Data.Bytes.Builder.Bounded

The functions in this module are explict about the maximum number of bytes they require.

Builder

data Builder :: Nat -> Type

A builder parameterized by the maximum number of bytes it uses when executed.

Instances

ToBoundedBuilder (Builder n)

Identity

Defined in Data.Bytes.Builder.Bounded.Class

Associated Types

type BoundedBuilderLength (Builder n) :: Nat

Methods

toBuilder :: Builder n -> Builder (BoundedBuilderLength (Builder n))

type BoundedBuilderLength (Builder n)

Defined in Data.Bytes.Builder.Bounded.Class

type BoundedBuilderLength (Builder n) = n

Execute

run

Arguments

:: Nat n

-> Builder n

Builder

-> ByteArray

Execute the bounded builder. If the size is a constant, use Arithmetic.Nat.constant as the first argument to let GHC conjure up this value for you.

runByteString

Arguments

:: Nat n

-> Builder n

Builder

-> ByteString

Variant of run that puts the result in a pinned buffer and packs it up in a ByteString.

pasteGrowST

Arguments

:: Nat n

-> Builder n

-> MutableByteArrayOffset s

Initial buffer, used linearly. Do not reuse this argument.

-> ST s (MutableByteArrayOffset s)

Final buffer that accomodated the builder.

Paste the builder into the byte array starting at offset zero. This reallocates the byte array if it cannot accomodate the builder, growing it by the minimum amount necessary.

Combine

empty :: Builder 0

The monoidal unit of append

append :: Builder m -> Builder n -> Builder (m + n) infixr 9

Concatenate two builders.

Bounds Manipulation

weaken :: forall m n. (m <= n) -> Builder m -> Builder n

Weaken the bound on the maximum number of bytes required. For example, to use two builders with unequal bounds in a disjunctive setting:

import qualified Arithmetic.Lte as Lte

buildNumber :: Either Double Word64 -> Builder 32
buildNumber = \case
  Left d  -> doubleDec d
  Right w -> weaken (Lte.constant @19 @32) (word64Dec w)

substitute :: forall m n. (m :=: n) -> Builder m -> Builder n

Replace the upper bound on size with an equal number.

Encode Integral Types

Human-Readable

word64Dec :: Word64 -> Builder 19

Requires up to 19 bytes. Encodes an unsigned 64-bit integer as decimal. This encoding never starts with a zero unless the argument was zero.

word32Dec :: Word32 -> Builder 10

Requires up to 10 bytes. Encodes an unsigned 32-bit integer as decimal. This encoding never starts with a zero unless the argument was zero.

word16Dec :: Word16 -> Builder 5

Requires up to 5 bytes. Encodes an unsigned 16-bit integer as decimal. This encoding never starts with a zero unless the argument was zero.

word8Dec :: Word8 -> Builder 3

Requires up to 3 bytes. Encodes an unsigned 8-bit integer as decimal. This encoding never starts with a zero unless the argument was zero.

wordDec :: Word -> Builder 19

Requires up to 19 bytes. Encodes an unsigned machine-sized integer as decimal. This encoding never starts with a zero unless the argument was zero.

int64Dec :: Int64 -> Builder 20

Requires up to 20 bytes. Encodes a signed 64-bit integer as decimal. This encoding never starts with a zero unless the argument was zero. Negative numbers are preceded by a minus sign. Positive numbers are not preceded by anything.

int32Dec :: Int32 -> Builder 11

Requires up to 11 bytes. Encodes a signed 32-bit integer as decimal. This encoding never starts with a zero unless the argument was zero. Negative numbers are preceded by a minus sign. Positive numbers are not preceded by anything.

int16Dec :: Int16 -> Builder 6

Requires up to 6 bytes. Encodes a signed 16-bit integer as decimal. This encoding never starts with a zero unless the argument was zero. Negative numbers are preceded by a minus sign. Positive numbers are not preceded by anything.

int8Dec :: Int8 -> Builder 4

Requires up to 4 bytes. Encodes a signed 8-bit integer as decimal. This encoding never starts with a zero unless the argument was zero. Negative numbers are preceded by a minus sign. Positive numbers are not preceded by anything.

intDec :: Int -> Builder 20

Requires up to 20 bytes. Encodes a signed machine-sized integer as decimal. This encoding never starts with a zero unless the argument was zero. Negative numbers are preceded by a minus sign. Positive numbers are not preceded by anything.

