701public static implicit operator Decimal64(Decimal32 value) => new Decimal64(Number.ConvertDecimalIeee754<Decimal32, uint, Decimal64, ulong>(value._value));

72public static Decimal64 PositiveInfinity => new Decimal64(PositiveInfinityValue); 75public static Decimal64 NegativeInfinity => new Decimal64(NegativeInfinityValue); 78public static Decimal64 NaN => new Decimal64(QuietNaNValue); 81public static Decimal64 NegativeZero => new Decimal64(NegativeZeroValue); 84public static Decimal64 Zero => new Decimal64(ZeroValue); 87public static Decimal64 MinValue => new Decimal64(MinInternalValue); 90public static Decimal64 MaxValue => new Decimal64(MaxInternalValue); 93public static Decimal64 Epsilon => new Decimal64(0x0000_0000_0000_0001); // Smallest positive subnormal value, aka 1 * 10^-398 279public static Decimal64 DecodeBinary(ulong x) => new Decimal64(x); 291public static Decimal64 DecodeDecimal(ulong x) => new Decimal64(Number.DecodeDecimalIeee754<Decimal64, ulong>(x)); 345public static Decimal64 operator -(Decimal64 value) => new Decimal64(value._value ^ SignMask); 352return new Decimal64(Number.AddDecimalIeee754<Decimal64, ulong>(value._value, OneValue)); 360return new Decimal64(Number.SubtractDecimalIeee754<Decimal64, ulong>(value._value, OneValue)); 369return new Decimal64(Number.AddDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 378return new Decimal64(Number.SubtractDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 387return new Decimal64(Number.MultiplyDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 396return new Decimal64(Number.DivideDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 405return new Decimal64(Number.RemainderDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 415public static explicit operator Decimal64(nint value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, nint>(value)); 421public static explicit operator Decimal64(nuint value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, nuint>(value)); 426public static explicit operator Decimal64(long value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, long>(value)); 432public static explicit operator Decimal64(ulong value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, ulong>(value)); 437public static explicit operator Decimal64(Int128 value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, Int128>(value)); 443public static explicit operator Decimal64(UInt128 value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, UInt128>(value)); 448public static explicit operator Decimal64(Half value) => new Decimal64(Number.ConvertFloatToDecimalIeee754<Half, Decimal64, ulong>(value)); 453public static explicit operator Decimal64(float value) => new Decimal64(Number.ConvertFloatToDecimalIeee754<float, Decimal64, ulong>(value)); 458public static explicit operator Decimal64(double value) => new Decimal64(Number.ConvertFloatToDecimalIeee754<double, Decimal64, ulong>(value)); 463public static explicit operator Decimal64(Decimal128 value) => new Decimal64(Number.ConvertDecimalIeee754<Decimal128, UInt128, Decimal64, ulong>(new UInt128(value._upper, value._lower))); 468public static explicit operator Decimal64(decimal value) => new Decimal64(Number.ConvertDecimalToDecimalIeee754<Decimal64, ulong>(value)); 657public static implicit operator Decimal64(byte value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, byte>(value)); 663public static implicit operator Decimal64(sbyte value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, sbyte>(value)); 668public static implicit operator Decimal64(char value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, ushort>(value)); 673public static implicit operator Decimal64(short value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, short>(value)); 679public static implicit operator Decimal64(ushort value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, ushort>(value)); 684public static implicit operator Decimal64(int value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, int>(value)); 690public static implicit operator Decimal64(uint value) => new Decimal64(Number.ConvertIntegerToDecimalIeee754<Decimal64, ulong, uint>(value)); 802public static Decimal64 One => new Decimal64(OneValue); 805public static Decimal64 NegativeOne => new Decimal64(NegativeOneValue); 808public static Decimal64 E => new Decimal64(EValue); 811public static Decimal64 Pi => new Decimal64(PiValue); 814public static Decimal64 Tau => new Decimal64(TauValue); 821public static Decimal64 Ceiling(Decimal64 x) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, 0, MidpointRounding.ToPositiveInfinity)); 832public static Decimal64 Floor(Decimal64 x) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, 0, MidpointRounding.ToNegativeInfinity)); 835public static Decimal64 Round(Decimal64 x) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, 