Fix duration formatting precision (#5082)

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Laurenz 2024-10-01 14:32:27 +02:00 committed by GitHub
parent 9a71e7263d
commit 04df1264ef
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9 changed files with 235 additions and 294 deletions

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@ -5,7 +5,7 @@ use std::time::{Duration, Instant};
use codespan_reporting::term;
use codespan_reporting::term::termcolor::WriteColor;
use typst::utils::format;
use typst::utils::format_duration;
use typst_kit::download::{DownloadState, Downloader, Progress};
use crate::terminal::{self, TermOut};
@ -62,9 +62,7 @@ pub fn display_download_progress(
let total_downloaded = as_bytes_unit(state.total_downloaded);
let speed_h = as_throughput_unit(speed);
let elapsed = format::time_starting_with_seconds(
&Instant::now().saturating_duration_since(state.start_time),
);
let elapsed = Instant::now().saturating_duration_since(state.start_time);
match state.content_len {
Some(content_len) => {
@ -72,20 +70,26 @@ pub fn display_download_progress(
let remaining = content_len - state.total_downloaded;
let download_size = as_bytes_unit(content_len);
let eta =
format::time_starting_with_seconds(&Duration::from_secs(if speed == 0 {
let eta = Duration::from_secs(if speed == 0 {
0
} else {
(remaining / speed) as u64
}));
});
writeln!(
out,
"{total_downloaded} / {download_size} ({percent:3.0} %) {speed_h} in {elapsed} ETA: {eta}",
"{total_downloaded} / {download_size} ({percent:3.0} %) \
{speed_h} in {elapsed} ETA: {eta}",
elapsed = format_duration(elapsed),
eta = format_duration(eta),
)?;
}
None => writeln!(
out,
"Total downloaded: {total_downloaded} Speed: {speed_h} Elapsed: {elapsed}",
"Total downloaded: {total_downloaded} \
Speed: {speed_h} \
Elapsed: {elapsed}",
elapsed = format_duration(elapsed),
)?,
};
Ok(())

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@ -11,7 +11,7 @@ use ecow::eco_format;
use notify::{Event, RecommendedWatcher, RecursiveMode, Watcher as _};
use same_file::is_same_file;
use typst::diag::{bail, StrResult};
use typst::utils::format;
use typst::utils::format_duration;
use crate::args::{CompileCommand, Input, Output};
use crate::compile::compile_once;
@ -296,18 +296,14 @@ impl Status {
}
fn message(&self) -> String {
match self {
match *self {
Self::Compiling => "compiling ...".into(),
Self::Success(duration) => {
format!(
"compiled successfully in {}",
format::time_starting_with_milliseconds(duration, 2)
)
format!("compiled successfully in {}", format_duration(duration))
}
Self::PartialSuccess(duration) => {
format!("compiled with warnings in {}", format_duration(duration))
}
Self::PartialSuccess(duration) => format!(
"compiled with warnings in {}",
format::time_starting_with_milliseconds(duration, 2)
),
Self::Error => "compiled with errors".into(),
}
}

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@ -8,7 +8,7 @@ use typst::foundations::{repr, Capturer, CastInfo, Repr, Value};
use typst::layout::Length;
use typst::model::Document;
use typst::syntax::{ast, LinkedNode, Side, Source, SyntaxKind};
use typst::utils::{round_2, Numeric};
use typst::utils::{round_with_precision, Numeric};
use typst::World;
use crate::{analyze_expr, analyze_labels, plain_docs_sentence, summarize_font_family};
@ -142,10 +142,10 @@ fn length_tooltip(length: Length) -> Option<Tooltip> {
length.em.is_zero().then(|| {
Tooltip::Code(eco_format!(
"{}pt = {}mm = {}cm = {}in",
round_2(length.abs.to_pt()),
round_2(length.abs.to_mm()),
round_2(length.abs.to_cm()),
round_2(length.abs.to_inches())
round_with_precision(length.abs.to_pt(), 2),
round_with_precision(length.abs.to_mm(), 2),
round_with_precision(length.abs.to_cm(), 2),
round_with_precision(length.abs.to_inches(), 2),
))
})
}

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@ -0,0 +1,94 @@
use std::fmt::{self, Display, Formatter, Write};
use std::time::Duration;
use super::round_with_precision;
/// Formats a duration with a precision suitable for human display.
