Add Flat-Remix palette

3 files changed, 2874 insertions, 42 deletions

diff --git a/tools/_colorFixer.sh b/tools/_colorFixer.sh
index 467f57d34..932b7ca90 100755
--- a/tools/_colorFixer.sh
+++ b/tools/_colorFixer.sh
@@ -1,8 +1,19 @@
 #!/bin/bash
 
 DIR="$( cd "$( dirname "${BASH_SOURCE[0]}" )" && pwd )"
+PALETTE_FILE="${DIR}/paletteColors"
 
-paletteColors=($(cat "$DIR/paletteColors"))
+function hexToRgb {
+    color=$1
+    if [ $(echo $color | wc -c) = 5 ]
+    then
+        color="#${color:1:1}${color:1:1}${color:2:1}${color:2:1}${color:3:1}${color:3:1}"
+    fi
+    printf "rgb(%s%%,%s%%,%s%%)" \
+            $(echo "scale=3;$((0x${color:1:2}))*100/255" | bc) \
+            $(echo "scale=3;$((0x${color:3:2}))*100/255" | bc) \
+            $(echo "scale=3;$((0x${color:5:2}))*100/255" | bc)
+}
 
 function findNearestColor {
     rgb1=($(grep -o -P '(\d+(.\d+)?)(?=%)' <<< $1))
@@ -10,39 +21,49 @@ function findNearestColor {
     g1=${rgb1[1]}
     b1=${rgb1[2]}
     
-    smallerDistance=173
+    smallestDistance=173
     bestColor=''
     
-    for paletteColor in ${paletteColors[@]}
+    while read -r paletteColor
     do
         rgb2=($(grep -o -P '(\d+(.\d+)?)(?=%)' <<< $paletteColor))
         r2=${rgb2[0]}
         g2=${rgb2[1]}
         b2=${rgb2[2]}
         distance=$(echo "scale=3;sqrt(($r2-$r1)^2 + ($g2-$g1)^2 + ($b2-$b1)^2)" | bc)
-        if (( $(echo $distance'<'$smallerDistance | bc) ))
+        if (( $(echo $distance'<'$smallestDistance | bc) ))
         then
-            smallerDistance=$distance
+            smallestDistance=$distance
             bestColor=$paletteColor
         fi
-    done
+    done <<< $paletteColors
     
