freetype/truetype: fix MD0/MD1 opcodes and f26dot6 multiplication
rounding. Pass all the hinting tests. Hooray! Removing the hintingBrokenAt field will be a follow-up CL. R=bsiegert, remyoudompheng, jeremyjackins CC=golang-dev https://codereview.appspot.com/36880043
This commit is contained in:
parent
4c33bd09f5
commit
f3eade8b5f
|
@ -775,19 +775,28 @@ func (h *Hinter) run(program []byte, pCurrent, pUnhinted, pInFontUnits []Point,
|
|||
|
||||
case opMD0, opMD1:
|
||||
top--
|
||||
i, j := h.stack[top-1], h.stack[top]
|
||||
if opcode == opMD1 {
|
||||
p := h.point(0, current, i)
|
||||
q := h.point(1, current, j)
|
||||
h.stack[top-1] = int32(dotProduct(f26dot6(p.X-q.X), f26dot6(p.Y-q.Y), h.gs.pv))
|
||||
pt, v, scale := pointType(0), [2]f2dot14{}, false
|
||||
if opcode == opMD0 {
|
||||
pt = current
|
||||
v = h.gs.pv
|
||||
} else if h.gs.zp[0] == 0 || h.gs.zp[1] == 0 {
|
||||
pt = unhinted
|
||||
v = h.gs.dv
|
||||
} else {
|
||||
// TODO: do we need to check (h.gs.zp[0] == 0 || h.gs.zp[1] == 0)
|
||||
// as C Freetype does, similar to the MDRP instructions?
|
||||
p := h.point(0, unhinted, i)
|
||||
q := h.point(1, unhinted, j)
|
||||
// Use dv for MD0 as in C Freetype.
|
||||
h.stack[top-1] = int32(dotProduct(f26dot6(p.X-q.X), f26dot6(p.Y-q.Y), h.gs.dv))
|
||||
pt = inFontUnits
|
||||
v = h.gs.dv
|
||||
scale = true
|
||||
}
|
||||
p := h.point(0, pt, h.stack[top-1])
|
||||
q := h.point(1, pt, h.stack[top])
|
||||
if p == nil || q == nil {
|
||||
return errors.New("truetype: hinting: point out of range")
|
||||
}
|
||||
d := int32(dotProduct(f26dot6(p.X-q.X), f26dot6(p.Y-q.Y), v))
|
||||
if scale {
|
||||
d = int32(int64(d*h.scale) / int64(h.font.fUnitsPerEm))
|
||||
}
|
||||
h.stack[top-1] = d
|
||||
|
||||
case opMPPEM, opMPS:
|
||||
if top >= len(h.stack) {
|
||||
|
@ -1679,7 +1688,7 @@ func (x f26dot6) div(y f26dot6) f26dot6 {
|
|||
|
||||
// mul returns x*y in 26.6 fixed point arithmetic.
|
||||
func (x f26dot6) mul(y f26dot6) f26dot6 {
|
||||
return f26dot6(int64(x) * int64(y) >> 6)
|
||||
return f26dot6((int64(x)*int64(y) + 1<<5) >> 6)
|
||||
}
|
||||
|
||||
// dotProduct returns the dot product of [x, y] and q. It is almost the same as
|
||||
|
|
|
@ -256,7 +256,7 @@ var scalingTestCases = []struct {
|
|||
{"x-arial-bold", 11, -1},
|
||||
{"x-deja-vu-sans-oblique", 17, -1},
|
||||
{"x-droid-sans-japanese", 9, -1},
|
||||
{"x-times-new-roman", 13, 8},
|
||||
{"x-times-new-roman", 13, -1},
|
||||
}
|
||||
|
||||
// TODO: also test bounding boxes, not just points.
|
||||
|
|
Loading…
Reference in New Issue
Block a user