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Table 2

Radial velocities (with respect to the local standard of rest) obtained from the H2 1–0 S(l) line.

knot (a) VLSR(b) (km s–1)
frame A (c)

A1 3 ± 3 (8.5)
A4 8 ± 3 (8.5)
A8 –1 ± 5 (8.5)
A11 3 ± 5 (8.5)
A14 41 ± 2 (8.5)
A15 south 50 ± 2 (8.5)
A16 8 ± 1 (8.5)
photo-ionised strip –17 ± 11 (8.5)
Q1 –18 ± 27 (8.5)
Q5 –15 ± 8 (8.5)
Q6 –15 ± 12 (8.5)

frame B (c)

A12 –36 ± 4 (23)
A15 north –34 ± 4 (23)
east of B2 5 ± 5 (23)
B3 –15 ± 3 (23)
between B3/B4 –17 ± 4 (23)
B4 –8 ± 2 (23)
B5 –10 ± 2 (23)
B7 8 ± 7(23)
B8 11 ± 1 (23)
I3 0 ± 14 (23)
S2 15 ± 21 (23)

frame C (c)

C6 –47 ± 4 (23)
C8 –25 ± 0.4 (23)
unclassified east of C8/C10 –33 ± 1 (23)
C10 –43 ± 1 (23)
C14 –8 ± 1 (23)
unclassified north-east of C14 –45 ± 1 (23)
C16 –10 ± 2 (23)

frame F (c)

C1 –21 ± 10 (28)
F1 9 ± 5 (28)
F2 –11 ± 3 (28)
F4 –33 ± 7 (28)
F5 4 ± 4(28)
O1 22 ± 7 (28)

frame G (c)

A6/A7 –10 ± 1 (21)
plateau A7 3 ± 3 (21)
G1 –7 ± 3 (21)
G2 2 ± 2 (21)
G3 40 ± 1 (21)
G4 –17 ± 2 (21)
G7 –31 ± 5 (21)
N1 22 ± 6 (21)

Notes.The listed knots can be identified in Fig. 2.(a)Following the notation used in Beltrán et al. (2009). (b)The random error is estimated as the line width divided by line S/N; the systematic component of uncertainty (due to the wavelength calibration uncertainty) is indicated in brack–ets. (c)The knots listed below were recorded simultaneously in the same frame.

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