NAME
Chart::Color - read only single color holding objects
SYNOPSIS
my $red = Chart::Color->new('red');
say $red->add('blue')->name; # magenta, mixed in RGB space
Chart::Color->new( 0, 0, 255)->hsl # 240, 100, 50 = blue
$blue->blend_with({H=> 0, S=> 0, L=> 80}, 0.1);# mix blue with a little grey
$red->gradient( '#0000FF', 10); # 10 colors from red to blue
$red->complementary( 3 ); # get fitting red green and blueDESCRIPTION
This module is designed for internal usage. It handles all of users color definitions done with method "$chart->set({...})". But its educational, (even for the casual user), to see which formats are allowed to define colors. (see next chapter)
CONSTRUCTOR
When defining a color via "$chart->set( {background => $c});", $c is a place holder for a scalar. Any multi value options displayed here are not available there and in other methods here.
new( 'name' )
Get a color by providing a name from the X11 or HTML (SVG) standard or a Pantone report. Upper/Camel case will be treated as lower case and inserted underscore letters ('_') will be ignored as perl does in numbers (1_000 == 1000).
my $color = Chart::Color->new('Emerald');
my @names = Chart::Color::Constant::all_names(); # select from thesenew( 'standard:color' )
Get a color by name from a specific standard as provided by an external module Graphics::ColorNames::* , which has to be installed separately. * is a placeholder for the pallet name, which might be: Crayola, CSS, EmergyC, GrayScale, HTML, IE, SVG, Werner, WWW or X. In ladder case Graphics::ColorNames::X has to be installed.
my $color = Chart::Color->new('SVG:green');
my @s = Graphics::ColorNames::all_schemes(); # installed palletsnew( '#rgb' )
Color definitions in hexadecimal format as widely used in the web, are also acceptable.
my $color = Chart::Color->new('#FF0000');
my $color = Chart::Color->new('#f00'); # works toonew( [$r, $g, $b] )
Triplet of integer RGB values ("red", "green" and "blue" : 0 .. 255). Out of range values will be corrected to the closest value in range.
my $red = Chart::Color->new( 255, 0, 0 );
my $red = Chart::Color->new([255, 0, 0]); # does the samenew( {r => $r, g => $g, b => $b} )
Hash with the keys 'r', 'g' and 'b' does the same as previous paragraph, only more declarative. Casing of the keys will be normalised and only the first letter of each key is significant.
my $red = Chart::Color->new( r => 255, g => 0, b => 0 );
my $red = Chart::Color->new({r => 255, g => 0, b => 0}); # works too
... Color->new( Red => 255, Green => 0, Blue => 0); # also finenew( {h => $h, s => $s, l => $l} )
To define a color in HSL space, with values for "hue", "saturation" and "lightness", use the following keys, which will be normalized as decribed in previous paragraph. Out of range values will be corrected to the closest value in range. Since "hue" is a polar coordinate, it will be rotated into range, e.g. 361 = 1.
my $red = Chart::Color->new( h => 0, s => 100, b => 50 );
my $red = Chart::Color->new({h => 0, s => 100, b => 50}); # good too
... ->new( Hue => 0, Saturation => 100, Lightness => 50 ); # also fineGETTER / ATTRIBUTES
are all read only methods - giving access to different parts of the objects data.
name
Name of the color in the X11 or HTML (SVG) standard or the Pantone report. The name will be found and filled in, even when the object is created with RGB or HSL values. If the color is not found in any of the mentioned standards, it returns an empty string.
red
Integer between 0 .. 255 describing the red portion in RGB space.
green
Integer between 0 .. 255 describing the green portion in RGB space.
blue
Integer between 0 .. 255 describing the blue portion in RGB space.
rgb
Three values of red, green and blue (see above).
rgb_hex
String starting with '#', followed by six hexadecimal figures. Two digits for each of red, green and blue value - the format used in CSS.
hue
Integer between 0 .. 359 describing the angle (in degrees) of the circular dimension in HSL space named hue. 0 approximates red, 30 - orange, 60 - yellow, 120 - green, 180 - cyan, 240 - blue, 270 - violet, 300 - magenta, 330 - pink. 0 and 360 point to the same coordinate, but this module only deals with 0.
saturation
Integer between 0 .. 100 describing percentage of saturation in HSL space. 0 is grey and 100 the most colorful (except when lightness is 0 or 100).
lightness
Integer between 0 .. 100 describing percentage of lightness in HSL space. 0 is always black, 100 is always white and 50 the most colorful (depending on hue value) (or grey - if saturation = 0).
hsl
Three values of hue, saturation and lightness (see above).
