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SENSORS & CONTROLS
SC1756
Bourns Releases New Guitar Potentiometer Design Kits
Model H-1202-1 and H-1202-2
Riverside, California - January 10, 2018 - In continuing support of the Professional Audio Market, Bourns
Sensors and Controls is proud to announce the release of two new Guitar Potentiometer Design Kits,
Model H-1202-1 and H-1202-2. Each kit has a selection of mini-guitar potentiometer part numbers to
provide guitar designers with a variety of mini-guitar pots, blend-balance pots, mini-guitar pots with push-
pull switches and mini-guitar pots with push-latching switches.
These guitar potentiometers can be used in both electric guitars and bass guitars, and any other electric
instrument where space is a constraint.
Model H-1202-1 Mini-Guitar Potentiometer Design Kit contains:
Part Number Configuration Quantity
PDB181-GTR01-254A2 250 kΩ audio taper, split knurled shaft 2
PDB181-GTR01-504A2 500 kΩ audio taper, split knurled shaft 2
PDB181-GTR02-254A2 250 kΩ audio taper, plain shaft 2
PDB181-GTR02-504A2 500 kΩ audio taper, plain shaft 2
PDB182-GTRB1-254MN 250 kΩ blend-balance, split knurled shaft 2
PDB182-GTRB1-504MN 500 kΩ blend-balance, split knurled shaft 2
Model H-1202-2 Mini-Guitar Potentiometer w/Switch Options Design Kit contains:
Part Number Configuration Quantity
PDB183-GTR01-254A2 250 kΩ audio taper, push-pull switch 2
PDB183-GTR01-504A2 500 kΩ audio taper, push-pull switch 2
PDB185-GTR01-254A2 250 kΩ audio taper, push-latching switch 2
PDB185-GTR01-504A2 500 kΩ audio taper, push-latching switch 2
For additional information, please visit the Bourns website at www.bourns.com. The new Model
H-1202-1 and H-1202-2 Design Kits are now available.
Should you have any questions or need additional information, please feel free to contact Customer Service/
Inside Sales.