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graphics: Reduce int16 converting

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This commit is contained in:
Hajime Hoshi 2016-03-18 01:40:02 +09:00
parent b02df7b542
commit 15d0ec3775
1 changed files with 26 additions and 25 deletions
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51
imageparts.go
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@ -69,12 +69,12 @@ func (w *wholeImage) Src(i int) (x0, y0, x1, y1 int) {
return 0, 0, w.width, w.height
}
func u(x int, width int) int {
return math.MaxInt16 * x / int(graphics.NextPowerOf2Int32(int32(width)))
func u(x int, width int) int16 {
return int16(math.MaxInt16 * x / int(graphics.NextPowerOf2Int32(int32(width))))
}
func v(y int, height int) int {
return math.MaxInt16 * y / int(graphics.NextPowerOf2Int32(int32(height)))
func v(y int, height int) int16 {
return int16(math.MaxInt16 * y / int(graphics.NextPowerOf2Int32(int32(height))))
}
type textureQuads struct {
@ -90,37 +90,38 @@ func (t *textureQuads) Len() int {
func (t *textureQuads) SetVertices(vertices []int16) int {
l := t.Len()
if len(vertices) < l*16 {
panic(fmt.Sprintf("grphics: vertices size must be greater than %d but %d", l*16, len(vertices)))
panic(fmt.Sprintf("graphics: vertices size must be greater than %d but %d", l*16, len(vertices)))
}
p := t.parts
w, h := t.width, t.height
n := 0
for i := 0; i < l; i++ {
x0, y0, x1, y1 := p.Dst(i)
if x0 == x1 || y0 == y1 {
dx0, dy0, dx1, dy1 := p.Dst(i)
if dx0 == dx1 || dy0 == dy1 {
continue
}
x0, y0, x1, y1 := int16(dx0), int16(dy0), int16(dx1), int16(dy1)
sx0, sy0, sx1, sy1 := p.Src(i)
u0, v0, u1, v1 := u(sx0, w), v(sy0, h), u(sx1, w), v(sy1, h)
if u0 == u1 || v0 == v1 {
if sx0 == sx1 || sy0 == sy1 {
continue
}
vertices[16*n] = int16(x0)
vertices[16*n+1] = int16(y0)
vertices[16*n+2] = int16(u0)
vertices[16*n+3] = int16(v0)
vertices[16*n+4] = int16(x1)
vertices[16*n+5] = int16(y0)
vertices[16*n+6] = int16(u1)
vertices[16*n+7] = int16(v0)
vertices[16*n+8] = int16(x0)
vertices[16*n+9] = int16(y1)
vertices[16*n+10] = int16(u0)
vertices[16*n+11] = int16(v1)
vertices[16*n+12] = int16(x1)
vertices[16*n+13] = int16(y1)
vertices[16*n+14] = int16(u1)
vertices[16*n+15] = int16(v1)
u0, v0, u1, v1 := u(sx0, w), v(sy0, h), u(sx1, w), v(sy1, h)
vertices[16*n] = x0
vertices[16*n+1] = y0
vertices[16*n+2] = u0
vertices[16*n+3] = v0
vertices[16*n+4] = x1
vertices[16*n+5] = y0
vertices[16*n+6] = u1
vertices[16*n+7] = v0
vertices[16*n+8] = x0
vertices[16*n+9] = y1
vertices[16*n+10] = u0
vertices[16*n+11] = v1
vertices[16*n+12] = x1
vertices[16*n+13] = y1
vertices[16*n+14] = u1
vertices[16*n+15] = v1
n++
}
return n