Funnel Tooling Leaves Out One of the Boundary Curves

[Monkeymerlot]

I have been going through funnels to commands.vi, which is where the funnels are turned from SVG objects to a set of points for lithography. I finally sat down and went through the part of the code that actually calculates the path for the funnels.

And after some neatening and documentation, I managed to figure out what was going on and go through it by hand, when I realized that the program will leave out one of the boundary curves. Here is he neatened block diagram for that segment of code (with some additional testing added at the end):

Without writing the boundary segments atop the tooled funnel segments:

However when I write the boundary segments atop the tooled funnel segments:

[Monkeymerlot]

Math that I did by hand to check (X coordinates of arbitrary boundary curves chosen for convenience.) Please note that the final values should be equal to the equation (C1X/N)*I+(C2X/N)*(N-I) (as evident from the screenshots of the cleaned up block diagram above).

Let C1X = 3, 6, 9
Let C2X = 15, 12, 9
N = 3, --> I = 0, 1, 2
Then 
C1X/N = 1, 2, 3
C2X/N = 5, 4, 3

For i = 0:
C1X/N*I = 0, 0, 0
C2X/N*(N-I) = 15, 12, 9
(C1X/N)*I+(C2X/N)*(N-I) = 15, 12, 9
Resulting curve for i = 0 is equal to C2X

For i = 1:
C1X/N*I = 1, 2, 3
C2X/N*(N-I) = 10, 8, 6
(C1X/N)*I+(C2X/N)*(N-I) = 11, 10, 9

For i = 2 (final in loop):
C1X/N*I = 2, 4, 6
C2X/N*(N-I) = 5, 4, 3
(C1X/N)*I+(C2X/N)*(N-I) = 7, 8, 9

So this is missing the part that equals C1X Boundary

[Monkeymerlot]

Potential Fix:

[Monkeymerlot]

This is also probably the root cause of #43