Table 1.

Distance modulus to the trailing SGB 1 and 2 peaks along the bright branch of the Sgr stream.

|$\tilde{\Lambda }_{{\odot }}$|m − M (SGB 1)σ(m − M)m − M (SGB 2)σ(m − M)
(°)(mag)(mag)(mag)(mag)
–97.517.200.1016.740.15
–92.517.100.0716.710.15
–87.517.090.0616.520.16
–82.517.010.1016.850.07
–77.517.050.04
–72.516.870.1116.710.07
–67.516.920.0616.480.12
–62.516.780.1516.630.12
–57.516.800.0516.310.06
–52.516.840.0516.440.10
–47.516.820.1616.520.12
–42.516.870.0316.280.03
–37.516.960.1316.370.17
–32.516.800.0716.290.11
|$\tilde{\Lambda }_{{\odot }}$|m − M (SGB 1)σ(m − M)m − M (SGB 2)σ(m − M)
(°)(mag)(mag)(mag)(mag)
–97.517.200.1016.740.15
–92.517.100.0716.710.15
–87.517.090.0616.520.16
–82.517.010.1016.850.07
–77.517.050.04
–72.516.870.1116.710.07
–67.516.920.0616.480.12
–62.516.780.1516.630.12
–57.516.800.0516.310.06
–52.516.840.0516.440.10
–47.516.820.1616.520.12
–42.516.870.0316.280.03
–37.516.960.1316.370.17
–32.516.800.0716.290.11
Table 1.

Distance modulus to the trailing SGB 1 and 2 peaks along the bright branch of the Sgr stream.

|$\tilde{\Lambda }_{{\odot }}$|m − M (SGB 1)σ(m − M)m − M (SGB 2)σ(m − M)
(°)(mag)(mag)(mag)(mag)
–97.517.200.1016.740.15
–92.517.100.0716.710.15
–87.517.090.0616.520.16
–82.517.010.1016.850.07
–77.517.050.04
–72.516.870.1116.710.07
–67.516.920.0616.480.12
–62.516.780.1516.630.12
–57.516.800.0516.310.06
–52.516.840.0516.440.10
–47.516.820.1616.520.12
–42.516.870.0316.280.03
–37.516.960.1316.370.17
–32.516.800.0716.290.11
|$\tilde{\Lambda }_{{\odot }}$|m − M (SGB 1)σ(m − M)m − M (SGB 2)σ(m − M)
(°)(mag)(mag)(mag)(mag)
–97.517.200.1016.740.15
–92.517.100.0716.710.15
–87.517.090.0616.520.16
–82.517.010.1016.850.07
–77.517.050.04
–72.516.870.1116.710.07
–67.516.920.0616.480.12
–62.516.780.1516.630.12
–57.516.800.0516.310.06
–52.516.840.0516.440.10
–47.516.820.1616.520.12
–42.516.870.0316.280.03
–37.516.960.1316.370.17
–32.516.800.0716.290.11
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