Steps to create a press fit feature in Inkscape
Create a large box
Create a smaller box, overlap and place on top (Object, Raise to
Top)
Center the 2 boxes (Object, Align and Distribute)
![](data:image/png;base64,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)
Select both boxes then Path, Difference
You should now have this....
![](data:image/png;base64,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)
Create another small box and rotate 45 degrees or preferred angle
(Object, Transform, Rotate, Enter angle)
Overlay rotated box on corner as shown
Ensure rotated box is on top (Object, Raise to Top)
![](data:image/png;base64,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)
Select both boxes then Path, Difference
You should now have this....
![](data:image/png;base64,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)
Repeat on other side
Use the Edit Path by Nodes button and select the 2 points shown
![](data:image/png;base64,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)
Select Path, Break Apart to isolate the edge with the press fit
feature
![](data:image/png;base64,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)
You can now clone or duplicate this feature e.g. I used it to
create a hexagon with a press fit feature on each of the 6 sides.