// Provides a [color.Color] type for dealing with linear RGB colours without alpha.
package lrgb

import (
	"image/color"
	"math"

	"smariot.com/color/internal/helper"
)

// Color is a linear RGBA [color.Color].
type Color struct {
	R, G, B float64
}

// DistanceSqr returns the euclidean distance squared between two colours.
func DistanceSqr(a, b Color) float64 {
	dR := a.R - b.R
	dG := a.G - b.G
	dB := a.B - b.B
	return dR*dR + dG*dG + dB*dB
}

// Distance returns the euclidean distance between two colours,
//
// If you just want to compare relative distances, use [DistanceSqr] instead.
func Distance(a, b Color) float64 {
	return math.Sqrt(DistanceSqr(a, b))
}

// RGBA converts to premultiplied RGBA, implementing the [color.Color] interface.
func (c Color) RGBA() (r, g, b, a uint32) {
	_r, _g, _b := helper.LRGBtoRGB(c.R, c.G, c.B)
	return _r, _g, _b, 0xffff
}

// NRGBA converts to non-premultiplied RGBA.
func (c Color) NRGBA() (r, g, b, a uint32) {
	_r, _g, _b := helper.LRGBtoRGB(c.R, c.G, c.B)
	return _r, _g, _b, 0xffff
}

// NLRGBA converts to non-premultiplied linear RGBA.
func (c Color) NLRGBA() (r, g, b, a float64) {
	return c.R, c.G, c.B, 1
}

// NXYZA converts to non-premultiplied XYZ+Alpha.
func (c Color) NXYZA() (x, y, z, a float64) {
	x, y, z = helper.LRGBtoXYZ(c.R, c.G, c.B)
	return x, y, z, 1
}

// NOkLabA converts to non-premultiplied OkLab+Alpha.
func (c Color) NOkLabA() (lightness, chromaA, chromaB, a float64) {
	lightness, chromaA, chromaB = helper.LMStoOkLab(helper.LRGBtoLMS(c.R, c.G, c.B))
	return lightness, chromaA, chromaB, 1
}

// Convert converts an arbitrary colour type to a linear RGB [Color].
func Convert(c color.Color) Color {
	if c, ok := c.(Color); ok {
		return c
	}

	r, g, b, _ := helper.ColorToNLRGBA(c)
	return Color{r, g, b}
}

// A [color.Model] for converting arbitrary colours to a linear RGB [Color].
//
// Wraps the [Convert] function, returning a [color.Color] interface rather than the [Color] type.
var Model = helper.Model(Convert)

// Type assertion.
var _ color.Color = Color{}