fd.Number = number
					}

					fncCnst2.Execute(w, fd)
				}
			}

			// signed test cases
			if len(s.i) > 0 {
				// don't generate tests for shifts by signed integers
				if o.name == "lsh" || o.name == "rsh" {
					continue
				}
				for _, i := range s.i {
					fd.Number = fmt.Sprintf("%d", i)
					fd.FNumber = strings.Replace(fd.Number, "-", "Neg", -1)

// The third version of the Websocket RemoteCommand subprotocol adds another channel
// for terminal resizing events. This channel is prepended with the byte '3', and it
// transmits two window sizes (encoding TerminalSize struct) with integers in the range
// (0,65536].
//
// "v4.channel.k8s.io"
//
// The fourth version of the Websocket RemoteCommand subprotocol adds a channel for

func (c *Conf) Temp(typ *types.Type) *ir.Name {
	n := ir.NewNameAt(src.NoXPos, &types.Sym{Name: "aFakeAuto"}, typ)
	n.Class = ir.PAUTO
	return n
}

// TestFrontend is a test-only frontend.
// It assumes 64 bit integers and pointers.
type TestFrontend struct {
	t    testing.TB
	ctxt *obj.Link
	f    *ir.Func
}

func (TestFrontend) StringData(s string) *obj.LSym {
	return nil
}

    @Override
    protected SortedSet<Integer> create(Integer[] elements) {
      return checkedCreate(nullCheckedTreeSet(elements));
    }
  }

  public static class ContiguousSetHeadsetGenerator extends AbstractContiguousSetGenerator {
    @Override
    protected SortedSet<Integer> create(Integer[] elements) {
      SortedSet<Integer> set = nullCheckedTreeSet(elements);

        BigInteger halfSquare = sqrtFloor.pow(2).add(sqrtFloor);
        /*
         * We wish to test whether or not x <= (sqrtFloor + 0.5)^2 = halfSquare + 0.25. Since both x
         * and halfSquare are integers, this is equivalent to testing whether or not x <=
         * halfSquare.
         */
        return (halfSquare.compareTo(x) >= 0) ? sqrtFloor : sqrtFloor.add(BigInteger.ONE);
      default:

func Int() int {
	rng.Lock()
	defer rng.Unlock()
	return rng.rand.Int()
}

// Intn generates an integer in range [0,max).
// By design this should panic if input is invalid, <= 0.
func Intn(max int) int {
	rng.Lock()
	defer rng.Unlock()
	return rng.rand.Intn(max)
}

// IntnRange generates an integer in range [min,max).
// By design this should panic if input is invalid, <= 0.
func IntnRange(min, max int) int {

    @Override
    protected SortedSet<Integer> create(Integer[] elements) {
      return checkedCreate(nullCheckedTreeSet(elements));
    }
  }

  public static class ContiguousSetHeadsetGenerator extends AbstractContiguousSetGenerator {
    @Override
    protected SortedSet<Integer> create(Integer[] elements) {
      SortedSet<Integer> set = nullCheckedTreeSet(elements);

     *
     * @param target the target location
     * @param source the source location
     * @param indices the list of integers for the indices
     * @return the merged location
     */
    public static InputLocation merge(InputLocation target, InputLocation source, Collection<Integer> indices) {
        if (source == null) {
            return target;
        } else if (target == null) {
            return source;

        BigInteger halfSquare = sqrtFloor.pow(2).add(sqrtFloor);
        /*
         * We wish to test whether or not x <= (sqrtFloor + 0.5)^2 = halfSquare + 0.25. Since both x
         * and halfSquare are integers, this is equivalent to testing whether or not x <=
         * halfSquare.
         */
        return (halfSquare.compareTo(x) >= 0) ? sqrtFloor : sqrtFloor.add(BigInteger.ONE);
      default:

// Use of this source code is governed by a BSD-style
// license that can be found in the LICENSE file.

package ssa

import (
	"math"
)

// A biasedSparseMap is a sparseMap for integers between J and K inclusive,
// where J might be somewhat larger than zero (and K-J is probably much smaller than J).
// (The motivating use case is the line numbers of statements for a single function.)