Unsigned Words

Wide Words

word128PaddedLowerHex :: Word128 -> Builder 32

Requires exactly 32 bytes. Encodes a 128-bit unsigned integer as hexadecimal, zero-padding the encoding to 32 digits. This uses lowercase for the alphabetical digits.

word128PaddedUpperHex :: Word128 -> Builder 32

Requires exactly 32 bytes. Encodes a 128-bit unsigned integer as hexadecimal, zero-padding the encoding to 32 digits. This uses uppercase for the alphabetical digits.

word256PaddedLowerHex :: Word256 -> Builder 64

Requires exactly 64 bytes. Encodes a 256-bit unsigned integer as hexadecimal, zero-padding the encoding to 64 digits. This uses lowercase for the alphabetical digits.

word256PaddedUpperHex :: Word256 -> Builder 64

Requires exactly 64 bytes. Encodes a 256-bit unsigned integer as hexadecimal, zero-padding the encoding to 64 digits. This uses uppercase for the alphabetical digits.

64-bit

word64PaddedLowerHex :: Word64 -> Builder 16

Requires exactly 16 bytes. Encodes a 64-bit unsigned integer as hexadecimal, zero-padding the encoding to 16 digits. This uses lowercase for the alphabetical digits. For example, this encodes the number 1022 as 00000000000003fe.

word64PaddedUpperHex :: Word64 -> Builder 16

Requires exactly 16 bytes. Encodes a 64-bit unsigned integer as hexadecimal, zero-padding the encoding to 16 digits. This uses uppercase for the alphabetical digits. For example, this encodes the number 1022 as 00000000000003FE.

48-bit

word48PaddedLowerHex :: Word64 -> Builder 12

Requires exactly 12 bytes. Discards the upper 16 bits of a 64-bit unsigned integer and then encodes the lower 48 bits as hexadecimal, zero-padding the encoding to 12 digits. This uses lowercase for the alphabetical digits. For example, this encodes the number 1022 as 0000000003fe.

32-bit

word32PaddedLowerHex :: Word32 -> Builder 8

Requires exactly 8 bytes. Encodes a 32-bit unsigned integer as hexadecimal, zero-padding the encoding to 8 digits. This uses lowercase for the alphabetical digits.

word32PaddedUpperHex :: Word32 -> Builder 8

Requires exactly 8 bytes. Encodes a 32-bit unsigned integer as hexadecimal, zero-padding the encoding to 8 digits. This uses uppercase for the alphabetical digits.

16-bit

word16PaddedLowerHex :: Word16 -> Builder 4

Requires exactly 4 bytes. Encodes a 16-bit unsigned integer as hexadecimal, zero-padding the encoding to 4 digits. This uses lowercase for the alphabetical digits.

>>> word16PaddedLowerHex 0xab0
0ab0

word16PaddedUpperHex :: Word16 -> Builder 4

Requires exactly 4 bytes. Encodes a 16-bit unsigned integer as hexadecimal, zero-padding the encoding to 4 digits. This uses uppercase for the alphabetical digits.

>>> word16PaddedUpperHex 0xab0
0AB0

word16LowerHex :: Word16 -> Builder 4

Requires at most 4 bytes. Encodes a 16-bit unsigned integer as hexadecimal. No leading zeroes are displayed. Letters are presented in lowercase. If the number is zero, a single zero digit is used.

>>> word16LowerHex 0xab0
ab0

word16UpperHex :: Word16 -> Builder 4

Requires at most 4 bytes. Encodes a 16-bit unsigned integer as hexadecimal. No leading zeroes are displayed. Letters are presented in uppercase. If the number is zero, a single zero digit is used.

