the transverse width ( 1 )', 87 Shape_of_jugal_process_of_ectopterygoid / 'gently curved ( 0 )' 'strongly recurved and hook-like ( 1 )', 88 Pneumatic_fossa_on_the_ventral_surface_of_the_ectopterygoid / 'present ( 0 )' 'absent ( 1 )', 89 Relationship_of_the_ectopterygoid_to_the_pterygoid / 'ectopterygoid overlapping the ventral surface of the pterygoid ( 0 )' 'ectopterygoid overlapping the dorsal surface of the pterygoid ( 1 )', 90 Position_of_the_maxillary_articular_surface_of_the_palatine / 'along the lateral margin of the bone ( 0 )' 'at the end of a narrow anterolateral process due to the absence of the posterolateral process ( 1 )', 91 Centrally_located_tubercle_on_the_ventral_surface_of_palatine / 'absent ( 0 )' 'present ( 1 )', 92 Medial_process_of_the_pterygoid_forming_a_hook_around_the_basipterygoid_process / 'absent ( 0 )' 'flat and blunt-ended ( 1 )' 'bent upward and pointed ( 2 ) . Ordered', 93 Length_of_the_vomers / 'less than 0.25 of the total skull length ( 0 )' 'more than 0.25 of the total skull length ( 1 )', 94 Position_of_jaw_joint / 'no lower than the level of the dorsal margin of the dentary ( 0 )' depressed 'well below this level ( 1 )', 95 Shape_of_upper_jaws_in_ventral_view / 'narrow with an acute rostral apex ( 0 )' 'broad and U-shaped ( 1 )', 96 Length_of_the_external_mandibular_fenestra / 'more than 0.1 of the length of the mandible ( 0 )' 'less than 0.1 of the length of the mandible ( 1 )', 97 Caudal_end_of_dentary_tooth_row_medially_inset_with_a_thick_lateral_ridge_on_the_dentary_forming_a_buccal_emargination / 'absent ( 0 )' 'present ( 1 )', 98 Height / 'length ratio of the dentary : less than 0.2' 'greater than 0.2 ( 1 )', 99 Orientation_of_the_symphyseal_end_of_the_dentary / 'in line with the long axis of the dentary ( 0 )' 'strongly curved ventrally ( 1 )', 100 Position_of_first_dentary_tooth / 'adjacent to symphysis ( 0 )' 'inset one tooth?s width from the symphysis ( 1 )', 101 Dorsoventral_expansion_at_the_symphyseal_end_of_the_dentary / 'absent ( 0 )' 'present ( 1 )', 102 Splenial_foramen / 'absent ( 0 )' 'present and enclosed ( 1 )' 'present and open anteriorly ( 2 ) . Ordered', 103 'Splenial-angular joint' / 'flattened sutured contact ( 0 )' 'synovial joint surface between tongue-like process of angular fitting in groove of the splenial ( 1 )', 104 'A stout , triangular , medial process of the articular , behind the glenoid' / 'present ( 0 )' 'absent ( 1 )', 105 Length_of_the_retroarticular_process / 'less than the depth of the mandible below the glenoid ( 0 )' 'greater than the depth of the mandible below the glenoid ( 1 )', 106 Strong_medial_embayment_behind_glenoid_of_the_articular_in_dorsal_view / 'absent ( 0 )' 'present ( 1 )', 107 Number_of_premaxillary_teeth / 'four ( 0 )' 'more than four ( 1 )', 108 'Number of dentary teeth ( in adults)' / 'less than 18 ( 0 )' '18 or more ( 1 )' State_2, 109 Arrangement_of_teeth_within_the_jaws / linearly_placed 'crowns not overlapping ( 0 )' 'imbricated with distal side of tooth overlapping mesial side of the succeeding tooth ( 1 )', 110 Orientation_of_the_maxillary_tooth_crowns / 'erect ( 0 )' 'procumbent ( 1 )', 111 Orientation_of_the_dentary_tooth_crowns / 'erect ( 0 )' 'procumbent ( 1 )', 112 Teeth_with_basally_constricted_crowns / 'absent ( 0 )' 'present ( 1 )', 113 'Tooth-tooth occlusal wear facets' / 'absent ( 0 )' 'present ( 1 )', 114 Mesial_and_distal_serrations_of_the_teeth / 'fine and set at right angles to the margin of the tooth ( 0 )' 'coarse and angled upwards at an angle of 45 to the margin of the tooth ( 1 )', 115 Distribution_of_serrations_on_the_maxillary_and_dentary_teeth / 'present on both the mesial and distal carinae ( 0 )' 'absent on the posterior carinae ( 1 )' 'absent on both carinae ( 2 )', 116 Long_axis_of_the_tooth_crowns_distally_recurved / 'present ( 0 )' 'absent ( 1 )', 117 Texture_of_the_enamel_surface / 'entirely smooth ( 0 )' 'finely wrinkled in some patches ( 1 )' 'extensively and coarsely wrinkled ( 2 ) . Ordered', 118 Lingual_concavities_of_the_teeth / 'absent ( 0 )' 'present ( 1 )', 119 Longitudinal_labial_grooves_on_the_teeth / 'absent ( 0 )' 'present ( 1 )', 120 Distribution_of_the_serrations_along_the_mesial_and_distal_carinae_of_the_tooth / 'extend along most of the length of the crown ( 0 )' 'restricted to the upper half of the crown ( 1 )', 121 Number_of_cervical_vertebrae / 'eight or fewer ( 0 )' '9 ?10 ( 1 )' '12 ?13 ( 2 )' 'more than 13 ( 3 ) . Ordered', 122 'Shallow , dorsally facing fossa on the atlantal neurapophysis bordered by a dorsally everted lateral margin' / 'absent ( 0 )' 'present ( 1 )', 123 Width_of_axial_intercentrum / 'less than width of axial centrum ( 0 )' 'greater than width of axial centrum ( 1 )', 124 Position_of_axial_prezygapophyses / 'on the anterolateral surface of the neural arch ( 0 )' 'mounted on anteriorly projecting pedicels ( 1 )', 125 Posterior_margin_of_the_axial_postzygapophyses / 'overhang the axial centrum ( 0 )' 'flush with the caudal face of the axial centrum ( 1 )', 126 Length_of_the_axial_centrum / 'less than three times the height of the centrum ( 0 )' 'at least three times the height of the centrum ( 1 )', 127 'Length of the anterior cervical centra ( cervicals 3 ?5)' / 'no more than the length of the axial centrum ( 0 )' 'greater than the length of the axial centrum ( 1 )', 128 'Length of middle to posterior cervical centra ( cervical 6 ?8)' / 'no more than the length of the axial centrum ( 0 )' 'greater than the length of the axial centrum ( 1 )', 129 Lateral_depression_in_the_cervical_vertebral_centra / absent 'lateral side straight or dorsoventrally convex ( 0 )' present 'shallow to moderately deep and fades out anteriorly and posteriorly ( 1 )' deep with_marked_anterior_margin 'fades out posteriorly ( 2 )' 'with sharply defined anterior and posterior margins ( 3 )', 130 Dorsal_excavation_of_the_cervical_parapophyses / 'absent ( 0 )' 'present ( 1 )', 131 Lateral_compression_of_the_anterior_cervical_vertebrae / 'centra are no higher than they are wide ( 0 )' 'are approximately 1.25 times higher than wide ( 1 )', 132 'Relative elongation of the anterior cervical centra ( cervical 3 ?5)' / 'lengths of the centra are less than 2.5 times the height of their anterior faces ( 0 )' 'lengths are 2.5?4 times the height of their anterior faces ( 1 )' 'the length of at least cervical 4 or 5 exceeds 4 times the anterior centrum height ( 2 ) . Ordered', 133 Ventral_keels_on_cranial_cervical_centra / 'present ( 0 )' 'absent ( 1 )', 134 Height_of_the_mid_cervical_neural_arches / 'no more than the height of the posterior centrum face ( 0 )' 'greater than the height of the posterior centrum face ( 1 )', 135 Cervical_epipophyses_on_the_dorsal_surface_of_the_postzygapophyses / 'absent ( 0 )' 'present on at least some cervical vertebrae ( 1 )', 136 'Posterior ends of the anterior , postaxial epipophyses' / 'with a free pointed tip ( 0 )' 'joined to the postzygapophysis along their entire length ( 1 )', 137 Shape_of_the_epipophyses / 'tall ridges ( 0 )' flattened 'horizontal plates ( 1 )', 138 Epipophyses_overhanging_the_rear_margin_of_the_postzygapophyses / 'absent ( 0 )' 'present in at least some postaxial cervical vertebrae ( 1 )', 139 'Anterior spur-like projections on mid-cervical neural spines' / 'absent ( 0 )' 'present ( 1 )', 140 'Shape of mid-cervical neural spines' / 'less than twice as long as high ( 0 )' 'at least twice as long as high ( 1 )', 141 Shape_of_cervical_rib_shafts / 'short and posteroventrally directed ( 0 )' 'longer than the length of their centra and extending parallel to cervical column ( 1 )', 142 Position_of_the_base_of_the_cervical_rib_shaft / level_with 'or higher than the ventral margin of the cervical centrum ( 0 )' 'located below the ventral margin due to a ventrally extended parapophysis ( 1 )', 143 'Postzygodiapophyseal lamina in cervical neural arches 4 -8' / 'present ( 0 )' 'absent ( 1 )', 144 'Laminae of the cervical neural arches 4 -8' / 'welldeveloped tall laminae ( 0 )' 'weakly developed low ridges ( 1 )', 145 Shape_of_anterior_centrum_face_in_cervical_centra / 'concave ( 0 )' 'flat ( 1 )' 'convex ( 2 ) . Ordered', 146 Ventral_surface_of_the_centra_in_the_cervicodorsal_transition / 'transversely rounded ( 0 )' 'with longitudinal keels ( 1 )', 147 Number_of_vertebrae_between_cervicodorsal_transition_and_primordial_sacral_vertebrae / '15 ?16 ( 0 )' 'no more than 14 ( 1 )', 148 Lateral_surfaces_of_the_dorsal_centra / with_at_most_vague 'shallow depressions ( 0 )' 'with deep fossae that approach the midline ( 1 )' with_invasive 'sharprimmed pleurocoels ( 2 ) . Ordered', 149 Oblique_ridge_dividing_pleural_fossa_of_cervical_vertebrae / 'absent ( 0 )' 'present ( 1 )', 150 Laterally_expanded_tables_at_the_midlength_of_the_dorsal_surface_of_the_neural_spines / 'absent in all vertebrae ( 0 )' 'present on the pectoral vertebrae ( 1 )' 'present on the pectoral and cervical vertebrae ( 2 ) . Ordered', 151 Dorsal_centra / 'entirely amphicoelous to amphiplatyan ( 1 )' 'first two dorsals are opisthocoelous ( 1 )' 'cranial half of dorsal column is opisthocoelous ( 2 ) . Ordered', 152 Shape_of_the_posterior_dorsal_centra / 'relatively elongated for their size ( 0 )' 'strongly axially compressed for their size ( 1 )', 153 'Laminae bounding triangular infradiapophyseal fossae ( chonae) on dorsal neural arches' / 'absent ( 0 )' 'present ( 1 )', 154 Location_of_parapophysis_in_first_two_dorsals / 'at the anterior end of the centrum ( 0 )' located_at_the_midlength_of_the_centrum 'within the middle chonos ( 1 )', 155 Parapophyses_of_the_dorsal_column_completely_shift_from_the_centrum_to_the_neural_arch / 'anterior to the thirteenth presacral vertebra ( 0 )' 'posterior to the thirteenth presacral vertebra ( 1 )', 156 Orientation_of_the_transverse_processes_of_the_dorsal_vertebrae / 'most horizontally directed ( 0 )' 'all upwardly directed ( 1 )', 157 'Contribution of the paradiapophyseal lamina to the margin of the anterior chonos in mid-dorsal vertebrae' / 'present ( 0 )' 'prevented by high placement of parapophysis ( 1 )', 158 Hyposphenes_in_the_dorsal_vertebrae / 'absent ( 0 )' 'present but less than the height of the neural canal ( 1 )' 'present and equal to the height of the neural canal ( 2 ) . Ordered', 159 'Prezygodiapophyseal lamina and associated anterior triangular fossa ( anterior infradiapophyseal fossa)' / 'present on all dorsals ( 0 )' 'absent in mid-dorsals ( 1 )', 160 Anterior_centroparapophyseal_lamina_in_dorsal_vertebrae / 'absent ( 0 )' 'present ( 1 )', 161 Prezygoparapophyseal_lamina_in_dorsal_vertebrae / 'absent ( 0 )' 'present ( 1 )', 162 Accessory_lamina_dividing_posterior_chonos_from_postzygapophysis / 'absent ( 0 )' 'present ( 1 )', 163 'Lateral pneumatic fenestra in centrodiapophyseal fossa in middle and posterior dorsal vertebrae , opening into neural cavity' / 'absent ( 0 )' 'present ( 1 )', 164 Separation_of_lateral_surfaces_of_anterior_dorsal_neural_arches_under_transverse_processes / 'widely spaced ( 0 )' 'only separated by a thin midline septum ( 1 )', 165 'Height of dorsal neural arches , from neurocentral suture to level of zygapophyseal facets' / 'much less than height of centrum ( 0 )' 'subequal to or greater than height of centrum ( 1 )', 166 Form_of_anterior_surface_of_neural_arch / 'simple centroprezygopophyseal ridge ( 0 )' 'broad anteriorly facing surface bounded laterally by centroprezygopophyseal lamina ( 1 )' State_2, 167 Shape_of_posterior_dorsal_neural_canal / 'subcircular ( 0 )' 'slit-shaped ( 1 )', 168 Height_of_middle_dorsal_neural_spines / 'less than the length of the base ( 0 )' 'higher than the length of the base but less than 1.5 times the length of the base ( 1 )' 'greater than 1.5 times the length of the base ( 2 ) . Ordered', 169 Shape_of_anterior_dorsal_neural_spines / 'lateral margins parallel in anterior view ( 0 )' 'transversely expanding towards dorsal end ( 1 )', 170 'Cross-sectional shape of dorsal neural spines' / 'transversely compressed ( 0 )' 'broad and triangular ( 1 )' 'square-shaped in posterior vertebrae ( 2 ) . Ordered', 171 Spinodiapophyseal_lamina_on_dorsal_vertebrae / 'absent ( 0 )' 'present and separated from spinopostzygapophyseal lamina ( 1 )' 'present and joining spinopostzygapophyseal lamina to create a composite posterolateral spinal lamina ( 2 ) . Ordered', 172 'Well-developed , sheet-like suprapostzygapophyseal laminae' / 'absent ( 0 )' 'present on at least the caudal dorsal vertebrae ( 1 )', 173 Shape_of_the_spinopostzygapophyseal_lamina_in_middle_and_posterior_dorsal_vertebrae / 'singular ( 0 )' 'bifurcated at its distal end ( 1 )', 174 Shape_of_posterior_margin_of_middle_dorsal_neural_spines_in_lateral_view / 'approximately straight ( 0 )' 'concave with a projecting posterodorsal corner ( 1 )', 175 'Transversely expanded plate-like summits of posterior dorsal neural spines' / 'absent ( 0 )' 'present ( 1 )', 176 Last_presacral_rib / 'free ( 0 )' 'fused to vertebra ( 1 )', 177 'Sacral rib much narrower than the transverse process of the first primordial sacral vertebra ( and dorsosacral if present) in dorsal view' / 'absent ( 0 )' 'present ( 1 )', 178 Number_of_dorsosacral_vertebrae / 'none ( 0 )' 'one ( 1 )' 'two ( 2 ) . Ordered', 179 Caudosacral_vertebra / 'absent ( 0 )' 'present ( 1 )', 180 Shape_of_the_iliac_articular_facets_of_the_first_primordial_sacral_rib / 'singular ( 0 )' 'divided into dorsal and ventral facets separated by a non-articulating gap ( 1 )', 181 Depth_of_the_iliac_articular_surface_of_the_primordial_sacrals / 'less than 0.75 of the depth of the ilium ( 0 )' 'greater than 0.75 of the depth of the ilium ( 1 )', 182 Sacral_ribs_contributing_to_the_rim_of_the_acetabulum / 'absent ( 0 )' 'present ( 1 )', 183 'Posterior and anterior expansion of the transverse processes of the first and second primordial sacral vertebrae , respectively , partly roofing the intercostal space' / 'absent ( 0 )' 'present ( 1 )', 184 Length_of_first_caudal_centrum / 'greater than its height ( 0 )' 'less than its height ( 1 )', 185 Length_of_base_of_the_proximal_caudal_neural_spines / 'less than ( 0 )' 'or greater than ( 1 )' half_the_length_of_the_neural_arch, 186 Outline_of_basis_of_anterior_caudal_transverse_processes_in_lateral_view / 'oval to round ( 0 )' triangular 'becoming higher anteriorly ( 1 )', 187 Position_of_postzygapophyses_in_proximal_caudal_vertebrae / 'protruding with an interpostzygapophyseal notch visible in dorsal view ( 0 )' 'placed on either side of the caudal end of the base of the neural spine without any interpostzygapophyseal notch ( 1 )', 188 A_hyposphenal_ridge_on_caudal_vertebrae / 'absent ( 0 )' 'present ( 1 )', 189 Prezygadiapophyseal_laminae_on_anterior_caudals / 'absent ( 0 )' 'present ( 1 )', 190 Depth_of_the_bases_of_the_proximal_caudal_transverse_processes / 'shallow, restricted to the neural arches ( 0 )' 'deep, extending from the centrum to the neural arch ( 1 )', 191 Position_of_last_caudal_vertebra_with_a_protruding_transverse_process / 'distal to caudal 16 ( 0 )' 'proximal to caudal 16 ( 1 )', 192 Orientation_of_posterior_margin_of_proximal_caudal_neural_spines / 'sloping posterodorsally ( 0 )' 'vertical ( 1 )', 193 Longitudinal_ventral_sulcus_on_proximal_and_middle_caudal_vertebrae / 'present ( 0 )' 'absent ( 1 )', 194 Length_of_midcaudal_centra / 'greater than twice the height of their anterior faces ( 0 )' 'less than twice the height of their anterior faces ( 1 )', 195 'Cross-sectional shape of the distal caudal centra' / 'oval with rounded lateral and ventral sides ( 0 )' 'square-shaped with flattened lateral and ventral sides ( 1 )', 196 Length_of_distal_caudal_prezygapophyses / short 'not overlapping the preceding centrum by more than a quarter ( 0 )' 'long and overlapping the preceding the centrum by more than a quarter ( 1 )', 197 Shape_of_the_terminal_caudal_vertebrae / 'unfused, size decreasing toward tip ( 0 )' 'expanded and fused to form a club-shaped tail ( 1 )', 198 'Weaponized" dermal spikes on tail' / 'absent ( 0 )' 'present ( 1 )', 199 Length_of_the_longest_chevron / 'less than twice the length of the preceding centrum ( 0 )' 'greater than twice the length of the preceding centrum ( 1 )', 200 Anteroventral_process_on_distal_chevrons / 'absent ( 0 )' 'present ( 1 )', 201 'Mid-caudal chevrons with a ventral slit' / 'absent ( 0 )' 'present ( 1 )', 202 Longitudinal_ridge_on_the_dorsal_surface_of_the_sternal_plate / 'absent ( 0 )' 'present ( 1 )', 203 Craniocaudal_length_of_the_acromion_process_of_the_scapula / 'less than 1.5 times the minimum width of the scapula blade ( 0 )' 'greater than 1.5 times the minimum width of the scapula blade ( 1 )', 204 Minimum_width_of_the_scapula / 'greater than 20% of its length ( 0 )' 'less than 20% of its length ( 1 )', 205 Caudal_margin_of_the_acromion_process_of_the_scapula / rises_from_the_blade_at_angle_that_is_less_than_65_from_the_long_axis_of_the_scapula 'at its steepest point ( 0 )' rises_from_the_blade_at_angle_that_is_greater_than_65_from_the_long_axis_of_the_scapula 'at its steepest point ( 1 )', 206 Ventromedial_ridge_of_scapula / 'absent ( 0 ) or present ( 1 )' State_1, 207 Width_of_dorsal_expansion_of_the_scapula / 'less than the width of the ventral end of the scapula ( 0 )' 'equal to the width of the ventral end of the scapula ( 1 )', 208 Flat_caudoventrally_facing_surface_on_the_coracoids_between_glenoid_and_coracoid_tubercle / 'absent ( 0 )' 'present ( 1 )', 209 Coracoid_tubercle / 'present ( 0 )' 'absent ( 1 )', 210 Length_of_the_humerus / 'less than 55% of the length of the femur ( 0 )' '55 ?65% of the length of the femur ( 1 )' '65 ?70% of the length of the femur ( 2 )' 'more than 70% of the length of the femur ( 3 ) . Ordered', 211 Shape_of_the_humeral_head / weakly_developed 'rounded in anterior-posterior view but minimally expanded perpendicular to the latter axis ( 0 )' 'flat in anterior-posterior view with only a slightly expanded lateral component ( 1 )' domed 'being convex / hemispherical in anterior-posterior view with a strong lateral incursion onto the humeral shaft ( 2 )', 212 Shape_of_the_deltopectoral_crest / 'subtriangular ( 0 )' 'subrectangular ( 1 )' State_2, 213 Length_of_the_deltopectoral_crest_of_the_humerus / 'less than 30% of the length of the humerus ( 0 )' '30 ?50% of the length of the humerus ( 1 )' 'greater than 50% of the length of the humerus ( 2 ) . Ordered', 214 Shape_of_the_anterolateral_margin_of_the_deltopectoral_crest_of_the_humerus / 'straight ( 0 )' 'strongly sinuous ( 1 )', 215 Rugose_pit_centrally_located_on_the_lateral_surface_of_the_deltopectoral_crest / 'absent ( 0 )' 'present ( 1 )', 216 'Well-defined fossa on the distal flexor surface of the humerus' / 'present ( 0 )' 'absent ( 1 )', 217 Posterior_side_of_the_distal_end_of_the_humerus / with_large shallow 'triangular depression that covers more or less all of the posterior side ( 0 )' with_only_narrow_median_depression 'bounded by transversely convex lateral and medial sections ( 1 )', 218 Transverse_width_of_the_distal_humerus / 'less than 33% of the length of the humerus ( 0 )' 'greater than 33% of the length of the humerus ( 1 )', 219 Shape_of_the_entepicondyle_of_the_distal_humerus / 'rounded process ( 0 ) : with a flat distomedially facing surface bounded by a sharp proximal margin ( 1 )' State_1, 220 Length_of_the_radius / 'greater than 80% of the humerus ( 0 )' 'less than 80% of the humerus ( 1 )', 221 Caudodistal_tubercle_of_the_radius / 'absent ( 0 ) or present ( 1 )' State_1, 222 Biceps_tubercle_of_the_radius / 'absent ( 0 ) or present ( 1 )' State_1, 223 'Deep radial fossa , bounded by an anterolateral process , on proximal ulna' / 'absent ( 0 )' 'present ( 1 )', 224 Medial_expansion_of_posterior_part_of_proximal_end_of_the_ulna / present 'proximal surface T-shaped or irregularly club-shaped ( 0 )' absent 'proximal end hook-shaped ( 1 )', 225 Olecranon_process_on_proximal_ulna / 'present ( 0 )' 'absent ( 1 )' State_2, 226 Maximum_linear_dimensions_of_the_ulnare_and_radiale / 'exceed that of at least one of the first three distal carpals ( 0 )' 'less than any of the distal carpals ( 1 )', 227 Transverse_width_of_the_first_distal_carpal / 'less than 120% of the transverse width of the second distal carpal ( 0 )' 'greater than 120% of the transverse width of the second distal carpal ( 1 )', 228 Sulcus_across_the_medial_end_of_the_first_distal_carpal / 'absent ( 0 )' 'present ( 1 )', 229 Lateral_end_of_first_distal_carpal / 'abuts second distal carpal ( 0 )' 'overlaps second distal carpal ( 1 )', 230 Second_distal_carpal / 'completely covers the proximal end of the second metacarpal ( 0 )' 'does not completely cover the proximal end of the second metacarpal ( 1 )', 231 Ossification_of_the_fifth_distal_carpal / 'present ( 0 )' 'absent ( 1 )', 232 Length_of_the_manus / 'less than 38% of the humerus + radius ( 0 )' '38 ?45% of the humerus + radius ( 1 )' 'greater than 45% of the humerus + radius ( 2 ) . Ordered', 233 Shape_of_metacarpus / 'flattened to gently curved and spreading ( 0 )' 'a colonnade of subparallel metacarpals tightly curved into a U-shape ( 1 )', 234 Proximal_width_of_first_metacarpal / 'less than the proximal width of the second metacarpal ( 0 )' 'greater than the proximal width of the second metacarpal ( 1 )', 235 Minimum_transverse_shaft_width_of_first_metacarpal / 'less than twice the minimum transverse shaft width of second metacarpal ( 0 )' 'greater than twice the minimum transverse shaft width of second metacarpal ( 1 )', 236 Proximal_end_of_first_metacarpal / 'flush with other metacarpals ( 0 )' 'inset into the carpus ( 1 )', 237 Shape_of_the_first_metacarpal / 'proximal width less than 65% of its length ( 0 )' 'proximal width 65 ?80% of its length ( 1 )' 'proximal width 80 ?100% of its length ( 2 )' 'greater than 100% of its length ( 3 ) . Ordered', 238 Ventromedial_margin_of_first_metacarpal / 'straight or slightly concave ( 0 ) or deeply concave ( 1 )' State_1, 239 Strong_asymmetry_in_the_lateral_and_medial_distal_condyles_of_the_first_metacarpal / 'absent ( 0 )' 'present ( 1 )', 240 Deep_distal_extensor_pits_on_the_second_and_third_metacarpals / 'absent ( 0 )' 'present ( 1 )', 241 Shape_of_the_distal_ends_of_second_and_third_metacarpals / 'subrectangular in distal view ( 0 )' 'trapezoidal with flexor rims of distal collateral ligament pits flaring beyond extensor rims ( 1 )', 242 Shape_of_the_fifth_metacarpal / 'longer than wide at the proximal end with a flat proximal surface ( 0 )' 'almost as wide as it is long with a strongly convex proximal articulation surface ( 1 )', 243 Length_of_the_fifth_metacarpal / 'less than 75% of the length of the third metacarpal ( 0 )' 'greater than 75% of the length of the third metacarpal ( 1 )', 244 Length_of_manual_digit_one / 'less than the length of manual digit two ( 0 )' 'greater than the length of manual digit two ( 1 )', 245 Ventrolateral_twisting_of_the_transverse_axis_of_the_distal_end_of_the_first_phalanx_of_manual_digit_one_relative_to_its_proximal_end / 'absent ( 0 )' 'present but much less than 60 ( 1 )' '60 ( 2 ) . Ordered', 246 Length_of_the_first_phalanx_of_manual_digit_one / 'less than the length of the first metacarpal ( 0 )' 'greater than the length of the first metacarpal ( 1 )', 247 Shape_of_the_proximal_articular_surface_of_the_first_phalanx_of_manual_digit_one / 'rounded ( 0 )' 'with an embayment on the medial side ( 1 )', 248 Shape_of_the_first_phalanx_of_manual_digit_one / 'elongate and subcylindrical ( 0 )' 'strongly proximodistally compressed and wedge-shaped ( 1 )', 249 Length_of_first_phalanx_of_manual_digit_1 / 'much greater than ( 0 )' 'subequal or equal to ( 1 )' 'or much less than ( 2 )' its_mediolateral_width_at_proximal_end, 250 Length_of_the_penultimate_phalanx_of_manual_digit_two / 'less than the length of the second metacarpal ( 0 )' 'greater than the length of the second metacarpal ( 1 )', 251 Length_of_the_penultimate_phalanx_of_manual_digit_three / 'less than the length of the third metacarpal ( 0 )' 'greater than the length of the third metacarpal ( 1 )', 252 'Shape of non-terminal phalanges of manual digits two and three' / 'longer than wide ( 0 )' 'as long as wide ( 1 )', 253 Shape_of_the_unguals_of_manual_digits_two_and_three / 'straight ( 0 )' 'strongly curved with tips projecting well below flexor margin of proximal articular surface ( 1 )', 254 Length_of_the_ungual_of_manual_digit_two / 'greater than the length of the ungual of manual digit one ( 0 )' '75 -100% of the ungual of manual digit one ( 1 )' 'less than 75% of the ungual of manual digit one ( 2 )' 'the ungual of manual digit two is absent ( 3 ) . Ordered', 255 Phalangeal_formula_of_manual_digits_two_and_three / three_and_four 'respectively ( 0 )' 'with at least one phalanx missing from each digit ( 1 )', 256 Phalangeal_formula_of_manual_digits_four_and_five / greater_than_2_?0 'respectively ( 0 )' less_than_2_?0 'respectively ( 1 )', 257 Strongly_convex_dorsal_margin_of_the_ilium / 'absent ( 0 )' 'present ( 1 )', 258 Cranial_extent_of_preacetabular_process_of_ilium / 'does not project further anterior than the anterior margin of the pubic peduncle ( 0 )' 'projects anterior to the cranial margin of the pubic peduncle ( 1 )', 259 Shape_of_the_preacetabular_process / 'blunt and rectangular ( 0 )' 'with a pointed, projecting anteroventral corner and a rounded dorsum ( 1 )', 260 Depth_of_the_preacetabular_process_of_the_ilium / 'much less than the depth of the ilium above the acetabulum ( 0 )' 'subequal to the depth of the ilium above the acetabulum ( 1 )', 261 Length_of_preacetabular_process_of_the_ilium / 'less than twice its depth ( 0 )' 'greater than twice its depth ( 1 )', 262 Supraacetabular_crest_on_the_anterodorsal_margin_of_the_acetabulum / 'absent ( 0 )' 'present ( 1 )', 263 Medial_wall_of_acetabulum / 'fully closing acetabulum with a triangular ventral process between the pubic and ischial peduncles ( 0 )' 'partially open acetabulum with a straight ventral margin between the peduncles ( 1 )' 'partially open acetabulum with a concave ventral margin between the peduncles ( 2 )' 'fully open acetabulum with medial ventral margin closely approximating lateral rim of acetabulum ( 3 ) . Ordered', 264 Length_of_the_pubic_peduncle_of_the_ilium / 'less than twice the anteroposterior width of its distal end ( 0 )' 'greater than twice the anteroposterior width of its distal end ( 1 )', 265 Distal_articular_surface_of_the_pubic_peduncle_of_the_ilium / 'undivided, facing mainly ventrally or anteroventrally ( 0 )' 'divided into a more anteriorly facing and a more ventrally facing facet by a notable kink ( 1 )', 266 Articular_surface_of_the_ischial_peduncle_of_the_ilium / 'flat to slightly convex ( 0 )' 'strongly convex anteroposteriorly, semicircular in lateral view ( 1 )', 267 Caudally_projecting_?heel?