> If you know the closet vertex (N), you might compare the distance from
> target to vertex N+1 and N-1, to find the 'next closest' point.  Then
> insert the new point in between.

There are some corner cases where that won't work (especially in case
with sharp jogs where the next closest vertex might NOT be if you
follow the line.. like a click near the  middle of an elongated Z).  I
just ended up just solving the equations for both segments (from N to
N + 1 and N to N-1) using the click Lat/Lng Mouse Click to determine
which segment solution was closest. Not pretty but it works!!
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