pub trait LossyFrom<Src> {
fn lossy_from(src: Src) -> Self;
}
Expand description
This trait provides infallible conversions that might be lossy.
This trait is implemented for conversions between integer primitives, floating-point primitives and fixed-point numbers.
Examples
use fixed::traits::LossyFrom;
use fixed::types::{I12F4, I8F24};
// original is 0x12.345678, lossy is 0x012.3
let original = I8F24::from_bits(0x1234_5678);
let lossy = I12F4::lossy_from(original);
assert_eq!(lossy, I12F4::from_bits(0x0123));
Required methods
fn lossy_from(src: Src) -> Self
fn lossy_from(src: Src) -> Self
Performs the conversion.
Implementations on Foreign Types
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to an integer.
This conversion never fails (infallible) but may lose precision (lossy). Any fractional bits in the source are discarded, which rounds towards −∞.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a fixed-point number to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) and actually does not lose precision (lossless).
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts an integer to a floating-point number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) but may lose precision (lossy). Rounding is to the nearest, with ties rounded to even.
Converts a number.
This conversion never fails (infallible) and actually does not lose any precision (lossless).