Table 2.

Asymmetric values for males and females. (Left/Right ratios) If > 1, the distance between two landmarks is greater for left vs. right sides

Euclidean distance (landmark)	Female	Male	Euclidean distance (landmark)	Female	Male
40–22	1.234	1.085	36–17	1.029	1.038
27–17	1.153	1.176	41–25	1.028	–
33–32	1.150	1.116	32–28	1.028	–
36–32	1.143	1.136	42–22	1.027	–
27–18	1.134	1.101	34–20	1.027	–
40–23	1.124	1.056	35–31	1.027	–
38–36	1.113	1.068	31–28	1.027	–
33–31	1.109	1.059	27–20	1.027	–
39–36	1.103	1.066	39–27	1.026	–
36–20	1.081	1.054	34–23	1.026	–
34–32	1.077	1.041	39–35	1.025	–
36–21	1.076	1.051	34–21	1.025	–
36–30	1.075	1.074	34–29	1.025	–
36–29	1.073	1.066	37–35	1.025	–
36–31	1.071	1.093	36–18	1.025	1.034
36–23	1.069	1.043	34–17	1.024	–
36–22	1.068	1.044	34–24	1.023	–
40–21	1.066	–	34–22	1.023	–
41–36	1.065	1.038	38–33	1.023	–
36–24	1.061	1.036	27–21	1.023	–
27–19	1.058	1.040	33–20	1.022	–
40–36	1.057	1.040	34–30	1.022	–
39–38	1.057	1.065	34–25	1.022	–
36–25	1.055	–	38–35	1.021	–
36–19	1.054	1.047	38–27	1.021	–
42–25	1.052	–	27–22	1.019	–
42–24	1.048	–	27–23	1.019	–
34–31	1.045	–	34–19	1.019	–
42–41	1.045	–	41–34	1.018	–
42–23	1.042	–	40–27	1.018	–
42–26	1.042	–	27–24	1.017	–
29–27	1.040	1.029	40–38	0.976	–
39–34	1.040	–	36–28	0.973	0.962
28–17	1.039	1.056	42–33	0.973	–
36–33	1.038	1.111	32–29	0.971	0.966
36–26	1.038	–	39–22	0.970	–
33–29	1.037	–	31–30	0.970	–
38–34	1.037	–	40–39	0.966	–
35–32	1.036	–	34–28	0.962	0.892
33–30	1.034	–	32–30	0.949	0.954
33–17	1.032	–	39–21	0.929	–
41–24	1.032	–	41–40	0.916	–
41–23	1.032	–	42–37	0.907	–
35–17	1.032	–	36–35	0.902	0.892
30–27	1.032	–	36–34	–	1.067
33–19	1.031	–	35–27	–	0.965
39–33	1.030	–	35–28	–	0.910