pub fn format_duration(duration: Duration) -> impl Display {
DurationDisplay(duration)
}
/// Displays a `Duration`.
struct DurationDisplay(Duration);
impl Display for DurationDisplay {
fn fmt(&self, f: &mut Formatter<'_>) -> fmt::Result {
let mut space = false;
macro_rules! piece {
($($tts:tt)*) => {
if std::mem::replace(&mut space, true) {
f.write_char(' ')?;
}
write!(f, $($tts)*)?;
};
}
let secs = self.0.as_secs();
let (mins, secs) = (secs / 60, (secs % 60));
let (hours, mins) = (mins / 60, (mins % 60));
let (days, hours) = ((hours / 24), (hours % 24));
if days > 0 {
piece!("{days} d");
}
if hours > 0 {
piece!("{hours} h");
}
if mins > 0 {
piece!("{mins} min");
}
// No need to display anything more than minutes at this point.
if days > 0 || hours > 0 {
return Ok(());
}
let order = |exp| 1000u64.pow(exp);
let nanos = secs * order(3) + self.0.subsec_nanos() as u64;
let fract = |exp| round_with_precision(nanos as f64 / order(exp) as f64, 2);
if nanos == 0 || self.0 > Duration::from_secs(1) {
// For durations > 5 min, we drop the fractional part.
if self.0 > Duration::from_secs(300) {
piece!("{secs} s");
} else {
piece!("{} s", fract(3));
}
} else if self.0 > Duration::from_millis(1) {
piece!("{} ms", fract(2));
} else if self.0 > Duration::from_micros(1) {
piece!("{} µs", fract(1));
} else {
piece!("{} ns", fract(0));
}
Ok(())
}
}
#[cfg(test)]
mod tests {
use super::*;
#[track_caller]
fn test(duration: Duration, expected: &str) {
assert_eq!(format_duration(duration).to_string(), expected);
}
#[test]
fn test_format_duration() {
test(Duration::from_secs(1000000), "11 d 13 h 46 min");
test(Duration::from_secs(3600 * 24), "1 d");
test(Duration::from_secs(3600), "1 h");
test(Duration::from_secs(3600 + 240), "1 h 4 min");
test(Duration::from_secs_f64(364.77), "6 min 4 s");
test(Duration::from_secs_f64(264.776), "4 min 24.78 s");
test(Duration::from_secs(3), "3 s");
test(Duration::from_secs_f64(2.8492), "2.85 s");
test(Duration::from_micros(734), "734 µs");
test(Duration::from_micros(294816), "294.82 ms");
test(Duration::from_nanos(1), "1 ns");
}
}

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@ -1,256 +0,0 @@
//! Different formatting functions.
use std::time::Duration;
/// Returns value with `n` digits after floating point where `n` is `precision`.
/// Standard rounding rules apply (if `n+1`th digit >= 5, round up).
///
/// If rounding the `value` will have no effect (e.g., it's infinite or NaN),
/// returns `value` unchanged.
///
/// # Examples
///
/// ```
/// # use typst_utils::format::round_with_precision;
/// let rounded = round_with_precision(-0.56553, 2);
/// assert_eq!(-0.57, rounded);
/// ```
pub fn round_with_precision(value: f64, precision: u8) -> f64 {
// Don't attempt to round the float if that wouldn't have any effect.
// This includes infinite or NaN values, as well as integer values
// with a filled mantissa (which can't have a fractional part).