_at_the_distal_end_of_the_ischial_peduncle / 'absent ( 0 )' 'present ( 1 )', 268 Length_of_the_ischial_peduncle_of_the_ilium / 'similar to pubic peduncle ( 0 )' 'much shorter than pubic peduncle ( 1 )' 'virtually absent so that the chord connecting the distal end of the pubic peduncle with the ischial articular surface contacts the postacetabular process ( 2 ) . Ordered', 269 Length_of_the_postacetabular_process_of_the_ilium / 'between 40 and 100% of the distance between the pubic and ischial peduncles ( 0 )' 'less than 40% of the distance between the pubic and ischial peduncles ( 1 )' 'more than 100% of the distance between the pubic and ischial peduncles ( 2 )', 270 'Well-developed brevis fossa with sharp margins on the ventral surface of the postacetabular process of the ilium' / 'absent ( 0 )' 'present, ventrally facing ( 1 )' 'lateroventrally facing ( 2 )', 271 Anterior_end_of_ventrolateral_ridge_bounding_brevis_fossa / 'not connected to supracetabular crest ( 0 )' 'joining supracetabular crest ( 1 )', 272 Shape_of_the_caudal_margin_of_the_postacetabular_process_of_the_ilium / 'rounded to bluntly pointed ( 0 )' 'square ended ( 1 )' 'with a pointed ventral corner and a rounded caudodorsal margin ( 2 )', 273 Width_of_the_conjoined_pubes / 'less than 75% of their length ( 0 )' 'greater than 75% of their length ( 1 )', 274 Pubic_tubercle_on_the_lateral_surface_of_the_proximal_pubis / 'present ( 0 )' 'absent ( 1 )', 275 Proximal_anterior_profile_of_pubis / 'anterior margin of pubic apron smoothly confluent with anterior margin of iliac pedicel ( 0 )' 'iliac pedicel set anterior to the pubic apron creating a prominent inflection in the proximal anterior profile of the pubis ( 1 )', 276 Minimum_transverse_width_of_the_pubic_apron / 'much more than 40% of the width across the iliac peduncles of the ilium ( 0 )' 'less than 40% of the width across the iliac peduncles of the ilium ( 1 )', 277 Position_of_the_obturator_foramen_of_the_pubis / 'at least partially occluded by the iliac pedicel in anterior view ( 0 )' 'completely visible in anterior view ( 1 )', 278 Lateral_margins_of_the_pubic_apron_in_anterior_view / 'straight ( 0 )' 'concave ( 1 )', 279 Anterior_fossa_on_the_proximal_region_of_the_pubic_apron / 'absent (0)' 'present (1)', 280 Orientation_of_distal_third_of_the_blades_of_the_pubic_apron / 'confluent with the proximal part of the pubic apron ( 0 )' 'twisted posterolaterally relative to proximal section so that the anterior surface turns to face laterally ( 1 )', 281 Orientation_of_the_entire_blades_of_the_pubic_apron / 'transverse ( 0 )' 'twisted posteromedially ( 1 )', 282 Craniocaudal_expansion_of_the_distal_pubis / 'absent ( 0 )' 'less than 15% of the length of the pubis ( 1 )' 'greater than 15% of the length of the pubis ( 2 ) . Ordered', 283 Notch_separating_posteroventral_end_of_the_ischial_obturator_plate_from_the_ischial_shaft / 'present ( 0 )' 'absent ( 1 )', 284 Elongate_interischial_fenestra / 'absent ( 0 )' 'present ( 1 )', 285 Longitudinal_dorsolateral_sulcus_on_proximal_ischium / 'absent ( 0 )' 'present ( 1 )', 286 Shape_of_distal_ischium / 'broad and plate-like, not distinct from obturator region ( 0 )' 'with a discrete rod-like distal shaft ( 1 )', 287 Length_of_ischium / 'less than that of the pubis ( 0 )' 'greater than that of the pubis ( 1 )', 288 Ischial_component_of_acetabular_rim / 'larger than the pubic component ( 0 )' 'equal to the pubic component ( 1 )', 289 Shape_of_the_transverse_section_of_the_ischial_shaft / 'ovoid to subrectangular ( 0 )' 'triangular ( 1 )', 290 Orientation_of_the_long_axes_of_the_transverse_section_of_the_distal_ischia / 'meet at an angle ( 0 )' 'are coplanar ( 1 )', 291 Depth_of_the_transverse_section_of_the_ischial_shaft / 'much less than the transverse width of the Sect. ( 0 )' 'at least as great as the transverse width of the Sect. ( 1 )', 292 Distal_ischial_expansion / 'absent ( 0 )' 'present ( 1 )', 293 Transverse_width_of_the_conjoined_distal_ischial_expansions / 'greater than their sagittal depth ( 0 )' 'less than their sagittal depth ( 1 )', 294 Length_of_the_hindlimb / 'greater than the length of the trunk ( 0 )' 'less than the length of the trunk ( 1 )', 295 Longitudinal_axis_of_the_femur_in_lateral_view / 'strongly bent with an offset between the proximal and distal axes greater than 15 ( 0 )' 'weakly bent with an offset of less than 10 ( 1 )' 'straight ( 2 ) . Ordered', 296 'Shape of the cross-section of the mid-shaft of the femur' / 'subcircular ( 0 )' 'strongly elliptical with the long axis orientated mediolaterally ( 1 )', 297 Angle_between_the_long_axis_of_the_femoral_head_and_the_transverse_axis_of_the_distal_femur / 'about 30 ( 0 )' 'close to 0 ( 1 )', 298 Shape_of_femoral_head / 'roughly rectangular in profile with a sharp medial distal corner ( 0 )' 'roughly hemispherical with no sharp medial distal corner ( 1 )', 299 Posterior_proximal_tubercle_on_femur / 'well-developed ( 0 )' 'indistinct to absent ( 1 )', 300 Shape_of_the_lesser_trochanter / 'small rounded tubercle ( 0 )' 'proximodistally orientated, elongate ridge ( 1 )' 'absent ( 2 )', 301 Position_of_proximal_tip_of_lesser_trochanter / 'level with the femoral head ( 0 )' 'distal to the femoral head ( 1 )', 302 Projection_of_the_lesser_trochanter / 'just a scar upon the femoral surface ( 0 )' 'a raised process ( 1 )', 303 Transverse_ridge_extending_laterally_from_the_lesser_trochanter / 'absent ( 0 )' 'present ( 1 )', 304 Height_of_the_lesser_trochanter_in_cross_section / 'less than its basal width ( 0 )' 'at least as high as its basal width ( 1 )', 305 Position_of_the_lesser_trochanter_in_anterior_view / 'near the centre of the anterior face of the femoral shaft ( 0 )' 'close to the lateral margin of the femoral shaft ( 1 )', 306 Visibility_of_the_lesser_trochanter_in_posterior_view / 'not visible ( 0 )' 'visible ( 1 )', 307 Height_of_the_fourth_trochanter / 'a tall crest ( 0 )' 'a low rugose ridge(1)', 308 Position_of_the_fourth_trochanter_along_the_length_of_the_femur / 'in the proximal half ( 0 )' 'straddling the midpoint ( 1 )', 309 Symmetry_of_the_profile_of_the_fourth_trochanter_of_the_femur / 'subsymmetrical without a sharp distal corner ( 0 )' 'asymmetrical with a steeper distal slope than the proximal slope and a distinct distal corner ( 1 )' 'symmetrical, with sharp proximal and distal corner ( 2 )', 310 Shape_of_the_profile_of_the_fourth_trochanter_of_the_femur / 'rounded ( 0 )' 'subrectangular ( 1 )', 311 Position_of_fourth_trochanter_along_the_mediolateral_axis_of_the_femur / 'centrally located ( 0 )' 'on the medial margin ( 1 )', 312 Extensor_depression_on_anterior_surface_of_the_distal_end_of_the_femur / 'absent ( 0 )' 'present ( 1 )', 313 Size_of_the_medial_condyle_of_the_distal_femur / 'subequal to the fibular + lateral condyles ( 0 )' 'larger than the fibular + lateral condyles ( 1 )', 314 Posterior_surface_of_the_crista_tibiofemoralis / 'rounded transversely ( 0 )' 'with flattened postermoedially facing surface ( 1 )', 315 Distal_surface_of_tibiofibular_crest / 'as deep anteroposteriorly as wide mediolaterally or deeper ( 0 )' 'wider mediolaterally than deep anteroposteriorly ( 1 )', 316 'Tibia, femur length ratio : ' / 'greater than 1.0 ( 0 )' 'between 0.6 and 1.0 ( 1 )' 'less than 0.6 ( 2 ) . Ordered', 317 Orientation_of_cnemial_crest / 'projects anteriorly to anterolaterally ( 0 )' 'projecting laterally ( 1 )', 318 Position_of_the_tallest_point_of_the_cnemial_crest / 'close to the proximal end of the crest ( 0 )' 'about half-way along the length of the crest' 'creating an anterodorsally sloping proximal margin of the crest ( 1 )', 319 Proximal_end_of_tibia_with_a_flange_of_bone_that_contacts_the_fibula / 'absent ( 0 )' ' present ( 1 )', 320 Position_of_the_posterior_end_of_the_fibular_condyle_on_the_proximal_articular_surface_tibia / 'anterior to the posterior margin of the proximal articular surface ( 0 )' 'level with the posterior margin of the proximal articular surface ( 1 )', 321 Shape_of_the_proximal_articular_surface_of_the_tibia / 'transverse width subequal to anteroposterior length ( 0 )' 'transverse width between 0.6 and 0.9 times anteroposterior length ( 1 )' 'anteroposterior length twice the transverse width or higher ( 2 )', 322 Transverse_width_of_the_distal_tibia / 'subequal to its craniocaudal length ( 0 )' 'greater than its craniocaudal length ( 1 )', 323 Anteroposterior_width_of_the_lateral_side_of_the_distal_articular_surface_of_the_tibia / 'as wide as the anteroposterior width of the medial side ( 0 )' 'narrower than the anteroposterior width of the medial side ( 1 )', 324 Relationship_of_the_posterolateral_process_of_the_distal_end_of_the_tibia_with_the_fibula / 'not flaring laterally and not making significant contact with the fibula ( 0 )' 'flaring laterally and backing the fibula ( 1 )', 325 Shape_of_the_distal_articular_end_of_the_tibia_in_distal_view / 'ovoid ( 0 )' 'subrectangular ( 1 )', 326 Shape_of_the_anteromedial_corner_of_the_distal_articular_surface_of_the_tibia / 'forming a right angle ( 0 )' 'forming an acute angle ( 1 )', 327 Position_of_the_lateral_margin_of_descending_caudoventral_process_of_the_distal_end_of_the_tibia / 'protrudes laterally at least as far as the anterolateral corner of the distal tibia ( 0 )' 'set well back from the anterolateral corner of the distal tibia ( 1 )', 328 A_triangular_rugose_area_on_the_medial_side_of_the_fibula / 'absent ( 0 )' 'present ( 1 )', 329 Transverse_width_of_the_midshaft_of_the_fibula / 'greater than 0.75 of the transverse width of the midshaft of the tibia ( 0 )' 'between 0.5 and 0.75 of the transverse width of the midshaft of the tibia ( 1 )' 'less than 0.5 of the transverse width of the midshaft of the tibia ( 2 ) . Ordered', 330 Position_of_fibula_trochanter / 'on anterior surface of fibula ( 0 )' 'laterally facing ( 1 )' 'anteriorly facing but with strong lateral bulge ( 2 )', 331 Depth_of_the_medial_end_of_the_astragalar_body_in_cranial_view / 'roughly equal to the lateral end ( 0 )' 'much shallower creating a wedge-shaped astragalar body ( 1 )', 332 Shape_of_the_posteromedial_margin_of_the_astragalus_in_dorsal_view / 'forming a moderately sharp corner of a subrectangular astragalus ( 0 )' 'evenly rounded without formation of a caudomedial corner ( 1 )', 333 Dorsally_facing_horizontal_shelf_forming_part_of_the_fibular_facet_of_the_astragalus / 'present ( 0 )' 'absent with a largely vertical fibular facet ( 1 )', 334 Pyramidal_dorsal_process_on_the_posteromedial_corner_of_the_astragalus / 'absent ( 0 )' 'present ( 1 )', 335 Shape_of_the_ascending_process_of_the_astragalus / 'anteroposteriorly deeper than transversely wide ( 0 )' 'transversely wider than anteroposteriorly deep ( 1 )', 336 Posterior_extent_of_ascending_process_of_the_astragalus / 'positioned anteriorly upon the astragalus ( 0 )' 'close to the posterior margin of the astragalus ( 1 )', 337 Sharp_medial_margin_around_the_depression_posterior_to_the_ascending_process_of_the_astragalus / 'absent ( 0 )' 'present ( 1 )', 338 Buttress_dividing_posterior_fossa_of_astragalus_and_supporting_ascending_process / 'absent ( 0 )' 'present ( 1 )', 339 Vascular_foramina_set_in_a_fossa_at_the_base_of_the_ascending_process_of_the_astragalus / 'present ( 0 )' 'absent ( 1 )', 340 'Mediolateral surface of distal astragalus straight (0), concave (1), or convex (2).' / State_0 State_1 State_2, 341 Posterior_margin_of_astragalus / 'straight ( 0 ) or convex ( 1 )' State_1, 342 Distal_articular_surface_of_astragalus / 'relatively flat or weakly convex ( 0 )' 'extremely convex and rollershaped ( 1 )', 343 Transverse_width_of_the_calcaneum / 'greater than 30% of the transverse width of the astragalus ( 0 )' 'less than 30% of the transverse width of the astragalus ( 1 )', 344 Lateral_surface_of_calcaneum / 'simple ( 0 )' 'with a fossa ( 1 )', 345 Medial_peg_of_calcaneum_fitting_into_astragalus / present 'even if rudimentary ( 0 )' 'absent ( 1 )', 346 Calcaneal_tuber / 'large and well developed ( 0 )' 'highly reduced to absent ( 1 )', 347 'Shape of posteromedial heel of distal tarsal four ( lateral distal tarsal)' / 'proximodistally deepest part of the bone ( 0 )' 'no deeper than the rest of the bone ( 1 )', 348 Shape_of_posteromedial_process_of_distal_tarsal_four_in_proximal_view / 'rounded ( 0 )' 'pointed ( 1 )', 349 Ossified_distal_tarsals / 'present ( 0 )' 'absent ( 1 )', 350 Proximal_width_of_the_first_metatarsal / 'less than the proximal width of the second metatarsal ( 0 )' 'at least as great as the proximal width of the second metatarsal ( 1 )', 351 Size_of_first_metatarsal / 'maximum proximal breadth less than 0.4 times its proximodistal length ( 0 )' 'maximum proximal breadth between 0.4 and 0.7 times its proximodistal length ( 1 )' 'maximum proximal breadth greater than 0.7times its proximodistal length ( 2 )', 352 Orientation_of_proximal_articular_surface_of_metatarsal_one / 'horizontal ( 0 )' 'sloping proximolaterally relative to the long axis of the bone ( 1 )', 353 Shaft_of_metatarsal_I / 'closely appressed to metatarsal II throughout its length ( 0 )' only_closely_appressed_proximally 'with a space between metatarsals I and II distally ( 1 )', 354 Orientation_of_the_transverse_axis_of_the_distal_end_of_metatarsal_one / 'horizontal ( 0 )' 'angled proximomedially ( 1 )', 355 Shape_of_the_medial_margin_of_the_proximal_surface_of_the_second_metatarsal / 'straight ( 0 )' 'concave ( 1 )', 356 Shape_of_the_lateral_margin_of_the_proximal_surface_of_the_second_metatarsal / 'straight ( 0 )' 'concave ( 1 )', 357 Projection_of_ventral_flange_on_proximal_surface_of_second_metatarsal / 'neither corner appreciably more developed than the other ( 0 )' 'laterally flaring ( 1 )' 'medially flaring ( 2 )', 358 'Well-developed facet on proximolateral corner of plantar ventrolateral flange of mt II for articulation with medial distal tarsal' / 'absent ( 0 )' 'present ( 1 )', 359 Length_of_the_third_metatarsal / 'greater than 40% of the length of the tibia ( 0 )' 'less than 40% of the length of the tibia ( 1 )' State_2, 360 Proximal_outline_of_metatarsal_III / 'subtriangular with acute or rounded posterior border ( 0 )' subtrapezoidal 'with posterior border broadly exposed in plantar view ( 1 )', 361 Minimum_transverse_shaft_diameters_of_third_and_fourth_metatarsals / 'greater than 60% of the minimum transverse shaft diameter of the second metatarsal ( 0 )' 'less than 60% of the minimum transverse shaft diameter of the second metatarsal ( 1 )', 362 Transverse_width_of_the_proximal_end_of_the_fourth_metatarsal / 'less than twice the anteroposterior depth of the proximal end ( 0 )' 'at least twice the anteroposterior depth of the proximal end ( 1 )', 363 Angle_formed_by_the_anterior_and_anteromedial_borders_of_metatarsal_IV / 'obtuse ( 0 )' right_angle 'or acute ( 1 )', 364 Transverse_width_of_the_proximal_end_of_the_fifth_metatarsal / 'less than 25 percent of the length of the fifth metatarsal ( 0 )' 'between 30 and 49 percent of the length of the fifth metatarsal ( 1 )' 'greater than 50 percent of the length of the fifth metatarsal ( 2 ) . Ordered', 365 Transverse_width_of_distal_articular_surface_of_metatarsal_four_in_distal_view / 'greater than the anteroposterior depth ( 0 )' 'less than the anteroposterior depth ( 1 )', 366 Pedal_digit_five / reduced 'non-weight bearing ( 0 )' 'large ( fifth metatarsal at least 70% of fourth metatarsal)' 'robust and weight bearing ( 1 )', 367 'Length of non-terminal pedal phalanges' / 'all longer than wide ( 0 )' 'proximalmost phalanges longer than wide while more distal phalanges are as wide as long ( 1 )' 'all non-terminal phalanges are as wide' if_not_wider 'than long(2).Ordered', 368 Length_of_the_first_phalanx_of_pedal_digit_one / 'greater than the length of the ungual of pedal digit one ( 0 )' 'less than the length of the ungual of pedal digit one ( 1 )', 369 Length_of_the_ungual_of_pedal_digit_one / 'less than at least some non-terminal phalanges ( 0 )' 'longer than all non-terminal phalanges but shorter than first metatarsal ( 1 )' 'longer than the first metatarsal ( 2 ) . Ordered', 370 Shape_of_the_ungual_of_pedal_digit_one / 'shallow, pointed, with convex sides and a broad ventral surface' 'deep, abruptly tapering, with flattened sides and a narrow ventral surface (1).', 371 Shape_of_proximal_articular_surface_of_pedal_unguals / 'proximally facing, visible on medial and lateral sides ( 0 )' 'proximomedially facing and visible only in medial view, causing medial deflection of pedal unguals in articulation ( 1 )', 372 Penultimate_phalanges_of_pedal_digits_two_and_three / 'well-developed ( 0 )' 'reduced disc-shaped elements if they are ossified at all ( 1 )', 373 Shape_of_the_unguals_of_pedal_digits_two_and_three / 'dorsoventrally deep with a proximal articulating surface that is at least as deep as it is wide ( 0 )' 'dorsoventrally flattened with a proximal articulating surface that iswider than deep ( 1 )', 374 Length_of_the_ungual_of_pedal_digit_two / 'greater than the length of the ungual of pedal digit one ( 0 )' 'between 90 and 100% of the length of the ungual of pedal digit one ( 1 )' 'less than 90% of the length of the ungual of pedal digit one ( 2 ) . Ordered', 375 Size_of_the_ungual_of_pedal_digit_three / 'greater than 85% of the ungual of pedal digit two in all linear dimensions ( 0 )' 'less than 85% of the ungual of pedal digit two in all linear dimensions ( 1 )', 376 Number_of_phalanges_in_pedal_digit_four / 'four ( 0 )' 'fewer than four ( 1 )', 377 Phalanges_of_pedal_digit_five / 'present ( 0 )' 'absent ( 1 )', 378 Articular_surface_of_the_long_bones_of_the_limbs / 'smooth or with some irregularly distributed grooves and ridges ( 0 )' 'intensely rugosely pitted ( 1 )', 379 'Growth marks ( LAGs or annuli) in the cortex' / 'present ( 0 )' 'absent or only present in the outer cortex ( 1 )', 380 'Relative abundance of parallel-fibered bone ( PFB) and woven fibered bone ( WFB)' / 'PFB > WFB ( 0 )' 'WFB > PFB ( 1 )' ; MATRIX Euparkeria 00000000?0000?0000000?000?100100000000000000000?00000000010010000000000000000?0000000?00?000?000000000?1000000000000000000?000000000000???0000??000000000?00?0?00??0000000000000000000000?0?00?0?????0????0000?002000000000000000??????000000000001?0?0??0000???00?0010?000000?01100000000000010000000000?02?000??0100000??1?00?100000?0000000??0?0???0010??0000?0????0?00?1?100000000?000(0 1)0 Crurotarsi 0000000000000?0(0 1)000000000?0000000000(0 1)0000000000000000000010000000000000000000?000000000000000000000000000000000000000000000000000000000???0000??000002000?00?0?00??00002000000000000000000000000000000(0 1)00?0(0 1)0??002?00000?0000?0000000000000000000000000010000(0 1)000000010?000000?0(0 1)000000000000000000000000?00?000000000000001?000{0 1}00000?0000000??0?0??000000000?00000000?00?001000000000000?? Ornithischia 0010000000000?0000000?000?1011000100100?1000000100100001000000(0 1)000100100000000100000000010010(0 1)01(0 1)0000001001110011101000010000000000010100(0 1)0000??010000000?00?0?00?000000000000000(1 2)1000000000000010000{0 1}1000010?0111{0 2}1100000010?0000000000000000000000000000000000011010210100010001??0000?000110000000100001?0101110020000000000(0 1)111110002?01?(0 1)10000??00111100000?000?00?00?0(0 1)0000000000010(0 1)(0 1) Blikanasaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????000?1110111?1?01001011001110111001201111{0 1}01?1112102110000100?0?? Camelotia ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1???????????0??0??001??002100000000??00?0??????????1?0???0??011??????????????????????????????????????????????????????????????????????????????1???????????1??00111?111011110111?1??110???00002?????????????????????????????????????????????(1 2)???000????0?? Eucnemosaurus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???01??001100100000??00?0??????????1000000?01100???????????11????????????????????????????????????????????????????????????????110????0?????????????001101?1010?0010110????0001110110??????????????????????????????????????????????????0?? Glacialisaurus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???????????????0011???????????????0???1010(0 1)010????1101?0111111?1010??????????????0?? Ingentia ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???111????01011?0??0????????????????????????????????????0????????????????????????211000?101111{0 1}0?1?10?001113110110????????????0??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????01 Isanosaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????10??0???????????2??10??0???????????????2?011000??????????????????????????101??0???????????????????????????????????????????????????????????????????????????????????????211112??0???001?1?011??????????????????????????1???????????????0????????????????????11 Ohmdenosaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????01000110?11???{0 1}11010?11010?????????????????????????????????????? Seitaad ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????00?(0 1)?1??00??00?001????0000????????????????????????????0000?011??11000?111?000011?111001013010?00?21101??0???0????????????????0?10000001??????????????????????????????????000?11101?0???01101010??000??11?00??11????0?010???1100000010???? Amygdalodon ???????????????????????????????????????????????????????????????????????????????????????????????????????????????11?21211?????????100100????????002??10??1???????????0111?1????????????????????????10??????????????????????????????????????????????????????????????????????????????????1?01{1 2}???????????????????????????????????????110{0 1}11????????????????????????????????????????????????????? Gongxianosaurus 1?????0??????????12???????????????????????????????????????????????????????????????????????????????????????00???1??2121?????????????0????????????1??0??001??0??????0?0??00000????????????0????0?0?1?0??000?011????2?110?????1????1???????????????????????????????0?100??????0??????????????????????????(1 2)111?2??????0???110??1?????1?0??1???0?1?1???????1?11??01?0??????1?0??2?111100002000??? Unaysaurus 100110011010??1?111??1??1010?1011000????????????0??00????001???000??0?10??0?10??110100??????010?10110?????02100101010000???0?1??????0?1?0??????????0??0?11?00?10000?0??00000??????????????0?0???01000??00?0101011?112000001100000??????1????1010????211?0??0??0??????????????????????????????????????????????????????????????????110110???011010?000?????????0???1100??????0??0???0??????0?? Tazoudasaurus 11??????????????????????????????????????????????????010??1?????????(0 2)011???1???1??????????????00?00000???0??10?1111012101???000??1001010??????0002??100001??00200100011020121000????????1111?11?111?????11??????01?211001100?10?0????????010?2010000100?01001?310?1???0310101??0?111001?002??11??1??1??21100111001111011?00??010020101010?111101111101??011????1?????{1 2}0????????1??10?1????1?? Spinophorosaurus 1????1?????????????????????????????????2????????????0????01?????????0??101111110{1 2}00???????????1?????????????100111012?112?????112?11011?0?01?0002?110??11????{1 2}?11???1?1211010?0????????101???11011?001?1??111?0?03?2{1 2}0?110?????????????????????????????????????????????????{1 2}????1?1????01{1 2}0?011??001??211111110?1111??0?00?201002??0??11?101?0?0?01?0????????????????????????????????????1?? Leyesaurus ?001?00?1000211??11?????1010?11010000101101?00?1011111111?00100010(0 2)0011?????????01?10?110??1?00?10110??1010?111101000001?1??11110002001000111011????0???????????????????????????????????000000?001????000????????????????????????????????????????????????????????????????????????????1?00?????????????????????????????????????????????????????????????????010??????????0?102000????0???0??00 Coloradisaurus ?00?1002??102?111111?1??1110??011000?10??01?10?1011101110000100100?101001101101?110101?????1?1001011010011??000101010001?11?0011000200100101?01100?00?001?1001100000000000000101????00?0001000?001????????00000101212100011?????????????????????1????????????????0?0?13110100???011?1110020011001011100000110100000021110111000011101100??011110?00101??????00001111110101020001100002100000 Lessemsaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????00?011??0100???101?0000011?00(1 2)10000000111000000???????????????????????????00001???2110000101??100???????0???3110?????0?00??1????001001310000000?0111100001???1??10110?111011?10???01111?01??0000{0 1}1101?1???011011001201??????????1?111????1?2101??00??0???001 Meroktenos ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0??0?131?0?00001011?000001????????????111111100?0001111101????????????????????????????????????????0110???????????????????0?? Volkheimeria ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????3?????????????00???10??11??10201100111?2110?00?????????1?1???????1??????????????????????????????????????????????????????????????1?1??03101010000?11?10?0111?111000010?111012??0???110?111??2110?0110111????????????????????????????????????????????????????? Vulcanodon ?????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????(1 2)????????????????????1???????01?11?0?00??0?0??01????2?110?1?0?000111????????????????????????????????????031010(1 2)?00?011110000100111110010?11101111001011{0 1}?1????2010021?0???11?1010110110111011??111?10102?1001020111110?121?01?? Antetonitrus ?1?????????????????????????????????????????????????????????????????????????????????????????????????????????????1?1012000????????00?(0 1)0???????????00?000001??00(1 2)10001010121001000???1????1000?00?01100????0?00101??32110000(0 1)0111100??????0011?31101???1010????????0010013??0??00020110100001????????????111011110011011111001100002100111010???????????????????1211111{1 2}0100?????(1 2)1?00?0????0?? Pantydraco ?0???0????????????(0 1)00?0???1??1????000100100000010?100001?00????????00?000?1?10??00100011?000?00?01010??0000?1001010100001001??11{0 1}00?10101001101101?00???1????1???????????????????????0??1?1?000010000?100??????11?01?00?????????????????????????????????????????0010012101100001??????????0011??10110?00??????????0?1?0000??000010?01?001????????????????????000011100000101?0000000010010?? Guaibasaurus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????0???01??011001000000??00000???????0?0101000???????01????1?00?????????????01???????????????0??????????1???????0????11?0?002101000100000000010?10110?00001001000000?1?10??1000?101111001?0?01????0???0101??0000?0??001?0??000000000000010?? Sefapanosaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????000??01100???0?10??00?001????1?00000001??0000????1?????110?000??011?????0?0?01010??1?00?????11100?1011??0101311010??10101??????????????????????????????????????????????0?111110000??11(0 1)?????00002??????0?00110101111000001??0?????1100??0??2?0???????????0?? Shunosaurus 11000113?110201101200000001011?20100111201010101001101012000011011121010001011?120020???110200100000120100011111112121112??010112?1001?1?10010012?1100001011021?00001?0201210000?11?00?10?01?110110011?111?1??0002211001?10000??11000?10110010?0001100002??1?310111100310101100011111?001100?111100100211112??0???100?011??2110?{0 1}1?0????110?101???1???1011??1121?110??2?00?2?12111?1021101?? Cetiosaurus 1????????????????????????????????????????????????????????11?????????????????????????????????????????????????????????????2??00111210111110100100020?2001?10?1020??1011102010100???(1 2)?????101011??00100????0111110103211001?0000?111???????1???????????????????????1111003?010210?0110?1?0011??1101?00???211112??0???110?1110?21100210010111????????????????????????????????????????????????1?? Omeisaurus 110001131111201101200000101011?201001112010101011111010121100000112221110010111???0?00???1???11100001?0?00021101111121113??0011130120011010111002?12101010110201100011020121100?021??1?1010111100100??011111100003211001?0000?111??????01000001000110001?001?31011110031010110001111100011000111100100211012??0???110?0100?21100?1?0??111?011010?11?????1????121?110??2?10?20121111102?101?? Chromogisaurus ??????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1000??1010?0??1?????????????????????????????002???????????????????????????????0????111?0002202???????????????????????0??????1???00110????10000{1 2}010100010?????????????????????????????????0??0???000???10?? Agnosphitys ?0???????0?0????????????11?0?0001000????????????????????????????????????????????????????????????????????????00?000000000?????????????????????????????????????????????????????????000???????????????????????????????1100??00?????????????????????????????????????0000002010000100??????????????????????????????????????????????????10??????011000100?????0????????????????????????????????0?? Anchisaurus 10???00??0102?1??11?????111011?010?001010?10001100111101110?10??????01?001101?1??002110??????10?10?00??10000000101?1(1 2)?0111?0011?0??1001001111011?10000?010?001100?000??0000000??0100?0??00?001?00?10?0????11(0 1)?0??2?11001?0110?0?0??0??110101101001002010100002000(0 1)101031??00000?01111000010011?001010000101101000000(0 1)1110?0100001110111?1?01?010????0?10111?0?0011????0?01?1?0010000010010?? Barapasaurus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????1?111211?????????1??1?1????00??002??100101??00201101111120121100?0(1 2)1001?101?1?1??1?????????1010?00?21????1???00111????????????0??????????????????11110031010110001111100011???11110010?2?????????????????10??11?????????1?1???????1?00?????????20????????????????1?1??????1?? Pampadromaeus 00???0021100??1?011??0???000?1000000?110?0?0?0??0?10?1??0???10????111?1??????????????????0???00000000??0010?100101000000????????????????????1??????0?0?01??001?110?01000?000000?0??0000?1?1??0??01?????00?101?0??1???????1?0????1???????????????????????????????00100?11??010202??????????????????????0000111110011011100?0?0?00???????010???????????????????????????????????????????????0?? Marasuchus 00???????0?0????????????0?00???????0???????????0???????????????????????????00???00000???????????????????????00?00000000?1?1000000000010???00?0??00?000000?00???00??000?00000000?0000000000??0010100000000?000??012?1000??0000?0??????????????0??????????????????00000000000000?0100010000000000000000100000001100000000000?0000010001000100100000?000?0000000000?000??0?00?0?00?0??00???10?? Pulanesaura ???????????????????????????????????????????????????????????????????????????????????????????????????????????????10?012011????????0001?11?0100??11?????0??1??00?0010?0120001000????????111?1111011???0?0???????????????10???1????0????????????????????????????????????????????????????????0?11??1?11????????????????????????00001120101??????????????????????????????????????????1?????????0?? Chindesaurus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1?00?????????????01?0??0?1??0?1??????000??00???????????1???0?????1?00???????????????????????????????????????????????????????????????????0?????101?1????00??????????????00?01011100000001000???0?11111100???011110100?????1????????????????????????????????0?? Panphagia ?0????????1??????????0?1???????????????????0??0????????1???0???????10?1?1?1??????????????????1?01000010000?10?0101000000????????001100100011?01100?000?01???01?10000?0000000000?0???001?0?1000?0010000?01?001?0?????????????????????????????????????????????????0??0?11110102101?00??0?001??11??10110???????????????????????00011010100???00001010???0????????????????00?10???0??????????0?? Jingshanosaurus 1001?002??10211111100?0?111011101100?102001??1?10111011100001000????01100000101?211001000??1?10110010??11102100101211001????111???010??????1???10100??0011100?1???0000000000000??10??01000000000010000000?001?0??12120100111??0?0??00??0011?3?100100?0101001020000100031000000020110011002??110010110?01001101000000111101?100001110110?12011010?00?????????0120?1112?1?01?2000100000010?