0, MidpointRounding.ToEven)); 838public static Decimal64 Round(Decimal64 x, int digits) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, digits, MidpointRounding.ToEven)); 841public static Decimal64 Round(Decimal64 x, MidpointRounding mode) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, 0, mode)); 844public static Decimal64 Round(Decimal64 x, int digits, MidpointRounding mode) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, digits, mode)); 847public static Decimal64 Truncate(Decimal64 x) => new Decimal64(Number.RoundDecimalIeee754<Decimal64, ulong>(x._value, 0, MidpointRounding.ToZero)); 930public static Decimal64 Acos(Decimal64 x) => new Decimal64(Number.AcosDecimalIeee754<Decimal64, ulong>(x._value)); 933public static Decimal64 AcosPi(Decimal64 x) => new Decimal64(Number.AcosPiDecimalIeee754<Decimal64, ulong>(x._value)); 936public static Decimal64 Acosh(Decimal64 x) => new Decimal64(Number.AcoshDecimalIeee754<Decimal64, ulong>(x._value)); 939public static Decimal64 Asin(Decimal64 x) => new Decimal64(Number.AsinDecimalIeee754<Decimal64, ulong>(x._value)); 942public static Decimal64 AsinPi(Decimal64 x) => new Decimal64(Number.AsinPiDecimalIeee754<Decimal64, ulong>(x._value)); 945public static Decimal64 Asinh(Decimal64 x) => new Decimal64(Number.AsinhDecimalIeee754<Decimal64, ulong>(x._value)); 948public static Decimal64 Atan(Decimal64 x) => new Decimal64(Number.AtanDecimalIeee754<Decimal64, ulong>(x._value)); 951public static Decimal64 Atan2(Decimal64 y, Decimal64 x) => new Decimal64(Number.Atan2DecimalIeee754<Decimal64, ulong>(y._value, x._value)); 954public static Decimal64 Atan2Pi(Decimal64 y, Decimal64 x) => new Decimal64(Number.Atan2PiDecimalIeee754<Decimal64, ulong>(y._value, x._value)); 957public static Decimal64 AtanPi(Decimal64 x) => new Decimal64(Number.AtanPiDecimalIeee754<Decimal64, ulong>(x._value)); 960public static Decimal64 Atanh(Decimal64 x) => new Decimal64(Number.AtanhDecimalIeee754<Decimal64, ulong>(x._value)); 963public static Decimal64 BitDecrement(Decimal64 x) => new Decimal64(Number.BitDecrementDecimalIeee754<Decimal64, ulong>(x._value)); 966public static Decimal64 BitIncrement(Decimal64 x) => new Decimal64(Number.BitIncrementDecimalIeee754<Decimal64, ulong>(x._value)); 969public static Decimal64 Cbrt(Decimal64 x) => new Decimal64(Number.CbrtDecimalIeee754<Decimal64, ulong>(x._value)); 972public static Decimal64 Cos(Decimal64 x) => new Decimal64(Number.CosDecimalIeee754<Decimal64, ulong>(x._value)); 975public static Decimal64 CosPi(Decimal64 x) => new Decimal64(Number.CosPiDecimalIeee754<Decimal64, ulong>(x._value)); 978public static Decimal64 Cosh(Decimal64 x) => new Decimal64(Number.CoshDecimalIeee754<Decimal64, ulong>(x._value)); 981public static Decimal64 DegreesToRadians(Decimal64 degrees) => new Decimal64(Number.MultiplyByWideConstantDecimalIeee754<Decimal64, ulong>(degrees._value, DegreesToRadiansHead, DegreesToRadiansTail, DegreesToRadiansExponent)); 984public static Decimal64 Exp(Decimal64 x) => new Decimal64(Number.ExpDecimalIeee754<Decimal64, ulong>(x._value)); 987public static Decimal64 Exp10(Decimal64 x) => new Decimal64(Number.Exp10DecimalIeee754<Decimal64, ulong>(x._value)); 990public static Decimal64 Exp10M1(Decimal64 x) => new Decimal64(Number.Exp10M1DecimalIeee754<Decimal64, ulong>(x._value)); 993public static Decimal64 Exp2(Decimal64 x) => new Decimal64(Number.Exp2DecimalIeee754<Decimal64, ulong>(x._value)); 996public static Decimal64 Exp2M1(Decimal64 x) => new Decimal64(Number.Exp2M1DecimalIeee754<Decimal64, ulong>(x._value)); 999public static Decimal64 ExpM1(Decimal64 x) => new Decimal64(Number.ExpM1DecimalIeee754<Decimal64, ulong>(x._value)); 1002public static Decimal64 FusedMultiplyAdd(Decimal64 left, Decimal64 right, Decimal64 addend) => new Decimal64(Number.FusedMultiplyAddDecimalIeee754<Decimal64, ulong>(left._value, right._value, addend._value)); 1005public static Decimal64 Hypot(Decimal64 x, Decimal64 y) => new Decimal64(Number.HypotDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1008public static Decimal64 Ieee754Remainder(Decimal64 left, Decimal64 right) => new Decimal64(Number.Ieee754RemainderDecimalIeee754<Decimal64, ulong>(left._value, right._value)); 1017public static Decimal64 Log(Decimal64 x) => new Decimal64(Number.LogDecimalIeee754<Decimal64, ulong>(x._value)); 1020public static Decimal64 Log(Decimal64 x, Decimal64 newBase) => new Decimal64(Number.LogDecimalIeee754<Decimal64, ulong>(x._value, newBase._value)); 1023public static Decimal64 Log10(Decimal64 x) => new Decimal64(Number.Log10DecimalIeee754<Decimal64, ulong>(x._value)); 1026public static Decimal64 Log10P1(Decimal64 x) => new Decimal64(Number.Log10P1DecimalIeee754<Decimal64, ulong>(x._value)); 1029public static Decimal64 Log2(Decimal64 x) => new Decimal64(Number.Log2DecimalIeee754<Decimal64, ulong>(x._value)); 1032public