METHODS
create new, related color (objects) or compute similarity of colors
distance_to
A number that measures the distance (difference) between two colors: 1. the calling object (C1) and 2. a provided first argument C2 - color object or scalar data that is acceptable by new method : name or #hex or [$r, $g, $b] or {...} (see chapter CONSTRUCTOR).
If no second argument is provided, than the difference is the Euclidean distance in cylindric HSL space. If second argument is 'rgb' or 'RGB', then its the Euclidean distance in RGB space. But als subspaces of both are possible, as r, g, b, rg, rb, gb, h, s, l, hs, hl, and sl.
my $d = $blue->distance_to( 'lapisblue' ); # how close to lapis color?
# how different is my blue value to airy_blue
$d = $blue->distance_to( 'airyblue', 'Blue'); # same amount of blue?
$d = $color->distance_to( $c2, 'Hue' ); # same hue ?
$d = $color->distance_to( [10, 32, 112 ], 'rgb' );
$d = $color->distance_to( { Hue => 222, Sat => 23, Light => 12 } );add
Create a Chart::Color object, by adding any RGB or HSL values to current color. (Same rules apply for key names as in new - values can be negative.) RGB and HSL can be combined, but please note that RGB are applied first.
If the first argument is a Chart::Color object, than RGB values will be added. In that case an optional second argument is a factor (default = 1), by which the RGB values will be multiplied before being added. Negative values of that factor lead to darkening of result colors, but its not subtractive color mixing, since this module does not support CMY color space. All RGB operations follow the logic of additive mixing, and the result will be rounded (trimmed), to keep it inside the defined RGB space.
my $blue = Chart::Color->new('blue');
my $darkblue = $blue->add( Lightness => -25 );
my $blue2 = $blue->add( blue => 10 );
$blue->distance( $blue2 ); # == 0, can't get bluer than blue
my $color = $blue->add( $c2, -1.2 ); # subtract color c2 with factor 1.2blend_with
Create Chart::Color object, that is the average of two colors in HSL space: 1. the calling object (C1) and 2. a provided argument C2 (object or a refrence to data that is acceptable definition).
The second argument is the blend ratio, which defaults to 0.5 ( 1:1 ). 0 represents here C1 and 1 C2. Numbers below 0 and above 1 are possible, and will be applied, as long the result is inside the finite HSL space. There is a slight overlap with the add method which mostly operates in RGB (unless told so), while this method always operates in HSL space.
my $c = $color->blend_with( Chart::Color->new('silver') );
$color->blend_with( 'silver' ); # same thing
$color->blend_with( [192, 192, 192] ); # still same
my $difference = $color->blend_with( $c2, -1 );gradient_to
Creates a gradient (a list of colors that build a transition) between current (C1) and a second, given color (C2).
The first argument is C2. Either as an Chart::Color object or a scalar (name, hex or reference), which is acceptable to the method new.
Second argument is the number $n of colors, which make up the gradient (including C1 and C2). It defaults to 3. These 3 colors C1, C2 and a color in between, which is the same as the result of method blend_with.
Third argument is also a positive number $p, which defaults to one. It defines the dynamics of the transition between the two colors. If $p == 1 you get a linear transition - meaning the distance in HSL space (distance_hsl) is equal from one color to the next. If $p != 1, the formula $n ** $p starts to create a parabola function, which defines a none linear mapping. For values $n > 1 the transition starts by sticking to C1 and slowly getting faster and faster toward C2. Values $n < 1 do the opposite: starting by moving fastest from C1 to C2 (big distances) and becoming slower and slower.
my @colors = $c->gradient_to( $grey, 5 ); # we turn to grey
@colors = $c1->gradient_to( [14,10,222], 10, 3 ); # none linear gradientcomplementary
Creates a set of complementary colors. It accepts 3 numerical arguments: n, delta_S and delta_L.
Imagine an horizontal circle in HSL space, whith a center in the (grey) center column. The saturation and lightness of all colors on that circle is the same, they differ only in hue. The color of the current color object ($self a.k.a C1) lies on that circle as well as C2, which is 180 degrees (half the circumference) apposed to C1.
This circle will be divided in $n (first argument) equal partitions, creating $n equally distanced colors. All of them will be returned, as objects, starting with C1. However, when $n is set to 1 (default), the result is only C2, which is THE complementary color to C1.
The second argument moves C2 along the S axis (both directions), so that the center of the circle is no longer in the HSL middle column and the complementary colors differ in saturation. (C1 stays unmoved. )
The third argument moves C2 along the L axis (vertical), which gives the circle a tilt, so that the complementary colors will differ in lightness.
my @colors = $c->complementary( 3, +20, -10 );COPYRIGHT & LICENSE
Copyright 2022 Herbert Breunung.
This program is free software; you can redistribute it and/or modify it under same terms as Perl itself.
AUTHOR
Herbert Breunung, <lichtkind@cpan.org>