{0 1}?? Plateosauravus ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????1?0???0100101?01101?00(1 2)0011?00110000000001000000??10??011????00??110?????????0????(2 3)011100?111000?0?????????????1?????????????????00100?31??100101?01?????????11??10110?0000111100000011000??100001110110??????0????????????????????110???0?????0????????????? Eoraptor 0010?000?01010?001100000101001001?000110100000?10110010101001000001001???0??1????????????????000000?0?0?0?0?00?100000000??????1000001010000?10????000??00?0????00?000??00000001??10???1000???????????0????01??0??0011????0?001?0???????20?0000?1?000?0?0010000011010012?00001110??0????0?0???10?0010?10????0?100??0011??00?000?11?0110??1????0??????????????0?00??????0?0??0000000000??000?? Staurikosaurus 00???????????????????????????????????????????????????????????????????????????????????????????0000000001000?00?0000000000????????000010????00?01001?000011?000?00000000020000001??01010110000?001100100????1?1???????????????????????????????????????????????????00000120100110000110?0010?00010?00000100001??000?0001?0000?00001100000001????01??????????????????????????????????????????0?? Herrerasaurus 00000000?0101000000000000?00010000000000100000010001010100000100001101000000101?0000000?1000?00000000?10000000000000000010100010000000100000?000010000011??0010(0 1)10000002000000100000101100001001100100100?111?0??001100000000100000000120000001100000110011010010000012000000000000000010???01?0101001000010111000001100000100011000100010010010100000000011000001000000010000000000000?0011 Silesaurus 00?0??00?0000?00100000??0?00?0?01010?????????0010??0????00?????????00?0?0?0000??000000?????1?00?0?010???0?0000010001000010?000000000000???0010000000000010100001100000000000000??0000010000000?0?0????????111??111000001?00000000???????????????????????????????000001000000000000000000000?010100?0?100001101100000110001010011100000000?0000000??01011?1??002???00000000?0?00???000?00100(0 1) Thecodontosaurus ?0????????????????????????1??1??1000??????0?0?0?0???000????????????10?0?0?1010??011000???????00?11010??????2100101010000?1??????0000101010?1?01101?000001??00110000000000000000?1000?0101?1000?01000???00?010?0112011000?101??000110001201000011000010100000010100000?210?000001???0?0?00??011??01010?00001111000000110001?1000010101100??011010100???????1100?0?111??0??1??000??00?0????0?? Saturnalia 10????????????????????????1??1????00?100?0??????????????????10?????1??00???0?0??0?0000??????????01000??????0000100010000????????00000010010??01101?000001000011001000000000000000000001010????????????????11100111111000010100000???????????????????????????????0??0?111100021020000000001001100100100000010011000001100010100001010100010010010100000000001000000000000010010000?000?001001 Mamenchisaurus 11000113?11120110120000000101112??001112010101011111110121100000111221010000111?201?00?????2?11(0 1)0000100100011111111121113?00011130121010000110002?11101010100201100011020121000001101111111111101100110111111?0003211001?00100110110011011000?100011?0?1?0?1?31?1111003101011?001111100011000110100100211112??0???110?0110?2110?0??0??????101011111??1??????1120?1????2?1??2?121111102??01?? Aardonyx 1101?00210002?11?11?????1110?1011000??????1010??0?11010??10?1????????1?0????????????0??????1??0?0?1?0?????1(1 2)?00101011001?1??????00010?110100101101?0000011?00110000000020000010?1100?0110?0000?01110?0?00??????11???????????11000??00??????131101???1?10???10???????????????????11101000010011??10110?101?111100000111000????????1101110?0???01?????????????01201111?0?0010?0?2??00?0???00?? Ruehleia ???????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????100???0????01???101?002001??00110010000011000000?1100001?0?0?00?0110???????01000111012000?111010?0?0100??010110101000???0???00???00100?31??1000020??110000110110?10110?1010110100000021000??1000?111011001?000010100??????????????????????????????????????0?? Xingxiulong ??????????????????????1???1?1111???0?10?0????0110011001100000000101?01?00100101?00?101???????0?????????001??000?????????11001111?00100110001?011010002001110011000000000100001100110??11?010?00001?????00?000?0????120?00111??0?0????1??????1?101???????????????00100131101000010?1011?002??11??0001000000111100001011010?0?0000?10111001001101000???010110001?01110000001?210011000021000?? Efraasia 100?1001?010??1?111?112?1110?100???00100100000??0?10??01?0??1??????10?000?1?????0110100??????10010010??11?021001010100001???1?110001101001011011010000001??001?0000000000000000011000010100000?01100000?0?010?01120120000111010001101012010?10100000111001000100001001310000010100001000000011001011010000111100000011000001000011101?001?011010?0?10?01?111000001??0?0?01?1?0010000010000?? Sarahsaurus 10?1000?10?11010?11?1?1?01101101000001000010100101110001100010?0???001000111001?110111111??1?10?10010?????011001010100001?101111?011001110111011111001001010010111000001000001111100001?0?00?01001000?00010001010110210001110010111011110110001111?01110100012001000003100110102100111?00111110110111021100110101000111000010000{0 1}00010001000111010000?1?111101?11?11??0?01?1000?100011100??? Neotheropoda 00(0 1)0(0 1)002(0 1)010201001100001(0 1)000000000000110000000010(0 1)100(0 1)01000001(0 1)0001(0 1 2)0100000010110000001110001000000001?000000000000000001011001130000010000(0 1)1000010200001010110010000001000000000(1 2)10001100001000000100100001000010?110000001010000100012000000010?00010001101(1 2)010101013010002111010100000111110000110100001?011000000000000000111111110020010110000?00111110000??0?0000000?010000000000010(0 1)(0 1) Patagosaurus 11????????????????????????????????????????????????????????????????????????????????????????????1?00001??????0??0111012111??????11200101100000110020?2001010?00201?01111120121?00?02100111010?01?0?100????0?111??00??11001?00???111???????????????????????????????1111003101010000111110001100111110010?211112??0???10{0 1}11110??1100{0 1}??0?????????????????????????????????????????????????????111 Neosauropoda 1100011311112011012000001010111(0 2)11101112010101011(0 1)11110121100(0 1)10112221110010111120(0 1)200000102011100001201000(0 2)111111(0 2)12(0 1)112(0 1)000011310011110100110020121010101(0 1)020111001102012110000210011101011111(0 1)1000{0 1}0100111?0003?110010(0 1)0000111110001010000000001100012??1?30011110031010210001111100011001110(0 1)10(0 1)00211012??0???110?111012110?01000011111010111112011011??11211100??2?10?20121111102110111 Leonerasaurus ?0????????????????????????????????????????????????????????????????????????????????????????????????0?0???????1?11010010011???001?0?010?1???????1100?00?0?10000110000000??00000100?111001???????????????????00000????11000000??????????????????????????????????????11010311100?????????0??????11??1?1??????????????????????????????????????????????????????????100111120????????????0??????000 Yunnanosaurus 100?1002??00??10011001??1011111????00101110?00??0?11011111001000001?01?0?00010???????????????10000010???0???00010?21000?1???1111000110110100?0110100000011000110000000001000000?01011010000000?00?0???0??001?00??121200??111??000??01??0011?201011002010100(0 1)020?0010013100000000011010?0010?110010111?00101101000000110101?10000110011001?011010100??001111001?0?1110?0?011???11?0000110?0?? Lufengosaurus 100???02???0211?1?11?11111111110100101011010000101110101100010?1????0110??0110??01010100?011010010????0111?21011010100011?000111000200110111?011010002001110011000000000000001001101001000000000(0 1)100000000001?0111212(0 1)10?111?0000110111101113010010120100001020000100131101000020110110002101100101100001011010000002111011100001110110010011110?00??001?11101{0 1}01111{0 1}1010102000110000(1 2)(0 1)000?? Riojasaurus 1001?00??0102011?110??00111011011000?100001000?10010?00110001000001101?0?100101?01011??????1?001000?1??101?200010101000010??1111000110100101101101000100111001100000000000000101110100100?000000110000??0?010?0112212101?111000?0111111?01111010110010101001020?00100?310010010201101000011011001011001011011101010020110??10000111011001001101010010???011?0010?1110?0?01?21011000001??1000 Adeopapposaurus 1001100210002111011111011011111010000101101000110111111111001000102001(0 1)01100101101010101101000001011(0 1)10101021111110(0 1)10011100111100020010001110110110020011100110000000000000010011010010000000000010000000000101012110000111000001101111011120101100111000000200001000310010010001101100010?110010110000001101000000210100010000111011001001111010000001110100001111000001020001100001100000 Massospondylus 1001100210002111111111211011111010000101101000110011011110001000102?01?011001011010101??1010010010110101010210(0 1)1010110011100?1110002001001111011010002001110011000000000000001011101001(0 1)00000000000000000?01(0 1)00111212010011100000110111101112010010121101000020000100{0 1}3100000100011011000100110010111000101101000000210101010000111011001001111010010?01111100001111{0 1}00?01020001000002100000 Melanorosaurus 1001?1031000211111101?1110101111???1010101101011001101011?00000010220110110010??2002010011011101?00111?1000210?10021100110?0101100011011010010111?0000001??00210000000010000000?02010011000100?0011000????00010??2211000?001111?0??????00?0?2?100101(1 2)0?01001020000100131101000010110100001???1?010110?1110111100110001110?110000{1 2}110110010111010100?0100111001{1 2}01111200001??101110000110?0?? Schleitheimia ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????10??????????????01?10?0111?0???????000??1??????????????1?1???1??110????????????????????00?0??????????????????????????????????????????1310111{0 2}002??????????????????????????????????0?0111011??????????????????????????????????????????????????????0???????1?? Mussaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????000100??????10110??0000?1?000100000000?00000010??111?011?01?00001110??????00110?01011001011111010?1?11?0010120101101201010000200???0?0311000010?011??1?001?011??10110?10101101000000111101?10000{1 2}110111011011010001110??????011011110000011200111000011000(0 1)(0 1) Plateosaurus_gracilis ?00??001?0102?110111?1??1110?101??00?10?1010?0??0?10001100??10??????????????????1?????????????0??0110?????12100101010?001?????11000??01???01101101?00?001?100110000000000000010?1010001010000000010000?00????0????11200?01110?000?1011?101010010000???100?????0?00100031?010010200101000011111001011??00001111000000110?0??1000?1??0110????????????10??????????0??????????????0?0????????0?? Plateosaurus_engelhardti 1001100110102011(0 1)111112111100101100001001010101100110011000110010011011011011011110110001011110010110101111210010101000011001111000110100(0 1)01101101000200111001100000000000000101101000100000000001000000000100011111200001110000011011110101101001002010000001000010003110100102001010000111110010111100001111000000110001010001111111001001101010011001011100101110000001011001000001000001 Tuebingosaurus ????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????????10110111001011?01?00000?????????????????????????????????????????????????????????0010012101111102001000000100110010110?00101111000000111?0?0100002110101?111100?11011110011?????0?11??????0????0??0000?0??001 SMNS_13200 1001100110102011011111211110010110000100101010110011001100011001001101101101101?11?11000101111001011010111111001010100001100111100011010010110110100020011100110000000000000010110100010000000000100000000010001111120000111000001101111010110100100201000000100001000311010010200101000011111001011110000111100000011000101000111111100100110101001100101110010111000000101100100000100000? 'GPIT-PV-18318a+GPIT-PV-30785 '10???001?0102?1??11111?111100101?0000100101??01100110??100011?010011011011011011110110001011110010010?011111100101010?001?00111100011010010110110100020011100110000000000000010110100010000000000100000000010001111120000111000001101111010110100100201000000100001000311010010200101000011111001011110000111100000011000101000111111100100110101001100101110010111000000101100100000100000? ; END; BEGIN ASSUMPTIONS; TYPESET * UNTITLED = unord: 1- 7 9- 12 14- 18 20- 22 24- 39 41- 56 58- 68 70- 91 93- 101 103- 107 109- 116 118- 120 122- 128 130- 134 136- 144 149-152\3 153- 157 159- 167 173- 177 179- 209 214- 231 233- 236 238- 248 250- 253 255- 262 264- 267 269- 291 293- 308 310- 315 317- 350 352- 358 360- 366 368- 373 375- 380, ord: 8 13 19 23 40 57 69 92 102 108 117 121 129 135 145- 148 150- 151 158 168- 172 178 210- 213 232 237 249 254 263 268 292 309 316 351 359 367 374; END; BEGIN MESQUITECHARMODELS; ProbModelSet * UNTITLED = 'Mk1 (est.)': 1- 380; END; BEGIN TREES[!'tree(s) from TNT, for data in C:\Users\O Regalado ES UCL\Documents\Tuebingosaurus 2022\Phylogenetic analyses\Iteration1-1.tnt']; Title 'Iteration 1.1 "including Plateosaurus eng, Plateosaurus gracilis"'; ID 01804269184c1; LINK Taxa = Taxa; TRANSLATE [0] 1 Euparkeria, [1] 2 Crurotarsi, [2] 3 Ornithischia, [3] 4 Blikanasaurus, [4] 5 Camelotia, [5] 6 Eucnemosaurus, [6] 7 Glacialisaurus, [7] 8 Ingentia, [8] 9 Isanosaurus, [9] 10 Ohmdenosaurus, [10] 11 Seitaad, [11] 12 Amygdalodon, [12] 13 Gongxianosaurus, [13] 14 Unaysaurus, [14] 15 Tazoudasaurus, [15] 16 Spinophorosaurus, [16] 17 Leyesaurus, [17] 18 Coloradisaurus, [18] 19 Lessemsaurus, [19] 20 Meroktenos, [20] 21 Volkheimeria, [21] 22 Vulcanodon, [22] 23 Antetonitrus, [23] 24 Pantydraco, [24] 25 Guaibasaurus, [25] 26 Sefapanosaurus, [26] 27 Shunosaurus, [27] 28 Cetiosaurus, [28] 29 Omeisaurus, [29] 30 Chromogisaurus, [30] 31 Agnosphitys, [31] 32 Anchisaurus, [32] 33 Barapasaurus, [33] 34 Pampadromaeus, [34] 35 Marasuchus, [35] 36 Pulanesaura, [36] 37 Chindesaurus, [37] 38 Panphagia, [38] 39 Jingshanosaurus, [39] 40 Plateosauravus, [40] 41 Eoraptor, [41] 42 Staurikosaurus, [42] 43 Herrerasaurus, [43] 44 Silesaurus, [44] 45 Thecodontosaurus, [45] 46 Saturnalia, [46] 47 Mamenchisaurus, [47] 48 Aardonyx, [48] 49 Ruehleia, [49] 50 Xingxiulong, [50] 51 Efraasia, [51] 52 Sarahsaurus, [52] 53 Neotheropoda, [53] 54 Patagosaurus, [54] 55 Neosauropoda, [55] 56 Leonerasaurus, [56] 57 Yunnanosaurus, [57] 58 Lufengosaurus, [58] 59 Riojasaurus, [59] 60 Adeopapposaurus, [60] 61 Massospondylus, [61] 62 Melanorosaurus, [62] 63 Schleitheimia, [63] 64 Mussaurus, [64] 65 Plateosaurus_gracilis, [65] 66 Plateosaurus_engelhardti, [66] 67 Tuebingosaurus, [67] 68 SMNS_13200, [68] 69 'GPIT-PV-18318a+GPIT-PV-30785 '; TREE Imported_tree_1 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47)))))),(12,15)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_2 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,((10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_3 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,((22,((10,16),(21,(27,(((28,55),(33,54)),(29,47)))))),(12,15))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_4 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),((67,(36,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))))),(13,20))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_5 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(36,(((9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,20)))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_6 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(63,(9,((((21,(10,16)),(33,54)),(27,((12,(29,47)),(28,55)))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_7 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,((9,10),(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_8 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_9 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(63,((9,67),(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_10 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(36,(((9,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67)),(13,20)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_11 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,((27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_12 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_13 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,((9,67),(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_14 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_15 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_16 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_17 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(63,((9,67),(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_18 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_19 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,(15,(22,(10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_20 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,((9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))),(63,67))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_21 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,(22,(12,((10,16),(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_22 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_23 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,((27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_24 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_25 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_26 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_27 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(10,(13,(63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_28 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(67,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_29 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(10,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_30 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_31 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(63,(9,((((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_32 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_33 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,((9,67),(63,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_34 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(13,(67,(36,(63,(9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_35 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_36 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,((27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_37 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_38 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_39 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_40 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,((9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))),(63,67))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_41 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(((9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_42 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,10),((9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_43 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(((9,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67)),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_44 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(19,(4,8))),(((9,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(20,(13,36)))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_45 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_46 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,((16,(22,(21,(27,((47,(10,29)),((28,55),(33,54))))))),(12,15)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_47 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),((67,(63,(9,(15,((16,(12,(10,21))),(22,(27,((28,55),((29,47),(33,54)))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_48 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_49 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_50 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(((9,67),(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_51 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_52 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_53 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(((9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(36,(13,20)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_54 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),((67,(63,(9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))))),(36,(13,20)))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_55 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),(((9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))),(63,67)),(13,(20,36)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_56 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_57 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_58 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_59 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_60 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_61 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),(((9,(15,(((10,21),(12,16)),(22,(27,(((28,55),(29,47)),(33,54))))))),(63,67)),(36,(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_62 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(13,(67,(36,(63,(9,(15,((16,(12,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_63 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),(((9,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))),(63,67)),(36,(13,20)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_64 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,(22,(((21,(10,16)),(33,54)),(27,((12,(29,47)),(28,55)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_65 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_66 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(((9,67),(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_67 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(10,(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_68 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_69 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,((10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_70 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(63,(9,((27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_71 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,(10,36)),(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_72 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(((9,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54)))))))),(63,67)),(36,(13,20)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_73 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_74 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_75 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,((9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_76 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_77 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_78 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,((16,(21,(10,12))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_79 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_80 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,((9,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))),(63,67))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_81 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_82 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(36,((67,(9,(63,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54)))))))))),(13,20)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_83 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_84 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,((27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_85 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(((9,67),(63,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_86 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,((27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_87 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(15,(22,(12,(16,(21,(27,((47,(10,29)),((28,55),(33,54)))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_88 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_89 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_90 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_91 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_92 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(10,(63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_93 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_94 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,((9,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_95 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,(15,(((10,21),(12,16)),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_96 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,((16,(10,(12,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_97 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_98 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_99 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_100 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,((((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_101 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_102 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_103 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_104 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((10,22),(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_105 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,(12,(16,(22,(21,(27,((47,(10,29)),((28,55),(33,54))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_106 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_107 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_108 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_109 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,((16,(22,(21,(27,((47,(10,29)),((28,55),(33,54))))))),(12,15))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_110 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),((67,(9,(63,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))))),(13,(20,36)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_111 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_112 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_113 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_114 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_115 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,(((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_116 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,((10,12),(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_117 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(22,(10,((27,((12,(29,47)),(28,55))),((16,21),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_118 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_119 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_120 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(((10,21),(12,16)),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_121 