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)
A
Disegni d'ingombro
Tipi 40.31/51/52/61/62 (pagina 3 e 4) Tipi 40.31/51/52/61 (pagina 4) Tipo 40.11 (pagina 5)
* (3.5 o 5.3mm) vedi codifica
12
VI-2018, www.findernet.com
SERIE 40
Mini relè per circuito stampato ed a innesto 8 - 10 - 12 - 16A
SERIE
40