     echo $bestColor
 }
 
 
+
+paletteColors=$(for color in $(cat "$PALETTE_FILE")
+        do
+            echo $(hexToRgb $color)
+        done)
+
 for file in $(find -name "$1" -maxdepth 1 -type f -printf "%f\n")
 do
     echo ===================================================
     echo $file
-	svg=$(cat $file)
-	file_colors=$(grep -o -P 'rgb\((\d+(.\d+)?%,?){3}\)' $file | sort -u)
-	for file_color in $file_colors
-	do
-	    new_color=$(findNearestColor $file_color)
-	    echo $file_color '->' $new_color
-	    	    
-		svg=$(sed "s/$file_color/$new_color/g" <<< $svg)
-	done
-	echo $svg > $file
+    svg=$(cat $file)
+    file_colors=$(grep -o -P -i 'rgb\((\d+(.\d+)?%,?){3}\)|#((\d|[abcdef]){3}){1,2}' $file | sort -u)
+    for file_color in $file_colors
+    do
+        if [ ${file_color:0:1} = '#' ]
+        then
+            file_color_rgb=$(hexToRgb $file_color)
+        fi
+        new_color=$(findNearestColor $file_color_rgb)
+        echo $file_color '->' $new_color
+
+        svg=$(sed "s/$file_color/$new_color/g" <<< $svg)
+    done
+    echo $svg > $file
 done
diff --git a/tools/flat-remix-palette.svg b/tools/flat-remix-palette.svg
new file mode 100644
index 000000000..8b67948e0
--- /dev/null
+++ b/tools/flat-remix-palette.svg
@@ -0,0 +1,2818 @@
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+         y="-0.75595236"
+         x="-125.99999"
+         height="297"
+         width="20.999996"
+         id="rect2069-22"
+         style="opacity:0.2;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.1640954;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1" />
+      <rect
+         transform="scale(-1,1)"
+         y="-0.75595236"
+         x="-105"
+         height="297"
+         width="20.999996"
+         id="rect2069-7-6"
+         style="opacity:0.1;fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.1640954;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1" />
+      <rect
+         transform="scale(-1,1)"
+         y="-0.75626814"
+         x="-20.999998"
+         height="281.40265"
+         width="20.999996"
+         id="rect2069-9"
+         style="opacity:0.3;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1.13311601;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1" />
+      <rect
+         transform="scale(-1,1)"
+         y="-0.75628263"
+         x="-42.000011"
+         height="281.40265"
+         width="20.999996"
+         id="rect2069-9-8"
+         style="opacity:0.2;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1.13311601;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1" />
+      <rect
+         transform="scale(-1,1)"
+         y="-0.75628263"
+         x="-63.000004"
+         height="281.40265"
+         width="20.999996"
+         id="rect2069-2-1-1"
+         style="opacity:0.1;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1.13311613;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1" />
+    </g>
+  </g>
+</svg>
diff --git a/tools/paletteColors b/tools/paletteColors
index ed824a696..a77d03cfa 100644
--- a/tools/paletteColors
+++ b/tools/paletteColors
@@ -1,26 +1,19 @@
-rgb(0%,0%,0%)
-rgb(100%,100%,100%)
-rgb(90.196078%,90.196078%,90.196078%)
-rgb(71.764706%,76.470588%,80.392157%)
-rgb(64.705882%,64.705882%,64.705882%)
-rgb(29.803922%,29.803922%,29.803922%)
-rgb(97.647059%,87.058824%,41.176471%)
-rgb(100%,78.431373%,19.215686%)
-rgb(99.215686%,49.411765%,0%)
-rgb(96.470588%,27.843137%,27.843137%)
-rgb(83.137255%,10.196078%,10.196078%)
-rgb(72.941176%,9.019608%,30.588235%)
-rgb(55.686275%,26.666667%,67.843137%)
-rgb(80.392157%,61.176471%,42.745098%)
-rgb(41.568627%,30.196078%,21.960784%)
-rgb(10.588235%,63.921569%,53.72549%)
-rgb(5.882353%,63.137255%,37.254902%)
-rgb(13.333333%,21.176471%,33.72549%)
-rgb(24.313725%,80.392157%,96.470588%)
-rgb(29.019608%,68.235294%,90.980392%)
-rgb(0%,41.568627%,72.54902%)
-rgb(16.078431%,50.196078%,72.54902%)
-rgb(21.176471%,48.235294%,94.117647%)
-rgb(14.117647%,36.470588%,76.862745%)
-rgb(32.156863%,70.196078%,85.098039%)
-rgb(31.764706%,72.54902%,76.470588%)
+ #0f2751 #112d5c #133368 #153873 #2c4c81 #44608f #5b739d
+ #1b3f7c #1e488e #2251a0 #265ab1 #3b6ab9 #517bc1 #678bc8
+ #2656a8 #2b62c0 #316fd8 #367bf0 #4a88f1 #5e95f3 #72a2f4
+ #347aa1 #3b8bb8 #439dcf #4aaee6 #5cb6e8 #6ebeeb #80c6ed
+ #198388 #1c959b #20a8af #23bac2 #39c1c8 #4fc8ce #65cfd4
+ #12715f #14816c #17917a #19a187 #30aa93 #47b49f #5ebdab
+ #087142 #0a814b #0b9155 #0ca15e #24aa6e #3db47e #54bd8e
+ #493525 #533d2a #5e4530 #684c35 #775e49 #86705d #958171
+ #714b2b #815631 #916137 #a16b3d #aa7a50 #b48964 #bd9777
+ #622e78 #703589 #7e3c9a #8c42ab #9755b3 #a368bc #ae7ac4
+ #811035 #93123d #a61545 #b8174c #bf2e5e #c64570 #cd5c81
+ #951212 #aa1414 #bf1717 #d41919 #d83030 #dd4747 #e15e5e
+ #b22525 #ca2a2a #e43030 #fd3535 #fd4949 #fd5d5d #fe7171
+ #b25800 #ca6400 #e47100 #fd7d00 #fd8a19 #fd9733 #fea44c
+ #b38c22 #cc9f26 #e6b32b #ffc730 #ffcc44 #ffd259 #ffd86e
+ #ae9c49 #c6b253 #e0c85e #f8de68 #f9e177 #f9e586 #fae895
+ #272a34 #2d303b #333643 #383c4a #4c4f5c #60636e #737680
+ #000000 #191919 #333333 #4c4c4c
+ #ffffff