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),(((9,67),(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(20,(13,36)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_122 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(63,(9,((27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_123 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,(67,(63,(9,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_124 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_125 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_126 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((36,(4,10)),(13,(9,(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_127 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,((10,63),(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_128 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(10,(13,(63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_129 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_130 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),(36,((63,((9,67),(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(13,20)))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_131 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(((9,67),(63,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_132 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(12,(16,(21,(27,((47,(10,29)),((28,55),(33,54))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_133 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_134 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_135 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(10,(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_136 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,((9,10),(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_137 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),((67,(63,(9,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_138 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_139 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,((16,(22,(21,(27,((47,(10,29)),((28,55),(33,54))))))),(12,15)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_140 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_141 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,((((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_142 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_143 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,(((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_144 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_145 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_146 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_147 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(65,66))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_148 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_149 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(26,48,(56,(4,8,9,10,12,13,15,16,19,20,21,22,23,27,28,29,36,47,55,63,67,(5,62),(33,54))))))))),((7,18,58),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(37,53))),(42,43))))))); TREE Imported_tree_150 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(26,48,(56,(4,8,9,10,12,13,15,16,19,20,21,22,23,27,28,29,36,47,55,63,67,(5,62),(33,54))))))))),((7,18,58),(61,(17,60)))))),(6,59)),(14,(65,66)))))))))),(37,53))),(42,43))))))); END; BEGIN TREES[!'tree(s) from TNT, for data in C:\Users\O Regalado ES UCL\Documents\Tuebingosaurus 2022\Phylogenetic analyses\Iteration1.tnt']; Title 'Iteration 1.2 "excluding Plateosaurus engelhardti Plateosaurus gracilis"'; ID 01804272ebdf3; LINK Taxa = Taxa; TRANSLATE [0] 1 Euparkeria, [1] 2 Crurotarsi, [2] 3 Ornithischia, [3] 4 Blikanasaurus, [4] 5 Camelotia, [5] 6 Eucnemosaurus, [6] 7 Glacialisaurus, [7] 8 Ingentia, [8] 9 Isanosaurus, [9] 10 Ohmdenosaurus, [10] 11 Seitaad, [11] 12 Amygdalodon, [12] 13 Gongxianosaurus, [13] 14 Unaysaurus, [14] 15 Tazoudasaurus, [15] 16 Spinophorosaurus, [16] 17 Leyesaurus, [17] 18 Coloradisaurus, [18] 19 Lessemsaurus, [19] 20 Meroktenos, [20] 21 Volkheimeria, [21] 22 Vulcanodon, [22] 23 Antetonitrus, [23] 24 Pantydraco, [24] 25 Guaibasaurus, [25] 26 Sefapanosaurus, [26] 27 Shunosaurus, [27] 28 Cetiosaurus, [28] 29 Omeisaurus, [29] 30 Chromogisaurus, [30] 31 Agnosphitys, [31] 32 Anchisaurus, [32] 33 Barapasaurus, [33] 34 Pampadromaeus, [34] 35 Marasuchus, [35] 36 Pulanesaura, [36] 37 Chindesaurus, [37] 38 Panphagia, [38] 39 Jingshanosaurus, [39] 40 Plateosauravus, [40] 41 Eoraptor, [41] 42 Staurikosaurus, [42] 43 Herrerasaurus, [43] 44 Silesaurus, [44] 45 Thecodontosaurus, [45] 46 Saturnalia, [46] 47 Mamenchisaurus, [47] 48 Aardonyx, [48] 49 Ruehleia, [49] 50 Xingxiulong, [50] 51 Efraasia, [51] 52 Sarahsaurus, [52] 53 Neotheropoda, [53] 54 Patagosaurus, [54] 55 Neosauropoda, [55] 56 Leonerasaurus, [56] 57 Yunnanosaurus, [57] 58 Lufengosaurus, [58] 59 Riojasaurus, [59] 60 Adeopapposaurus, [60] 61 Massospondylus, [61] 62 Melanorosaurus, [62] 63 Schleitheimia, [63] 64 Mussaurus, [64] 65 Plateosaurus_gracilis, [65] 66 Plateosaurus_engelhardti, [66] 67 Tuebingosaurus, [67] 68 SMNS_13200, [68] 69 'GPIT-PV-18318a+GPIT-PV-30785 '; TREE Imported_tree_1 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((((50,(((48,(26,(20,(((36,(4,(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_2 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(9,(63,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_3 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(((9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67)),(13,36))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_4 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(10,(13,(63,(9,(15,(22,(12,(16,(21,(54,(33,(27,(47,(29,(28,55)))))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_5 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(5,(62,((67,(4,(36,(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_6 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(9,(63,(15,(10,(22,(12,(16,(21,((27,((28,55),(29,47))),(33,54)))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_7 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,((10,(12,15)),(22,(16,(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_8 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(5,(62,((67,((4,10),((63,(9,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_9 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,((((4,(13,(9,(63,(((((10,16),(12,21)),(27,((28,55),(29,47)))),(33,54)),(15,22)))))),(36,67)),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_10 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,(((48,(26,(20,(((4,((63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_11 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,(15,((10,22),(12,(16,(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_12 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((((((32,((56,(20,(((23,(8,(4,19))),((67,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))))),(13,36))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_13 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,((20,(((67,(36,((4,10),(13,(63,(9,(15,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_14 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,(4,((63,(9,((12,(16,(10,21))),(15,(22,(27,((28,55),((29,47),(33,54))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_15 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,((10,((27,((12,(16,21)),(29,(47,(28,55))))),(33,54))),(15,22)))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_16 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,((20,(62,(5,((67,(4,(36,(13,(63,(9,(15,(22,(16,(10,(((12,21),(27,((28,55),(29,47)))),(33,54)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_17 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(62,(5,((67,(4,(36,(13,(63,(9,((12,(16,(10,21))),(15,(22,((27,((28,55),(29,47))),(33,54))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_18 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,(4,((63,(9,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_19 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,((4,36),(13,(9,(63,((12,(16,(10,21))),(15,(22,(27,(((28,55),(33,54)),(29,47))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_20 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,(4,((9,(63,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_21 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((50,(((48,(26,(20,(((4,((63,(9,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))),(13,36))),(19,(8,23))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_22 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,((((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_23 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,(4,((63,(9,(15,(22,((10,12),(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_24 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(9,(63,(15,((10,22),(12,(16,(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_25 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(14,(52,((((50,(((48,((5,(62,(((4,19),(8,23)),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))))),(20,26))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_26 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(62,(5,((67,(4,((9,(63,(15,(22,((16,(10,12)),(21,(28,((27,(55,(29,47))),(33,54))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_27 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(((67,(4,((9,(63,((22,(16,(21,(27,((47,(10,29)),((28,55),(33,54))))))),(12,15)))),(13,36)))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_28 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(9,(63,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_29 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(63,(9,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_30 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,(49,(14,(52,((((50,((((((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(48,(20,26))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_31 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(13,(9,(10,(63,((12,15),(22,(16,(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_32 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,((4,10),(36,(13,(63,(9,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_33 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(13,(63,((9,10),(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_34 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,((((57,((32,(64,((56,(20,(((23,(19,(4,8))),((67,(63,(9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))))),(13,36))),(5,62)))),(26,48)))),(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_35 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(63,(9,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_36 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(15,(22,(12,(((21,(10,16)),(27,((28,55),(29,47)))),(33,54)))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_37 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,(((4,(13,(63,(9,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,67)),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_38 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((((20,(((36,(4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))),(5,62))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_39 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(4,((9,(63,(15,(10,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54)))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_40 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(((67,(36,(4,(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_41 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,((4,36),(13,(9,(10,(63,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_42 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(63,(9,(15,(22,(12,((10,16),(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_43 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(14,(52,(((((32,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(9,(63,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47)))))))))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_44 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(9,(63,((22,(16,(10,(21,(28,((27,(55,(29,47))),(33,54))))))),(12,15)))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_45 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(((67,(4,(36,(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_46 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(14,((((57,((32,(64,(48,(26,(56,((((4,((9,(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))))))),(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_47 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(62,(5,(((4,(13,(63,(9,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(36,67)),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_48 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(10,(13,(9,(63,((12,15),(22,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_49 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(14,(52,((((50,((((20,(5,(62,((4,(36,(13,(9,(63,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_50 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,((((57,((32,(64,((56,(((23,(4,(8,19))),((67,(36,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47)))))))))),(13,20))),(5,62))),(26,48)))),(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_51 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((((20,(5,(62,((36,(4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_52 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,((9,(63,(15,(22,(12,((10,16),(21,(54,(33,(27,(47,(29,(28,55))))))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_53 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,((4,10),((9,(63,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_54 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(4,((9,(63,((10,((27,((12,(16,21)),(29,(47,(28,55))))),(33,54))),(15,22)))),(13,36)))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_55 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(63,(9,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_56 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(((67,((10,(4,36)),(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_57 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,((36,(4,10)),(13,(9,(63,(15,(22,(12,(16,(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_58 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(((((50,((((((23,(4,(8,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(20,(26,48))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_59 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,((4,36),(13,(9,(63,(15,(22,(12,(10,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_60 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(63,(9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47)))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_61 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,((4,36),(13,(63,(9,(15,(22,(12,(16,(10,(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_62 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,(4,(36,(13,(9,(63,((22,((10,16),(21,(28,((27,(47,(29,55))),(33,54)))))),(12,15)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_63 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,(4,((9,(63,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_64 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,((12,(16,(10,21))),(15,(22,((27,((28,55),(29,47))),(33,54))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_65 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((((50,((((20,(62,(5,(((4,36),(13,(63,(9,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_66 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(13,(63,(9,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_67 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(9,(63,((10,(12,15)),(22,(16,(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_68 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,(4,((10,(9,(63,(15,(22,((12,16),(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_69 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(63,(9,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_70 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(62,(5,((67,((4,(10,36)),(13,(63,(9,(15,(22,(12,(16,(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_71 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(4,((9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_72 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,(((((57,((((20,(5,(62,((4,(36,(13,(9,(63,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_73 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(((((57,(32,(64,((56,((((4,(13,(63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_74 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(10,(13,(63,(9,(15,(22,((12,16),(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_75 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(13,(63,(9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_76 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(((67,((4,36),(13,((9,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47))))))))))),(10,63))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_77 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(14,((((39,(57,(11,((((20,(((36,(4,(13,(9,(63,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(64,67)),(32,56))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_78 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(((((((48,(26,(20,(((4,((9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))),(64,67)),(32,56)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_79 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,(4,((9,(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_80 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,(36,(4,(13,(63,(9,(15,(22,(10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_81 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(5,(62,((67,((4,36),(13,(9,(63,(15,(22,((10,16),(((12,21),(27,((28,55),(29,47)))),(33,54)))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_82 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(((67,((4,36),(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_83 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,((10,63),(15,(22,(12,(16,(21,((27,((28,55),(29,47))),(33,54))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_84 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,(4,((9,(63,((12,(16,(10,21))),(15,(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_85 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,((4,36),(13,(63,(9,(10,(15,(22,((12,16),(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_86 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(10,((12,16),(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_87 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,(10,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_88 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_89 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,((((57,((32,(64,((56,(((((4,36),(13,(9,(63,((22,(16,(10,(21,(27,(((28,55),(33,54)),(29,47))))))),(12,15)))))),(20,67)),(23,(8,19))),(5,62))),(26,48)))),(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_90 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,(((((57,(32,(64,((56,((((4,(13,(9,(63,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_91 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(5,(62,((67,(4,(36,(13,(63,(9,(15,(22,((10,(21,(28,((27,(47,(29,55))),(33,54))))),(12,16)))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_92 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(((67,((4,10),(36,(13,(63,(9,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_93 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,((10,12),(16,(21,((27,((28,55),(29,47))),(33,54))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_94 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_95 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,((((4,(13,(63,(9,((((12,(21,(10,16))),(27,((28,55),(29,47)))),(33,54)),(15,22)))))),(36,67)),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_96 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,(15,(22,((10,12),(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_97 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,((4,36),(13,(63,(9,(15,(22,(12,(16,(10,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_98 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(((((50,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((63,((9,67),(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))),(13,36))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_99 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,((((39,(57,(11,(((48,(26,(20,(((36,(4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))),(5,62))))),(64,67)),(32,56))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_100 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(10,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_101 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,(15,(22,((10,16),(((12,21),(27,((28,55),(29,47)))),(33,54))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_102 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,((20,(((67,((4,36),(13,(10,(9,(63,(15,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_103 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((((50,(((((((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(26,(20,48))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_104 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(9,(63,(15,(22,(((21,(16,(10,12))),(27,((28,55),(29,47)))),(33,54)))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_105 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,((((4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,67)),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_106 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(52,(14,((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(15,(22,(12,(16,(10,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_107 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(63,(9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_108 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((((50,((64,((20,(((67,(36,((4,10),(13,(63,(9,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_109 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,(36,(4,(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_110 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(((67,(36,(4,(10,(13,(9,(63,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_111 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(9,(63,(15,((10,22),(12,(16,(21,(54,(33,(27,(47,(29,(28,55)))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_112 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(52,(14,((((50,(((48,(26,(20,(((4,((9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_113 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(9,(63,(15,(22,((10,12),(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_114 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(12,(10,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_115 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,((64,((20,(((67,(36,(4,(13,(9,(63,(10,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_116 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(((((50,((64,((20,(((67,((4,36),(13,(9,(63,(15,(22,(12,(16,(21,((27,((47,(10,29)),(28,55))),(33,54)))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_117 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(((((50,((((20,(62,(5,((4,((9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_118 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,((4,36),(13,(63,(9,(15,(22,(12,(10,(16,(21,((27,((28,55),(29,47))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_119 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(14,(52,((((50,((((20,(((4,(36,(13,(63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_120 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(14,((((57,((32,(64,((56,(20,(((23,(19,(4,8))),(13,(67,(36,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))))))),(5,62)))),(26,48)))),(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_121 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,(((((57,(32,(64,((56,(((((4,36),(13,(9,(63,((10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_122 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(((((50,((64,((20,(((67,(4,(36,((9,(63,(15,(22,(12,(16,(21,((27,((28,55),(29,47))),(33,54))))))))),(10,13))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_123 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,(49,(14,(52,((((50,((((20,(62,(5,((4,(36,(13,(9,(63,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_124 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,(((((((48,(26,(20,(((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23))),(5,62))))),(64,67)),(32,56)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_125 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,((12,(10,16)),(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_126 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,(((((50,((((20,(((4,(36,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_127 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(9,(63,(15,(22,(10,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_128 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(((((50,((64,((20,(5,(62,((67,(36,(4,(13,(9,(63,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_129 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(14,(52,((((50,((((5,(62,(((4,19),(8,23)),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))))),(48,(20,26))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_130 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(((((50,((64,((20,(((67,((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_131 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_132 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,(((48,(26,(20,(((23,(4,(8,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_133 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(62,(5,(((4,(13,(9,(63,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(36,67)),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_134 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,(36,(4,(13,((9,10),(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_135 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(((67,(4,(36,(13,(63,((9,10),(15,(22,(12,(16,(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_136 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(52,(14,((((50,(((48,(26,(20,((((4,36),(13,(63,(9,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(23,(8,19))),(5,62))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_137 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(14,((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_138 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,(((48,((((23,(4,(8,19))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(20,26))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_139 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(((67,(4,(36,(13,(9,(63,((22,(10,(16,(21,(28,((27,(47,(29,55))),(33,54))))))),(12,15)))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_140 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_141 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,(((10,21),(12,16)),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62)))),(26,48))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_142 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(52,(14,((((50,((64,((20,(62,(5,((67,(4,((63,(9,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_143 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,(4,(36,((9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(10,13))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_144 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,((4,36),(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_145 