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authorDenis Declara <declara91@gmail.com>2012-04-26 11:14:34 +0000
committerDenis Declara <declara91@gmail.com>2012-04-26 11:14:34 +0000
commit95a8ad7bfec98f7cede15c4e8856ce547aaf4aa4 (patch)
tree506de5a8437cb39917a66d74b68d78692d10a993 /src/livarot/ShapeMisc.cpp
parentAdded first support for elliptical arrangements (diff)
parentpowerstroke: cautious fix. (diff)
downloadinkscape-95a8ad7bfec98f7cede15c4e8856ce547aaf4aa4.tar.gz
inkscape-95a8ad7bfec98f7cede15c4e8856ce547aaf4aa4.zip
Trunk merge
(bzr r11073.1.20)
Diffstat (limited to 'src/livarot/ShapeMisc.cpp')
-rw-r--r--src/livarot/ShapeMisc.cpp28
1 files changed, 12 insertions, 16 deletions
diff --git a/src/livarot/ShapeMisc.cpp b/src/livarot/ShapeMisc.cpp
index da268910f..7b170e8a0 100644
--- a/src/livarot/ShapeMisc.cpp
+++ b/src/livarot/ShapeMisc.cpp
@@ -584,15 +584,13 @@ Shape::MakeTweak (int mode, Shape *a, double power, JoinType join, double miter,
enB = a->CyclePrevAt (a->getEdge(i).en, i);
}
- Geom::Point stD, seD, enD;
- double stL, seL, enL;
- stD = a->getEdge(stB).dx;
- seD = a->getEdge(i).dx;
- enD = a->getEdge(enB).dx;
+ Geom::Point stD = a->getEdge(stB).dx;
+ Geom::Point seD = a->getEdge(i).dx;
+ Geom::Point enD = a->getEdge(enB).dx;
- stL = sqrt (dot(stD,stD));
- seL = sqrt (dot(seD,seD));
- enL = sqrt (dot(enD,enD));
+ double stL = sqrt (dot(stD,stD));
+ double seL = sqrt (dot(seD,seD));
+ //double enL = sqrt (dot(enD,enD));
MiscNormalize (stD);
MiscNormalize (enD);
MiscNormalize (seD);
@@ -778,15 +776,13 @@ Shape::MakeOffset (Shape * a, double dec, JoinType join, double miter, bool do_p
enB = a->CycleNextAt (a->getEdge(i).en, i);
}
- Geom::Point stD, seD, enD;
- double stL, seL, enL;
- stD = a->getEdge(stB).dx;
- seD = a->getEdge(i).dx;
- enD = a->getEdge(enB).dx;
+ Geom::Point stD = a->getEdge(stB).dx;
+ Geom::Point seD = a->getEdge(i).dx;
+ Geom::Point enD = a->getEdge(enB).dx;
- stL = sqrt (dot(stD,stD));
- seL = sqrt (dot(seD,seD));
- enL = sqrt (dot(enD,enD));
+ double stL = sqrt (dot(stD,stD));
+ double seL = sqrt (dot(seD,seD));
+ //double enL = sqrt (dot(enD,enD));
MiscNormalize (stD);
MiscNormalize (enD);
MiscNormalize (seD);