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15
20
har
-flexicon
2 14 31 021 . 40 . 000 300
3 14 31 031 . 40 . 000 200
4 14 31 041 . 40 . 000 150
5 14 31 051 . 40 . 000 150
6 14 31 061 . 40 . 000 100
7 14 31 071 . 40 . 000 100
8 14 31 081 . 40 . 000 100
9 14 31 091 . 40 . 000 100
10 14 31 101 . 40 . 000 100
11 14 31 111 . 40 . 000 100
12 14 31 121 . 40 . 000 100
13 14 31 131 . 40 . 000 50
14 14 31 141 . 40 . 000 50
15 14 31 151 . 40 . 000 50
16 14 31 161 . 40 . 000 50
17* 14 31 171 . 40 . 000 50
18* 14 31 181 . 40 . 000 50
19* 14 31 191 . 40 . 000 50
20* 14 31 201 . 40 . 000 50
21* 14 31 211 . 40 . 000 25
22* 14 31 221 . 40 . 000 25
23* 14 31 231 . 40 . 000 25
24* 14 31 241 . 40 . 000 25
25* 14 31 251 . 40 . 000 25
14 95 000 0050 000 120
har-flexicon®
Please insert digit for
pitch 3.50 mm þ 4
pitch 3.81 mm þ 5
vertical
þ 1
horizontal
þ 2
PCB connectors female,
vertical/horizontal
with screw termination
pitch 3.50 / 3.81 mm
PCB connectors female,
vertical/horizontal
with screw termination
* Pitch 3.81 mm (vertical) only available with 2-16 contacts
Packaging unit
Identification No. of contacts Part number (pieces)
Coding keys