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SLIDE POTENTIOMETERS
November, 2013
Bourns® Model PDV Series Open Frame Slide Potentiometer
to be Discontinued
Bourns will be discontinuing the Model PDV Series Open Frame Slide Potentiometer. e current tooling for this
model is at the end of life and due to the lack of sales volume and diminishing demand, the Model PDV Series
Open Frame Slide Potentiometer will be discontinued.
At this time, there are no alternative models available. Please plan for the last time buy orders in accordance with
the following dates:
Last Time Buy Date: January 31, 2014
Last Time Ship Date: April 30, 2014
Should you have any questions or need additional information, please feel free to contact Customer Service/
Inside Sales.
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