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Table 5:

Coefficients and range of applicability of the flux calibrations for various $\phi_{\zeta} =
\mathcal{F_{{\rm Bol}}}({\rm Earth})~10^{0.4~m_{\zeta}}$.

$\phi_{\zeta}$
Colour ${\rm [Fe/H]}$ range Colour range b0 b1 b2 b3 b4 b5 b6 N $\sigma(\%)$

$B_{\rm T}$
$(B-V)_{\rm T}$ [-2.7,0.4] [0.19,1.43] 2.1904 5.7106 -6.7110 7.4160 -0.6704 -0.1501 -0.0720 260 3.1
$B_{\rm T}$ $V_{\rm T}-J$ [-2.7,0.4] [0.51,2.56] 1.8160 3.2833 -2.3210 1.7358 1.2140 -1.0830 0.0343 261 4.2
$B_{\rm T}$ $V_{\rm T}-H$ [-2.7,0.4] [0.53,3.16] 1.7597 3.1896 -1.8419 0.9465 0.9826 -0.9055 0.0809 255 4.0
$B_{\rm T}$ $V_{\rm T}-K_{\rm S}$ [-2.7,0.4] [0.59,3.29] 1.7202 3.0146 -1.6377 0.8033 0.8591 -0.8644 0.0669 262 3.9
$V_{\rm T}$ $(B-V)_{\rm T}$ [-2.7,0.4] [0.19,1.43] 2.7098 -0.2765 0.1523 0.8122 -0.2261 -0.1789 -0.0413 253 2.7
$V_{\rm T}$ $V_{\rm T}-J$ [-2.7,0.4] [0.62,2.53] 2.1815 0.9268 -0.7701 0.4029 0.1047 -0.2609 -0.0048 249 0.7
$V_{\rm T}$ $V_{\rm T}-H$ [-2.7,0.4] [0.68,3.16] 2.1800 0.8514 -0.5793 0.2235 0.0936 -0.2458 0.0019 261 0.9
$V_{\rm T}$ $V_{\rm T}-K_{\rm S}$ [-2.7,0.4] [0.59,3.29] 2.2565 0.6787 -0.4536 0.1800 0.0785 -0.2407 -0.0011 256 0.9
B B-V [-5.0,0.4] [0.18,1.22] 1.9571 6.9680 -11.0277 11.4450 -0.4975 -0.1276 -0.0432 331 2.3
B $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.0002 6.6483 -4.6407 25.3881 0.9547 -0.3756 -0.0067 186 1.9
B $(R-I)_{\rm C}$ [-5.0,0.3] [0.23,0.68] 9.8257 -57.0297 152.2749 -77.6378 4.3253 -1.1377 0.0411 202 3.2
B $V-I_{\rm C}$ [-5.0,0.3] [0.46,1.47] 4.3948 -6.0713 9.6862 0.2327 0.9298 -0.5392 0.0089 196 1.6
B V-J [-5.0,0.4] [0.50,2.44] 1.6664 3.5465 -2.5257 1.5310 0.4259 -0.4354 0.0047 332 2.8
B V-H [-5.0,0.4] [0.52,2.84] 1.6852 3.2925 -1.9206 0.8026 0.2172 -0.1301 0.0346 328 2.9
B $V-K_{\rm S}$ [-5.0,0.4] [0.57,3.03] 1.5185 3.3566 -1.8830 0.7301 0.2887 -0.2929 0.0240 363 2.8
V B-V [-5.0,0.4] [0.30,1.03] 1.2581 5.8828 -9.9287 6.8432 0.2290 -0.3935 -0.0420 241 1.9
V $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.6659 -1.6396 3.9243 2.9911 0.0978 -0.2339 -0.0252 177 0.7
V $(R-I)_{\rm C}$ [-5.0,0.3] [0.25,0.68] 4.9994 -20.1727 49.0418 -27.5918 0.9465 -0.4491 -0.0166 197 1.5
