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. 2022 Jan 8;12(2):148. doi: 10.3390/ani12020148

Table 3.

Substitution saturation analysis of CRs based on the index of substitution saturation as implemented in DAMBE7 [32].

Region Number of OUT a Iss b Iss.cSym c Df d p-Value e Iss.cAsym f df p-Value
CR1 4 0.028 0.805 662 <0.00001 0.774 662 0.0000
8 0.033 0.766 662 <0.00001 0.656 662 0.0000
16 0.039 0.745 662 <0.00001 0.535 662 0.0000
32 0.046 0.719 662 <0.00001 0.393 662 0.0000
CR2 4 0.007 0.815 866 <0.00001 0.784 866 0.0000
8 0.008 0.780 866 <0.00001 0.673 866 0.0000
16 0.008 0.763 866 <0.00001 0.560 866 0.0000
32 0.009 0.738 866 <0.00001 0.424 866 0.0000

a number of sequences used in random resampling; OTP: operational taxonomic unit, b index of substitution saturation, c critical value for a symmetrical tree topology, d degrees of freedom, e probability that Iss is significantly different from the critical value (Iss.cSym/Iss.cAsym), f critical value for an asymmetrical tree topology.