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# You may distribute under the terms of either the GNU General Public License |
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# or the Artistic License (the same terms as Perl itself) |
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# |
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# (C) Paul Evans, 2009-2022 -- leonerd@leonerd.org.uk |
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package Convert::Color::RGB16 0.17; |
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use v5.14; |
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use warnings; |
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use base qw( Convert::Color ); |
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__PACKAGE__->register_color_space( 'rgb16' ); |
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use Carp; |
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=head1 NAME |
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C - a color value represented as red/green/blue in |
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16-bit integers |
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=head1 SYNOPSIS |
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Directly: |
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use Convert::Color::RGB16; |
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my $red = Convert::Color::RGB16->new( 65535, 0, 0 ); |
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# Can also parse strings |
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my $pink = Convert::Color::RGB16->new( '65535,49152,49152' ); |
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# or |
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$pink = Convert::Color::RGB16->new( 'ffffc000c000' ); |
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Via L: |
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use Convert::Color; |
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my $cyan = Convert::Color->new( 'rgb16:0,65535,65535' ); |
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=head1 DESCRIPTION |
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Objects in this class represent a color in RGB space, as a set of three |
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integer values in the range 0 to 65535; i.e. as 16 bits. |
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For representations using floating point values, see L. |
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For representations using 8-bit integers, see L. |
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=cut |
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=head1 CONSTRUCTOR |
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=cut |
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=head2 new |
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$color = Convert::Color::RGB16->new( $red, $green, $blue ) |
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Returns a new object to represent the set of values given. These values should |
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be integers between 0 and 65535. Values outside of this range will be clamped. |
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$color = Convert::Color::RGB16->new( $string ) |
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Parses C<$string> for values, and construct a new object similar to the above |
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three-argument form. The string should be in the form |
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red,green,blue |
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containing the three integer values in decimal notation. It can also be given |
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in the form of a hex encoded string, such as would be returned by the |
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C method: |
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rrrrggggbbbb |
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=cut |
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sub new |
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{ |
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my $class = shift; |
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my ( $r, $g, $b ); |
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if( @_ == 1 ) { |
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local $_ = $_[0]; |
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if( m/^([[:xdigit:]]{4})([[:xdigit:]]{4})([[:xdigit:]]{4})$/ ) { |
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( $r, $g, $b ) = ( hex( $1 ), hex( $2 ), hex( $3 ) ); |
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} |
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elsif( m/^(\d+),(\d+),(\d+)$/ ) { |
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( $r, $g, $b ) = ( $1, $2, $3 ); |
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} |
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else { |
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croak "Unrecognised RGB16 string spec '$_'"; |
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} |
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} |
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elsif( @_ == 3 ) { |
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( $r, $g, $b ) = map int, @_; |
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} |
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else { |
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croak "usage: Convert::Color::RGB16->new( SPEC ) or ->new( R, G, B )"; |
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} |
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# Clamp to the range [0,0xffff] |
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for ( $r, $g, $b ) { |
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$_ = 0 if $_ < 0; |
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$_ = 0xffff if $_ > 0xffff; |
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} |
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return bless [ $r, $g, $b ], $class; |
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} |
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=head1 METHODS |
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=cut |
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=head2 red |
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$r = $color->red |
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=head2 green |
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$g = $color->green |
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=head2 blue |
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$b = $color->blue |
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Accessors for the three components of the color. |
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=cut |
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# Simple accessors |
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sub red { shift->[0] } |
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sub green { shift->[1] } |
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sub blue { shift->[2] } |
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# Conversions |
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sub rgb |
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{ |
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my $self = shift; |
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return map { $_ / 0xffff } @{$self}[0..2]; |
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} |
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sub new_rgb |
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{ |
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my $class = shift; |
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return $class->new( map { $_ * 0xffff } @_ ); |
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} |
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=head2 rgb16 |
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( $red, $green, $blue ) = $color->rgb16 |
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Returns the individual red, green and blue color components of the color |
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value in RGB16 space. |
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=cut |
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sub rgb16 |
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{ |
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my $self = shift; |
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return $self->red, $self->green, $self->blue; |
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} |
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=head2 hex |
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$str = $color->hex |
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Returns a string representation of the color components in the RGB16 space, in |
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a convenient C hex string. |
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=cut |
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sub hex :method |
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{ |
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my $self = shift; |
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sprintf "%04x%04x%04x", $self->rgb16; |
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} |
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=head2 alpha_blend |
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$mix = $color->alpha_blend( $other, [ $alpha ] ) |
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185
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Return a new color which is a blended combination of the two passed into it. |
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The optional C<$alpha> parameter defines the mix ratio between the two colors, |
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defaulting to 0.5 if not defined. Values closer to 0 will blend more of |
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C<$color>, closer to 1 will blend more of C<$other>. |
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=cut |
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sub alpha_blend |
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{ |
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my $self = shift; |
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my ( $other, $alpha ) = @_; |
