NAME
Graphics::ColorDeficiency - Color Deficiency Simulation
SYNOPSIS
use Graphics::ColorDeficiency;
my $col = Graphics::ColorDeficiency->newRGB(0.5, 0.7, 1);
my $col2 = $col->asProtanopia;
print $col2->asHex;
DESCRIPTION
This module allows easy transformation of colors for color deficiency simulation. All the known and theorhetical color deficiencies are represented here, with the exception of 4-cone vision (tetrachromatism).
Each of the transformation methods returns a Graphics::ColorObject object, with the internal color values set. This can then be used to return the color in many different formats (see the Graphics::ColorObject manpage).
METHODS
asProtanopia()asDeutanopia()asTritanopia()-
The three dichromat methods return a
Graphics::ColorObjectobject, simulated for the three dichromatic vision modes. asProtanomaly( $amount )asDeuteranomaly( $amount )asTritanomaly( $amount )-
The three anomalous trichromat methods return a
Graphics::ColorObjectobject, simulated for the three anomalous trichromatic vision modes. The optional$amountagrument allows you to specify the severity of anomaly, ranging from 0 (trichromatic) to 1 (dichromatic). If not specified, it defaults to 0.5. asTypicalMonochrome()-
Returns a
Graphics::ColorObjectobject in Typical Monochromatic (Rod Monochromat) mode. asAtypicalMonochrome( $amount )-
Returns a
Graphics::ColorObjectobject in Atypical Monochromatic (Cone Monochromat) mode. The amount specified in$amountcan vary between 1 (trichromatic) and 0 (monochromatic). The default is 0.2 (four fifths gray). Clone()-
Clones the current object, returning a
Graphics::ColorDeficiencyobject with the same color values as the current object. asMix( $color, $amount )-
Returns a new
Graphics::ColorDeficiency, consisting of the current color values, mixed with the values of the$colorobject.$amountspecifies the amount of the new color to mix in, from 0 (which is equal to$self.Clone()), up to 1 (which is equal to$color.Clone()). The mix is a linear RGB interpolation.This method is used internally.
AUTHOR
Copyright (C) 2003 Cal Henderson <cal@iamcal.com>