Figure S4. ML-1140. Maximum Likelihood topology based on the partitioned data set (per codon position) of the complete cytochrome b sequence (1140 bp) using GTR+Γ. Figure S5. BI-747-unpartitioned. Bayesian topology of the unpartitioned data set of 747 bp long cytochrome b sequence using GTR for all three codon position, all with the Figure S6. BI-747-partitioned. Bayesian topology of the partitioned data set of 747 bp long cytochrome b sequence using SYM, HKY, and GTR for the 1st, 2nd, 3rd codon position, all with the Γ-distribution. Figure S7. BI-569-unpartitioned. Bayesian topology of the unpartitioned data set of the cytochrome b sequence reduced to 569 bp using GTR+Γ. References Hassanin A, Delsuc F, Ropiquet A, Hammer C, Jansen van Vuuren B, Matthee C, Ruiz- Garcia M, Catzeflis F, Areskoug V, Thanh Nguyen T, Couloux A. 2012. Pattern and timing of diversification of Cetartiodactyla (Mammalia, Laurasiatheria), as revealed by a comprehensive analysis of mitochondrial genomes. Comptes Rendus Biologies, 335(1):32–50.
Figure S4. ML-1140. Maximum Likelihood topology based on the partitioned data set (per codon position) of the complete cytochrome b sequence (1140 bp) using GTR+Γ. Figure S5. BI-747-unpartitioned. Bayesian topology of the unpartitioned data set of 747 bp long cytochrome b sequence using GTR for all three codon position, all with the Figure S6. BI-747-partitioned. Bayesian topology of the partitioned data set of 747 bp long cytochrome b sequence using SYM, HKY, and GTR for the 1st, 2nd, 3rd codon position, all with the Γ-distribution. Figure S7. BI-569-unpartitioned. Bayesian topology of the unpartitioned data set of the cytochrome b sequence reduced to 569 bp using GTR+Γ. References Hassanin A, Delsuc F, Ropiquet A, Hammer C, Jansen van Vuuren B, Matthee C, Ruiz- Garcia M, Catzeflis F, Areskoug V, Thanh Nguyen T, Couloux A. 2012. Pattern and timing of diversification of Cetartiodactyla (Mammalia, Laurasiatheria), as revealed by a comprehensive analysis of mitochondrial genomes. Comptes Rendus Biologies, 335(1):32–50.
Heckeberg_et_al_SI.docx