V $V-I_{\rm C}$ [-5.0,0.3] [0.48,1.47] 3.4468 -3.8760 4.5692 -0.7285 0.1832 -0.2991 -0.0231 184 0.8
V V-J [-5.0,0.4] [0.73,2.21] 1.8195 1.5562 -1.3322 0.5627 0.1249 -0.3112 -0.0213 314 0.8
V V-H [-5.0,0.4] [0.67,3.01] 2.0139 1.0845 -0.8071 0.2761 0.0567 -0.2147 -0.0124 369 0.9
V $V-K_{\rm S}$ [-5.0,0.4] [0.93,3.15] 1.7662 1.4154 -0.9302 0.2726 0.0692 -0.2506 -0.0160 316 0.9
$R_{\rm C}$ B-V [-5.0,0.3] [0.35,1.29] 2.5759 -1.8536 1.3042 0.1015 -0.0130 -0.1229 -0.0142 179 0.8
$R_{\rm C}$ $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.7031 -4.2859 6.9274 -2.1959 0.1482 -0.1968 -0.0186 180 0.7
$R_{\rm C}$ $(R-I)_{\rm C}$ [-5.0,0.3] [0.23,0.68] 3.2131 -8.5410 17.3691 -9.1350 0.4602 -0.3054 -0.0171 203 1.0
$R_{\rm C}$ $V-I_{\rm C}$ [-5.0,0.3] [0.48,1.47] 2.9759 -3.2013 2.9454 -0.6516 0.1331 -0.2408 -0.0187 185 0.7
$R_{\rm C}$ V-J [-5.0,0.3] [0.86,2.36] 2.5806 -1.0234 0.4055 0.0107 0.0874 -0.2508 -0.0181 184 0.7
$R_{\rm C}$ V-H [-5.0,0.3] [0.93,2.99] 2.5007 -0.6801 0.1842 0.0176 0.0746 -0.2604 -0.0185 196 0.7
$R_{\rm C}$ $V-K_{\rm S}$ [-5.0,0.3] [1.00,3.13] 2.5606 -0.7448 0.2212 0.0049 0.0665 -0.2509 -0.0184 193 0.7
$I_{\rm C}$ B-V [-5.0,0.3] [0.35,1.29] 2.6765 -3.8643 3.7834 -1.2273 0.0145 -0.0358 -0.0015 200 1.0
$I_{\rm C}$ $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.6963 -6.8081 11.3579 -6.1859 0.1798 -0.1418 -0.0112 191 1.1
$I_{\rm C}$ $(R-I)_{\rm C}$ [-5.0,0.3] [0.27,0.68] 3.1500 -10.0132 18.2682 -10.8668 0.3653 -0.2329 -0.0123 177 0.9
$I_{\rm C}$ $V-I_{\rm C}$ [-5.0,0.3] [0.48,1.47] 3.0203 -4.5225 4.0375 -1.1781 0.1371 -0.1866 -0.0122 197 0.8
$I_{\rm C}$ V-J [-5.0,0.3] [0.86,2.36] 2.7912 -2.2548 1.1687 -0.1986 0.0817 -0.1908 -0.0118 186 1.1
$I_{\rm C}$ V-H [-5.0,0.3] [0.93,2.99] 2.7888 -1.8271 0.7688 -0.1061 0.0734 -0.2132 -0.0138 187 1.0
$I_{\rm C}$ $V-K_{\rm S}$ [-5.0,0.3] [1.00,3.13] 2.7797 -1.7014 0.6710 -0.0868 0.0603 -0.1891 -0.0123 193 0.9
J B-V [-5.0,0.4] [0.30,1.29] 2.2253 -3.5932 2.9303 -0.8741 0.0199 0.0132 0.0057 346 3.4
J $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.5765 -8.1969 12.1713 -6.3037 0.1393 -0.0769 -0.0048 186 2.9
J $(R-I)_{\rm C}$ [-5.0,0.3] [0.27,0.68] 2.9723 -10.6481 16.3430 -8.5334 0.2971 -0.1854 -0.0095 195 3.0
