Table 3: Blueward evolution of a 0.625 $M_{\odot }$ LTP model, including principal abundances written as $N_{\rm el}$ (adapted from Blöcker 2001).
$T_{\rm eff}$ log g Age (yr) H He C O

6700 0.55 0 0.918 0.079 0.003 0.000

7000 0.63 128 0.877 0.119 0.003 0.001

7900 0.80 161 0.793 0.182 0.021 0.005

9000 1.00 195 0.657 0.279 0.052 0.013

10 000 1.20 279 0.577 0.335 0.071 0.017

11 200 1.37 374 0.461 0.416 0.099 0.024

11 900 1.47 418 0.321 0.513 0.134 0.032

12 300 1.49 507 0.181 0.607 0.170 0.041

12 600 1.49 788 0.162 0.620 0.176 0.042

13 800 1.70 1073 0.162 0.620 0.176 0.042

15 800 1.94 1098 0.162 0.620 0.176 0.042

**Table 3:** Blueward evolution of a 0.625 $M_{\odot }$ LTP model, including principal abundances written as $N_{\rm el}$ (adapted from Blöcker 2001).
$T_{\rm eff}$	log g	Age (yr)	H	He	C	O
6700	0.55	0	0.918	0.079	0.003	0.000
7000	0.63	128	0.877	0.119	0.003	0.001
7900	0.80	161	0.793	0.182	0.021	0.005
9000	1.00	195	0.657	0.279	0.052	0.013
10 000	1.20	279	0.577	0.335	0.071	0.017
11 200	1.37	374	0.461	0.416	0.099	0.024
11 900	1.47	418	0.321	0.513	0.134	0.032
12 300	1.49	507	0.181	0.607	0.170	0.041
12 600	1.49	788	0.162	0.620	0.176	0.042
13 800	1.70	1073	0.162	0.620	0.176	0.042
15 800	1.94	1098	0.162	0.620	0.176	0.042

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