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-rw-r--r--src/svg/svg-affine.cpp18
1 files changed, 9 insertions, 9 deletions
diff --git a/src/svg/svg-affine.cpp b/src/svg/svg-affine.cpp
index af58c4544..c853f9930 100644
--- a/src/svg/svg-affine.cpp
+++ b/src/svg/svg-affine.cpp
@@ -217,29 +217,29 @@ sp_svg_transform_write(Geom::Affine const &transform)
c[p++] = ')';
c[p] = '\000';
- /* } else if (transform.withoutTranslation().isRotation()) {
- // FIXME someone please figure out if this can actually be done
- // The rotation angle is correct, the points are not
+ } else if (transform.withoutTranslation().isRotation()) {
+ // Solution found by Johan Engelen
// Refer to the matrix in svg-affine-test.h
// We are a rotation about a special axis
strcpy(c + p, "rotate(");
p += 7;
- Geom::Affine const sans_translate = transform.withoutTranslation();
- double angle = std::atan2(sans_translate[1], sans_translate[0]) * (180 / M_PI);
+ double angle = std::atan2(transform[1], transform[0]) * (180 / M_PI);
p += sp_svg_number_write_de(c + p, sizeof(c) - p, angle, prec, min_exp);
c[p++] = ',';
- Geom::Point pt = transform.translation();
- p += sp_svg_number_write_de(c + p, sizeof(c) - p, pt[Geom::X], prec, min_exp);
+ Geom::Affine const& m = transform;
+ double tx = (m[2]*m[5]+m[4]-m[4]*m[3]) / (1-m[3]-m[0]+m[0]*m[3]-m[2]*m[1]);
+ p += sp_svg_number_write_de(c + p, sizeof(c) - p, tx, prec, min_exp);
c[p++] = ',';
- p += sp_svg_number_write_de(c + p, sizeof(c) - p, pt[Geom::Y], prec, min_exp);
+ double ty = (m[1]*tx + m[5]) / (1 - m[3]);
+ p += sp_svg_number_write_de(c + p, sizeof(c) - p, ty, prec, min_exp);
c[p++] = ')';
- c[p] = '\000';*/
+ c[p] = '\000';
} else if (transform.isHShear()) {
// We are more or less a pure skewX
strcpy(c + p, "skewX(");