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(((((50,((64,((20,(((67,(36,(4,(13,(63,(9,(15,((10,22),(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_146 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((((50,((64,(48,(26,(20,((((4,(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(36,67)),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_147 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,(48,(26,(20,(((67,(36,((4,10),(13,(63,(9,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_148 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(14,(52,((((50,((64,((20,(5,(62,((67,(4,((63,(9,(15,((10,16),(22,(((12,21),(27,((28,55),(29,47)))),(33,54))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_149 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,(((((50,(((48,(26,(20,(62,(5,((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23)))))))),(64,67)),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_150 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,(14,(52,((((50,((64,((20,(62,(5,((67,((4,10),((9,(63,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_151 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(14,(52,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_152 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((((50,((64,((20,(62,(5,((67,((4,10),((63,(9,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(14,52)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_153 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(14,(52,((((50,((64,((20,(62,(5,((67,((4,10),((9,(63,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_154 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,45,(51,(40,(49,(4,5,8,9,10,11,12,13,14,15,16,19,20,21,22,23,26,27,28,29,32,33,36,39,47,48,50,52,54,55,56,57,62,63,64,67,(6,59),((18,(7,58)),(61,(17,60)))))))))),(37,53))),(42,43))))))); END; BEGIN TREES[!'tree(s) from TNT, for data in C:\Users\O Regalado ES UCL\Documents\Tuebingosaurus 2022\Phylogenetic analyses\Iteration1.tnt']; Title 'Iteration 1.3 "excluding Plateosaurus gracilis"'; ID 0180427ad7f85; LINK Taxa = Taxa; TRANSLATE [0] 1 Euparkeria, [1] 2 Crurotarsi, [2] 3 Ornithischia, [3] 4 Blikanasaurus, [4] 5 Camelotia, [5] 6 Eucnemosaurus, [6] 7 Glacialisaurus, [7] 8 Ingentia, [8] 9 Isanosaurus, [9] 10 Ohmdenosaurus, [10] 11 Seitaad, [11] 12 Amygdalodon, [12] 13 Gongxianosaurus, [13] 14 Unaysaurus, [14] 15 Tazoudasaurus, [15] 16 Spinophorosaurus, [16] 17 Leyesaurus, [17] 18 Coloradisaurus, [18] 19 Lessemsaurus, [19] 20 Meroktenos, [20] 21 Volkheimeria, [21] 22 Vulcanodon, [22] 23 Antetonitrus, [23] 24 Pantydraco, [24] 25 Guaibasaurus, [25] 26 Sefapanosaurus, [26] 27 Shunosaurus, [27] 28 Cetiosaurus, [28] 29 Omeisaurus, [29] 30 Chromogisaurus, [30] 31 Agnosphitys, [31] 32 Anchisaurus, [32] 33 Barapasaurus, [33] 34 Pampadromaeus, [34] 35 Marasuchus, [35] 36 Pulanesaura, [36] 37 Chindesaurus, [37] 38 Panphagia, [38] 39 Jingshanosaurus, [39] 40 Plateosauravus, [40] 41 Eoraptor, [41] 42 Staurikosaurus, [42] 43 Herrerasaurus, [43] 44 Silesaurus, [44] 45 Thecodontosaurus, [45] 46 Saturnalia, [46] 47 Mamenchisaurus, [47] 48 Aardonyx, [48] 49 Ruehleia, [49] 50 Xingxiulong, [50] 51 Efraasia, [51] 52 Sarahsaurus, [52] 53 Neotheropoda, [53] 54 Patagosaurus, [54] 55 Neosauropoda, [55] 56 Leonerasaurus, [56] 57 Yunnanosaurus, [57] 58 Lufengosaurus, [58] 59 Riojasaurus, [59] 60 Adeopapposaurus, [60] 61 Massospondylus, [61] 62 Melanorosaurus, [62] 63 Schleitheimia, [63] 64 Mussaurus, [64] 65 Plateosaurus_gracilis, [65] 66 Plateosaurus_engelhardti, [66] 67 Tuebingosaurus, [67] 68 SMNS_13200, [68] 69 'GPIT-PV-18318a+GPIT-PV-30785 '; TREE Imported_tree_1 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_2 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(36,((67,(63,(9,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47))))))))),(13,20)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_3 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,((22,(10,(16,(21,(27,(((28,55),(33,54)),(29,47))))))),(12,15))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_4 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_5 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,((((21,(10,16)),(33,54)),(27,((12,(29,47)),(28,55)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_6 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47)))))),(12,15))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_7 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_8 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(13,(67,(36,(9,(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_9 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,(((10,21),(12,16)),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_10 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,10),(36,(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_11 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,(22,(12,(16,(21,(27,((47,(10,29)),((28,55),(33,54))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_12 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_13 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_14 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_15 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,((((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_16 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_17 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),((67,(63,(9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_18 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(((9,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,36))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_19 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(13,(20,36)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_20 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,((9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))),(63,67))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_21 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(36,((67,(9,(63,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47))))))))),(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_22 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_23 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,(10,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_24 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_25 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(((9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54)))))))),(63,67)),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_26 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_27 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,((9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))),(63,67))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_28 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),(36,(((9,67),(63,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))))))),(13,20)))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_29 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),((67,(9,(63,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54)))))))))),(20,(13,36)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_30 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_31 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(19,(4,8))),((67,(36,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))),(13,20))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_32 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_33 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,10),(36,(13,(9,(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_34 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,((((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_35 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),((67,(9,(63,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54)))))))))),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_36 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_37 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_38 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,((9,67),(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_39 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(((9,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))),(63,67)),(13,36))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_40 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(4,(8,19))),(((9,67),(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(36,(13,20)))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_41 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(13,(67,(36,(9,(63,(15,(((10,21),(12,16)),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_42 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(13,(67,(36,(63,(9,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_43 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_44 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_45 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_46 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54)))))))))),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_47 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((22,(16,(21,(27,((47,(10,29)),((28,55),(33,54))))))),(12,15)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_48 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(36,((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))))),(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_49 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_50 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),(((9,67),(63,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))))))),(20,(13,36)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_51 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(20,(13,36)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_52 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_53 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_54 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),((9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(10,13))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_55 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(((9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(36,(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_56 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,((10,22),(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_57 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),((67,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_58 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(((9,67),(63,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54))))))))),(20,(13,36)))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_59 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(((9,(15,(((10,21),(12,16)),(22,(27,(((28,55),(29,47)),(33,54))))))),(63,67)),(13,36))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_60 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,((((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_61 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_62 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_63 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(((9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))),(10,63)),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_64 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(10,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_65 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_66 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),((67,(63,(9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_67 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,10),((9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_68 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,(22,(12,(16,(10,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_69 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,((9,67),(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_70 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_71 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_72 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_73 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(((9,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(36,(13,20)))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_74 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,(22,((10,12),(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_75 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(9,(63,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_76 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_77 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(10,(9,(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_78 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,10),(36,(13,(63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_79 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,((9,67),(63,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_80 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_81 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),((67,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))))),(36,(13,20)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_82 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_83 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(9,(63,(15,((16,(12,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_84 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_85 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_86 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(67,(9,(63,(15,((16,(12,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_87 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47)))))),(12,15)))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_88 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_89 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,((9,67),(63,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_90 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(36,(((9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_91 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(((9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(36,(13,20)))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_92 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),((63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(10,13))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_93 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,((27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47)))),(15,22)))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_94 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_95 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,(15,(22,(10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_96 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_97 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_98 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_99 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,((9,67),(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_100 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(((9,67),(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_101 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_102 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_103 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(13,(67,(36,(63,(9,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_104 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_105 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_106 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((36,(4,10)),(13,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_107 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_108 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_109 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_110 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_111 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),((67,(63,(9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54)))))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_112 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_113 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(8,(4,19))),(36,((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))),(13,20)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_114 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),(36,((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))))),(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_115 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(67,(63,(9,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_116 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,((9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_117 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(63,((9,67),(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_118 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,((9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_119 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_120 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(((9,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67)),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_121 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,(67,(9,(63,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_122 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_123 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,((9,67),(63,(15,((16,(10,(12,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_124 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),((67,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_125 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(((9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67)),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_126 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(13,(67,(36,(9,(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_127 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_128 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,((10,63),((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_129 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(((9,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_130 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(((9,(15,((16,(10,(12,21))),(22,(27,(((28,55),(29,47)),(33,54))))))),(63,67)),(36,(13,20)))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_131 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_132 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,((9,(63,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_133 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((23,(19,(4,8))),((67,(36,(63,(9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))))),(13,20))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_134 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,(22,(12,(10,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_135 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_136 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47)))))),(12,15))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,66))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_137 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_138 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,((27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_139 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((9,(63,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,66)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_140 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(26,48,(56,(4,8,9,10,12,13,15,16,19,20,21,22,23,27,28,29,36,47,55,63,67,(5,62),(33,54))))))))),((7,18,58),(61,(17,60)))))),(6,59)),(14,66))))))))),(37,53))),(42,43))))))); END; BEGIN TREES[!'tree(s) from TNT, for data in C:\Users\O Regalado ES UCL\Documents\Tuebingosaurus 2022\Phylogenetic analyses\Iteration1.tnt']; Title 'Iteration 1.4 "excluding Plateosaurus engelhardti"'; ID 0180428152676; LINK Taxa = Taxa; TRANSLATE [0] 1 Euparkeria, [1] 2 Crurotarsi, [2] 3 Ornithischia, [3] 4 Blikanasaurus, [4] 5 Camelotia, [5] 6 Eucnemosaurus, [6] 7 Glacialisaurus, [7] 8 Ingentia, [8] 9 Isanosaurus, [9] 10 Ohmdenosaurus, [10] 11 Seitaad, [11] 12 Amygdalodon, [12] 13 Gongxianosaurus, [13] 14 Unaysaurus, [14] 15 Tazoudasaurus, [15] 16 Spinophorosaurus, [16] 17 Leyesaurus, [17] 18 Coloradisaurus, [18] 19 Lessemsaurus, [19] 20 Meroktenos, [20] 21 Volkheimeria, [21] 22 Vulcanodon, [22] 23 Antetonitrus, [23] 24 Pantydraco, [24] 25 Guaibasaurus, [25] 26 Sefapanosaurus, [26] 27 Shunosaurus, [27] 28 Cetiosaurus, [28] 29 Omeisaurus, [29] 30 Chromogisaurus, [30] 31 Agnosphitys, [31] 32 Anchisaurus, [32] 33 Barapasaurus, [33] 34 Pampadromaeus, [34] 35 Marasuchus, [35] 36 Pulanesaura, [36] 37 Chindesaurus, [37] 38 Panphagia, [38] 39 Jingshanosaurus, [39] 40 Plateosauravus, [40] 41 Eoraptor, [41] 42 Staurikosaurus, [42] 43 Herrerasaurus, [43] 44 Silesaurus, [44] 45 Thecodontosaurus, [45] 46 Saturnalia, [46] 47 Mamenchisaurus, [47] 48 Aardonyx, [48] 49 Ruehleia, [49] 50 Xingxiulong, [50] 51 Efraasia, [51] 52 Sarahsaurus, [52] 53 Neotheropoda, [53] 54 Patagosaurus, [54] 55 Neosauropoda, [55] 56 Leonerasaurus, [56] 57 Yunnanosaurus, [57] 58 Lufengosaurus, [58] 59 Riojasaurus, [59] 60 Adeopapposaurus, [60] 61 Massospondylus, [61] 62 Melanorosaurus, [62] 63 Schleitheimia, [63] 64 Mussaurus, [64] 65 Plateosaurus_gracilis, [65] 66 Plateosaurus_engelhardti, [66] 67 Tuebingosaurus, [67] 68 SMNS_13200, [68] 69 'GPIT-PV-18318a+GPIT-PV-30785 '; TREE Imported_tree_1 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(49,(40,(((((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(15,(12,((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_2 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(9,(63,(15,(22,(10,(12,(16,(21,(54,(33,(27,((28,55),(29,47))))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_3 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47)))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_4 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(12,((10,16),(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_5 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,((((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,((9,67),(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_6 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(((9,67),(63,(15,(22,(((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_7 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,((10,22),((12,16),(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_8 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_9 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,((((((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_10 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(9,(63,(15,(22,(((12,(21,(10,16))),(27,((28,55),(29,47)))),(33,54))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_11 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,((9,10),(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_12 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(((((((32,(48,(26,(56,(20,(((23,(4,(8,19))),((67,(63,(9,(15,(((10,21),(12,16)),(22,(27,(((28,55),(33,54)),(29,47))))))))),(13,36))),(5,62))))))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_13 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,(15,(10,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_14 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(4,((9,(63,(15,(22,(12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))))))),(13,36)))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_15 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(4,((9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_16 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_17 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(5,(62,((67,(36,(4,(13,(63,(9,((12,(16,(10,21))),(15,(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_18 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(36,(4,(13,(63,(9,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_19 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((((((50,((64,((20,(62,(5,((67,((4,36),(13,(9,(63,(15,((16,(12,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_20 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(13,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_21 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(36,(4,(10,(13,(9,(63,(15,(22,((12,16),(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_22 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,((((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,((9,67),(63,(15,(((10,21),(12,16)),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_23 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(4,((63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_24 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,((((((50,((64,((20,(5,(62,((67,(36,(4,(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_25 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(36,(4,(13,(9,(63,(15,(22,(12,(16,(10,(21,(27,(((28,55),(33,54)),(29,47))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_26 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,((63,(9,((27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))),(15,22)))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_27 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,(48,(26,(56,(((23,(19,(4,8))),((67,(36,(9,(63,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))))))))),(13,20))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_28 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,((52,(((((32,((56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,((16,(21,(10,12))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_29 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(((((((32,((56,(20,(((23,(8,(4,19))),(((9,67),(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_30 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_31 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,((56,(((23,(19,(4,8))),(((9,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47))))))),(63,67)),(13,(20,36)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65)),(40,49)))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_32 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,(((((32,((56,(20,(((23,(8,(4,19))),(36,(13,((9,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47))))))),(63,67))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_33 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(63,(9,((27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_34 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(36,((4,10),(13,(63,(9,(15,(22,(12,(16,(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_35 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(63,(9,(15,(22,(12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_36 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,((((50,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,((9,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))),(63,67))))),(5,62)))),(26,48))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_37 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(67,(63,(9,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_38 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((49,((((39,(57,(11,(32,(64,((56,(((((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59))),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_39 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(10,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_40 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((((((50,((64,((20,(((67,(36,(4,(13,((9,(15,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54)))))),(10,63)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_41 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(63,(9,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_42 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,((20,(5,(62,((67,(4,(36,(13,(63,(9,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_43 