J $V-I_{\rm C}$ [-5.0,0.3] [0.52,1.47] 2.8966 -5.1154 4.0119 -1.0879 0.1059 -0.1232 -0.0066 192 2.6
J V-J [-5.0,0.4] [0.82,2.44] 2.7915 -2.8096 1.2799 -0.2049 0.0479 -0.1059 -0.0054 308 0.8
J V-H [-5.0,0.4] [0.88,2.99] 2.5885 -2.0262 0.7430 -0.0963 0.0587 -0.1577 -0.0092 303 1.9
J $V-K_{\rm S}$ [-5.0,0.4] [0.93,3.13] 2.5578 -1.8710 0.6433 -0.0785 0.0457 -0.1326 -0.0078 314 1.7
H B-V [-5.0,0.4] [0.18,1.29] 2.1337 -3.6473 2.6261 -0.6782 -0.0780 0.1274 0.0179 331 4.6
H $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.79] 2.5341 -8.8850 12.8801 -6.5281 0.0339 -0.0012 0.0022 184 3.6
H $(R-I)_{\rm C}$ [-5.0,0.3] [0.23,0.68] 2.9097 -11.1909 16.5901 -8.3344 0.1844 -0.1169 -0.0047 192 3.6
H $V-I_{\rm C}$ [-5.0,0.3] [0.48,1.47] 2.8833 -5.5447 4.2495 -1.1267 0.0504 -0.0512 -0.0009 195 3.1
H V-J [-5.0,0.4] [0.50,2.44] 2.5764 -2.6119 1.0580 -0.1490 0.0033 -0.0098 0.0031 353 2.8
H V-H [-5.0,0.4] [0.88,3.01] 2.4574 -2.0093 0.6768 -0.0808 0.0246 -0.0665 -0.0016 344 1.0
H $V-K_{\rm S}$ [-5.0,0.4] [0.57,3.15] 2.3732 -1.7778 0.5485 -0.0599 0.0140 -0.0407 0.0005 363 2.2
$K_{\rm S}$ B-V [-5.0,0.4] [0.30,1.29] 2.1537 -3.9640 3.0680 -0.8653 -0.0586 0.1098 0.0163 353 4.9
$K_{\rm S}$ $V-R_{\rm C}$ [-5.0,0.3] [0.24,0.76] 2.5709 -9.5441 14.4103 -7.6430 0.0585 -0.0186 0.0006 190 3.8
$K_{\rm S}$ $(R-I)_{\rm C}$ [-5.0,0.3] [0.25,0.68] 2.8803 -11.4591 17.4060 -9.0419 0.2418 -0.1469 -0.0066 199 3.6
$K_{\rm S}$ $V-I_{\rm C}$ [-5.0,0.3] [0.48,1.47] 2.7928 -5.4377 4.1682 -1.1105 0.0661 -0.0690 -0.0019 201 3.2
$K_{\rm S}$ V-J [-5.0,0.4] [0.50,2.36] 2.6548 -2.8832 1.2411 -0.1878 0.0146 -0.0315 0.0013 328 2.9
$K_{\rm S}$ V-H [-5.0,0.4] [0.88,2.99] 2.4939 -2.1600 0.7593 -0.0946 0.0342 -0.0879 -0.0029 317 2.5
$K_{\rm S}$ $V-K_{\rm S}$ [-5.0,0.4] [0.93,3.03] 2.5097 -2.0732 0.6972 -0.0836 0.0229 -0.0641 -0.0017 328 1.1

Notes. N is the number of stars employed for the fit after the 3 sigma clipping and $\sigma(\%)$ is the standard deviation of the final calibrations in percent. The coefficients of the calibrations bi are given in units of $10^{-5}~{\rm erg~cm^{-2}~s^{-1}}$.


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