Topic: Quadrants

[roy_043]

If you limit the orientation of the lines to N, NE, E etc., consider N+NE to be equal to NE+N etc., and include the cases where the lines are superimposed, there a [8*8]/2 = 32 combinations.

Oops. I stand corrected. As Kdub demonstrates there are 36 combinations.

https://www.mathsisfun.com/combinatorics/combinations-permutations.html

[nobody]

Try this :
Note: Check the Bit values for veracity ... I rushed this a little

Thank you kdub!

[kdub_nz]

You're welcome.

Perhaps the assignment of bit values would be more logical if E=1 , N=2 etc progressing counter-clockwise with the increased angular value ; similarly with quadrant nominations.