Fastbind 11.25" x 8.37" Letter Portrait 90pt Binder/Chip Boards - 50 Pairs
FAQ: 2 Questions, 2 Answers
2 Q&As
Brand:
Fastbind
FAQ: 2 Questions, 2 Answers
2 Q&As
Item# FBCHIPLP
- Board Size: 11.25" x 8.37" Letter Portrait
- Compatible with Fastbind Casematic series, all Fastbind binders, Ring Binding and Comb Binding
- Thickness: 90pt
- Perfect for making 8.5" x 11" hard cover books
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ProductDescription
These Fastbind 11.25 x 8.37 Letter Portrait Binder/Chip Boards are perfect for making custom printed 8.5" x 11" hard cover books and cases using the Fastbind Casematic. These chipboards are compatible with Fastbind Casematic series, all Fastbind binders, Ring Binding and Comb Binding. These 90pt thick chip boards comes in 50 pairs.
Product Details
- Board Size: 11.25" x 8.37" Letter Portrait
- Board Size: Perfect for making 8.5" x 11" hard cover books
- Compatible With: Compatible with Fastbind Casematic series, all Fastbind binders, Ring Binding and Comb Binding
- Quantity: 50 Pairs
- Thickness 90pt
- Part Number: FBCHIPLL
Demonstration Video
Fastbind Binder/Chip Board
Transcript :
When ordering binder boards to make your hard covers, you'll need 1 pair for each hard cover as a front and a back.
The boards are sturdy and rigid to hold up well. They are guaranteed to meet customer expectations for a hardcover project.
In addition to the boards, you will also need thinner spine boards. You can make this yourself, or Fastbind will cut them to your requested size. Give us a call to find out more about customization options.
The boards are sturdy and rigid to hold up well. They are guaranteed to meet customer expectations for a hardcover project.
In addition to the boards, you will also need thinner spine boards. You can make this yourself, or Fastbind will cut them to your requested size. Give us a call to find out more about customization options.
Questions & Answers
Thank you for your question! Yes, 100 total. 50 pairs.
Answered by MyBinding.com
Thank you for your question. The Fastbind Binder/Chip Boards in sets/pairs of 2 . You would receive 50 sets/pairs of boards for a total of 100 pieces.
Answered by MyBinding