Whitespace.
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@ -201,10 +201,11 @@
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2013-08-19 Alexei Podtelezhnikov <apodtele@gmail.com>
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[base] Enable new algorithm for BBox_Cubic_Check.
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[base] Enable new algorithm for `BBox_Cubic_Check'.
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* src/base/ftbbox.c: Enable new BBox_Cubic_Check algorithm, remove the
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old one. Improve comments.
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* src/base/ftbbox.c: Enable new BBox_Cubic_Check algorithm, remove
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the old one.
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Improve comments.
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2013-08-18 Werner Lemberg <wl@gnu.org>
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@ -85,7 +85,7 @@
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/* BBox_Conic_Check */
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/* */
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/* <Description> */
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/* Finds the extrema of a 1-dimensional conic Bezier curve and update */
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/* Find the extrema of a 1-dimensional conic Bezier curve and update */
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/* a bounding range. This version uses direct computation, as it */
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/* doesn't need square roots. */
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/* */
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@ -108,10 +108,10 @@
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FT_Pos* min,
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FT_Pos* max )
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{
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/* This function is only called when a control off-point is outside */
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/* the bbox that contains all on-points. It finds a local extremum */
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/* within the segment, equal to (y1*y3 - y2*y2)/(y1 - 2*y2 + y3). */
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/* Or, offsetting from y2, we get */
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/* This function is only called when a control off-point is outside */
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/* the bbox that contains all on-points. It finds a local extremum */
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/* within the segment, equal to (y1*y3 - y2*y2)/(y1 - 2*y2 + y3). */
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/* Or, offsetting from y2, we get */
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y1 -= y2;
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y3 -= y2;
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@ -184,8 +184,8 @@
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/* BBox_Cubic_Check */
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/* */
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/* <Description> */
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/* Finds the extrema of a 1-dimensional cubic Bezier curve and */
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/* updates a bounding range. This version uses iterative splitting */
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/* Find the extrema of a 1-dimensional cubic Bezier curve and */
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/* update a bounding range. This version uses iterative splitting */
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/* because it is faster than the exact solution with square roots. */
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/* */
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/* <Input> */
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@ -202,13 +202,12 @@
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/* */
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/* max :: The address of the current maximum. */
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/* */
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static FT_Pos
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update_cubic_max( FT_Pos q1,
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FT_Pos q2,
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FT_Pos q3,
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FT_Pos q4,
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FT_Pos max )
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update_cubic_max( FT_Pos q1,
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FT_Pos q2,
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FT_Pos q3,
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FT_Pos q4,
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FT_Pos max )
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{
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/* for a cubic segment to possibly reach new maximum, at least */
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/* one of its off-points must stay above the current value */
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q3 = q3 / 2;
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}
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/* check if either end reached the maximum */
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/* check whether either end reached the maximum */
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if ( q1 == q2 && q1 >= q3 )
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{
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max = q1;
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return max;
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}
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static void
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BBox_Cubic_Check( FT_Pos p1,
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FT_Pos p2,
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FT_Pos* min,
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FT_Pos* max )
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{
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FT_Pos nmin, nmax;
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FT_Int shift;
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FT_Pos nmin, nmax;
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FT_Int shift;
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/* This function is only called when a control off-point is outside */
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/* the bbox that contains all on-points. It finds a local extremum */
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/* the bbox that contains all on-points. It finds a local extremum */
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/* within the segment using iterative bisection of the segment. */
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/* The fixed-point arithmentic of bisection is inherently stable */
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/* but may loose accuracy in the two lowest bits. To compensate, */
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/* we upscale the segment if there is room. Large values may need */
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/* to be downscaled to avoid overflows during bisection bisection. */
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/* The fixed-point arithmetic of bisection is inherently stable */
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/* but may loose accuracy in the two lowest bits. To compensate, */
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/* we upscale the segment if there is room. Large values may need */
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/* to be downscaled to avoid overflows during bisection. */
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/* The control off-point outside the bbox is likely to have the top */
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/* absolute value among arguments. */
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FT_Vector* to,
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TBBox_Rec* user )
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{
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/* We don't need to check `to' since it is always an on-point, */
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/* thus within the bbox. Only segments with an off-point outside */
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/* the bbox can possibly reach new extreme values. */
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/* We don't need to check `to' since it is always an on-point, */
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/* thus within the bbox. Only segments with an off-point outside */
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/* the bbox can possibly reach new extreme values. */
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if ( CHECK_X( control1, user->bbox ) ||
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CHECK_X( control2, user->bbox ) )
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