Table C.1.

Summary of the results obtained from the MCMC analysis, using the interpolated models in the TS scheme. The first and second values correspond to the model with highest joint posterior probability densities and the lowest ${\chi }_{\mathrm{total}}^2$, respectively. The values in brackets denote the mean value and the 1σ standard deviation from the individual posterior probability density distributions. For R136a2 and R136a3, *m denotes cases where the M_ini = 800 M_⊙ model is omitted from the interpolation; thus, the highest initial mass available in the comparison is M_ini = 700 M_⊙.

R136a1	TS scheme
vrot, ini	Mini	Mcurr	t	${\chi }_{\mathrm{total}}^2$
100	381, 396	323, 335 (337${}_{-41}^{+51}$)	0.94. 0.92 (0.95±0.15)	5.34, 5.10
200	361, 379	304, 315 (324${}_{-40}^{+49}$)	0.95, 0.98 (0.96±0.16)	4.24, 3.90
300	316, 326	264, 272 (301${}_{-41}^{+49}$)	1.10, 1.09 (0.99±0.16)	2.61, 2.56
400	310, 317	258, 268 (284${}_{-37}^{+53}$)	1.15, 1.06 (1.00±0.17)	1.91, 1.60
500	289, 312	250, 263 (281${}_{-36}^{+52}$)	1.00, 1.09 (1.03±0.17)	2.53, 1.50
R136a2
100	> 500 (625, 630)*m	196, 199 (192${}_{-31}^{+38}$)	1.46, 1.45 (1.50±0.11)	4.37, 4.35
200	> 500 (648, 653)	193, 192 (195${}_{-32}^{+38}$)	1.45, 1.46 (1.50±0.11)	2.99, 2.88
300	> 500 (783, 630)	198, 196 (193${}_{-32}^{+38}$)	1.44, 1.45 (1.52±0.11)	4.60, 4.27
400	> 500 (638, 643)*m	196, 202 (195${}_{-32}^{+37}$)	1.46, 1.44 (1.50±0.12)	3.77, 3.62
500	> 500 (652, 652)*m	199, 193 (195${}_{-32}^{+37}$)	1.44, 1.46 (1.50±0.12)	2.87, 2.83
R136a3
100	> 500 (675, 630)*m	180, 181 (183${}_{-33}^{+43}$)	1.48, 1.49 (1.54±0.13)	4.14, 4.08
200	> 500 (677, 650)	198, 187 (187${}_{-34}^{+46}$)	1.47, 1.47 (1.54±0.14)	4.29 (3.15)
300	> 500 (792, 630)	189, 181 (187${}_{-37}^{+46}$)	1.45, 1.48 (1.55±0.13)	4.49, 3.98
400	> 500 (665, 639)*m	183, 187 (192${}_{-38}^{+45}$)	1.49, 1.47 (1.55±0.16)	4.04, 3.75
500	> 500 (650, 650)*m	189, 187 (193${}_{-39}^{+44}$)	1.47, 1.47 (1.55±0.16)	3.11, 3.10