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Table 1:

Evolutionary properties of intermediate-mass models.
$M/M_{\odot}$ $\tau_{\rm H}/10^6$ $\tau_{\rm He}/10^6$ $M_{\rm core}/M_{\odot}$ $\log(L/L_{\odot})_{\rm max}$ $T^{\rm bce}_{\rm max}$ $N_{\rm pulse}$(NTP) $\lambda$
      Z=10-4        
3.0 240 45.4 0.78 4.42 78 24 0.7
3.5 174 29.0 0.81 4.52 85 27 0.7
4.0 132 20.3 0.84 4.61 92 32 0.7
4.5 104 14.7 0.87 4.69 98 35 0.6
5.0 85 11.3 0.91 4.77 107 41 0.5
5.5 70 9.0 0.96 4.84 120 55 0.5
6.0 60 7.2 1.01 4.87 127 71 0.3
      $Z=2\times 10^{-4}$        
3.0 248 46.5 0.78 4.41 77 22 0.7
3.5 179 29.8 0.81 4.51 85 28 0.7
4.0 135 20.7 0.84 4.59 92 32 0.7
4.5 106 15.1 0.87 4.68 98 36 0.6
5.0 86 11.4 0.91 4.76 105 41 0.5
5.5 72 9.1 0.95 4.83 117 47 0.5
6.0 61 7.4 1.00 4.90 123 48 0.3
6.3 55 6.4 1.05 4.97 126 26 0.0
      $Z=6\times 10^{-4}$        
3.0 265 50.3 0.77 4.40 75 22 0.7
3.5 188 32.2 0.81 4.55 84 25 0.7
4.0 141 22.5 0.83 4.59 91 31 0.7
4.5 110 16.3 0.86 4.68 97 34 0.7
5.0 89 12.4 0.90 4.76 103 37 0.6
5.5 74 9.7 0.94 4.83 110 37 0.6
6.0 62 7.9 1.02 4.94 116 30 0.3
6.4 56 6.6 1.05 5.00 118 29 0.0
      Z=10-3        
3.0 277 55.0 0.76 4.39 73 20 0.7
3.5 195 34.0 0.80 4.50 83 24 0.7
4.0 146 23.5 0.83 4.57 89 26 0.7
4.5 113 17.3 0.86 4.65 95 32 0.6
5.0 91 12.8 0.89 4.72 101 31 0.5
5.5 75 10.1 0.94 4.80 106 32 0.5
6.0 63 8.2 1.00 4.92 112 29 0.3
6.3 58 7.2 1.03 4.96 114 28 0.3
      $Z=4\times 10^{-3}$        
3.0 319 69.5 0.65 4.26 45 25 0.7
3.5 220 42.0 0.77 4.43 78 23 0.7
4.0 160 27.8 0.80 4.51 85 31 0.7
4.5 122 19.6 0.83 4.60 89 32 0.6
5.0 97 14.8 0.86 4.67 93 32 0.5
5.5 79 11.4 0.89 4.75 98 32 0.5
6.0 66 9.5 0.96 4.85 105 26 0.3
6.5 56 7.8 1.03 4.95 110 24 0.3

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