New 15A microswitch (SPDT) with long lever attached (see my other listings for various types of actuators with the same switch body).
This is a high quality switch which works very precisely.
If you have trouble with switches breaking down and need a heavy duty
replacement, this is what I would go for!
Part number is V-153-1C25 (or XV-153-1C25 as they are XURUI switches - X can in this case also be taken for 'extra solid')
Dimensions as V3 and SW032 switches.
Dimensions (with lever 'compressed'):
![](data:image/png;base64,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)
Specifications:
- Size: 27.8x10.3x15.9mm
- Lever Length: 51mm
- 4.8mm terminals (I am selling suitable 4.8mm crimp connectors as well!)
- Rating: 15A AC125V (I do sell a 16A switch of this kind as well!)
- Life span electrical: 100.000
- Life span mechanical: 1.000.000
- Protection degree: IP40
- Operating temperature: -25 ~ +80 C
- Operating Humidity: < 85%
I get these switches directly from the manufacturer. When I first received these and took them out of the box I was really impressed by the precise and solid appearance!