// Rounding with a precision larger than the amount of digits that can be
// effectively represented would also be a no-op. Given that, the check
// below ensures we won't proceed if `|value| >= 2^53` or if
// `precision >= 15`, which also ensures the multiplication by `offset`
// won't return `inf`, since `2^53 * 10^15` (larger than any possible
// `value * offset` multiplication) does not.
if value.is_infinite()
|| value.is_nan()
|| value.abs() >= (1_i64 << f64::MANTISSA_DIGITS) as f64
|| precision as u32 >= f64::DIGITS
{
return value;
}
let offset = 10_f64.powi(precision.into());
assert!((value * offset).is_finite(), "{value} * {offset} is not finite!");
(value * offset).round() / offset
}
/// Returns `(days, hours, minutes, seconds, milliseconds, microseconds)`.
fn get_duration_parts(duration: &Duration) -> (u64, u8, u8, u8, u16, u16) {
// In practice we probably don't need nanoseconds.
let micros = duration.as_micros();
let (millis, micros) = (micros / 1000, (micros % 1000) as u16);
let (sec, millis) = (millis / 1000, (millis % 1000) as u16);
let (mins, sec) = (sec / 60, (sec % 60) as u8);
let (hours, mins) = (mins / 60, (mins % 60) as u8);
let (days, hours) = ((hours / 24) as u64, (hours % 24) as u8);
(days, hours, mins, sec, millis, micros)
}
/// Format string using `days`, `hours`, `minutes`, `seconds`.
fn format_dhms(days: u64, hours: u8, minutes: u8, seconds: u8) -> String {
match (days, hours, minutes, seconds) {
(0, 0, 0, s) => format!("{s:2} s"),
(0, 0, m, s) => format!("{m:2} m {s:2} s"),
(0, h, m, s) => format!("{h:2} h {m:2} m {s:2} s"),
(d, h, m, s) => format!("{d:3} d {h:2} h {m:2} m {s:2} s"),
}
}
/// Format string starting with number of seconds and going bigger from there.
///
/// # Examples
///
/// ```
/// # use std::time::Duration;
/// # use typst_utils::format::time_starting_with_seconds;
/// let duration1 = time_starting_with_seconds(&Duration::from_secs(0));
/// assert_eq!(" 0 s", &duration1);
///
/// let duration2 = time_starting_with_seconds(&Duration::from_secs(
/// 24 * 60 * 60 * 100 + // days
/// 60 * 60 * 10 + // hours
/// 60 * 10 + // minutes
/// 10 // seconds
/// ));
/// assert_eq!("100 d 10 h 10 m 10 s", &duration2);
/// ```
pub fn time_starting_with_seconds(duration: &Duration) -> String {
let (days, hours, minutes, seconds, _, _) = get_duration_parts(duration);
format_dhms(days, hours, minutes, seconds)
}
/// Format string starting with number of milliseconds and going bigger
/// from there. `precision` is how many digits of microseconds
/// from floating point to the right will be preserved (with rounding).
/// Keep in mind that this function will always remove all trailing zeros
/// for microseconds.
///
/// Note: if duration is 1 second or longer, then output will be identical
/// to [time_starting_with_seconds], which also means that precision,
/// number of milliseconds and microseconds will not be used.
