#NEXUS [ID: 2575660182] begin taxa; dimensions ntax=94; taxlabels Ammodendron_conollyi_EF457705 Ammothamnus_lehmannii_EF457706 Anagyris_foetida_AF330637 Baptisia_australis_AY091572 Bolusanthus_speciosus_EF457708 Bowdichia_nitida_JX124477 Bowdichia_nitida_JX124478 Bowdichia_nitida_JX124479 Bowdichia_virgilioides_EF457709 Bowdichia_virgilioides_JX124475 Bowdichia_virgilioides_JX124476 Brongniartia_magnibracteata_AF287638 Cadia_purpurea_EF457710 Camoensia_brevicalyx_KT718820 Camoensia_scandens_KT718821 Camoensia_scandens_KT718822 Cyclolobium_brasiliense_AF287637 Cyclolobium_nutans_AF467041 Dicraeopetalum_mahafaliense_EF457716 Diplotropis_aff__JX124487 Diplotropis_ferruginea_JX124482 Diplotropis_incexis_JX124480 Diplotropis_incexis_JX124485 Diplotropis_incexis_JX124486 Diplotropis_martiusii_AY553711 Diplotropis_martiusii_JX124481 Diplotropis_martiusii_JX124484 Diplotropis_martiusii_JX124506 Diplotropis_purpurea_JX124507 Diplotropis_triloba_JX124483 Genista_monspessulana_JF338495 Guianodendron_praeclarum_JX124488 Guianodendron_praeclarum_JX124489 Hovea_elliptica_AF287640 Leptolobium_bijugum_JX124490 Leptolobium_bijugum_JX124491 Leptolobium_bijugum_JX124492 Leptolobium_brachystachyum_JX124493 Leptolobium_brachystachyum_JX124494 Leptolobium_brachystachyum_JX124495 Leptolobium_brachystachyum_JX124497 Leptolobium_dasycarpum_JX124496 Leptolobium_dasycarpum_JX124504 Leptolobium_dasycarpum_JX124512 Leptolobium_dasycarpum_JX124514 Leptolobium_dasycarpum_JX124515 Leptolobium_dasycarpum_JX124516 Leptolobium_dasycarpum_JX124517 Leptolobium_dasycarpum_JX124518 Leptolobium_dasycarpum_JX124519 Leptolobium_elegans_JX124505 Leptolobium_elegans_JX124509 Leptolobium_elegans_JX124510 Leptolobium_nitens_JX124511 Leptolobium_nitens_JX124513 Leptolobium_panamense_JX124498 Leptolobium_parvifolium_JX124499 Leptolobium_sp__JX124500 Leptolobium_sp__JX124501 Leptolobium_tenuifolium_JX124502 Leptolobium_tenuifolium_JX124503 Lupinus_argenteus_DQ524197 Maackia_chinensis_EF457721 Neoharmsia_madagascariensis_EF457723 Neoharmsia_sp__EF457722 Ormosia_amazonica_EF457724 Orphanodendron_bernalii_KT718823 Orphanodendron_bernalii_KT718824 Pericopsis_sp__EF457725 Piptanthus_leiocarpus_AY091569 Piptanthus_tomentosus_AY091570 Platycelyphium_voense_EF457726 Poecilanthe_falcata_AF467492 Poecilanthe_parviflora_AF187089 Sophora_davidii_AF467496 Sophora_flavescens_AF123452 Sophora_prostrata_AJ409922 Sophora_raivavaeensis_AY056080 Sophora_toromiro_AJ409921 Staminodianthus_duckei_JX124508 Templetonia_retusa_AF287636 Templetonia_sulcata_AF287635 Thermopsis_alpina_AF123447 Thermopsis_chinensis_AF123443 Thermopsis_divaricarpa_AY091575 Thermopsis_fabacea_AY091573 Thermopsis_inflata_AF123451 Thermopsis_licentiana_AF123449 Thermopsis_macrophylla_AF123450 Thermopsis_montana_AF007468 Thermopsis_montana_AY091574 Thermopsis_smithiana_AF123445 Thermopsis_turkestanica_AF123446 Thermopsis_villosa_AF123444 ; end; begin trees; translate 1 Ammodendron_conollyi_EF457705, 