On Tue, Mar 17, 2015 at 9:21 PM, Thomas Morley
wrote:
> I attach my approach to create arrowed slurs.
This is very useful for me. Thank you!
Kevin
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On Tue, Mar 17, 2015 at 9:48 PM, Carl Sorensen wrote:
> The tangent to a bezier curve at the endpoint is the line that goes from
> the endpoint to the control point. It's really easy to get if you have
> the bezier definition.
>
This seems so obvious I'm surprised I didn't think of it! Thank yo
2015-03-17 15:52 GMT+01:00 Kevin Barry :
> If I knew more about mathematics I might know how to calculate the
>tangent to a
> bezier curve at the end point (to know how much to rotate the arrowhead)
>and the
> function wouldn't be such a hack.
The tangent to a bezier curve at the endpoint is t
2015-03-17 15:52 GMT+01:00 Kevin Barry :
> Just as a follow up to Stephen's question: for analytic examples I have to
> draw curved lines all the time, usually with arrow-heads attached at the
> end, so I made a function to do it given just the coordinates of the
> desired destination. Using curve
Just as a follow up to Stephen's question: for analytic examples I have to
draw curved lines all the time, usually with arrow-heads attached at the
end, so I made a function to do it given just the coordinates of the
desired destination. Using curveto is very slow because of all the trial
and error
