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)
Appendix B Accessories|
Revision Nov. 2008, VLE1, SW V1.03 B-7
B.1.3 Dimensions for Brake Unit
(Dimensions are in millimeter[inch])
VFDB2015, VFDB2022, VFDB4030, VFDB4045
80.0 [3.15]
121.0 [4.76]
189.5 [7.46]
200.0 [7.87]
130.0 [5.12]
R3.3 [R0.13]
ACT.
YELLOW
CHARGE
GREEN
ERR.
RED