///
/// # Examples
///
/// ```
/// # use std::time::Duration;
/// # use typst_utils::format::time_starting_with_milliseconds;
/// let duration1 = time_starting_with_milliseconds(&Duration::from_micros(
/// 123 * 1000 + // milliseconds
/// 456 // microseconds
/// ), 2);
/// assert_eq!("123.46 ms", &duration1);
///
/// let duration2 = time_starting_with_milliseconds(&Duration::from_micros(
/// 123 * 1000 // milliseconds
/// ), 2);
/// assert_eq!("123 ms", &duration2);
///
/// let duration3 = time_starting_with_milliseconds(&Duration::from_secs(1), 2);
/// assert_eq!(" 1 s", &duration3);
/// ```
pub fn time_starting_with_milliseconds(duration: &Duration, precision: u8) -> String {
let (d, h, m, s, ms, mcs) = get_duration_parts(duration);
match (d, h, m, s) {
(0, 0, 0, 0) => {
let ms_mcs = ms as f64 + mcs as f64 / 1000.0;
format!("{} ms", round_with_precision(ms_mcs, precision))
}
(d, h, m, s) => format_dhms(d, h, m, s),
}
}
#[cfg(test)]
mod tests {
use super::*;
#[test]
fn test_round_with_precision_0() {
let round = |value| round_with_precision(value, 0);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.0, round(0.4));
assert_eq!(-0.0, round(-0.4));
assert_eq!(1.0, round(0.56453));
assert_eq!(-1.0, round(-0.56453));
}
#[test]
fn test_round_with_precision_1() {
let round = |value| round_with_precision(value, 1);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.4, round(0.4));
assert_eq!(-0.4, round(-0.4));
assert_eq!(0.4, round(0.44));
assert_eq!(-0.4, round(-0.44));
assert_eq!(0.6, round(0.56453));
assert_eq!(-0.6, round(-0.56453));
assert_eq!(1.0, round(0.96453));
assert_eq!(-1.0, round(-0.96453));
}
#[test]
fn test_round_with_precision_2() {
let round = |value| round_with_precision(value, 2);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.4, round(0.4));
assert_eq!(-0.4, round(-0.4));
assert_eq!(0.44, round(0.44));
assert_eq!(-0.44, round(-0.44));
assert_eq!(0.44, round(0.444));
assert_eq!(-0.44, round(-0.444));
assert_eq!(0.57, round(0.56553));
assert_eq!(-0.57, round(-0.56553));
assert_eq!(1.0, round(0.99553));
assert_eq!(-1.0, round(-0.99553));
}
#[test]
fn test_round_with_precision_fuzzy() {
let round = |value| round_with_precision(value, 0);
assert_eq!(f64::INFINITY, round(f64::INFINITY));
assert_eq!(f64::NEG_INFINITY, round(f64::NEG_INFINITY));
assert!(round(f64::NAN).is_nan());
let max_int = (1_i64 << f64::MANTISSA_DIGITS) as f64;
let f64_digits = f64::DIGITS as u8;
// max
assert_eq!(max_int, round(max_int));
assert_eq!(0.123456, round_with_precision(0.123456, f64_digits));
assert_eq!(max_int, round_with_precision(max_int, f64_digits));
// max - 1
assert_eq!(max_int - 1f64, round(max_int - 1f64));
assert_eq!(0.123456, round_with_precision(0.123456, f64_digits - 1));
assert_eq!(max_int - 1f64, round_with_precision(max_int - 1f64, f64_digits));
assert_eq!(max_int, round_with_precision(max_int, f64_digits - 1));
assert_eq!(max_int - 1f64, round_with_precision(max_int - 1f64, f64_digits - 1));
}
fn duration_from_milli_micro(milliseconds: u16, microseconds: u16) -> Duration {
let microseconds = microseconds as u64;
let milliseconds = 1000 * milliseconds as u64;
Duration::from_micros(milliseconds + microseconds)
}
#[test]
fn test_time_starting_with_seconds() {
let f = |duration| time_starting_with_seconds(&duration);
fn duration(days: u16, hours: u8, minutes: u8, seconds: u8) -> Duration {
let seconds = seconds as u64;
let minutes = 60 * minutes as u64;
