Table 3: Results for a strange star model (MIT bag constant B) with $\bar{p}_{\rm c}=2$, $r_{\rm p}/r_{\rm e}=0.5$. Here, $\bar{p}_{\rm c}=B^{~-1}p_{\rm c}$, $\bar{\Omega}=B^{~-1/2}\Omega$, $\bar{M}=B^{1/2}M $, $\bar{R}_{\rm circ}=B^{1/2}{R}_{\rm circ}$ and $\bar{J}=BJ$ are normalized values of the physical quantities, see Eqs. (56, 57). For the meaning of the quantities listed in the Cols. 3-11, see Table 1.
  m=6 m=8 m=10 m=12 m=14 m=16 m=18 m=20 m=22
$\bar{p}_{\rm c}$ 2                  
$r_{\rm p}/r_{\rm e}$ 0.5                  
$\bar{\Omega}$ 3.4304996 2.1e-04 1.5e-05 4.0e-07 1.6e-07 6.2e-08 1.9e-08 5.3e-09 1.5e-09 3.4e-10
$\bar{M}$ 0.035510326 5.3e-03 5.9e-04 6.4e-05 7.2e-06 9.2e-07 1.4e-07 2.6e-08 5.8e-09 1.3e-09
$\bar{R}_{\rm circ}$ 0.14117783 3.3e-05 3.2e-09 1.8e-07 8.4e-08 3.0e-08 9.4e-09 2.9e-09 8.2e-10 2.0e-10
$\protect\bar{J}$ 0.0011024838 1.6e-03 2.8e-04 5.4e-05 8.5e-06 1.4e-06 2.8e-07 6.4e-08 1.6e-08 3.5e-09
$Z_{\rm p}$ 0.72634557 8.6e-05 1.8e-05 5.2e-06 1.3e-06 3.2e-07 8.4e-08 2.4e-08 6.3e-09 1.5e-09
GRV2   1.2e-04 4.8e-06 4.1e-07 4.0e-08 3.9e-09 3.9e-10 3.8e-11 3.2e-12 4.7e-14
GRV3   6.7e-04 3.9e-05 2.8e-06 2.4e-07 2.1e-08 1.8e-09 1.5e-10 1.1e-11 5.2e-14
$\vert 1-M_{\rm in}/M_{\rm out}\vert$   5.9e-03 6.0e-04 6.2e-05 6.5e-06 6.9e-07 7.4e-08 7.9e-09 8.4e-10 8.9e-11
$\vert 1-J_{\rm in}/J_{\rm out}\vert$   2.2e-03 2.7e-04 4.6e-05 6.0e-06 6.5e-07 8.1e-08 1.1e-08 1.2e-09 1.5e-10


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