2 Ammothamnus_lehmannii_EF457706, 3 Anagyris_foetida_AF330637, 4 Baptisia_australis_AY091572, 5 Bolusanthus_speciosus_EF457708, 6 Bowdichia_nitida_JX124477, 7 Bowdichia_nitida_JX124478, 8 Bowdichia_nitida_JX124479, 9 Bowdichia_virgilioides_EF457709, 10 Bowdichia_virgilioides_JX124475, 11 Bowdichia_virgilioides_JX124476, 12 Brongniartia_magnibracteata_AF287638, 13 Cadia_purpurea_EF457710, 14 Camoensia_brevicalyx_KT718820, 15 Camoensia_scandens_KT718821, 16 Camoensia_scandens_KT718822, 17 Cyclolobium_brasiliense_AF287637, 18 Cyclolobium_nutans_AF467041, 19 Dicraeopetalum_mahafaliense_EF457716, 20 Diplotropis_aff__JX124487, 21 Diplotropis_ferruginea_JX124482, 22 Diplotropis_incexis_JX124480, 23 Diplotropis_incexis_JX124485, 24 Diplotropis_incexis_JX124486, 25 Diplotropis_martiusii_AY553711, 26 Diplotropis_martiusii_JX124481, 27 Diplotropis_martiusii_JX124484, 28 Diplotropis_martiusii_JX124506, 29 Diplotropis_purpurea_JX124507, 30 Diplotropis_triloba_JX124483, 31 Genista_monspessulana_JF338495, 32 Guianodendron_praeclarum_JX124488, 33 Guianodendron_praeclarum_JX124489, 34 Hovea_elliptica_AF287640, 35 Leptolobium_bijugum_JX124490, 36 Leptolobium_bijugum_JX124491, 37 Leptolobium_bijugum_JX124492, 38 Leptolobium_brachystachyum_JX124493, 39 Leptolobium_brachystachyum_JX124494, 40 Leptolobium_brachystachyum_JX124495, 41 Leptolobium_brachystachyum_JX124497, 42 Leptolobium_dasycarpum_JX124496, 43 Leptolobium_dasycarpum_JX124504, 44 Leptolobium_dasycarpum_JX124512, 45 Leptolobium_dasycarpum_JX124514, 46 Leptolobium_dasycarpum_JX124515, 47 Leptolobium_dasycarpum_JX124516, 48 Leptolobium_dasycarpum_JX124517, 49 Leptolobium_dasycarpum_JX124518, 50 Leptolobium_dasycarpum_JX124519, 51 Leptolobium_elegans_JX124505, 52 Leptolobium_elegans_JX124509, 53 Leptolobium_elegans_JX124510, 54 Leptolobium_nitens_JX124511, 55 Leptolobium_nitens_JX124513, 56 Leptolobium_panamense_JX124498, 57 Leptolobium_parvifolium_JX124499, 58 Leptolobium_sp__JX124500, 59 Leptolobium_sp__JX124501, 60 Leptolobium_tenuifolium_JX124502, 61 Leptolobium_tenuifolium_JX124503, 62 Lupinus_argenteus_DQ524197, 63 Maackia_chinensis_EF457721, 64 Neoharmsia_madagascariensis_EF457723, 65 Neoharmsia_sp__EF457722, 66 Ormosia_amazonica_EF457724, 67 Orphanodendron_bernalii_KT718823, 68 Orphanodendron_bernalii_KT718824, 69 Pericopsis_sp__EF457725, 70 Piptanthus_leiocarpus_AY091569, 71 Piptanthus_tomentosus_AY091570, 72 Platycelyphium_voense_EF457726, 73 Poecilanthe_falcata_AF467492, 74 Poecilanthe_parviflora_AF187089, 75 Sophora_davidii_AF467496, 76 Sophora_flavescens_AF123452, 77 Sophora_prostrata_AJ409922, 78 Sophora_raivavaeensis_AY056080, 79 Sophora_toromiro_AJ409921, 80 Staminodianthus_duckei_JX124508, 81 Templetonia_retusa_AF287636, 82 Templetonia_sulcata_AF287635, 83 Thermopsis_alpina_AF123447, 84 Thermopsis_chinensis_AF123443, 85 Thermopsis_divaricarpa_AY091575, 86 Thermopsis_fabacea_AY091573, 87 Thermopsis_inflata_AF123451, 88 