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AD
B
C
A
D
3
3
2
2
4
4
1
1
SCALE 2:1 WEIGHT SHEET
SIZE
DRAWING TITLE
PART NUMBER
Ledil Oy
Salorankatu 10
FIN 24240 SALO
Finland
THIRD ANGLE PROJECTION:
A4
1/1
Tolerances if not otherwise shown
According to DIN ISO 2768-1
Linear measures:
Up to 30mm class M, otherwise class C.
According to DIN ISO 2768-2
Form and position: class L
This drawing is the property
of LEDiL Oy. It may not be
reproduced, copied or
communicated without a written
agreement with LEDiL Oy."
STRADA-T-DN
-
-
Front view
8.6
with tape
1.04
with tape
8.5
1.19
Isometric view
Bottom view
8.6
c/c
2
19.6
15.5