i64
stdlib/i64.hk: inherent conversion methods on i64.
impl i64
to_int
def to_int(self) -> int
Widen to the arbitrary-precision int tier. Total and exact.
7i64.to_int() => 7
_parse
def _parse(s: string) -> Option<i64>
The runtime seam under [FromString]: the raw yes-or-no parse, with no room to say why. parse below is the surface, and turns the None into a reason.
_reason
def _reason(s: string) -> string
A fixed-width parse fails two ways and the reason has to say which. int is the arbitrary-precision tier, and it accepts the texts that denote a whole number, which is the discriminator.
to_f64
def to_f64(self) -> f64
Widen to f64, lossy beyond 2^53 (f64 has a 53-bit mantissa), rounded to nearest.
42i64.to_f64() => 42.0f64
(-42i64).to_f64() => -42.0f64
bit_and
def bit_and(self, other: i64) -> i64
Per-bit AND with another i64. Total (HANKI.md §3).
12i64.bit_and(10i64) => 8i64
bit_or
def bit_or(self, other: i64) -> i64
Per-bit OR.
12i64.bit_or(10i64) => 14i64
bit_xor
def bit_xor(self, other: i64) -> i64
Per-bit XOR.
12i64.bit_xor(10i64) => 6i64
bit_not
def bit_not(self) -> i64
Per-bit complement (one's complement): every bit flips, and 0 becomes all-ones, -1 in two's complement.
0i64.bit_not() => -1i64
bit_shl
def bit_shl(self, n: u32) -> i64
Left shift by n bits, zero-filling the low end. Total: n is taken mod the 64-bit width, and an over-shift wraps in place of trapping.
1i64.bit_shl(3u32) => 8i64
bit_shr
def bit_shr(self, n: u32) -> i64
Right shift by n bits, arithmetic: the high bits are filled with the sign bit, which preserves the sign. Total: n mod the 64-bit width.
(-8i64).bit_shr(1u32) => -4i64
checked_add
def checked_add(self, other: i64) -> Option<i64>
Checked arithmetic (HANKI.md §3): the bare operators wrap; these twins return None on overflow (i64 / // % also on a zero or MIN/-1 divisor) so a caller can detect it as a value.
100i64.checked_add(23i64) => Some(123i64)
9223372036854775807i64.checked_add(1i64) => None
checked_sub
def checked_sub(self, other: i64) -> Option<i64>
Checked subtraction. None where the true difference underflows i64.
100i64.checked_sub(1i64) => Some(99i64)
(-9223372036854775808i64).checked_sub(1i64) => None
checked_mul
def checked_mul(self, other: i64) -> Option<i64>
Checked multiplication. None where the true product overflows i64.
6i64.checked_mul(7i64) => Some(42i64)
9223372036854775807i64.checked_mul(2i64) => None
checked_neg
def checked_neg(self) -> Option<i64>
Checked negation. None only for i64::MIN, whose negation overflows.
5i64.checked_neg() => Some(-5i64)
(-9223372036854775808i64).checked_neg() => None
checked_div
def checked_div(self, other: i64) -> Option<i64>
Checked truncating division. None on a zero divisor or i64::MIN / -1.
10i64.checked_div(3i64) => Some(3i64)
10i64.checked_div(0i64) => None
(-9223372036854775808i64).checked_div(-1i64) => None
checkedfloordiv
def checked_floor_div(self, other: i64) -> Option<i64>
Checked floor division, rounding toward negative infinity. None on a zero divisor or i64::MIN / -1.
(-7i64).checked_floor_div(2i64) => Some(-4i64)
7i64.checked_floor_div(0i64) => None
checked_mod
def checked_mod(self, other: i64) -> Option<i64>
Checked modulo, taking the sign of the divisor. None on a zero divisor or i64::MIN / -1.
(-7i64).checked_mod(2i64) => Some(1i64)
7i64.checked_mod(0i64) => None
to_i8
def to_i8(self) -> i8
Narrows to i8, truncating (modular, low 8 bits). Total; pair with try_to_i8 to detect out-of-range instead.
127i64.to_i8() => 127i8
200i64.to_i8() => -56i8
to_i16
def to_i16(self) -> i16
Narrows to i16, truncating (modular, low 16 bits). Total; pair with try_to_i16 to detect out-of-range instead.
32767i64.to_i16() => 32767i16
32768i64.to_i16() => -32768i16
to_i32
def to_i32(self) -> i32
Narrows to i32, truncating (modular, low 32 bits). Total; pair with try_to_i32 to detect out-of-range instead.
2147483647i64.to_i32() => 2147483647i32
2147483648i64.to_i32() => -2147483648i32
trytoi8
def try_to_i8(self) -> Option<i8>
Narrows to i8, returning None when the value doesn't fit.
127i64.try_to_i8() => Some(127i8)
128i64.try_to_i8() => None
trytoi16
def try_to_i16(self) -> Option<i16>
Narrows to i16, returning None when the value doesn't fit.
32767i64.try_to_i16() => Some(32767i16)
32768i64.try_to_i16() => None
trytoi32
def try_to_i32(self) -> Option<i32>
Narrows to i32, returning None when the value doesn't fit.
2147483647i64.try_to_i32() => Some(2147483647i32)
2147483648i64.try_to_i32() => None
to_u64
def to_u64(self) -> u64
Reinterprets the 64-bit two's-complement pattern as u64: same bits, total, the exact inverse of u64.to_i64. The seam a binary codec uses to reach a signed integer's wire bytes as an unsigned value.
9i64.to_u64() => 9u64
(-1i64).to_u64() => 18446744073709551615u64
abs
def abs(self) -> i64
The absolute value. Follows the fixed-width wrap semantic (HANKI.md §3, bare ops wrap): the most negative value has no positive counterpart at this width, and its abs therefore wraps to itself.
(-5i64).abs() => 5i64
5i64.abs() => 5i64
impl FromString<i64>
parse
def parse(s: string) -> Result<i64, ParseError>
Parses a base-10 i64. A value outside -9223372036854775808 ..= 9223372036854775807 is refused rather than wrapped: choosing a width is choosing a range, and a parse that wrapped would hand back a number the text never said. Surrounding whitespace is trimmed.
i64.parse("42") => Ok(42i64)
i64.parse("-9223372036854775808") => Ok(-9223372036854775808i64)
i64.parse("9223372036854775808") => Err(ParseError(input="9223372036854775808", reason="out of range for i64 (-9223372036854775808 ..= 9223372036854775807)"))
i64.parse("nope") => Err(ParseError(input="nope", reason="not a base-10 integer"))