let hours = 60 * 60 * hours as u64;
let days = 24 * 60 * 60 * days as u64;
Duration::from_secs(days + hours + minutes + seconds)
}
assert_eq!(" 0 s", &f(duration(0, 0, 0, 0)));
assert_eq!("59 s", &f(duration(0, 0, 0, 59)));
assert_eq!(" 1 m 12 s", &f(duration(0, 0, 1, 12)));
assert_eq!("59 m 0 s", &f(duration(0, 0, 59, 0)));
assert_eq!(" 5 h 1 m 2 s", &f(duration(0, 5, 1, 2)));
assert_eq!(" 1 d 0 h 0 m 0 s", &f(duration(1, 0, 0, 0)));
assert_eq!(" 69 d 0 h 0 m 0 s", &f(duration(69, 0, 0, 0)));
assert_eq!("100 d 10 h 10 m 10 s", &f(duration(100, 10, 10, 10)));
}
#[test]
fn test_time_as_ms_with_precision_1() {
let f = |duration| time_starting_with_milliseconds(&duration, 1);
let duration = duration_from_milli_micro;
assert_eq!("123.5 ms", &f(duration(123, 456)));
assert_eq!("123.5 ms", &f(duration(123, 455)));
assert_eq!("123.4 ms", &f(duration(123, 445)));
assert_eq!("123.4 ms", &f(duration(123, 440)));
assert_eq!("123.1 ms", &f(duration(123, 100)));
assert_eq!("123 ms", &f(duration(123, 0)));
}
#[test]
fn test_time_as_ms_with_precision_2() {
let f = |duration| time_starting_with_milliseconds(&duration, 2);
let duration = duration_from_milli_micro;
assert_eq!("123.46 ms", &f(duration(123, 456)));
assert_eq!("123.46 ms", &f(duration(123, 455)));
assert_eq!("123.45 ms", &f(duration(123, 454)));
assert_eq!("123.45 ms", &f(duration(123, 450)));
assert_eq!("123.1 ms", &f(duration(123, 100)));
assert_eq!("123 ms", &f(duration(123, 0)));
}
#[test]
fn test_time_as_ms_with_precision_3() {
let f = |duration| time_starting_with_milliseconds(&duration, 3);
let duration = duration_from_milli_micro;
assert_eq!("123.456 ms", &f(duration(123, 456)));
assert_eq!("123.455 ms", &f(duration(123, 455)));
assert_eq!("123.454 ms", &f(duration(123, 454)));
assert_eq!("123.45 ms", &f(duration(123, 450)));
assert_eq!("123.1 ms", &f(duration(123, 100)));
assert_eq!("123 ms", &f(duration(123, 0)));
}
}

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@ -1,20 +1,23 @@
//! Utilities for Typst.
pub mod fat;
pub mod format;
#[macro_use]
mod macros;
mod bitset;
mod deferred;
mod duration;
mod hash;
mod pico;
mod round;
mod scalar;
pub use self::bitset::{BitSet, SmallBitSet};
pub use self::deferred::Deferred;
pub use self::duration::format_duration;
pub use self::hash::LazyHash;
pub use self::pico::PicoStr;
pub use self::round::round_with_precision;
pub use self::scalar::Scalar;
use std::fmt::{Debug, Formatter};
@ -298,8 +301,3 @@ pub trait Numeric:
/// Whether `self` consists only of finite parts.
fn is_finite(self) -> bool;
}
/// Round a float to two decimal places.
pub fn round_2(value: f64) -> f64 {
(value * 100.0).round() / 100.0
}

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@ -0,0 +1,105 @@
/// Returns value with `n` digits after floating point where `n` is `precision`.
/// Standard rounding rules apply (if `n+1`th digit >= 5, round up).
///
/// If rounding the `value` will have no effect (e.g., it's infinite or NaN),
/// returns `value` unchanged.
///
/// # Examples
///
/// ```
/// # use typst_utils::round_with_precision;
/// let rounded = round_with_precision(-0.56553, 2);
/// assert_eq!(-0.57, rounded);
/// ```
pub fn round_with_precision(value: f64, precision: u8) -> f64 {
// Don't attempt to round the float if that wouldn't have any effect.
// This includes infinite or NaN values, as well as integer values
// with a filled mantissa (which can't have a fractional part).