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,((((((50,(32,(64,((56,(20,(((23,(19,(4,8))),(((9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))),(63,67)),(13,36))),(5,62)))),(26,48))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_44 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,((((((50,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,(67,(63,(9,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_45 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(13,(67,(36,(9,(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_46 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,((4,36),(13,(9,(63,(15,(22,(10,((12,(33,54)),((16,21),(27,((28,55),(29,47))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_47 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(9,(63,(15,(22,(12,(16,(10,(21,(28,((27,(55,(29,47))),(33,54)))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_48 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(49,(40,(((((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,(22,(10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_49 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,((9,67),(63,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54)))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_50 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(9,(63,(15,(22,((16,(10,12)),(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_51 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((49,((((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,((10,63),((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59))),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_52 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(63,(9,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_53 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,((((((39,(57,(11,(32,(64,((56,((((4,(36,(13,(63,(9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_54 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,((52,((((50,((64,((20,(5,(62,((67,((4,(10,36)),(13,(63,(9,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_55 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(62,(5,((67,((4,36),(13,(63,(9,(15,(22,((10,12),(16,(21,(54,(33,(27,(29,(47,(28,55)))))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_56 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(10,(13,(9,(63,((12,15),(22,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_57 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,((20,(((67,((4,36),(13,(9,(63,(15,((10,22),(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_58 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(9,(63,(15,(22,((10,16),(((12,21),(27,((28,55),(29,47)))),(33,54)))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_59 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,((20,(5,(62,((67,(36,((4,10),(13,(9,(63,((12,15),(22,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_60 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(62,(5,((67,(36,(4,(13,(63,(9,(15,(22,(10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_61 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(67,(63,(9,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54))))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_62 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((((((57,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,((9,(15,(22,((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47))))))),(63,67))))),(5,62)))),(26,48))))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_63 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(5,(62,((67,((4,36),(13,(63,(9,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47)))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_64 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_65 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(36,(4,(13,(9,(63,(15,(22,(12,(10,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_66 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,((9,10),(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_67 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(10,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_68 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,((((((39,(57,(11,(32,(64,((56,((((4,(36,(13,(9,(63,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_69 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(63,(9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_70 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(67,(20,36))),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_71 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,((49,((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,(22,(12,(16,(10,(21,(27,(((28,55),(33,54)),(29,47))))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59))),(14,65))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_72 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(4,((63,(9,(15,(22,(10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_73 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,((10,(9,(63,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47))))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_74 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(10,(13,(9,(63,(15,(22,(12,(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_75 = (1,(2,(35,(44,(3,((41,((((25,((51,((((((39,(57,(11,(32,(64,(48,(26,(56,(((23,(19,(4,8))),((67,(36,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))),(13,20))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_76 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,(49,(((((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),(36,((67,(63,(9,(15,((16,(10,(12,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))),(13,20)))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_77 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((49,((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59))),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_78 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,((63,(9,((12,(16,(10,21))),(15,(22,(27,(((28,55),(29,47)),(33,54)))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_79 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((((((50,((64,((20,(62,(5,((67,((4,36),(13,(9,(63,(10,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_80 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,((12,((21,(10,16)),(27,((28,55),(29,47))))),(33,54)))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_81 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,((49,((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59))),(14,65))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_82 = (1,(2,(35,(44,(3,((41,((((25,((51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_83 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,((20,(((67,((4,36),(13,(9,(63,(15,(22,(12,(16,(10,(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_84 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,((4,10),(36,(13,(63,(9,(15,(22,((12,16),(21,(28,((27,(55,(29,47))),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_85 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(9,(63,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_86 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,((((4,(13,(63,(9,((((21,(12,(10,16))),(27,((28,55),(29,47)))),(33,54)),(15,22)))))),(36,67)),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_87 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_88 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_89 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,(((((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,((10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_90 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((49,((((39,(57,(11,(32,(64,((56,(((((4,36),(13,(9,(63,(15,((16,(12,(10,21))),(22,(27,((28,55),((29,47),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59))),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_91 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,((4,10),((9,(63,(15,(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_92 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,((52,((((50,((64,((20,(62,(5,((67,((4,36),(13,(63,(9,(15,(22,(12,((10,16),(21,(28,((27,(47,(29,55))),(33,54))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_93 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,((((((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(15,(22,(10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_94 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(13,(67,(36,(63,(9,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47)))))))))))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_95 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(5,(62,((67,((4,36),(10,(13,(9,(63,(15,(22,(12,(16,(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_96 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(22,(12,((10,16),(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_97 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_98 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((((((57,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(20,67)),(23,(8,19))),(5,62)))))))),(11,39)),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_99 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,(((4,(13,(63,(9,((((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(36,67)),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_100 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(63,(9,(15,(22,(((21,(10,16)),(27,((28,55),(29,47)))),(12,(33,54))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_101 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,((9,(63,(15,(22,(12,((10,16),(21,(27,(((28,55),(33,54)),(29,47)))))))))),(13,36)))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_102 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,((9,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))),(63,67))))),(5,62)))),(26,48))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_103 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,((52,((((50,((64,((20,(62,(5,((67,(36,(4,(13,(9,(63,(15,(22,(12,(10,(16,(21,(54,(33,(27,((28,55),(29,47))))))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_104 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,((9,67),(63,(15,(22,(27,(((12,(21,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_105 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(49,(40,(((((39,(57,(11,(32,(64,((56,(((23,(4,(8,19))),((63,((9,67),(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))),(13,(20,36)))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_106 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((49,((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,((16,(10,(12,21))),(22,(27,(28,((55,(29,47)),(33,54))))))))))))),(5,62)))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59))),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_107 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,((52,((((50,((64,((20,(((67,((4,36),(13,(63,(9,(15,(22,(10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47)))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_108 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_109 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_110 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(9,(63,(((((10,16),(12,21)),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_111 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(63,(9,(15,(22,(10,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_112 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((((((50,((64,((20,(((67,((4,10),(36,(13,(63,(9,(15,(22,(12,(16,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_113 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(13,(9,(63,(15,((16,(12,(10,21))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_114 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_115 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,((20,(5,(62,((67,(4,(36,(13,(9,(63,((22,((10,16),(21,(28,((27,(47,(29,55))),(33,54)))))),(12,15)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_116 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,((4,(10,36)),(13,(63,(9,(15,(22,((12,16),(21,(28,((27,(55,(29,47))),(33,54)))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_117 = (1,(2,(35,(44,(3,((41,((((25,((51,((((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((36,(4,(13,(9,(63,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_118 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((((((50,((64,((20,(5,(62,((67,(4,((9,(63,(15,(22,((10,12),(16,(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_119 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,((((4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(36,67)),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_120 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(63,(9,((12,(16,(10,21))),(15,(22,(27,(28,((55,(29,47)),(33,54))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_121 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(9,(63,(15,(22,(10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_122 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(15,(22,(((21,(10,16)),(27,((28,55),(29,47)))),(12,(33,54)))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_123 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,((4,10),(36,(13,(9,(63,(15,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_124 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,(((((32,((56,(20,(((23,(8,(4,19))),(36,(13,((9,(15,((16,(10,(12,21))),(22,(27,(((28,55),(33,54)),(29,47))))))),(63,67))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_125 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(6,59)),(50,52)),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_126 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,((((4,((63,(9,(15,(22,(12,(16,(10,(21,(27,(((28,55),(33,54)),(29,47))))))))))),(13,36))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_127 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,((((((50,((64,((20,(62,(5,((67,(4,((9,(63,(15,(22,((16,(10,12)),(21,(28,((27,(47,(29,55))),(33,54))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_128 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(((67,(4,((10,(9,(63,(15,(22,(12,(16,(21,(54,(33,(28,(27,(47,(29,55)))))))))))))),(13,36)))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_129 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(63,((9,67),(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_130 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,((((((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(((9,67),(63,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))))))),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_131 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,((20,(((67,((4,36),(13,(9,(63,((12,(16,(10,21))),(15,(22,((27,((28,55),(29,47))),(33,54)))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_132 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,((4,36),(13,(63,(9,(15,((10,22),(12,(16,(21,(54,(33,(27,(47,(29,(28,55)))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_133 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(63,((9,67),(15,(22,(27,(((21,(10,(12,16))),(33,54)),((28,55),(29,47))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_134 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(((67,((4,36),(13,(9,(63,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_135 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,(36,(4,(13,(63,(9,((10,15),(22,(12,(16,(21,((27,((28,55),(29,47))),(33,54))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_136 = (1,(2,(35,(44,(3,((41,((((25,((51,((((52,(50,((39,(57,(11,(32,(64,((56,((((36,(4,(13,(63,(9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47))))))))))),(20,67)),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_137 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,((49,((((39,(57,(11,(32,(64,(48,(26,(56,(((23,(8,(4,19))),(36,((67,(9,(63,(15,((12,(16,(10,21))),(22,(27,(28,((55,(29,47)),(33,54)))))))))),(13,20)))),(5,62)))))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59))),(14,65))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_138 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(49,(40,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,(((10,21),(12,16)),(22,(27,(28,((55,(29,47)),(33,54)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_139 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(36,(13,(9,(63,(15,(22,(10,(27,(((12,(16,21)),(33,54)),((28,55),(29,47)))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))),(50,52)),(6,59)),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_140 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,((((((50,((64,((20,(5,(62,((67,(36,(4,(10,(13,(63,(9,(15,(22,(12,(16,(21,((27,((28,55),(29,47))),(33,54)))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_141 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(10,(12,(16,(21,(54,(33,(27,(47,(29,(28,55)))))))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_142 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,(4,((63,(9,(15,(22,((16,(10,12)),(21,(28,((27,(55,(29,47))),(33,54))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_143 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,((12,(16,(10,21))),(15,(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_144 = (1,(2,(35,(44,(3,((41,((((25,((51,((((52,(50,((39,(57,(11,(32,(64,((56,((((4,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(20,(36,67))),(23,(8,19))),(5,62))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_145 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,(48,(26,(20,(62,(5,((67,(36,(4,(13,(63,(9,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_146 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(4,((63,(9,(15,((16,(21,(10,12))),(22,(27,(28,((55,(29,47)),(33,54))))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_147 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,((63,(9,(15,(22,(10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))))))),(13,36)))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_148 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(13,(9,(63,(15,(22,((10,(21,(28,((27,(47,(29,55))),(33,54))))),(12,16))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_149 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(15,((12,(16,(10,21))),(22,(27,((28,55),((29,47),(33,54)))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_150 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,((4,36),(10,(13,(63,(9,(15,(22,(16,(((12,21),(27,((28,55),(29,47)))),(33,54))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_151 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((((((50,((64,((20,(((67,(4,(36,(13,(9,(63,(15,(((10,21),(12,16)),(22,((27,((28,55),(29,47))),(33,54))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_152 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(62,(5,((67,(36,(4,(13,(63,(9,(15,(22,(12,((10,16),(21,(28,((27,(47,(29,55))),(33,54)))))))))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_153 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(5,(62,((67,(36,(4,(13,(9,(63,(15,(22,(12,(10,(16,(21,((27,((28,55),(29,47))),(33,54)))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65)))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_154 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,((20,(5,(62,((67,(4,(36,(13,(63,(9,((((21,(16,(10,12))),(27,((28,55),(29,47)))),(33,54)),(15,22)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_155 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(((((((32,((56,(20,(((23,(4,(8,19))),(36,(13,(67,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(33,54)),(29,47)))))))))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_156 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(5,(62,((67,(4,((9,(63,(15,(22,(((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_157 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,(15,(22,(12,((10,16),(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_158 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((((((50,((64,((20,(5,(62,((67,(4,((9,(10,(63,(15,(22,((12,16),(21,(28,((27,(47,(29,55))),(33,54)))))))))),(13,36)))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_159 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,((20,(((67,(36,(4,(13,(63,(9,(15,(22,(10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_160 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(((((((32,(48,(26,(56,(20,(((23,(8,(4,19))),(13,(67,(36,(9,(63,(15,(22,(((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_161 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,((((((50,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(13,(67,(36,(9,(63,(15,(22,(((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))))))))))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_162 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,(15,((16,(12,(10,21))),(22,((27,((28,55),(29,47))),(33,54)))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_163 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(63,(9,(15,(22,(12,(16,(10,(21,(54,(33,(27,((28,55),(29,47))))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_164 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(((67,(36,(4,(13,(9,(63,((10,(27,(((21,(12,16)),(33,54)),((28,55),(29,47))))),(15,22)))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_165 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(9,(63,((22,(16,(10,(21,(28,((27,(55,(29,47))),(33,54))))))),(12,15)))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_166 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,((52,((((50,((64,((20,(((67,(4,(36,(13,(9,(63,((10,15),(22,(12,(16,(21,(54,(33,(27,((28,55),(29,47)))))))))))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_167 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,(((((((32,(48,(26,(56,(20,(((23,(4,(8,19))),(((9,(15,((16,(21,(10,12))),(22,(27,(((28,55),(33,54)),(29,47))))))),(63,67)),(13,36))),(5,62))))))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_168 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,((((((50,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,((9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54))))))),(63,67))))),(5,62))))))))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_169 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(9,(63,(15,((10,22),(12,(16,(21,(54,(33,(27,(47,(29,(28,55))))))))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_170 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(9,(63,(15,(22,(10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))))))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_171 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(9,(63,(15,(22,(12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_172 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,((49,((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(13,(67,(36,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59))),(14,65)))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_173 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,((49,((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),((67,(9,(63,(15,(22,(27,(((21,(12,(10,16))),(33,54)),((28,55),(29,47))))))))),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59))),(14,65)))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_174 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,(((((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(13,(67,(36,(9,(63,(15,((12,(16,(10,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_175 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,((((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65)),(40,49)))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_176 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,(49,((52,(((((32,((56,(20,(((23,(19,(4,8))),(((9,67),(63,(15,(22,(27,((((10,16),(12,21)),(33,54)),((28,55),(29,47)))))))),(13,36))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_177 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(13,(67,(36,(9,(63,(15,(22,(27,(((21,(16,(10,12))),(33,54)),((28,55),(29,47)))))))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_178 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,((51,(40,((((((50,((64,((20,(5,(62,((67,(36,(4,(13,(9,(63,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))))))),(19,(8,23)))))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_179 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(((67,(4,(36,(13,(63,(9,(15,(22,(10,(12,(16,(21,(28,((27,(47,(29,55))),(33,54))))))))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_180 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,((((((50,((64,(48,(26,(20,(((67,((4,36),(13,(63,(9,((10,((27,((12,(16,21)),(29,(47,(28,55))))),(33,54))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_181 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(62,(5,((67,(4,(36,(13,(63,(9,(15,(12,((10,16),(22,(21,(27,(((28,55),(33,54)),(29,47)))))))))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_182 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(((((((32,((56,(20,(((23,(4,(8,19))),(13,(67,(36,(9,(63,(15,(((10,21),(12,16)),(22,(27,((28,55),((29,47),(33,54))))))))))))),(5,62)))),(26,48))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_183 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,(4,(36,(13,(63,(9,((10,((12,(33,54)),(27,((16,21),(29,(47,(28,55))))))),(15,22)))))))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_184 = (1,(2,(35,(44,(3,((41,((30,((46,(25,((51,(40,(49,((52,(((((32,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(67,(63,(9,(15,((16,(12,(10,21))),(22,(27,(((28,55),(29,47)),(33,54)))))))))))),(5,62))))))),(50,64)),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))),(24,45)))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_185 = (1,(2,(35,(44,(3,((41,((((25,((51,(40,((49,((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,((28,55),((29,47),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59))),(14,65)))),(24,45))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_186 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,((((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((16,(10,(12,21))),(22,(27,((28,55),((29,47),(33,54))))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,65)),(40,49)))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_187 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,((51,(40,((((((50,((64,((20,((((4,(13,(63,(9,((10,((12,(33,54)),(27,((16,21),(29,(47,(28,55))))))),(15,22)))))),(36,67)),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_188 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,((51,(40,((((((50,((64,(48,(26,(20,(5,(62,((67,(4,(36,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))))),(19,(8,23))))))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))),(24,45))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_189 = (1,(2,(35,(44,(3,((41,(((46,(25,((51,(49,(40,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((((4,36),(13,(9,(63,(15,((16,(21,(10,12))),(22,(27,(((28,55),(29,47)),(33,54)))))))))),(20,67)),(23,(8,19))),(5,62)))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,65))))),(24,45)))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_190 = (1,(2,(35,(44,(3,((41,(31,((((25,((51,((((((39,(57,(11,(32,(64,(48,(26,(56,((((4,(13,(63,(9,((10,(27,(((16,(12,21)),(33,54)),((28,55),(29,47))))),(15,22)))))),(36,(20,67))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))),(50,52)),(6,59)),(14,65)),(40,49))),(24,45))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_191 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,((52,((((50,((64,(48,(26,(20,(((67,((4,10),((9,(63,((12,15),(22,(16,(21,(28,((27,(55,(29,47))),(33,54))))))))),(13,36)))),(19,(8,23))),(5,62)))))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59))),(14,65))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_192 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,((((((50,((64,((20,(((67,(4,(36,(13,(63,(9,((10,((12,(33,54)),(27,((16,21),(29,(47,(28,55))))))),(15,22)))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_193 