From 34fb13e6d2b621bd726bca38c20a74bcb85c60db Mon Sep 17 00:00:00 2001 From: Alan Donovan Date: Sat, 23 Jan 2016 21:02:26 -0500 Subject: [PATCH] example/text2svg: example of how to extract quadratic splines from TTF Change-Id: Iaa22bee1eaa8d31810ede59914fe92b86ee28d61 --- example/text2svg/main.go | 174 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 174 insertions(+) create mode 100644 example/text2svg/main.go diff --git a/example/text2svg/main.go b/example/text2svg/main.go new file mode 100644 index 0000000..6628dee --- /dev/null +++ b/example/text2svg/main.go @@ -0,0 +1,174 @@ +// The text2svg command converts a text string to a stroked SVG path +// in a given TrueType v1 font. +package main + +import ( + "flag" + "fmt" + "io/ioutil" + "log" + + "github.com/golang/freetype/truetype" + "golang.org/x/image/font" + "golang.org/x/image/math/fixed" +) + +// flags +var ( + textFlag = flag.String("text", "Hamburger", "the text to print") + fontFlag = flag.String("font", "/Library/Fonts/Georgia Italic.ttf", + "file name of the TrueType v1 font to use") + scaleFlag = flag.Int("scale", 100, "scale in points") +) + +func main() { + flag.Parse() + + log.SetPrefix("text2svg: ") + log.SetFlags(0) + + ttfdata, err := ioutil.ReadFile(*fontFlag) + if err != nil { + log.Fatalf("loading font: %v", err) + } + + f, err := truetype.Parse(ttfdata) + if err != nil { + log.Fatalf("parsing font: %v", err) + } + + fmt.Printf("\n", + 1000, 1000) + + scale := fixed.I(*scaleFlag) + + dy = scale // set the baseline one line below the origin + + var prevIndex truetype.Index + for i, r := range *textFlag { + index := f.Index(r) + + // Load the contours for a glyph. + var gbuf truetype.GlyphBuf + if err := gbuf.Load(f, scale, index, font.HintingNone); err != nil { + log.Fatalf("loading glyph: %v", err) + } + + // Emit a single SVG for all glyph contours. + fmt.Printf("\n") + + // Advance the position. + dx += gbuf.AdvanceWidth + if i > 0 { + dx += f.Kern(scale, prevIndex, index) + } + prevIndex = index + } + fmt.Println("") +} + +func drawSVG(cmd rune, p0, p1 fixed.Point26_6) { + switch cmd { + case 'M': // moveto + fmt.Printf("M%s ", p2svg(p0)) + case 'L': // lineto + fmt.Printf("L%s ", p2svg(p0)) + case 'Q': // quadratic spline + fmt.Printf("Q%s %s ", p2svg(p0), p2svg(p1)) + } +} + +var dx, dy fixed.Int26_6 + +func p2svg(p fixed.Point26_6) string { + return fmt.Sprintf("%v,%v", + float64(dx+p.X)/64, + float64(dy-p.Y)/64) +} + +var dummy fixed.Point26_6 + +// drawContour calls the draw function for each moveto, lineto, or +// quadratic spline command in the specified contour. +// +// Stolen from drawContour in github.com/golang/freetype/freetype.go. +// It would be nice if that version was reusable. +func drawContour(ps []truetype.Point, draw func(cmd rune, p0, p1 fixed.Point26_6)) { + if len(ps) == 0 { + return + } + + // The low bit of each point's Flags value is whether the + // point is on the curve. Truetype fonts only have quadratic + // Bézier curves, not cubics. Thus, two consecutive off-curve + // points imply an on-curve point in the middle of those two. + // + // See http://chanae.walon.org/pub/ttf/ttf_glyphs.htm for more details. + + // ps[0] is a truetype.Point measured in FUnits and positive Y going + // upwards. start is the same thing measured in fixed point units and + // positive Y going downwards, and offset by (dx, dy). + start := fixed.Point26_6{ + X: ps[0].X, + Y: ps[0].Y, + } + var others []truetype.Point + if ps[0].Flags&1 != 0 { + others = ps[1:] + } else { + last := fixed.Point26_6{ + X: ps[len(ps)-1].X, + Y: ps[len(ps)-1].Y, + } + if ps[len(ps)-1].Flags&1 != 0 { + start = last + others = ps[:len(ps)-1] + } else { + start = fixed.Point26_6{ + X: (start.X + last.X) / 2, + Y: (start.Y + last.Y) / 2, + } + others = ps + } + } + draw('M', start, dummy) + q0, on0 := start, true + for _, p := range others { + q := fixed.Point26_6{ + X: p.X, + Y: p.Y, + } + on := p.Flags&1 != 0 + if on { + if on0 { + draw('L', q, dummy) + } else { + draw('Q', q0, q) + } + } else { + if on0 { + // No-op. + } else { + mid := fixed.Point26_6{ + X: (q0.X + q.X) / 2, + Y: (q0.Y + q.Y) / 2, + } + draw('Q', q0, mid) + } + } + q0, on0 = q, on + } + // Close the curve. + if on0 { + draw('L', start, dummy) + } else { + draw('Q', q0, start) + } +}