// Rounding with a precision larger than the amount of digits that can be
// effectively represented would also be a no-op. Given that, the check
// below ensures we won't proceed if `|value| >= 2^53` or if
// `precision >= 15`, which also ensures the multiplication by `offset`
// won't return `inf`, since `2^53 * 10^15` (larger than any possible
// `value * offset` multiplication) does not.
if value.is_infinite()
|| value.is_nan()
|| value.abs() >= (1_i64 << f64::MANTISSA_DIGITS) as f64
|| precision as u32 >= f64::DIGITS
{
return value;
}
let offset = 10_f64.powi(precision.into());
assert!((value * offset).is_finite(), "{value} * {offset} is not finite!");
(value * offset).round() / offset
}
#[cfg(test)]
mod tests {
use super::*;
#[test]
fn test_round_with_precision_0() {
let round = |value| round_with_precision(value, 0);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.0, round(0.4));
assert_eq!(-0.0, round(-0.4));
assert_eq!(1.0, round(0.56453));
assert_eq!(-1.0, round(-0.56453));
}
#[test]
fn test_round_with_precision_1() {
let round = |value| round_with_precision(value, 1);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.4, round(0.4));
assert_eq!(-0.4, round(-0.4));
assert_eq!(0.4, round(0.44));
assert_eq!(-0.4, round(-0.44));
assert_eq!(0.6, round(0.56453));
assert_eq!(-0.6, round(-0.56453));
assert_eq!(1.0, round(0.96453));
assert_eq!(-1.0, round(-0.96453));
}
#[test]
fn test_round_with_precision_2() {
let round = |value| round_with_precision(value, 2);
assert_eq!(0.0, round(0.0));
assert_eq!(-0.0, round(-0.0));
assert_eq!(0.4, round(0.4));
assert_eq!(-0.4, round(-0.4));
assert_eq!(0.44, round(0.44));
assert_eq!(-0.44, round(-0.44));
assert_eq!(0.44, round(0.444));
assert_eq!(-0.44, round(-0.444));
assert_eq!(0.57, round(0.56553));
assert_eq!(-0.57, round(-0.56553));
assert_eq!(1.0, round(0.99553));
assert_eq!(-1.0, round(-0.99553));
}
#[test]
fn test_round_with_precision_fuzzy() {
let round = |value| round_with_precision(value, 0);
assert_eq!(f64::INFINITY, round(f64::INFINITY));
assert_eq!(f64::NEG_INFINITY, round(f64::NEG_INFINITY));
assert!(round(f64::NAN).is_nan());
let max_int = (1_i64 << f64::MANTISSA_DIGITS) as f64;
let f64_digits = f64::DIGITS as u8;
// max
assert_eq!(max_int, round(max_int));
assert_eq!(0.123456, round_with_precision(0.123456, f64_digits));
assert_eq!(max_int, round_with_precision(max_int, f64_digits));
// max - 1
assert_eq!(max_int - 1f64, round(max_int - 1f64));
assert_eq!(0.123456, round_with_precision(0.123456, f64_digits - 1));
assert_eq!(max_int - 1f64, round_with_precision(max_int - 1f64, f64_digits));
assert_eq!(max_int, round_with_precision(max_int, f64_digits - 1));
assert_eq!(max_int - 1f64, round_with_precision(max_int - 1f64, f64_digits - 1));
}
}

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@ -10,6 +10,7 @@ use crate::eval::ops;
use crate::foundations::{cast, func, Decimal, IntoValue, Module, Scope, Value};
use crate::layout::{Angle, Fr, Length, Ratio};
use crate::syntax::{Span, Spanned};
use crate::utils::round_with_precision;
/// A module with calculation definitions.
pub fn module() -> Module {
@ -743,10 +744,9 @@ pub fn round(
) -> DecNum {
match value {
DecNum::Int(n) => DecNum::Int(n),
DecNum::Float(n) => DecNum::Float(crate::utils::format::round_with_precision(
n,
digits.saturating_as::<u8>(),
)),
DecNum::Float(n) => {
DecNum::Float(round_with_precision(n, digits.saturating_as::<u8>()))
}
DecNum::Decimal(n) => DecNum::Decimal(n.round(digits)),
}
}

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@ -3,7 +3,7 @@
use ecow::{eco_format, EcoString};
use crate::foundations::{func, Str, Value};
use crate::utils::format::round_with_precision;
use crate::utils::round_with_precision;
/// The Unicode minus sign.
pub const MINUS_SIGN: &str = "\u{2212}";