Table 6. Effects of mutations on model parameters.

Significance was determined using the likelihood ratio test as described in Table 4. The sign of the change (Δ) caused by the mutation is shown as “+” if the value moved away from 0, “–” if the value moved towards 0. All p-values are shown without correction for multiple comparisons. Blue denotes significance at p<0.05. Red denotes significance at p<0.05 after Bonferroni correction for 27 comparisons.

	HYP												DEP
	HYP A: eat-4(ad572)				HYP B: eat-4(ky5)				HYP C: glr-1(n2461)				DEP A: glr-1::glr-1(A/T)				DEP B: nmr-1::glr-1(A/T)
	Control	Mutant	$∆$	p <	Control	Mutant	∆	p<	Control	Mutant	∆	p<	Control	Mutant	∆	p<	Control	Mutant	∆	p<
${\displaystyle d_F}$ (s)	4.771	9.564	+	10-87	4.956	8.643	+	10-64	5.181	7.871	+	10-33	4.771	0.940	–	10-99	5.181	0.742	–	10-99
${\displaystyle d_R}$ (s)	2.043	2.821	+	10-7	1.910	2.769	+	10-12	2.018	3.004	+	10-16	2.045	0.875	–	10-99	2.018	0.709	–	10-9 9
${\displaystyle d_X}$ (s)	0.481	1.040	+	0.005	0.529	0.844	+	10-43	0.459	0.727	+	10-39	0.482	0.328	–	10-49	0.460	0.235	–	10-99
${\displaystyle d_Y}$ (s)	0.247	0.382	+	10-5	0.238	0.290	+	0.005	0.221	0.164	–	10-5	0.247	0.097	–	10-93	0.221	0.079	–	10-99
${\displaystyle d_p}$ (s)	0.428	0.982	+	10-99	0.466	0.793	+	10-52	0.409	0.677	+	10-43	0.428	0.286	–	10-61	0.409	0.204	–	10-99
${\displaystyle p_F}$	0.729	0.839	+	10-27	0.734	0.832	+	10-26	0.755	0.785	+	0.003	0.728	0.410	–	10-99	0.755	0.407	–	10-99
${\displaystyle p_R}$	0.177	0.062	–	10-37	0.167	0.079	–	10-29	0.161	0.135	–	10-4	0.177	0.389	+	10-99	0.161	0.404	+	10-99
${\displaystyle p_X}$	0.073	0.090	+	10-5	0.077	0.081	+	0.3	0.067	0.073	+	0.03	0.073	0.164	+	10-99	0.067	0.151	+	10-99
${\displaystyle p_Y}$	0.022	0.009	–	10-13	0.021	0.008	–	10-25	0.018	0.007	–	10-27	0.022	0.037	+	10-21	0.018	0.037	+	10-41