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,((((((50,((64,((20,(((67,((4,36),(13,(9,(63,(15,(22,(10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54)))))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(57,(11,39))),((18,(7,58)),(61,(17,60)))),(6,59)),(49,52)),(14,65)))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_194 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,45,(51,(11,26,32,39,40,48,49,50,52,56,57,64,(4,5,8,9,10,12,13,15,16,19,20,21,22,23,27,28,29,33,36,47,54,55,62,63,67),(6,59),((7,18,58),(61,(17,60))),(14,65)))))),(37,53))),(42,43))))))); END; BEGIN TREES[!'tree(s) from TNT, for data in C:\Users\O Regalado ES UCL\Documents\Tuebingosaurus 2022\Phylogenetic analyses\Iteration1 - constrained.tnt']; Title 'Iteration 1.5 (constrained tree)'; ID 0180429393008; LINK Taxa = Taxa; TRANSLATE [0] 1 Euparkeria, [1] 2 Crurotarsi, [2] 3 Ornithischia, [3] 4 Blikanasaurus, [4] 5 Camelotia, [5] 6 Eucnemosaurus, [6] 7 Glacialisaurus, [7] 8 Ingentia, [8] 9 Isanosaurus, [9] 10 Ohmdenosaurus, [10] 11 Seitaad, [11] 12 Amygdalodon, [12] 13 Gongxianosaurus, [13] 14 Unaysaurus, [14] 15 Tazoudasaurus, [15] 16 Spinophorosaurus, [16] 17 Leyesaurus, [17] 18 Coloradisaurus, [18] 19 Lessemsaurus, [19] 20 Meroktenos, [20] 21 Volkheimeria, [21] 22 Vulcanodon, [22] 23 Antetonitrus, [23] 24 Pantydraco, [24] 25 Guaibasaurus, [25] 26 Sefapanosaurus, [26] 27 Shunosaurus, [27] 28 Cetiosaurus, [28] 29 Omeisaurus, [29] 30 Chromogisaurus, [30] 31 Agnosphitys, [31] 32 Anchisaurus, [32] 33 Barapasaurus, [33] 34 Pampadromaeus, [34] 35 Marasuchus, [35] 36 Pulanesaura, [36] 37 Chindesaurus, [37] 38 Panphagia, [38] 39 Jingshanosaurus, [39] 40 Plateosauravus, [40] 41 Eoraptor, [41] 42 Staurikosaurus, [42] 43 Herrerasaurus, [43] 44 Silesaurus, [44] 45 Thecodontosaurus, [45] 46 Saturnalia, [46] 47 Mamenchisaurus, [47] 48 Aardonyx, [48] 49 Ruehleia, [49] 50 Xingxiulong, [50] 51 Efraasia, [51] 52 Sarahsaurus, [52] 53 Neotheropoda, [53] 54 Patagosaurus, [54] 55 Neosauropoda, [55] 56 Leonerasaurus, [56] 57 Yunnanosaurus, [57] 58 Lufengosaurus, [58] 59 Riojasaurus, [59] 60 Adeopapposaurus, [60] 61 Massospondylus, [61] 62 Melanorosaurus, [62] 63 Schleitheimia, [63] 64 Mussaurus, [64] 65 Plateosaurus_gracilis, [65] 66 Plateosaurus_engelhardti, [66] 67 Tuebingosaurus, [67] 68 SMNS_13200, [68] 69 'GPIT-PV-18318a+GPIT-PV-30785 '; TREE Imported_tree_1 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(((4,(36,(20,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))))),(23,(8,19))),(5,62)))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_2 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(5,(62,((36,(4,(13,(9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_3 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,((4,((63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))),(13,36))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_4 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((((23,(4,(8,19))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(48,(20,26)))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_5 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((4,(36,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_6 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_7 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,((4,(36,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_8 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_9 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((63,(9,((10,(15,22)),(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_10 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,((4,(36,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_11 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(5,(62,(((4,36),(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23))))))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_12 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((((23,(19,(4,8))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(20,(26,48)))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_13 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,(36,(13,(9,(63,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_14 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(48,(20,26)))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_15 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_16 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,((36,(4,(13,(9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(19,(8,23)))))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_17 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(62,(5,((36,(4,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_18 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((36,(4,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_19 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(5,(62,(((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_20 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,((((4,36),(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_21 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(62,(5,(((4,36),(13,(9,(63,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_22 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,((((4,36),(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23))),(5,62)))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_23 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,(((4,36),(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_24 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(56,(26,(20,(((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_25 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,(((4,36),(13,(63,(9,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_26 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_27 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),((9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_28 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((4,((63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))),(13,36))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_29 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_30 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((36,(4,(13,(9,(63,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_31 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,(36,(13,(9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_32 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,((((4,36),(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_33 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((36,(4,(13,(9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_34 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_35 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_36 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_37 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,(((4,36),(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))))))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_38 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,(((4,36),(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_39 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),((9,(63,(((10,21),(15,(22,((27,((28,55),(29,47))),(33,54))))),(12,16)))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_40 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((36,(4,(13,(9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_41 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,((9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22)))),(13,36))),(23,(8,19))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_42 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(63,(9,((10,(15,(22,((27,((28,55),(29,47))),(33,54))))),(12,(16,21)))))))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_43 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((9,(63,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22)))),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_44 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,(36,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_45 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,((9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_46 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_47 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,(((4,36),(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_48 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(9,(63,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(19,(8,23))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_49 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,(36,(13,(63,(9,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_50 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((36,(4,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_51 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((23,(8,(4,19))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_52 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(5,(62,((36,(4,(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23)))))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_53 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,(36,(13,(9,(63,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(19,(8,23))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_54 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(62,(5,(((4,36),(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_55 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((4,(36,(13,(9,(63,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_56 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,((4,(36,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))))))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_57 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((36,(4,(13,(9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_58 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,((9,(63,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_59 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(5,(62,((4,(36,(13,(63,(9,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_60 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,(((4,36),(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_61 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,((63,(9,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_62 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_63 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,((((4,36),(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_64 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(23,(8,19))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_65 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,((9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22)))),(13,36))),(19,(8,23))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_66 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,(36,(13,(9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_67 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_68 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,((4,((63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_69 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(5,(62,((4,((63,(9,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_70 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((((23,(19,(4,8))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(26,(20,48)))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_71 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((((23,(19,(4,8))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(20,(26,48))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_72 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((4,(36,(13,(9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_73 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_74 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(5,(62,((36,(4,(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_75 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((4,19),((8,23),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36)))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_76 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,(36,(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_77 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,((36,(4,(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_78 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(5,(62,((36,(4,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_79 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_80 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,((9,(63,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))),(13,36))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_81 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(63,(9,((((21,(16,(10,12))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_82 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_83 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),((63,(9,((((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22)))),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_84 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((((23,(19,(4,8))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(20,(26,48)))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_85 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,((4,(36,(13,(63,(9,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_86 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((36,(4,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_87 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((36,(4,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_88 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(62,(5,((4,((9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_89 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((36,(4,(13,(9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_90 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,(((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))))))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_91 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,(36,(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_92 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(9,(63,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_93 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,(36,(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_94 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(9,(63,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(19,(8,23))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_95 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,((((4,36),(13,(9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(19,(8,23))),(5,62))),(26,48))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_96 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,((9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))))))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_97 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(63,(9,((10,(15,22)),(((16,(12,21)),(33,54)),(27,((28,55),(29,47)))))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_98 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(19,(8,23))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_99 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(5,(62,((4,(36,(13,(63,(9,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_100 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(((((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(20,(26,48)))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_101 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((4,((9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(23,(8,19))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_102 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_103 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((((23,(4,(8,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(26,(20,48))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_104 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,((((4,36),(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))))),(19,(8,23))),(5,62))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_105 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,((63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(23,(8,19))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_106 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((36,(4,(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_107 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_108 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((4,(36,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_109 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((36,(4,(13,(63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_110 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,((36,(4,(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_111 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((4,((9,(63,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))),(13,36))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_112 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,((36,(4,(13,(9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_113 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,((4,((63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23))))))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_114 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((4,(36,(13,(9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_115 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(5,(62,((4,((9,(63,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))),(13,36))),(19,(8,23))))))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_116 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,(36,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_117 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,((9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_118 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(5,(62,(((4,36),(13,(63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_119 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,((9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(23,(8,19))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_120 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_121 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,((((4,36),(13,(63,(9,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(23,(8,19))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_122 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,((((4,36),(13,(9,(63,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_123 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,((((4,36),(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22)))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_124 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(5,(62,((36,(4,(13,(9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_125 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(23,(8,19))),(5,62)))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_126 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,(((4,36),(13,(63,(9,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_127 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((36,(4,(13,(9,(63,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_128 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(63,(9,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_129 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23))),(5,62))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_130 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,(((4,36),(13,(63,(9,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_131 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((36,(4,(13,(9,(63,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_132 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(9,(63,((((12,(21,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(5,62)))),(26,48))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_133 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_134 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((4,(36,(13,(9,(63,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_135 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,(36,(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_136 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,((4,(36,(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_137 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,(36,(13,(63,(9,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_138 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,((((4,36),(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))))),(19,(8,23))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_139 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),((63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_140 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(5,(62,((4,((63,(9,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_141 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_142 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((36,(4,(13,(63,(9,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_143 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(62,(5,(((4,36),(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_144 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,((36,(4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(19,(8,23)))))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_145 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,((((23,(19,(4,8))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(20,26)))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_146 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(4,(8,19))),(36,(13,(63,(9,((10,(15,22)),(((21,(12,16)),(33,54)),(27,((28,55),(29,47)))))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_147 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(62,(5,(((4,36),(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_148 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(5,(62,((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_149 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(4,(8,19))),(36,(13,(9,(63,((((21,(10,(12,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(5,62))))))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_150 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(62,(5,((36,(4,(13,(9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_151 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_152 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_153 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,((9,(63,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_154 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(5,(62,(((4,36),(13,(63,(9,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_155 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(63,(9,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(23,(8,19))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_156 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,((((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_157 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,(((4,36),(13,(9,(63,((10,(((16,(12,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_158 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_159 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,((56,(20,(((23,(19,(4,8))),(36,(13,(9,(63,((10,(15,(22,((27,((28,55),(29,47))),(33,54))))),(12,(16,21)))))))),(5,62)))),(26,48))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_160 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_161 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,((((4,36),(13,(63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22)))))),(23,(8,19))),(5,62))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_162 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((62,(5,(((4,19),(8,23)),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))))),(26,(20,48))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_163 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,((4,((9,(63,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23)))))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_164 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,(((4,36),(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_165 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((36,(4,(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22))))))),(19,(8,23))),(5,62)))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_166 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_167 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,((9,(63,((12,(10,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))),(13,36))),(19,(8,23))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_168 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((((23,(8,(4,19))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(20,(26,48)))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_169 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(((((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(26,(20,48)))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_170 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),((63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))),(13,36))),(5,62))))))))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_171 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(62,(5,((36,(4,(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_172 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(19,(4,8))),(36,(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_173 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(5,(62,(((4,36),(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))))),(19,(8,23)))))))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_174 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(62,(5,((4,((9,(63,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23)))))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_175 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((4,(36,(13,(9,(63,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(19,(8,23))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_176 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,((((4,36),(13,(9,(63,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22)))))),(23,(8,19))),(5,62)))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_177 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((36,(4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_178 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((36,(4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_179 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,(((4,36),(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23))))))))),(32,56))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_180 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,(((36,(4,(13,(9,(63,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48)),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_181 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(63,(9,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_182 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((36,(4,(13,(63,(9,((12,(10,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(19,(8,23))),(5,62)))))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_183 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(62,(5,(((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_184 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,((((4,36),(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_185 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((((((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)),(20,(26,48))),(56,64)))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_186 