Thermopsis_licentiana_AF123449, 89 Thermopsis_macrophylla_AF123450, 90 Thermopsis_montana_AF007468, 91 Thermopsis_montana_AY091574, 92 Thermopsis_smithiana_AF123445, 93 Thermopsis_turkestanica_AF123446, 94 Thermopsis_villosa_AF123444 ; [Note: This tree contains information on the topology, branch lengths (if present), and the probability of the partition indicated by the branch.] tree con_50_majrule = (66:8.712295792381126e-02,(((12:3.882562132301571e-02,(34:1.642101091974102e-02,81:2.219534484786569e-02,82:1.246844052035366e-02)0.521:5.562133812330297e-03)1.000:3.136892629074439e-02,(17:6.950229136186388e-03,18:1.636637527654963e-02)1.000:7.670898138481454e-02)0.589:1.105682871132032e-02,(73:3.001526355369351e-02,74:4.556617933382694e-02)1.000:7.045649455189940e-02)1.000:4.416843436299273e-02,((((((((((1:5.448817987653880e-02,2:3.739704643420368e-02)1.000:3.197621690169192e-02,75:5.008497250230649e-02)0.827:7.430436688859441e-03,(77:5.129788815010048e-03,78:1.027825497078471e-03,79:9.566816872964955e-04)1.000:1.492410476846737e-02)0.991:1.238798476894966e-02,76:2.150775198534035e-02)1.000:4.122975970112246e-02,((((3:1.445167067278948e-02,(83:2.731139115996162e-03,93:3.034798635694119e-03)1.000:7.819327706600931e-03)0.987:3.679806205498868e-03,((70:9.241522058156017e-04,71:2.520369875493894e-03)1.000:7.489193118242442e-03,88:9.302082749925654e-03)0.862:2.390365486398512e-03,92:6.054796109187906e-03)0.993:7.085960342579724e-03,87:1.537290336833685e-02)1.000:1.899601622351352e-02,((4:1.396850739105579e-02,84:1.258995649637233e-02)0.526:1.738892705031563e-03,((85:2.279376322822664e-03,94:3.545911427861554e-03)1.000:5.987422142666453e-03,(86:2.282141674659530e-03,90:3.584202525872914e-03,91:9.469806734618806e-04)1.000:3.647369887305458e-03,89:7.474089435431373e-03)0.999:3.840786258078629e-03)1.000:2.099889884752298e-02)1.000:1.765104308650076e-02)0.690:9.928442335064635e-03,63:8.583641376180899e-02)0.913:1.601250191036101e-02,13:8.431657144301895e-02,(31:2.591289531951948e-02,62:2.761479485810206e-02)1.000:2.217846572437446e-02)0.955:1.065791594759958e-02,(5:3.699636832360288e-02,((19:1.355640913868736e-02,(64:1.319352990032224e-03,65:6.782989285472199e-03)0.995:7.421671481585950e-03)0.979:1.023720129859339e-02,72:1.244891740673964e-01)0.899:1.087461431498360e-02)1.000:3.059019050486638e-02)1.000:1.635128729822880e-02,((14:1.924059619011344e-02,(15:1.479156228345147e-03,16:1.636746483885952e-03)0.992:1.151858585252781e-02)1.000:1.178811618869966e-01,69:1.025246831379329e-01)0.744:1.570087041168750e-02)0.948:1.490511451864215e-02,(((((6:1.090734855692789e-03,9:2.628898231859780e-03,10:3.758440231567925e-03)0.856:2.419786244428059e-03,(7:1.105591871597273e-03,8:1.067410773494309e-03)0.920:2.483671263196217e-03,11:2.596407528213100e-03)1.000:5.125334984141013e-02,((((35:1.017929019768202e-03,36:1.044861740915026e-03)0.521:1.855045337467489e-03,37:2.096676794483879e-03)1.000:1.296484889408296e-02,((38:1.027785804