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$alpha = 0.5 unless defined $alpha; |
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$alpha = 0 if $alpha < 0; |
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$alpha = 1 if $alpha > 1; |
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202
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my $alphaP = 1 - $alpha; |
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204
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my ( $rA, $gA, $bA ) = $self->rgb16; |
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my ( $rB, $gB, $bB ) = $other->as_rgb16->rgb16; |
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207
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# Add 0.5 for rounding |
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return __PACKAGE__->new( |
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$rA * $alphaP + $rB * $alpha + 0.5, |
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$gA * $alphaP + $gB * $alpha + 0.5, |
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$bA * $alphaP + $bB * $alpha + 0.5, |
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); |
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} |
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215
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=head2 alpha16_blend |
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217
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$mix = $color->alpha16_blend( $other, [ $alpha ] ) |
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219
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Similar to C but works with integer arithmetic. C<$alpha> should |
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be an integer in the range 0 to 65535. |
221
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222
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=cut |
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224
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sub alpha16_blend |
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{ |
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4
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1
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my $self = shift; |
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4
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9
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my ( $other, $alpha ) = @_; |
228
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229
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4
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100
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9
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$alpha = 0x7fff unless defined $alpha; |
230
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231
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4
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50
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10
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$alpha = 0 if $alpha < 0; |
232
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4
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50
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8
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$alpha = 0xffff if $alpha > 0xffff; |
233
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4
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5
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$alpha = int $alpha; |
234
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235
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4
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8
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my $alphaP = 0xffff - $alpha; |
236
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237
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4
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8
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my ( $rA, $gA, $bA ) = $self->rgb16; |
238
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4
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12
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my ( $rB, $gB, $bB ) = $other->as_rgb16->rgb16; |
239
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240
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4
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16
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return __PACKAGE__->new( |
241
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( $rA * $alphaP + $rB * $alpha ) / 0xffff, |
242
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( $gA * $alphaP + $gB * $alpha ) / 0xffff, |
243
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( $bA * $alphaP + $bB * $alpha ) / 0xffff, |
244
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); |
245
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} |
246
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247
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=head2 dst_rgb16 |
248
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249
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$measure = $color->dst_rgb16( $other ) |
250
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251
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Return a measure of the distance between the two colors. This is the |
252
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unweighted Euclidean distance of the three color components. Two identical |
253
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colors will have a measure of 0, pure black and pure white have a distance of |
254
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1, and all others will lie somewhere inbetween. |
255
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256
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=cut |
257
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258
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sub dst_rgb16 |
259
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{ |
260
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7
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7
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1
|
17
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my $self = shift; |
261
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7
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12
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my ( $other ) = @_; |
262
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263
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7
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17
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return sqrt( $self->dst_rgb16_cheap( $other ) ) / sqrt(3*65535*65535); |
264
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} |
265
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266
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=head2 dst_rgb16_cheap |
267
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268
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$measure = $color->dst_rgb16_cheap( $other ) |
269
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270
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Return a measure of the distance between the two colors. This is the sum of |
271
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the squares of the differences of each of the color components. This is part |
272
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of the value used to calculate C, but since it involves no square |
273
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root it will be cheaper to calculate, for use in cases where only the relative |
274
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values matter, such as when picking the "best match" out of a set of colors. |
275
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It ranges between 0 for identical colours and 3*(65535^2) for the distance between |
276
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pure black and pure white. |
277
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278
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=cut |
279
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280
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sub dst_rgb16_cheap |
281
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{ |
282
|
12
|
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12
|
1
|
18
|
my $self = shift; |
283
|
12
|
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20
|
my ( $other ) = @_; |
284
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285
|
12
|
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|
23
|
my ( $rA, $gA, $bA ) = $self->rgb16; |
286
|
12
|
|
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|
|
35
|
my ( $rB, $gB, $bB ) = $other->as_rgb16->rgb16; |
287
|
|
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|
288
|
12
|
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|
|
30
|
my $dr = $rA - $rB; |
289
|
12
|
|
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|
|
18
|
my $dg = $gA - $gB; |
290
|
12
|
|
|
|
|
16
|
my $db = $bA - $bB; |
291
|
|
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|
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|
|
292
|
12
|
|
|
|
|
77
|
return $dr*$dr + $dg*$dg + $db*$db; |
293
|
|
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|
|
} |
294
|
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|
295
|
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|
|
=head1 SEE ALSO |
296
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297
|
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|
|
=over 4 |
298
|
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|
299
|
|
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|
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|
|
=item * |
300
|
|
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|
|
301
|
|
|
|
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|
|
L - color space conversions |
302
|
|
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|
303
|
|
|
|
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|
|
=back |
304
|
|
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|
|
305
|
|
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|
|
=head1 AUTHOR |
306
|
|
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|
|
|
|
|
307
|
|
|
|
|
|
|
Paul Evans |
308
|
|
|
|
|
|
|
|
309
|
|
|
|
|
|
|
=cut |
310
|
|
|
|
|
|
|
|
311
|
|
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|
|
|
|
0x55AA; |