this.testedElement = testedElement
    }

    @Override
    List<XCTestCaseElement> getTestCases() {
        return [testCase("testCanMultiplyTotalOf42",
            "XCTAssert(multiply(a: 21, b: 2) == ${testedElement.multiply(21, 2)})")]
    }

		[6]*argField{ap_VecReg_6_10, ap_VecReg_11_15, ap_VecReg_16_20}},
	{VMULOSD, 0xfc0007ff00000000, 0x100001c800000000, 0x0, // Vector Multiply Odd Signed Doubleword VX-form (vmulosd VRT,VRA,VRB)
		[6]*argField{ap_VecReg_6_10, ap_VecReg_11_15, ap_VecReg_16_20}},

    private final greeter = new CppGreeter()
    private final sum = new CppSum()
    private final multiply = new CppMultiply()
    private final main = new CppMain(greeter, sum)

    final List<IncrementalElement.Transform> incrementalChanges = [
        preserve(greeter),
        rename(sum),
        delete(multiply),
        preserve(main)
    ]
    final String expectedOutput = main.expectedOutput

example.com/pgo/devirtualize/mult%2epkg.MultFn
48 91
example.com/pgo/devirtualize.ExerciseIface
example.com/pgo/devirtualize.Add.Add
49 55
example.com/pgo/devirtualize.ExerciseIface
example.com/pgo/devirtualize/mult%2epkg.Mult.Multiply
49 40
example.com/pgo/devirtualize.ExerciseFuncClosure
example.com/pgo/devirtualize.Sub.Add
18 14
example.com/pgo/devirtualize.ExerciseFuncField
example.com/pgo/devirtualize.SubFn
23 12

  // CHECK-DAG: %[[CST_BCAST:.+]] = "mhlo.broadcast_in_dim"(%[[CST]]) <{broadcast_dimensions = dense<3> : tensor<1xi64>}> : (tensor<2xf32>) -> tensor<1x1x3x2xf32>
  // CHECK-DAG: %[[NEW_FILTER:.+]] =  mhlo.multiply %[[CST_BCAST]], %[[FILTER]] : tensor<1x1x3x2xf32>

            final sum = new CppSum()
            final multiply = new CppMultiply()

            @Override
            SourceElement getHeaders() {
                ofElements(greeter.headers, sum.headers, multiply.headers)
            }

            @Override
            SourceElement getSources() {
                ofElements(greeter.sources, sum.sources, multiply.sources)
            }
        }
    }

    final greeter = new SwiftGreeter()
    final sum = new SwiftSum()
    final multiply = new SwiftMultiply()

    final List<IncrementalElement.Transform> incrementalChanges = [
        preserve(greeter),
        rename(sum),
        delete(multiply)
    ]
    final String moduleName = "Hello"

		// (-X² + Y²)*Z² = Z⁴ + dX²Y²
		var lhs, rhs field.Element
		lhs.Subtract(&YY, &XX).Multiply(&lhs, &ZZ)
		rhs.Multiply(d, &XX).Multiply(&rhs, &YY).Add(&rhs, &ZZZZ)
		if lhs.Equal(&rhs) != 1 {
			t.Errorf("X, Y, and Z do not specify a point on the curve\nX = %v\nY = %v\nZ = %v", p.x, p.y, p.z)
		}
		// xy = T/Z
		lhs.Multiply(&p.x, &p.y)
		rhs.Multiply(&p.z, &p.t)
		if lhs.Equal(&rhs) != 1 {

	op_VME    uint32 = 0xE7A6 // 	VRR-c	VECTOR MULTIPLY EVEN
	op_VMH    uint32 = 0xE7A3 // 	VRR-c	VECTOR MULTIPLY HIGH
	op_VMLE   uint32 = 0xE7A4 // 	VRR-c	VECTOR MULTIPLY EVEN LOGICAL
	op_VMLH   uint32 = 0xE7A1 // 	VRR-c	VECTOR MULTIPLY HIGH LOGICAL
	op_VMLO   uint32 = 0xE7A5 // 	VRR-c	VECTOR MULTIPLY ODD LOGICAL
	op_VML    uint32 = 0xE7A2 // 	VRR-c	VECTOR MULTIPLY LOW
	op_VMO    uint32 = 0xE7A7 // 	VRR-c	VECTOR MULTIPLY ODD

    private final greeter = new SwiftGreeter()
    private final sum = new SwiftSum()
    private final multiply = new SwiftMultiply()
    private final main = new SwiftMain(greeter, sum)

    final List<IncrementalElement.Transform> incrementalChanges = [
        preserve(greeter),
        rename(sum),
        delete(multiply),
        preserve(main)
    ]
    final String expectedOutput = main.expectedOutput