202919e-03,39:1.028386881601075e-03,41:1.023489593909505e-03)1.000:6.926815038426084e-03,40:7.469883561298476e-03)0.870:5.668279816291803e-03)0.970:9.211440025128121e-03,(((((42:1.088974590142335e-03,43:1.077017351575278e-03,44:2.584464938621907e-03,45:1.061093800888638e-03,46:1.107332178272691e-03,47:1.073815928132751e-03,48:1.083023692048014e-03,49:1.049065750006949e-03,50:1.058680790238920e-03,57:2.612332203273462e-03)0.556:2.410972609123225e-03,(51:1.114151774800902e-03,52:2.616186952157479e-03,53:1.049682823743591e-03)1.000:7.849320860370074e-03)0.998:5.510198647910990e-03,(58:1.135983482315097e-03,59:1.182555141805120e-03,(60:1.135644806379229e-03,61:1.147694615473861e-03)0.982:2.708039213617592e-03)1.000:1.161584052817760e-02)0.877:5.564600075735686e-03,56:1.526450554384475e-02)1.000:1.705138291366018e-02,(54:1.081091631487465e-03,55:1.063507368415569e-03)1.000:1.816603039308017e-02)1.000:4.622974743483729e-02)0.767:1.151652573293046e-02)1.000:3.924464657244350e-02,((((20:9.854546461864873e-04,21:9.933810984087610e-04,22:1.010668679654339e-03,23:9.974546413924639e-04,24:1.010121436692542e-03)1.000:9.215530399190834e-03,((28:4.120201713795748e-03,30:2.595751093718368e-03)1.000:9.143223515368554e-03,29:1.085749616844050e-02)0.566:3.763894215487849e-03)0.988:9.671091588425815e-03,(25:1.057938590071020e-03,26:9.879558986080814e-03,27:1.010999673823689e-03)1.000:2.986835250931590e-02)1.000:4.011764384191782e-02,((32:1.375418010283956e-03,33:3.471202427452077e-03)1.000:2.127562122578653e-02,80:2.501031646732431e-02)1.000:2.971721145755089e-02)0.772:8.200701949926529e-03)1.000:4.619733388278244e-02,(67:1.725932444753947e-02,68:2.423244434685646e-02)1.000:6.446068860124030e-02)0.999:3.228985307211680e-02)0.646:1.448776400155415e-02); [Note: This tree contains information only on the topology and branch lengths (median of the posterior probability density).] tree con_50_majrule = (66:8.712295792381126e-02,(((12:3.882562132301571e-02,(34:1.642101091974102e-02,81:2.219534484786569e-02,82:1.246844052035366e-02):5.562133812330297e-03):3.136892629074439e-02,(17:6.950229136186388e-03,18:1.636637527654963e-02):7.670898138481454e-02):1.105682871132032e-02,(73:3.001526355369351e-02,74:4.556617933382694e-02):7.045649455189940e-02):4.416843436299273e-02,((((((((((1:5.448817987653880e-02,2:3.739704643420368e-02):3.197621690169192e-02,75:5.008497250230649e-02):7.430436688859441e-03,(77:5.129788815010048e-03,78:1.027825497078471e-03,79:9.566816872964955e-04):1.492410476846737e-02):1.238798476894966e-02,76:2.150775198534035e-02):4.122975970112246e-02,((((3:1.445167067278948e-02,(83:2.731139115996162e-03,93:3.034798635694119e-03):7.819327706600931e-03):3.679806205498868e-03,((70:9.241522058156017e-04,71:2.520369875493894e-03):7.489193118242442e-03,88:9.302082749925654e-03):2.390365486398512e-03,92:6.054796109187906e-03):7.085960342579724e-03,87:1.537290336833685e-02):1.899601622351352e-02,((4:1.396850739105579