Table 5.

Generalized linear regression model of average daily time (minutes) inactive for 136 Hadza female and male participants.

Variable	Model 1 (AIC = 1756.4)				Model 2 (AIC = 1747.9)
	Estimate	±SE	95% CI [lower, upper]	p-value†	Estimate	±SE	95% CI [lower, upper]	p-value†
Age	1.334	0.736	[−0.108, 2.776]	0.173	−0.154	0.937	[−1.991, 1.682]	0.970
Sex (male)	55.645	27.761	[1.235, 110.056]	0.150	−131.596	76.433	[−281.402, 18.210]	0.175
Camp Type (village)	1.132	26.864	[−51.520, 53.783]	0.970	0.985	25.969	[−49.913, 51.882]	0.970
Annual Mobility	−0.829	6.937	[−14.425, 12.768]	0.970	−2.901	6.825	[−16.277, 10.476]	0.970
School (yrs)	2.933	4.141	[−5.182, 11.049]	0.823	−12.468	6.166	[−24.554, −0.382]	0.150
Age * Sex (male)					2.752	1.391	[0.026, 5.478]	0.150
Sex (male) * School (yrs)					26.010	8.063	[10.206, 41.813]	0.019 *

Model 1 results are from a generalized linear regression model with all variables present and no interactions. Model 2 results are from a generalized linear regression model with all variables present, as well as any two-way interactions between age, sex, and lifestyle variables that reduce the AIC of Model 1. Interactions for Model 2 were chosen using a simultaneous inclusion procedure. All results shown are adjusted for accelerometer wear-time.

^†p values shown are FDR-adjusted for multiple hypothesis testing

^°p<0.1

^*<0.05

^**<0.01

^***<0.001