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,(26,(56,(20,(((23,(8,(4,19))),(36,(13,(9,(63,((((21,(12,(10,16))),(33,54)),(27,((28,55),(29,47)))),(15,22))))))),(5,62))))))))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_187 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,((((4,36),(13,(9,(63,((10,(((16,(12,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_188 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(((4,(36,(13,(63,(9,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(23,(8,19))),(5,62)))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_189 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(((4,(36,(13,(63,(9,((10,((12,((16,21),(27,((28,55),(29,47))))),(33,54))),(15,22))))))),(23,(8,19))),(5,62))))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_190 = (1,(2,(35,(44,(3,((41,(((46,(30,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,(((4,36),(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_191 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,((50,((64,(48,(26,(20,(62,(5,(((4,19),(8,23)),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))))))))),(32,56))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_192 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((((23,(19,(4,8))),(36,(13,(9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54))))))))))),(5,62)),(48,(20,26))),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_193 = (1,(2,(35,(44,(3,((41,((30,((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(5,(62,((36,(4,(13,(9,(63,((10,(((21,(12,16)),(27,((28,55),(29,47)))),(33,54))),(15,22))))))),(19,(8,23)))))),(26,48))),(32,56))))),((58,(7,18)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_194 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(62,(5,(((4,36),(13,(63,(9,((10,(((12,(16,21)),(27,((28,55),(29,47)))),(33,54))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_195 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(62,(5,(((4,36),(13,(63,(9,((10,(((12,(16,21)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(19,(8,23)))))),(26,48))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_196 = (1,(2,(35,(44,(3,((41,(31,((((25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,(32,(64,(48,((20,((((4,36),(13,(9,(63,((10,(((21,(12,16)),(33,54)),(27,((28,55),(29,47))))),(15,22)))))),(23,(8,19))),(5,62))),(26,56)))))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(37,53)))),(42,43))))))); TREE Imported_tree_197 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,((((4,36),(13,(9,(63,((10,((27,((12,(29,47)),(28,55))),((16,21),(33,54)))),(15,22)))))),(23,(8,19))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_198 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,((((4,36),(13,(9,(63,((10,(12,(33,(54,((16,21),(27,((28,55),(29,47)))))))),(15,22)))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_199 = (1,(2,(35,(44,(3,((41,(31,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,((64,((20,(((4,(36,(13,(63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22))))))),(23,(8,19))),(5,62))),(26,48))),(32,56))),(((18,(7,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(37,53)))),(42,43))))))); TREE Imported_tree_200 = (1,(2,(35,(44,(3,((41,((((25,(24,(45,(51,(40,(49,(((52,((50,(32,(((20,((((4,36),(13,(63,(9,((10,((12,(33,54)),((16,21),(27,((28,55),(29,47)))))),(15,22)))))),(19,(8,23))),(5,62))),(26,48)),(56,64)))),(((58,(7,18)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67))))))))),(30,46)),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_201 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(5,(62,((4,((63,(9,(((10,12),(((16,21),(27,((28,55),(29,47)))),(33,54))),(15,22)))),(13,36))),(19,(8,23))))))))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(30,(34,38))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_202 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,((20,(((4,(36,(13,(63,(9,((10,(12,(((16,21),(27,((28,55),(29,47)))),(33,54)))),(15,22))))))),(19,(8,23))),(5,62))),(26,48))),(32,56))))),((18,(7,58)),(61,(17,60)))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_203 = (1,(2,(35,(44,(3,((41,(((30,(46,(25,(24,(45,(51,(40,(49,(((52,(50,((39,(57,(11,((64,(48,(26,(20,(((23,(19,(4,8))),((9,(63,(12,(16,(10,(21,(((15,22),(27,((28,55),(29,47)))),(33,54)))))))),(13,36))),(5,62)))))),(32,56))))),((7,(18,58)),(61,(17,60)))))),(6,59)),(14,(66,67))))))))))),(34,38)),(31,(37,53)))),(42,43))))))); TREE Imported_tree_204 = (1,(2,(35,(44,(3,((41,(((46,(25,(24,(45,(51,(40,(49,(((52,((50,(32,((48,(26,(20,(62,(5,((4,((63,(9,(((10,12),(33,(54,((16,21),(27,((28,55),(29,47))))))),(15,22)))),(13,36))),(19,(8,23)))))))),(56,64)))),(((7,(18,58)),(61,(17,60))),(57,(11,39))))),(6,59)),(14,(66,67)))))))))),(38,(30,34))),(31,(37,53)))),(42,43))))))); TREE Imported_tree_205 = (1,(2,(35,(44,(3,((41,(31,(30,34,38,46,(25,(24,(45,(51,(40,(49,(((52,(11,39,50,57,(4,5,8,13,19,20,23,26,32,36,48,56,62,64,(9,63,(10,12,15,16,21,22,27,33,54,(28,55),(29,47)))),((7,18,58),(61,(17,60))))),(6,59)),(14,66,67))))))))),(37,53))),(42,43))))))); END; Begin MESQUITE; MESQUITESCRIPTVERSION 2; TITLE AUTO; tell ProjectCoordinator; timeSaved 1650621907753; getEmployee #mesquite.minimal.ManageTaxa.ManageTaxa; tell It; setID 0 3190024211617638031; tell It; setSelected 67; attachments ; endTell; endTell; getEmployee #mesquite.charMatrices.ManageCharacters.ManageCharacters; tell It; setID 0 1215275670211088287; mqVersion 360; checksumv 0 3 3824099821 null getNumChars 380 numChars 380 getNumTaxa 69 numTaxa 69 short true bits 2305843009213693967 states 15 sumSquaresStatesOnly 40959.0 sumSquares -1.890791267555229E20 longCompressibleToShort false usingShortMatrix true NumFiles 1 NumMatrices 1; mqVersion; endTell; getWindow; tell It; suppress; setResourcesState false false 372; setPopoutState 300; setExplanationSize 0; setAnnotationSize 0; setFontIncAnnot 0; setFontIncExp 0; setSize 1920 1001; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; endTell; desuppress; endTell; getEmployee #mesquite.trees.BasicTreeWindowCoord.BasicTreeWindowCoord; tell It; makeTreeWindow #3190024211617638031 #mesquite.trees.BasicTreeWindowMaker.BasicTreeWindowMaker; tell It; suppressEPCResponse; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 1; setTreeBlockID 01804269184c1; toggleUseWeights off; endTell; setAssignedID 1000.1650381629812.7273589238867847569; getTreeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.trees.BasicTreeWindowMaker.BasicTreeWindow.ladderize; endTell; getTreeDrawCoordinator #mesquite.trees.BasicTreeDrawCoordinator.BasicTreeDrawCoordinator; tell It; suppress; setTreeDrawer #mesquite.trees.SquareLineTree.SquareLineTree; tell It; setNodeLocs #mesquite.trees.NodeLocsStandard.NodeLocsStandard; tell It; branchLengthsToggle off; toggleScale on; toggleBroadScale off; toggleCenter on; toggleEven on; setFixedTaxonDistance 0; endTell; setEdgeWidth 4; showEdgeLines on; orientUp; endTell; setBackground White; setBranchColor Black; showNodeNumbers off; showBranchColors on; labelBranchLengths off; centerBrLenLabels on; showBrLensUnspecified on; showBrLenLabelsOnTerminals on; setBrLenLabelColor 0 0 255; setNumBrLenDecimals 6; setSelectedTaxonHighlightMode 1; desuppress; getEmployee #mesquite.trees.BasicDrawTaxonNames.BasicDrawTaxonNames; tell It; setFontSize 14; setColor Black; setTaxonNameStyler #mesquite.trees.NoColorForTaxon.NoColorForTaxon; toggleShadePartition off; toggleShowFootnotes on; toggleNodeLabels on; toggleCenterNodeNames off; toggleShowNames on; namesAngle ?; endTell; endTell; setTreeNumber 129; setTree '(1,(2,(35,(44,(3,((42,43),(41,((31,(37,53)),((34,38),((30,46),(25,(24,(45,(51,(40,(49,((14,(65,66)),((6,59),(52,(50,(((18,(7,58)),(61,(17,60))),(39,(57,(11,(32,(64,((26,48),(56,((5,62),((23,(8,19)),((20,67),((4,36),(13,(63,(9,((15,22),(10,(27,(((28,55),(29,47)),((33,54),(21,(12,16))))))))))))))))))))))))))))))))))))))))));'; setDrawingSizeMode 0; toggleLegendFloat on; scale 0; toggleTextOnTree off; togglePrintName off; showWindow; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 1; setTreeBlockID 01804269184c1; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage on; setDigits 4; endTell; setInitialOffsetX 4; setInitialOffsetY -121; desuppress; endTell; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 4; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 4 4 300 44; setOffsetX 4; setOffsetY 4; endDistributeCommands; endTell; newLegendItemNoCalc #mesquite.trees.TreeValueUsingMatrix.TreeValueUsingMatrix; tell It; getEmployee #mesquite.parsimony.TreelengthForMatrix.TreelengthForMatrix; tell It; getEmployee #mesquite.parsimony.ParsCharSteps.ParsCharSteps; tell It; setModelSource #mesquite.parsimony.CurrentParsModels.CurrentParsModels; endTell; endTell; getEmployee #mesquite.charMatrices.CharMatrixCoordIndep.CharMatrixCoordIndep; tell It; setCharacterSource #mesquite.charMatrices.StoredMatrices.StoredMatrices; tell It; setDataSet #1215275670211088287; endTell; endTell; endTell; calculate; endTell; endTell; desuppressEPCResponse; getEmployee #mesquite.trees.ColorBranches.ColorBranches; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.ornamental.BranchNotes.BranchNotes; tell It; setAlwaysOn off; endTell; getEmployee #mesquite.ornamental.ColorTreeByPartition.ColorTreeByPartition; tell It; colorByPartition off; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocDoubles.DrawTreeAssocDoubles; tell It; setOn on; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; setDigits 4; setThreshold ?; writeAsPercentage off; toggleCentred off; toggleHorizontal on; toggleWhiteEdges on; toggleShowOnTerminals on; setFontSize 10; setOffset 0 0; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocStrings.DrawTreeAssocStrings; tell It; setOn on; toggleCentred on; toggleHorizontal on; setFontSize 10; setOffset 0 0; toggleShowOnTerminals on; endTell; getEmployee #mesquite.trees.TreeInfoValues.TreeInfoValues; tell It; panelOpen false; endTell; endTell; makeTreeWindow #3190024211617638031 #mesquite.trees.BasicTreeWindowMaker.BasicTreeWindowMaker; tell It; suppressEPCResponse; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 2; setTreeBlockID 01804272ebdf3; toggleUseWeights off; endTell; setAssignedID 1033.1650382274110.8810337128469242361; getTreeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.trees.BasicTreeWindowMaker.BasicTreeWindow.arrow; endTell; getTreeDrawCoordinator #mesquite.trees.BasicTreeDrawCoordinator.BasicTreeDrawCoordinator; tell It; suppress; setTreeDrawer #mesquite.trees.SquareLineTree.SquareLineTree; tell It; setNodeLocs #mesquite.trees.NodeLocsStandard.NodeLocsStandard; tell It; branchLengthsToggle off; toggleScale on; toggleBroadScale off; toggleCenter on; toggleEven on; setFixedTaxonDistance 0; endTell; setEdgeWidth 4; showEdgeLines on; orientUp; endTell; setBackground White; setBranchColor Black; showNodeNumbers off; showBranchColors on; labelBranchLengths off; centerBrLenLabels on; showBrLensUnspecified on; showBrLenLabelsOnTerminals on; setBrLenLabelColor 0 0 255; setNumBrLenDecimals 6; setSelectedTaxonHighlightMode 1; desuppress; getEmployee #mesquite.trees.BasicDrawTaxonNames.BasicDrawTaxonNames; tell It; setColor Black; setTaxonNameStyler #mesquite.trees.NoColorForTaxon.NoColorForTaxon; toggleShadePartition off; toggleShowFootnotes on; toggleNodeLabels on; toggleCenterNodeNames off; toggleShowNames on; namesAngle ?; endTell; endTell; setTreeNumber 89; setDrawingSizeMode 0; toggleLegendFloat on; scale 0; toggleTextOnTree off; togglePrintName off; showWindow; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 2; setTreeBlockID 01804272ebdf3; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage off; setDigits 4; endTell; desuppress; endTell; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 2; setTreeBlockID 01804272ebdf3; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage off; setDigits 4; endTell; desuppress; endTell; endTell; desuppressEPCResponse; getEmployee #mesquite.trees.ColorBranches.ColorBranches; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.ornamental.BranchNotes.BranchNotes; tell It; setAlwaysOn off; endTell; getEmployee #mesquite.ornamental.ColorTreeByPartition.ColorTreeByPartition; tell It; colorByPartition off; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocDoubles.DrawTreeAssocDoubles; tell It; setOn on; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; setDigits 4; setThreshold ?; writeAsPercentage off; toggleCentred off; toggleHorizontal on; toggleWhiteEdges on; toggleShowOnTerminals on; setFontSize 10; setOffset 0 0; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocStrings.DrawTreeAssocStrings; tell It; setOn on; toggleCentred on; toggleHorizontal on; setFontSize 10; setOffset 0 0; toggleShowOnTerminals on; endTell; getEmployee #mesquite.trees.TreeInfoValues.TreeInfoValues; tell It; panelOpen false; endTell; endTell; makeTreeWindow #3190024211617638031 #mesquite.trees.BasicTreeWindowMaker.BasicTreeWindowMaker; tell It; suppressEPCResponse; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 4; setTreeBlockID 0180428152676; toggleUseWeights off; endTell; setAssignedID 1067.1650383217143.5036988314846668780; getTreeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.trees.BasicTreeWindowMaker.BasicTreeWindow.ladderize; endTell; getTreeDrawCoordinator #mesquite.trees.BasicTreeDrawCoordinator.BasicTreeDrawCoordinator; tell It; suppress; setTreeDrawer #mesquite.trees.SquareLineTree.SquareLineTree; tell It; setNodeLocs #mesquite.trees.NodeLocsStandard.NodeLocsStandard; tell It; branchLengthsToggle off; toggleScale on; toggleBroadScale off; toggleCenter on; toggleEven on; setFixedTaxonDistance 0; endTell; setEdgeWidth 4; showEdgeLines on; orientUp; endTell; setBackground White; setBranchColor Black; showNodeNumbers off; showBranchColors on; labelBranchLengths off; centerBrLenLabels on; showBrLensUnspecified on; showBrLenLabelsOnTerminals on; setBrLenLabelColor 0 0 255; setNumBrLenDecimals 6; setSelectedTaxonHighlightMode 1; desuppress; getEmployee #mesquite.trees.BasicDrawTaxonNames.BasicDrawTaxonNames; tell It; setColor Black; setTaxonNameStyler #mesquite.trees.NoColorForTaxon.NoColorForTaxon; toggleShadePartition off; toggleShowFootnotes on; toggleNodeLabels on; toggleCenterNodeNames off; toggleShowNames on; namesAngle ?; endTell; endTell; setTreeNumber 172; setTree '(1,(2,(35,(44,(3,((42,43),(41,(31,((37,53),((34,38),((30,46),(25,((24,45),(51,(40,((14,65),(49,((6,59),(52,(50,(((18,(7,58)),(61,(17,60))),(39,(57,(11,(32,(64,((26,48),(56,(20,((5,62),((23,(8,(4,19))),(13,(67,(36,(9,(63,(15,(22,(27,(((28,55),(29,47)),((33,54),(21,(16,(10,12))))))))))))))))))))))))))))))))))))))))))));'; setDrawingSizeMode 0; toggleLegendFloat on; scale 0; toggleTextOnTree off; togglePrintName off; showWindow; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 4; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 4 4 300 44; setOffsetX 4; setOffsetY 4; endDistributeCommands; endTell; newLegendItemNoCalc #mesquite.trees.TreeValueUsingMatrix.TreeValueUsingMatrix; tell It; getEmployee #mesquite.parsimony.TreelengthForMatrix.TreelengthForMatrix; tell It; getEmployee #mesquite.parsimony.ParsCharSteps.ParsCharSteps; tell It; setModelSource #mesquite.parsimony.CurrentParsModels.CurrentParsModels; endTell; endTell; getEmployee #mesquite.charMatrices.CharMatrixCoordIndep.CharMatrixCoordIndep; tell It; setCharacterSource #mesquite.charMatrices.StoredMatrices.StoredMatrices; tell It; setDataSet #1215275670211088287; endTell; endTell; endTell; calculate; endTell; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 4; setTreeBlockID 0180428152676; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage off; setDigits 4; endTell; desuppress; endTell; endTell; desuppressEPCResponse; getEmployee #mesquite.trees.ColorBranches.ColorBranches; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.ornamental.BranchNotes.BranchNotes; tell It; setAlwaysOn off; endTell; getEmployee #mesquite.ornamental.ColorTreeByPartition.ColorTreeByPartition; tell It; colorByPartition off; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocDoubles.DrawTreeAssocDoubles; tell It; setOn on; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; setDigits 4; setThreshold ?; writeAsPercentage off; toggleCentred off; toggleHorizontal on; toggleWhiteEdges on; toggleShowOnTerminals on; setFontSize 10; setOffset 0 0; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocStrings.DrawTreeAssocStrings; tell It; setOn on; toggleCentred on; toggleHorizontal on; setFontSize 10; setOffset 0 0; toggleShowOnTerminals on; endTell; getEmployee #mesquite.trees.TreeInfoValues.TreeInfoValues; tell It; panelOpen false; endTell; endTell; makeTreeWindow #3190024211617638031 #mesquite.trees.BasicTreeWindowMaker.BasicTreeWindowMaker; tell It; suppressEPCResponse; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 5; setTreeBlockID 0180429393008; toggleUseWeights off; endTell; setAssignedID 1100.1650384414115.4266078943305330089; getTreeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.trees.BasicTreeWindowMaker.BasicTreeWindow.ladderize; endTell; setActive; getTreeDrawCoordinator #mesquite.trees.BasicTreeDrawCoordinator.BasicTreeDrawCoordinator; tell It; suppress; setTreeDrawer #mesquite.trees.SquareLineTree.SquareLineTree; tell It; setNodeLocs #mesquite.trees.NodeLocsStandard.NodeLocsStandard; tell It; branchLengthsToggle off; toggleScale on; toggleBroadScale off; toggleCenter on; toggleEven on; setFixedTaxonDistance 0; endTell; setEdgeWidth 4; showEdgeLines on; orientUp; endTell; setBackground White; setBranchColor Black; showNodeNumbers off; showBranchColors on; labelBranchLengths off; centerBrLenLabels on; showBrLensUnspecified on; showBrLenLabelsOnTerminals on; setBrLenLabelColor 0 0 255; setNumBrLenDecimals 6; setSelectedTaxonHighlightMode 1; desuppress; getEmployee #mesquite.trees.BasicDrawTaxonNames.BasicDrawTaxonNames; tell It; setColor Black; setTaxonNameStyler #mesquite.trees.NoColorForTaxon.NoColorForTaxon; toggleShadePartition off; toggleShowFootnotes on; toggleNodeLabels on; toggleCenterNodeNames off; toggleShowNames on; namesAngle ?; endTell; endTell; setTreeNumber 201; setTree '(1,(2,(35,(44,(3,((42,43),(41,((31,(37,53)),((30,(34,38)),(46,(25,(24,(45,(51,(40,(49,((14,(66,67)),((6,59),(52,(50,(((18,(7,58)),(61,(17,60))),(39,(57,(11,((32,56),(64,(48,(26,(20,(5,(62,((19,(8,23)),(4,((13,36),(63,(9,((15,22),((10,12),((33,54),((16,21),(27,((28,55),(29,47)))))))))))))))))))))))))))))))))))))))))));'; setDrawingSizeMode 0; toggleLegendFloat on; scale 0; toggleTextOnTree off; togglePrintName off; showWindow; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 4; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 4 4 300 44; setOffsetX 4; setOffsetY 4; endDistributeCommands; endTell; newLegendItemNoCalc #mesquite.trees.TreeValueUsingMatrix.TreeValueUsingMatrix; tell It; getEmployee #mesquite.parsimony.TreelengthForMatrix.TreelengthForMatrix; tell It; getEmployee #mesquite.parsimony.ParsCharSteps.ParsCharSteps; tell It; setModelSource #mesquite.parsimony.CurrentParsModels.CurrentParsModels; endTell; endTell; getEmployee #mesquite.charMatrices.CharMatrixCoordIndep.CharMatrixCoordIndep; tell It; setCharacterSource #mesquite.charMatrices.StoredMatrices.StoredMatrices; tell It; setDataSet #1215275670211088287; endTell; endTell; endTell; calculate; endTell; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 5; setTreeBlockID 0180429393008; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage off; setDigits 4; endTell; setInitialOffsetX 4; setInitialOffsetY -140; desuppress; endTell; endTell; desuppressEPCResponse; getEmployee #mesquite.trees.ColorBranches.ColorBranches; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.ornamental.BranchNotes.BranchNotes; tell It; setAlwaysOn off; endTell; getEmployee #mesquite.ornamental.ColorTreeByPartition.ColorTreeByPartition; tell It; colorByPartition off; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocDoubles.DrawTreeAssocDoubles; tell It; setOn on; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; setDigits 4; setThreshold ?; writeAsPercentage off; toggleCentred off; toggleHorizontal on; toggleWhiteEdges on; toggleShowOnTerminals on; setFontSize 10; setOffset 0 0; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocStrings.DrawTreeAssocStrings; tell It; setOn on; toggleCentred on; toggleHorizontal on; setFontSize 10; setOffset 0 0; toggleShowOnTerminals on; endTell; getEmployee #mesquite.trees.TreeInfoValues.TreeInfoValues; tell It; panelOpen false; endTell; endTell; makeTreeWindow #3190024211617638031 #mesquite.trees.BasicTreeWindowMaker.BasicTreeWindowMaker; tell It; suppressEPCResponse; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 3; setTreeBlockID 0180427ad7f85; toggleUseWeights off; endTell; setAssignedID 1146.1650460036159.2744951479430099440; getTreeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.trees.BasicTreeWindowMaker.BasicTreeWindow.ladderize; endTell; getTreeDrawCoordinator #mesquite.trees.BasicTreeDrawCoordinator.BasicTreeDrawCoordinator; tell It; suppress; setTreeDrawer #mesquite.trees.SquareLineTree.SquareLineTree; tell It; setNodeLocs #mesquite.trees.NodeLocsStandard.NodeLocsStandard; tell It; branchLengthsToggle off; toggleScale on; toggleBroadScale off; toggleCenter on; toggleEven on; setFixedTaxonDistance 0; endTell; setEdgeWidth 4; showEdgeLines on; orientUp; endTell; setBackground White; setBranchColor Black; showNodeNumbers off; showBranchColors on; labelBranchLengths off; centerBrLenLabels on; showBrLensUnspecified on; showBrLenLabelsOnTerminals on; setBrLenLabelColor 0 0 255; setNumBrLenDecimals 6; setSelectedTaxonHighlightMode 1; desuppress; getEmployee #mesquite.trees.BasicDrawTaxonNames.BasicDrawTaxonNames; tell It; setColor Black; setTaxonNameStyler #mesquite.trees.NoColorForTaxon.NoColorForTaxon; toggleShadePartition off; toggleShowFootnotes on; toggleNodeLabels on; toggleCenterNodeNames off; toggleShowNames on; namesAngle ?; endTell; endTell; setTreeNumber 77; setDrawingSizeMode 0; toggleLegendFloat on; scale 0; toggleTextOnTree off; togglePrintName off; showWindow; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 274; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 274 4 300 44; setOffsetX 274; setOffsetY 4; endDistributeCommands; endTell; newLegendItemNoCalc #mesquite.trees.TreeValueUsingMatrix.TreeValueUsingMatrix; tell It; getEmployee #mesquite.parsimony.TreelengthForMatrix.TreelengthForMatrix; tell It; getEmployee #mesquite.parsimony.ParsCharSteps.ParsCharSteps; tell It; setModelSource #mesquite.parsimony.CurrentParsModels.CurrentParsModels; endTell; endTell; getEmployee #mesquite.charMatrices.CharMatrixCoordIndep.CharMatrixCoordIndep; tell It; setCharacterSource #mesquite.charMatrices.StoredMatrices.StoredMatrices; tell It; setDataSet #1215275670211088287; endTell; endTell; endTell; calculate; endTell; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 274; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 274 4 121 23; setOffsetX 274; setOffsetY 4; endDistributeCommands; endTell; calculate; endTell; newAssistant #mesquite.trees.TreeLegendMaker.TreeLegendMaker; tell It; setOffsetsX 274; setOffsetsY 4; getLegendsVector; tell It; distributeCommands; setBounds 274 4 121 23; setOffsetX 274; setOffsetY 4; endDistributeCommands; endTell; calculate; endTell; newAssistant #mesquite.trees.ValuesAtNodes.ValuesAtNodes; tell It; suppress; setNumForNodes #mesquite.treefarm.SplitFrequencies.SplitFrequencies; tell It; suspend; setTreeSource #mesquite.trees.StoredTrees.StoredTrees; tell It; setTreeBlock 3; setTreeBlockID 0180427ad7f85; toggleUseWeights off; endTell; resume; toggleUseWeights on; calculateCladeFreq; endTell; setDisplay #mesquite.trees.ShadeNumbersOnTree.ShadeNumbersOnTree; tell It; toggleLabels on; toggleLabelTerminals off; toggleColor off; toggleShade off; toggleRectangle off; toggleLog off; toggleDisplayPercentage off; setDigits 4; endTell; desuppress; endTell; endTell; desuppressEPCResponse; getEmployee #mesquite.trees.ColorBranches.ColorBranches; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.ornamental.BranchNotes.BranchNotes; tell It; setAlwaysOn off; endTell; getEmployee #mesquite.ornamental.ColorTreeByPartition.ColorTreeByPartition; tell It; colorByPartition off; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocDoubles.DrawTreeAssocDoubles; tell It; setOn on; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; toggleShow consensusFrequency; toggleShow posteriorProbability; toggleShow bootstrapFrequency; setDigits 4; setThreshold ?; writeAsPercentage off; toggleCentred off; toggleHorizontal on; toggleWhiteEdges on; toggleShowOnTerminals on; setFontSize 10; setOffset 0 0; endTell; getEmployee #mesquite.ornamental.DrawTreeAssocStrings.DrawTreeAssocStrings; tell It; setOn on; toggleCentred on; toggleHorizontal on; setFontSize 10; setOffset 0 0; toggleShowOnTerminals on; endTell; getEmployee #mesquite.trees.TreeInfoValues.TreeInfoValues; tell It; panelOpen false; endTell; endTell; endTell; getEmployee #mesquite.charMatrices.BasicDataWindowCoord.BasicDataWindowCoord; tell It; showDataWindow #1215275670211088287 #mesquite.charMatrices.BasicDataWindowMaker.BasicDataWindowMaker; tell It; getWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; setTool mesquite.charMatrices.BasicDataWindowMaker.BasicDataWindow.arrow; endTell; setTool mesquite.charMatrices.BasicDataWindowMaker.BasicDataWindow.arrow; colorCells #mesquite.charMatrices.ColorByState.ColorByState; tell It; setStateLimit 9; toggleUniformMaximum on; endTell; colorRowNames #mesquite.charMatrices.TaxonGroupColor.TaxonGroupColor; colorColumnNames #mesquite.charMatrices.CharGroupColor.CharGroupColor; colorText #mesquite.charMatrices.NoColor.NoColor; setBackground White; toggleShowNames on; toggleShowTaxonNames on; toggleTight off; toggleThinRows off; toggleShowChanges on; toggleSeparateLines off; toggleShowStates on; toggleAutoWCharNames on; toggleAutoTaxonNames off; toggleShowDefaultCharNames off; toggleConstrainCW on; toggleBirdsEye off; toggleShowPaleGrid off; toggleShowPaleCellColors off; toggleShowPaleExcluded off; togglePaleInapplicable on; togglePaleMissing off; toggleShowBoldCellText off; toggleAllowAutosize on; toggleColorsPanel off; toggleDiagonal on; setDiagonalHeight 80; toggleLinkedScrolling on; toggleScrollLinkedTables off; endTell; showWindow; getWindow; tell It; forceAutosize; endTell; getEmployee #mesquite.charMatrices.AlterData.AlterData; tell It; toggleBySubmenus off; endTell; getEmployee #mesquite.charMatrices.ColorCells.ColorCells; tell It; setColor Red; removeColor off; endTell; getEmployee #mesquite.categ.StateNamesEditor.StateNamesEditor; tell It; makeWindow; tell It; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; endTell; rowsAreCharacters on; toggleConstrainChar on; toggleConstrainCharNum 3; togglePanel off; toggleSummaryPanel off; endTell; showWindow; endTell; getEmployee #mesquite.categ.StateNamesStrip.StateNamesStrip; tell It; showStrip off; endTell; getEmployee #mesquite.charMatrices.AnnotPanel.AnnotPanel; tell It; togglePanel off; endTell; getEmployee #mesquite.charMatrices.CharReferenceStrip.CharReferenceStrip; tell It; showStrip off; endTell; getEmployee #mesquite.charMatrices.QuickKeySelector.QuickKeySelector; tell It; autotabOff; endTell; getEmployee #mesquite.charMatrices.SelSummaryStrip.SelSummaryStrip; tell It; showStrip off; endTell; getEmployee #mesquite.categ.SmallStateNamesEditor.SmallStateNamesEditor; tell It; panelOpen true; endTell; endTell; endTell; getEmployee #mesquite.charMatrices.ManageCharacters.ManageCharacters; tell It; showCharacters #1215275670211088287 #mesquite.lists.CharacterList.CharacterList; tell It; setData 0; getWindow; tell It; useTargetValue off; setTargetValue ; newAssistant #mesquite.lists.DefaultCharOrder.DefaultCharOrder; newAssistant #mesquite.lists.CharListInclusion.CharListInclusion; newAssistant #mesquite.lists.CharListPartition.CharListPartition; newAssistant #mesquite.parsimony.CharListParsModels.CharListParsModels; setExplanationSize 30; setAnnotationSize 20; setFontIncAnnot 0; setFontIncExp 0; setSize 1548 929; setLocation -8 0; setFont SanSerif; setFontSize 10; getToolPalette; tell It; endTell; endTell; showWindow; getEmployee #mesquite.lists.CharListAnnotPanel.CharListAnnotPanel; tell It; togglePanel off; endTell; endTell; endTell; endTell; end;