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  1. NumberSign :: Operator

    burrito Burrito.Internal.Type.Operator

    No documentation available.

  2. type NumOutClocksSync t (domIn :: Domain) = NumOutClocks ClocksSyncClocksInst t domIn

    clash-prelude Clash.Clocks

    No documentation available.

  3. type NumFixedC (rep :: Natural -> Type) (int :: Natural) (frac :: Natural) = (SaturatingNum rep int + frac, ExtendingNum rep int + frac rep int + frac, MResult rep int + frac rep int + frac ~rep int + int + frac + frac, BitSize rep int + int + frac + frac ~int + int + frac + frac, BitPack rep int + int + frac + frac, Bits rep int + int + frac + frac, BitPack rep int + frac, Bits rep int + frac, Integral rep int + frac, Resize rep, Typeable rep, KnownNat int, KnownNat frac)

    clash-prelude Clash.Sized.Fixed

    Constraint for the Num instance of Fixed

  4. type NumSFixedC (int :: Natural) (frac :: Natural) = (KnownNat int + int + frac + frac, KnownNat frac + frac, KnownNat int + int, KnownNat int + frac, KnownNat frac, KnownNat int)

    clash-prelude Clash.Sized.Fixed

    Constraint for the Num instance of SFixed

  5. type NumUFixedC (int :: Natural) (frac :: Natural) = NumSFixedC int frac

    clash-prelude Clash.Sized.Fixed

    Constraint for the Num instance of UFixed

  6. Number :: a -> Number -> Value a

    config-value Config

    numbers

  7. data Number

    config-value Config

    Numbers are represented as base, coefficient, and exponent. The most convenient way to get numbers into and out of this form is to use one of: numberToRational, numberToInteger, rationalToNumber, or integerToNumber. This representation is explicit about the radix and exponent used to facilitate better pretty-printing. By using explicit exponents extremely large numbers can be represented compactly. Consider that it is easy to write `1e100000000` which would use a significant amount of memory if realized as an Integer. This representation allows concerned programs to check bounds before converting to a representation like Integer.

  8. module Config.Number

    This module provides a representation of numbers in scientific notation.

  9. data Number

    config-value Config.Number

    Numbers are represented as base, coefficient, and exponent. The most convenient way to get numbers into and out of this form is to use one of: numberToRational, numberToInteger, rationalToNumber, or integerToNumber. This representation is explicit about the radix and exponent used to facilitate better pretty-printing. By using explicit exponents extremely large numbers can be represented compactly. Consider that it is easy to write `1e100000000` which would use a significant amount of memory if realized as an Integer. This representation allows concerned programs to check bounds before converting to a representation like Integer.

  10. NumberToken :: JsonToken

    core-data Core.Encoding.Json

    No documentation available.

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