Table 1 Total attempt models.

Weibull mixed-effects models evaluating whether the total number of mating attempts is influenced by the dyad’s GHS of the male and/or the female. Mating attempts initiated by males and females are shown in TA-1 and TA-2, respectively. Given are posterior means, SDs, 2.5 and 97.5% confidence intervals (CIs), and effective sample sizes (n). Rhat = 1 (model convergence) for all parameters. Models were run using four chains, each with 2000 iterations, a burn-in of 1000, and thinning set to 1.

TA-1 model
TermMeanSDCI lowerCI uppern (effective)
Intercept q−3.400.24−3.89−2.942799
Intercept β−2.110.20−2.53−1.752550
Main effects:
GHS females q0.040.28−0.520.594000
GHS females β0.170.24−0.310.644000
GHS males q0.370.28−0.180.922942
GHS males β0.070.24−0.400.563025
Random effects:
Male ID q0.240.170.010.631803
Male ID β0.140.110.010.402027
Female ID q0.170.130.010.472424
Female ID β0.110.090.000.334000
TA-2 model
TermMeanSDCI lowerCI uppern (effective)
Intercept q−3.560.28−4.15−3.054000
Intercept β−1.320.25−1.80−0.834000
Main effects:
GHS females q0.120.32−0.510.734000
GHS females β0.500.34−0.181.174000
GHS males q−0.210.35−0.920.444000
GHS males β−0.270.35−1.000.374000
Random effects:
Male ID q0.430.270.021.021222
Male ID β0.190.160.010.591982
Female ID q0.240.180.010.652192
Female ID β0.320.220.010.831385