Closed prajwalprabhu closed 2 years ago
Woah, what's with the big patch to src/glyphbuilder/mod.rs
? Is this just rustfmt
? That'd be dangerous to merge if it will change existing behavior.
Woah, what's with the big patch to
src/glyphbuilder/mod.rs
? Is this justrustfmt
? That'd be dangerous to merge if it will change existing behavior.
ya it is just rustfmt
Removed some of the unwanted commit messages
Does this code respect PointType::Line
yet
Ya it respects PointType::Line
,we don't need a control point for it,So it only calculates control points for PointType::Curve
Thanks for your contribution…what name should go in AUTHORS file? T. Prajwal Prabhu
? T
stand for anything, or would you prefer it just to be T.
? :)
(Sorry for my ignorance, but if T.
has a meaning similar to Dr/Ms/… then please tell me that too because it shouldn't be there in that case)
(Sorry for my ignorance, but if
T.
has a meaning similar to Dr/Ms/… then please tell me that too because it shouldn't be there in that case)
T is part of my name which refers to my family.
Thanks :) I merged this, fixed the merge conflict in #21, merged #21, and added you to AUTHORS/README in https://github.com/MFEK/math.rlib/commit/08b002c939f2167e27e724b84e455c4e49855993. Hope to see more useful work from you :D when will we have simplify do you think?
Thanks :) I merged this, fixed the merge conflict in #21, merged #21, and added you to AUTHORS/README in 08b002c. Hope to see more useful work from you :D when will we have simplify do you think?
Thank you for the merge. Regarding simplify , We have to make decision whether we could remove the knot point or not ,So I'm still struggling in that part . Do you have any idea about it ?(as you have contributed to fontforge)
Then we will have : starting point ending point old control points and slope of the line on which the new CP should be , *and we could use the old end point as a point on the curve Then we could go with kind off trial and error ,we will increase or decrease the y on line joining CP and endpoint ,and we will get the curve and we will check whether the point exist or not on the curve with that CP.
Returns the control points if you pass knot(end) points of bezier. the control points will form an smooth cubic bezier curve