use crate::{ToAlpha, XyzD65, round_dp};
use core::fmt;
#[derive(Debug, Clone, Copy, PartialEq)]
pub struct Rec2020 {
pub red: f64,
pub green: f64,
pub blue: f64,
pub alpha: f32,
}
impl Rec2020 {
pub fn new(red: f64, green: f64, blue: f64, alpha: f32) -> Self {
Self { red, green, blue, alpha: alpha.clamp(0.0, 100.0) }
}
}
impl ToAlpha for Rec2020 {
fn to_alpha(&self) -> f32 {
self.alpha
}
}
impl fmt::Display for Rec2020 {
fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
let Self { red, green, blue, alpha } = self;
write!(f, "color(rec2020 {} {} {}", round_dp(*red, 2), round_dp(*green, 2), round_dp(*blue, 2))?;
if *alpha < 100.0 {
write!(f, " / {}", round_dp(*alpha as f64, 2))?;
}
write!(f, ")")
}
}
const ALPHA: f64 = 1.09929682680944;
const BETA: f64 = 0.018053968510807;
fn gamma(u: f64) -> f64 {
let abs = u.abs();
if abs >= BETA { u.signum() * (ALPHA * abs.powf(0.45) - (ALPHA - 1.0)) } else { u * 4.5 }
}
fn linear(c: f64) -> f64 {
let abs = c.abs();
if abs >= BETA * 4.5 { c.signum() * ((abs + (ALPHA - 1.0)) / ALPHA).powf(1.0 / 0.45) } else { c / 4.5 }
}
impl From<XyzD65> for Rec2020 {
fn from(value: XyzD65) -> Self {
let XyzD65 { x, y, z, alpha } = value;
let x = x / 100.0;
let y = y / 100.0;
let z = z / 100.0;
let lr = x * 1.7166511879712674 + y * (-0.35567078377639233) + z * (-0.25336628137365974);
let lg = x * (-0.666684351832489) + y * 1.616481236634939 + z * 0.01576854581391113;
let lb = x * 0.017639857445310783 + y * (-0.042770613257808524) + z * 0.9421031212354738;
Rec2020::new(gamma(lr), gamma(lg), gamma(lb), alpha)
}
}
impl From<Rec2020> for XyzD65 {
fn from(value: Rec2020) -> Self {
let Rec2020 { red, green, blue, alpha } = value;
let lr = linear(red);
let lg = linear(green);
let lb = linear(blue);
let x = lr * 0.6369580483012914 + lg * 0.14461690358620832 + lb * 0.16888097516417205;
let y = lr * 0.2627002120112671 + lg * 0.6779980715188708 + lb * 0.05930171646986196;
let z = lr * 0.0 + lg * 0.028072693049087428 + lb * 1.0609850577107909;
XyzD65::new(x * 100.0, y * 100.0, z * 100.0, alpha)
}
}