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RT.BigInteger
- RT.BigInteger
  - BigInt
    - BigInt(value)
    - BigInt(value)
    - BigInt(value)
    - Add(other)
    - CompareTo(other)
    - Divide(other)
    - DivideModulo(other)
    - Equals(other)
    - Equals(obj)
    - GetBit(index)
    - GetHashCode()
    - ModPow(exponent, modulus)
    - Modulo(other)
    - Multiply(other)
    - Parse(str)
    - Pow(exponent)
    - Sqrt()
    - ToString()
    - TryParse(str, value)
    - operator+(one, two)
    - operator&(one, two)
    - operator|(one, two)
    - operator--(operand)
    - operator/(one, two)
    - operator==(one, two)
    - operator^(one, two)
    - operator>(one, two)
    - operator>=(one, two)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - implicit operator BigInt(value)
    - operator++(operand)
    - operator!=(one, two)
    - operator<<(operand, amount)
    - operator<(one, two)
    - operator<=(one, two)
    - operator%(one, two)
    - operator*(one, two)
    - operator~(op)
    - operator>>(operand, amount)
    - operator-(one, two)
    - operator-(op)
    - operator+(operand)
    - AbsoluteValue
    - Inverse
    - IsZero
    - MostSignificantBit
    - Negative
    - Sign
  - QuotientRemainder
PropellerApi
PuzzleSolvers
RT.ArithmeticCoding
RT.CommandLine
RT.Coordinates
RT.Dijkstra
RT.Generex
RT.Json
RT.Lingo
RT.Lingo.Base
RT.NUnitDirect
RT.PostBuild
RT.SelfService
RT.Serialization
RT.Serialization.Binary
RT.Serialization.Json
RT.Serialization.Xml
RT.Servers
RT.TagSoup
RT.Util
RT.Util.Core
RT.Util.Legacy

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Enum

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Method

Property

Event

Field

Property: int MostSignificantBit

Declared in: RT.BigInteger.BigInt

Declaration

int MostSignificantBit

Summary

Returns the bit-index of the most significant bit in this number. If the number is positive, this is the index of the most significant ‘1’ bit. If the number is negative, it is the index of the most significant ‘0’ bit. If the number is zero, the result is -1.