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-rw-r--r--src/3rdparty/freetype/src/sdf/ftsdf.c21
1 files changed, 13 insertions, 8 deletions
diff --git a/src/3rdparty/freetype/src/sdf/ftsdf.c b/src/3rdparty/freetype/src/sdf/ftsdf.c
index 26a6d00e4a..bc4625d984 100644
--- a/src/3rdparty/freetype/src/sdf/ftsdf.c
+++ b/src/3rdparty/freetype/src/sdf/ftsdf.c
@@ -2371,11 +2371,11 @@
* ```
*
* (6) Our task is to find a value of `t` such that the above equation
- * `Q(t)` becomes zero, this is, the point-to-curve vector makes
+ * `Q(t)` becomes zero, that is, the point-to-curve vector makes
* 90~degrees with the curve. We solve this with the Newton-Raphson
* method.
*
- * (7) We first assume an arbitary value of factor `t`, which we then
+ * (7) We first assume an arbitrary value of factor `t`, which we then
* improve.
*
* ```
@@ -2684,11 +2684,11 @@
* ```
*
* (6) Our task is to find a value of `t` such that the above equation
- * `Q(t)` becomes zero, this is, the point-to-curve vector makes
+ * `Q(t)` becomes zero, that is, the point-to-curve vector makes
* 90~degree with curve. We solve this with the Newton-Raphson
* method.
*
- * (7) We first assume an arbitary value of factor `t`, which we then
+ * (7) We first assume an arbitrary value of factor `t`, which we then
* improve.
*
* ```
@@ -2718,8 +2718,9 @@
FT_Error error = FT_Err_Ok;
- FT_26D6_Vec aA, bB, cC, dD; /* A, B, C in the above comment */
- FT_16D16_Vec nearest_point; /* point on curve nearest to `point` */
+ FT_26D6_Vec aA, bB, cC, dD; /* A, B, C, D in the above comment */
+ FT_16D16_Vec nearest_point = { 0, 0 };
+ /* point on curve nearest to `point` */
FT_16D16_Vec direction; /* direction of curve at `nearest_point` */
FT_26D6_Vec p0, p1, p2, p3; /* control points of a cubic curve */
@@ -3761,9 +3762,13 @@
*/
static FT_Error
- sdf_raster_new( FT_Memory memory,
- SDF_PRaster* araster )
+ sdf_raster_new( void* memory_, /* FT_Memory */
+ FT_Raster* araster_ ) /* SDF_PRaster* */
{
+ FT_Memory memory = (FT_Memory)memory_;
+ SDF_PRaster* araster = (SDF_PRaster*)araster_;
+
+
FT_Error error;
SDF_PRaster raster = NULL;