>>> word16UpperHex 0xab0
AB0

8-bit

word8PaddedLowerHex :: Word8 -> Builder 2

Requires exactly 2 bytes. Encodes a 8-bit unsigned integer as hexadecimal, zero-padding the encoding to 2 digits. This uses lowercase for the alphabetical digits.

word8PaddedUpperHex :: Word8 -> Builder 2

Requires exactly 2 bytes. Encodes a 8-bit unsigned integer as hexadecimal, zero-padding the encoding to 2 digits. This uses uppercase for the alphabetical digits.

word8LowerHex :: Word8 -> Builder 2

Requires at most 2 bytes. Encodes a 8-bit unsigned integer as hexadecimal. No leading zeroes are displayed. If the number is zero, a single zero digit is used.

ascii :: Char -> Builder 1

Encode an ASCII character. Precondition: Input must be an ASCII character. This is not checked.

ascii2 :: Char -> Char -> Builder 2

Encode two ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii3 :: Char -> Char -> Char -> Builder 3

Encode three ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii4 :: Char -> Char -> Char -> Char -> Builder 4

Encode four ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii5 :: Char -> Char -> Char -> Char -> Char -> Builder 5

Encode five ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii6 :: Char -> Char -> Char -> Char -> Char -> Char -> Builder 6

Encode six ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii7 :: Char -> Char -> Char -> Char -> Char -> Char -> Char -> Builder 7

Encode seven ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

ascii8 :: Char -> Char -> Char -> Char -> Char -> Char -> Char -> Char -> Builder 8

Encode eight ASCII characters. Precondition: Must be an ASCII characters. This is not checked.

char :: Char -> Builder 4

Encode a character as UTF-8. This only uses as much space as is required.

Native

wordPaddedDec2 :: Word -> Builder 2

Encode a number less than 100 as a decimal number, zero-padding it to two digits. For example: 0 is encoded as 00, 5 is encoded as 05, and 73 is encoded as 73.

Precondition: Argument must be less than 100. Failure to satisfy this precondition will not result in a segfault, but the resulting bytes are undefined. The implemention uses a heuristic for division that is inaccurate for large numbers.

wordPaddedDec4 :: Word -> Builder 4

Encode a number less than 10000 as a decimal number, zero-padding it to two digits. For example: 0 is encoded as 0000, 5 is encoded as 0005, and 73 is encoded as 0073.

Precondition: Argument must be less than 10000. Failure to satisfy this precondition will not result in a segfault, but the resulting bytes are undefined. The implemention uses a heuristic for division that is inaccurate for large numbers.

wordPaddedDec9 :: Word -> Builder 9

Encode a number less than 1e9 as a decimal number, zero-padding it to nine digits. For example: 0 is encoded as 000000000 and 5 is encoded as 000000005.

Precondition: Argument must be less than 1e9. Failure to satisfy this precondition will not result in a segfault, but the resulting bytes are undefined. The implemention uses a heuristic for division that is inaccurate for large numbers.

Machine-Readable

One

word8 :: Word8 -> Builder 1

Big Endian

word256BE :: Word256 -> Builder 32

word128BE :: Word128 -> Builder 16

word64BE :: Word64 -> Builder 8

Requires exactly 8 bytes. Dump the octets of a 64-bit word in a big-endian fashion.

word32BE :: Word32 -> Builder 4

Requires exactly 4 bytes. Dump the octets of a 32-bit word in a big-endian fashion.

word16BE :: Word16 -> Builder 2

Requires exactly 2 bytes. Dump the octets of a 16-bit word in a big-endian fashion.

int64BE :: Int64 -> Builder 8

int32BE :: Int32 -> Builder 4

int16BE :: Int16 -> Builder 2

Little Endian

word256LE :: Word256 -> Builder 32

word128LE :: Word128 -> Builder 16

word64LE :: Word64 -> Builder 8

Requires exactly 8 bytes. Dump the octets of a 64-bit word in a little-endian fashion.

word32LE :: Word32 -> Builder 4

Requires exactly 4 bytes. Dump the octets of a 32-bit word in a little-endian fashion.

word16LE :: Word16 -> Builder 2

Requires exactly 2 bytes. Dump the octets of a 16-bit word in a little-endian fashion.

int64LE :: Int64 -> Builder 8

int32LE :: Int32 -> Builder 4

int16LE :: Int16 -> Builder 2

LEB128

wordLEB128 :: Word -> Builder 10

Encode a machine-sized word with LEB-128.

word32LEB128 :: Word32 -> Builder 5

Encode a 32-bit word with LEB-128.

word64LEB128 :: Word64 -> Builder 10

Encode a 64-bit word with LEB-128.

Encode Floating-Point Types

doubleDec :: Double -> Builder 32

Encode a double-floating-point number, using decimal notation or scientific notation depending on the magnitude. This has undefined behavior when representing +inf, -inf, and NaN. It will not crash, but the generated numbers will be nonsense.