}

	var (
		status syscall.WaitStatus
		rusage syscall.Rusage
		pid1   int
		e      error
	)
	for {
		pid1, e = syscall.Wait4(p.Pid, &status, 0, &rusage)
		if e != syscall.EINTR {
			break
		}
	}
	if e != nil {
		return nil, NewSyscallError("wait", e)
	}
	p.pidDeactivate(statusDone)
	return &ProcessState{
		pid:    pid1,
		status: status,
		rusage: &rusage,
	}, nil
}

	done

	"${MINIO[@]}" --address ":$((start_port + 1))" $args >"${WORK_DIR}/dist-minio-server1.log" 2>&1 &
	pid1=$!
	disown ${pid1}

	"${MINIO[@]}" --address ":$((start_port + 2))" $args >"${WORK_DIR}/dist-minio-server2.log" 2>&1 &
	pid2=$!
	disown $pid2

						a = 0x00
					}
					pix[i+0] = r
					pix[i+1] = g
					pix[i+2] = b
					pix[i+3] = a
					i += 4
					j += 3
				}
				pixOffset += nrgba.Stride
			} else {
				pix, i, j := rgba.Pix, pixOffset, 0
				for x := 0; x < width; x++ {
					pix[i+0] = cdat[j+0]
					pix[i+1] = cdat[j+1]
					pix[i+2] = cdat[j+2]
					pix[i+3] = 0xff
					i += 4
					j += 3
				}

}

func main() {
	var t lib.T
	t.M()
	t.PM()

	// This is still an error.
	// var i1 I = t
	// i1.M()
	
	// This combination is illegal because
	// PM requires a pointer receiver.
	// var pi1 PI = t
	// pi1.PM()

	var pt = &t
	pt.M()
	pt.PM()

	var i2 I = pt
	i2.M()

	var pi2 PI = pt
	pi2.PM()

	if math.Abs(x) < reduceThreshold {
		// Use Cody-Waite reduction in three parts.
		const (
			// PI1, PI2 and PI3 comprise an extended precision value of PI
			// such that PI ~= PI1 + PI2 + PI3. The parts are chosen so
			// that PI1 and PI2 have an approximately equal number of trailing
			// zero bits. This ensures that t*PI1 and t*PI2 are exact for
			// large integer values of t. The full precision PI3 ensures the

			} else if nrgba != nil {
				stride, pix = nrgba.Stride, nrgba.Pix
			}
			if stride != 0 {
				j0 := (y - b.Min.Y) * stride
				j1 := j0 + b.Dx()*4
				for j := j0; j < j1; j += 4 {
					cr0[i+0] = pix[j+0]
					cr0[i+1] = pix[j+1]
					cr0[i+2] = pix[j+2]
					i += 3
				}
			} else {
				for x := b.Min.X; x < b.Max.X; x++ {
					r, g, b, _ := m.At(x, y).RGBA()
					cr0[i+0] = uint8(r >> 8)

	if rgba, ok := m.(*image.RGBA); ok {
		return &slowestRGBA{
			Pix:    append([]byte(nil), rgba.Pix...),
			Stride: rgba.Stride,
			Rect:   rgba.Rect,
		}
	}
	rgba := image.NewRGBA(m.Bounds())
	Draw(rgba, rgba.Bounds(), m, m.Bounds().Min, Src)
	return &slowestRGBA{
		Pix:    rgba.Pix,
		Stride: rgba.Stride,
		Rect:   rgba.Rect,
	}
}

func init() {

			sj = ymax
		}
		offset := (sj-b.Min.Y)*m.Stride - b.Min.X*4
		for i := 0; i < 8; i++ {
			sx := p.X + i
			if sx > xmax {
				sx = xmax
			}
			pix := m.Pix[offset+sx*4:]
			yy, cb, cr := color.RGBToYCbCr(pix[0], pix[1], pix[2])
			yBlock[8*j+i] = int32(yy)
			cbBlock[8*j+i] = int32(cb)
			crBlock[8*j+i] = int32(cr)
		}
	}
}

	"a!b" /* ERROR "invalid import path" */
	"abc\xffdef" /* ERROR "invalid import path" */
)

// using "math" in this file doesn't affect its use in other files
const Pi0 = math.Pi
const Pi1 = m.Pi

type _ T // use "testing"

func _() func() interface{} {
	return func() interface{} {
		return Println // use "fmt"
	}

	y0 := r.Min.Y - dst.Rect.Min.Y
	y1 := r.Max.Y - dst.Rect.Min.Y
	switch src.SubsampleRatio {

	case image.YCbCrSubsampleRatio444:
		for y, sy := y0, sp.Y; y != y1; y, sy = y+1, sy+1 {
			dpix := dst.Pix[y*dst.Stride:]
			yi := (sy-src.Rect.Min.Y)*src.YStride + (sp.X - src.Rect.Min.X)

			ci := (sy-src.Rect.Min.Y)*src.CStride + (sp.X - src.Rect.Min.X)
			for x := x0; x != x1; x, yi, ci = x+4, yi+1, ci+1 {