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Table 1

Derived line parameters for the cores from the spectra integrated above the 3σ level.

NH3 (1, 1)a
core A × τm Vpeak Δv τm
(K) (km s-1) (km s-1)

C1 3.3(0.6) –18.24(0.02) 1.42(0.05) 0.4(0.2)
C1-a 8.5(1) –17.97(0.02) 0.94(0.07) 0.5(0.3)
C1-b 5.2(0.9) –18.40(0.04) 1.3(0.1) 0.3(0.4)
C2 11.7(0.2) –17.822(0.009) 1.48(0.02) 1.9(0.1)
C3 3.7(0.3) –17.1(0.02) 1.06(0.05) 1.5(0.3)
N 10.1(0.9) –17.829(0.005) 0.63(0.02) 1.7(0.15)
S 19.2(0.6) –17.438(0.007) 0.66(0.02) 2.8(0.2)
A1 4.4(0.6) –17.900(0.007) 0.63(0.02) 0.5(0.2)
A2 12.1(0.7) –18.00(0.01) 0.58(0.02) 1.75(0.2)

NH3 (2, 2)b
core Area Vpeak Δv
(K km s-1) (km s-1) (km s-1) (K)

C1 2.8(0.1) –18.37(0.04) 1.95(0.1) 1.34(0.04)
C1-a 5.0(0.5) –18.04(0.06) 1.25(0.14) 3.7(0.1)
C1-b 4.6(0.6) –18.6(0.1) 1.7(0.3) 2.5(0.1)
C2 4.8(0.2) –17.81(0.03) 1.87(0.07) 2.44(0.03)
C3 1.3(0.1) –17.13(0.06) 1.5(0.2) 0.80(0.02)
N 1.1(0.1) –17.78(0.02) 0.87(0.06) 1.20(0.04)
S 2.57(0.07) –17.38(0.02) 0.78(0.04) 3.11(0.03)
A1 0.7(0.1) –17.86(0.02) 0.61(0.05) 1.05(0.03)
A2 1.27(0.09) –18.02(0.02) 0.60(0.04) 1.78(0.03)

Notes. The uncertainties obtained from the fitting procedure are in parentheses.

(a)

Columns 2 − 5 list the results of the CLASS hyperfine fitting procedure: A × τm = f[Jν(Tex) − Jν(TBG)] , where f is the filling factor (assumed to be unity), Jν(Tex) and Jν(TBG) are the equivalent Rayleigh-Jeans excitation and background temperatures, respectively, τm is the opacity of the main group of hyperfine components; Vpeak = peak velocity; Δv = full width at half maximum corrected for hyperfine splitting; τm = opacity of the main group of hyperfine components;

(b)

Cols. 2 − 5 give the results of Gaussian fits: Area = total integrated intensity; Vpeak = peak velocity; Δv = full width at half maximum;  = peak intensity in synthesised beam temperature units.

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