{token.IMAG, "0678i", "0678i", ""},

		// decimal floats
		{token.FLOAT, "0.", "0.", ""},
		{token.FLOAT, "123.", "123.", ""},
		{token.FLOAT, "0123.", "0123.", ""},

		{token.FLOAT, ".0", ".0", ""},
		{token.FLOAT, ".123", ".123", ""},
		{token.FLOAT, ".0123", ".0123", ""},

		{token.FLOAT, "0.0", "0.0", ""},
		{token.FLOAT, "123.123", "123.123", ""},
		{token.FLOAT, "0123.0123", "0123.0123", ""},

	case nil:
		var v bool = t /* ERRORx `cannot use .* in variable declaration` */
		_ = v
	case int:
		var v int = t
		_ = v
	case float32, complex64:
		var v float32 = t /* ERRORx `cannot use .* in variable declaration` */
		_ = v
	default:
		var v float32 = t /* ERRORx `cannot use .* in variable declaration` */
		_ = v
	}

	var t I
	switch t.(type) {
	case T:

        return l;
    }

    /* Encode floats
     */

    public static int enc_floatle( float f, byte[] dst, int di )
    {
        return enc_uint32le( Float.floatToIntBits( f ), dst, di );
    }
    public static int enc_floatbe( float f, byte[] dst, int di )
    {
        return enc_uint32be( Float.floatToIntBits( f ), dst, di );
    }

    /* Decode floating point numbers

             "enable post training quantization. Only used in tests">,
      Option<"legacy_float_scale_", "legacy-float-scale", "bool", "false",
             "calculate quantization scales in float instead of double">,
      Option<"disable_per_channel_", "disable-per-channel", "bool", "false",
             "Whether disable per-channel quantized weights.">,

	case abi.Uint64:
		print(typestring, "(", *(*uint64)(eface.data), ")")
	case abi.Uintptr:
		print(typestring, "(", *(*uintptr)(eface.data), ")")
	case abi.Float32:
		print(typestring, "(", *(*float32)(eface.data), ")")
	case abi.Float64:
		print(typestring, "(", *(*float64)(eface.data), ")")
	case abi.Complex64:
		print(typestring, *(*complex64)(eface.data))
	case abi.Complex128:
		print(typestring, *(*complex128)(eface.data))

// according to the format fmt and precision prec. It rounds the
// result assuming that the original was obtained from a floating-point
// value of bitSize bits (32 for float32, 64 for float64).
//
// The format fmt is one of
// 'b' (-ddddp±ddd, a binary exponent),
// 'e' (-d.dddde±dd, a decimal exponent),
// 'E' (-d.ddddE±dd, a decimal exponent),
// 'f' (-ddd.dddd, no exponent),

}

// randFloat32 generates a random float taking the full range of a float32.
func randFloat32(rand *rand.Rand) float32 {
	f := rand.Float64() * math.MaxFloat32
	if rand.Int()&1 == 1 {
		f = -f
	}
	return float32(f)
}

// randFloat64 generates a random float taking the full range of a float64.
func randFloat64(rand *rand.Rand) float64 {
	f := rand.Float64() * math.MaxFloat64
	if rand.Int()&1 == 1 {
		f = -f

		ve float64 = 3.9496598225815571993e-3
	)

	testKe = make([]uint32, 256)
	testWe = make([]float32, 256)
	testFe = make([]float32, 256)

	q := ve / math.Exp(-de)
	testKe[0] = uint32((de / q) * m2)
	testKe[1] = 0
	testWe[0] = float32(q / m2)
	testWe[255] = float32(de / m2)
	testFe[0] = 1.0
	testFe[255] = float32(math.Exp(-de))
	for i := 254; i >= 1; i-- {
		de = -math.Log(ve/de + math.Exp(-de))

				}
			case float64:
				field.ReflectValueOf(ctx, value).SetFloat(data)
			case float32:
				field.ReflectValueOf(ctx, value).SetFloat(float64(data))
			case int64:
				field.ReflectValueOf(ctx, value).SetFloat(float64(data))
			case int:
				field.ReflectValueOf(ctx, value).SetFloat(float64(data))
			case int8:
				field.ReflectValueOf(ctx, value).SetFloat(float64(data))
			case int16:

	return (x * 108853) >> 15
}

// computeBounds returns a floating-point vector (l, c, u)×2^e2
// where the mantissas are 55-bit (or 26-bit) integers, describing the interval
// represented by the input float64 or float32.
func computeBounds(mant uint64, exp int, flt *floatInfo) (lower, central, upper uint64, e2 int) {
	if mant != 1<<flt.mantbits || exp == flt.bias+1-int(flt.mantbits) {
		// regular case (or denormals)