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PRODUCT DATASHEET
BusBoard Prototype Systems
www.BusBoard.com "Faster ways to build prototypes"
REV 1
© 2018 BusBoard Prototype Systems Ltd. "BusBoard", "BPS", "BB1460" and the BPS logo are trademarks of BusBoard Prototype Systems. All rights reserved.
BB1460 1460 tie-point Solderless Plug-in
BreadBoard with power rails
• 1460 tie points total: 1260 tie-point IC-circuit area plus two 100 tie-point distribution strips
providing four power rails.
• ABS plastic body with black printed legend. Color legend on distribution strips.
• Contacts are Phosphor Bronze with Plated Nickel Finish, rated for 50,000 insertions.
• Rated at 36 Volts, 2 Amps.
• Insertion Wire Size is 21 to 26 AWG, 0.016 to 0.028 inches diameter (0.4 to 0.7mm diameter).
• Peelable adhesive tape backing provided for attaching to a surface.
[PART#] Features:
PART#:
BB1460
AVAILABLE STYLES:
WHITE