e-02,84:1.258995649637233e-02):1.738892705031563e-03,((85:2.279376322822664e-03,94:3.545911427861554e-03):5.987422142666453e-03,(86:2.282141674659530e-03,90:3.584202525872914e-03,91:9.469806734618806e-04):3.647369887305458e-03,89:7.474089435431373e-03):3.840786258078629e-03):2.099889884752298e-02):1.765104308650076e-02):9.928442335064635e-03,63:8.583641376180899e-02):1.601250191036101e-02,13:8.431657144301895e-02,(31:2.591289531951948e-02,62:2.761479485810206e-02):2.217846572437446e-02):1.065791594759958e-02,(5:3.699636832360288e-02,((19:1.355640913868736e-02,(64:1.319352990032224e-03,65:6.782989285472199e-03):7.421671481585950e-03):1.023720129859339e-02,72:1.244891740673964e-01):1.087461431498360e-02):3.059019050486638e-02):1.635128729822880e-02,((14:1.924059619011344e-02,(15:1.479156228345147e-03,16:1.636746483885952e-03):1.151858585252781e-02):1.178811618869966e-01,69:1.025246831379329e-01):1.570087041168750e-02):1.490511451864215e-02,(((((6:1.090734855692789e-03,9:2.628898231859780e-03,10:3.758440231567925e-03):2.419786244428059e-03,(7:1.105591871597273e-03,8:1.067410773494309e-03):2.483671263196217e-03,11:2.596407528213100e-03):5.125334984141013e-02,((((35:1.017929019768202e-03,36:1.044861740915026e-03):1.855045337467489e-03,37:2.096676794483879e-03):1.296484889408296e-02,((38:1.027785804202919e-03,39:1.028386881601075e-03,41:1.023489593909505e-03):6.926815038426084e-03,40:7.469883561298476e-03):5.668279816291803e-03):9.211440025128121e-03,(((((42:1.088974590142335e-03,43:1.077017351575278e-03,44:2.584464938621907e-03,45:1.061093800888638e-03,46:1.107332178272691e-03,47:1.073815928132751e-03,48:1.083023692048014e-03,49:1.049065750006949e-03,50:1.058680790238920e-03,57:2.612332203273462e-03):2.410972609123225e-03,(51:1.114151774800902e-03,52:2.616186952157479e-03,53:1.049682823743591e-03):7.849320860370074e-03):5.510198647910990e-03,(58:1.135983482315097e-03,59:1.182555141805120e-03,(60:1.135644806379229e-03,61:1.147694615473861e-03):2.708039213617592e-03):1.161584052817760e-02):5.564600075735686e-03,56:1.526450554384475e-02):1.705138291366018e-02,(54:1.081091631487465e-03,55:1.063507368415569e-03):1.816603039308017e-02):4.622974743483729e-02):1.151652573293046e-02):3.924464657244350e-02,((((20:9.854546461864873e-04,21:9.933810984087610e-04,22:1.010668679654339e-03,23:9.974546413924639e-04,24:1.010121436692542e-03):9.215530399190834e-03,((28:4.120201713795748e-03,30:2.595751093718368e-03):9.143223515368554e-03,29:1.085749616844050e-02):3.763894215487849e-03):9.671091588425815e-03,(25:1.057938590071020e-03,26:9.879558986080814e-03,27:1.010999673823689e-03):2.986835250931590e-02):4.011764384191782e-02,((32:1.375418010283956e-03,33:3.471202427452077e-03):2.127562122578653e-02,80:2.501031646732431e-02):2.971721145755089e-02):8.200701949926529e-03):4.619733388278244e-02,(67:1.725932444753947e-02,68:2.423244434685646e-02):6.446068860124030e-02):3.228985307211680e-02):1.448776400155415e-02); end;