static Decimal64 Log2P1(Decimal64 x) => new Decimal64(Number.Log2P1DecimalIeee754<Decimal64, ulong>(x._value)); 1035public static Decimal64 LogP1(Decimal64 x) => new Decimal64(Number.LogP1DecimalIeee754<Decimal64, ulong>(x._value)); 1038public static Decimal64 Pow(Decimal64 x, Decimal64 y) => new Decimal64(Number.PowDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1041public static Decimal64 RadiansToDegrees(Decimal64 radians) => new Decimal64(Number.MultiplyByWideConstantDecimalIeee754<Decimal64, ulong>(radians._value, RadiansToDegreesHead, RadiansToDegreesTail, RadiansToDegreesExponent)); 1050public static Decimal64 RootN(Decimal64 x, int n) => new Decimal64(Number.RootNDecimalIeee754<Decimal64, ulong>(x._value, n)); 1053public static Decimal64 ScaleB(Decimal64 x, int n) => new Decimal64(Number.ScaleBDecimalIeee754<Decimal64, ulong>(x._value, n)); 1056public static Decimal64 Sin(Decimal64 x) => new Decimal64(Number.SinDecimalIeee754<Decimal64, ulong>(x._value)); 1062return (new Decimal64(sin), new Decimal64(cos)); 1069return (new Decimal64(sin), new Decimal64(cos)); 1073public static Decimal64 SinPi(Decimal64 x) => new Decimal64(Number.SinPiDecimalIeee754<Decimal64, ulong>(x._value)); 1076public static Decimal64 Sinh(Decimal64 x) => new Decimal64(Number.SinhDecimalIeee754<Decimal64, ulong>(x._value)); 1079public static Decimal64 Sqrt(Decimal64 x) => new Decimal64(Number.SqrtDecimalIeee754<Decimal64, ulong>(x._value)); 1082public static Decimal64 Tan(Decimal64 x) => new Decimal64(Number.TanDecimalIeee754<Decimal64, ulong>(x._value)); 1085public static Decimal64 TanPi(Decimal64 x) => new Decimal64(Number.TanPiDecimalIeee754<Decimal64, ulong>(x._value)); 1088public static Decimal64 Tanh(Decimal64 x) => new Decimal64(Number.TanhDecimalIeee754<Decimal64, ulong>(x._value)); 1094public static Decimal64 Quantize(Decimal64 x, Decimal64 y) => new Decimal64(Number.QuantizeDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1099public static Decimal64 GetQuantum(Decimal64 x) => new Decimal64(Number.QuantumDecimalIeee754<Decimal64, ulong>(x._value)); 1110public static Decimal64 Abs(Decimal64 value) => new Decimal64(Number.AbsDecimalIeee754<Decimal64, ulong>(value._value)); 1181public static Decimal64 MaxMagnitude(Decimal64 x, Decimal64 y) => new Decimal64(Number.MaxMagnitudeDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1187public static Decimal64 MaxMagnitudeNumber(Decimal64 x, Decimal64 y) => new Decimal64(Number.MaxMagnitudeNumberDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1193public static Decimal64 MinMagnitude(Decimal64 x, Decimal64 y) => new Decimal64(Number.MinMagnitudeDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1199public static Decimal64 MinMagnitudeNumber(Decimal64 x, Decimal64 y) => new Decimal64(Number.MinMagnitudeNumberDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1242public static Decimal64 CopySign(Decimal64 value, Decimal64 sign) => new Decimal64(Number.CopySignDecimalIeee754<Decimal64, ulong>(value._value, sign._value)); 1248public static Decimal64 Max(Decimal64 x, Decimal64 y) => new Decimal64(Number.MaxDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1254public static Decimal64 MaxNative(Decimal64 x, Decimal64 y) => new Decimal64(Number.MaxNativeDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1260public static Decimal64 MaxNumber(Decimal64 x, Decimal64 y) => new Decimal64(Number.MaxNumberDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1266public static Decimal64 Min(Decimal64 x, Decimal64 y) => new Decimal64(Number.MinDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1272public static Decimal64 MinNative(Decimal64 x, Decimal64 y) => new Decimal64(Number.MinNativeDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1278public static Decimal64 MinNumber(Decimal64 x, Decimal64 y) => new Decimal64(Number.MinNumberDecimalIeee754<Decimal64, ulong>(x._value, y._value)); 1751static Decimal64 IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.Construct(ulong value) => new Decimal64(value); 1807static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsNaN(ulong decimalBits) => IsNaN(new Decimal64(decimalBits)); 1809static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsNegative(ulong decimalBits) => IsNegative(new Decimal64(decimalBits)); 1811static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsFinite(ulong decimalBits) => IsFinite(new Decimal64(decimalBits)); 1813static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsInfinity(ulong decimalBits) => IsInfinity(new Decimal64(decimalBits)); 1815static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsPositiveInfinity(ulong decimalBits) => IsPositiveInfinity(new Decimal64(decimalBits)); 1817static bool IDecimalIeee754ParseAndFormatInfo<Decimal64, ulong>.IsNegativeInfinity(ulong decimalBits) => IsNegativeInfinity(new Decimal64(decimalBits));