#NEXUS [ID: 6675334653] begin taxa; dimensions ntax=23; taxlabels Adorybiotus_cf_granulatus_JP008_1 Adorybiotus_cf_granulatus_JP008_2 Crenubiotus_crenulatus_NO429 Crenubiotus_ruhesteini_V6 Crenubiotus_ruhesteini_T3 Crenubiotus_ruhesteini_T2 Crenubiotus_ruhesteini_T1 Crenubiotus_ruhesteini_V3 Crenubiotus_ruhesteini_V1 Crenubiotus_sp_GB108_1 Crenubiotus_sp_GB108_2 Diaforobiotus_islandicus_IS042 Diaforobiotus_sp_NO386 Richtersius_tertius_GR008_1 Richtersius_coronifer_NO385 Dactylobiotus_selenicus Murrayon_cf_pullari_IT338 Adorybiotus_sp_S1911_1 Adorybiotus_sp_S1911_2 Crenubiotus_salishani_1 Crenubiotus_salishani_2 Crenubiotus_sp_GL001_1 Crenubiotus_sp_GL001_2 ; end; begin trees; translate 1 Adorybiotus_cf_granulatus_JP008_1, 2 Adorybiotus_cf_granulatus_JP008_2, 3 Crenubiotus_crenulatus_NO429, 4 Crenubiotus_ruhesteini_V6, 5 Crenubiotus_ruhesteini_T3, 6 Crenubiotus_ruhesteini_T2, 7 Crenubiotus_ruhesteini_T1, 8 Crenubiotus_ruhesteini_V3, 9 Crenubiotus_ruhesteini_V1, 10 Crenubiotus_sp_GB108_1, 11 Crenubiotus_sp_GB108_2, 12 Diaforobiotus_islandicus_IS042, 13 Diaforobiotus_sp_NO386, 14 Richtersius_tertius_GR008_1, 15 Richtersius_coronifer_NO385, 16 Dactylobiotus_selenicus, 17 Murrayon_cf_pullari_IT338, 18 Adorybiotus_sp_S1911_1, 19 Adorybiotus_sp_S1911_2, 20 Crenubiotus_salishani_1, 21 Crenubiotus_salishani_2, 22 Crenubiotus_sp_GL001_1, 23 Crenubiotus_sp_GL001_2 ; tree con_50_majrule = [&U] (1[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:6.632382e-04[&length_mean=8.20735934e-04,length_median=6.63238200e-04,length_95%HPD={1.17363500e-06,2.12320600e-03}],2[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:7.431814e-04[&length_mean=9.03358626e-04,length_median=7.43181400e-04,length_95%HPD={1.96129200e-08,2.22406100e-03}],(((((3[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.266056e-01[&length_mean=2.32796812e-01,length_median=2.26605600e-01,length_95%HPD={1.40411500e-01,3.40661700e-01}],(10[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:1.195665e-03[&length_mean=1.36735977e-03,length_median=1.19566500e-03,length_95%HPD={3.21674900e-05,2.98494400e-03}],11[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.088576e-03[&length_mean=2.21152074e-03,length_median=2.08857600e-03,length_95%HPD={3.07580000e-04,4.15361600e-03}])[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:6.074451e-02[&length_mean=6.33945608e-02,length_median=6.07445100e-02,length_95%HPD={3.06982300e-02,1.05457400e-01}])[&prob=5.91009989e-01,prob_stddev=3.92401099e-03,prob_range={5.88235294e-01,5.93784684e-01},prob(percent)="59",prob+-sd="59+-0"]:1.767965e-02[&length_mean=1.93684112e-02,length_median=1.76796500e-02,length_95%HPD={7.59044500e-04,4.06844400e-02}],(22[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.161491e-04[&length_mean=3.18384555e-04,length_median=2.16149100e-04,length_95%HPD={1.30137300e-08,1.00637600e-03}],23[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.226971e-04[&length_mean=3.22328262e-04,length_median=2.22697100e-04,length_95%HPD={8.60487400e-08,9.63848600e-04}])[&prob=9.73917869e-01,prob_stddev=2.35440660e-03,prob_range={9.72253052e-01,9.75582686e-01},prob(percent)="97",prob+-sd="97+-0"]:1.264906e-02[&length_mean=1.42773371e-02,length_median=1.26490600e-02,length_95%HPD={7.96012200e-06,3.30982500e-02}])[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.476156e-01[&length_mean=2.57518714e-01,length_median=2.47615600e-01,length_95%HPD={1.36399500e-01,3.92814400e-01}],(((4[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.627935e-04[&length_mean=3.73440275e-04,length_median=2.62793500e-04,length_95%HPD={2.69692100e-08,1.13072600e-03}],6[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:5.923456e-04[&length_mean=7.32334982e-04,length_median=5.92345600e-04,length_95%HPD={3.72931100e-07,1.91403500e-03}],7[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.594741e-04[&length_mean=3.79814459e-04,length_median=2.59474100e-04,length_95%HPD={1.05429400e-07,1.17055200e-03}])[&prob=5.96559378e-01,prob_stddev=2.90376814e-02,prob_range={5.76026637e-01,6.17092120e-01},prob(percent)="60",prob+-sd="60+-3"]:2.590693e-03[&length_mean=3.82873840e-03,length_median=2.59069300e-03,length_95%HPD={1.87135000e-06,1.10378000e-02}],5[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.846643e-03[&length_mean=4.25234895e-03,length_median=2.84664300e-03,length_95%HPD={5.94181500e-07,1.27695700e-02}],8[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.930399e-03[&length_mean=4.36747056e-03,length_median=2.93039900e-03,length_95%HPD={1.43939000e-06,1.29961200e-02}],9[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:2.918483e-03[&length_mean=4.28244196e-03,length_median=2.91848300e-03,length_95%HPD={2.48873800e-06,1.28017800e-02}])[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:1.731933e-01[&length_mean=1.80324550e-01,length_median=1.73193300e-01,length_95%HPD={9.19576400e-02,2.74094300e-01}],(20[&prob=1.00000000e+00,prob_stddev=0.00000000e+00,prob_range={1.00000000e+00,1.00000000e+00},prob(percent)="100",prob+-sd="100+-0"]:5.243912e-04[&length_mean=7.29277083e-04,length_median=5.24391200e-04,length_95%HPD={1.60578600e-07,2.08611500e-03}],21[&prob=1.0000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end;