<snapdata remixID="9730379"><project name="modern art final" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>A simple color library created with the help of my other project:&#xD;https://snap.berkeley.edu/project?user=wunder_wulfe&amp;project=XML%20generation&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="175" y="-68" heading="89.99999999998886" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="164,107,83,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="68" y="44"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>30</l><script><block s="up"></block><custom-block s="set pen color to %n"><custom-block s="color from red: %n green: %n blue: %n alpha: %n"><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block><block s="reportRandom"><l>0</l><l>255</l></block><l>1</l></custom-block></custom-block><block s="gotoXY"><block s="reportRandom"><l>-225</l><l>225</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doSetVar"><l>numsides</l><block s="reportRandom"><l>3</l><l>10</l></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numsides"/></block></block><block s="doSetVar"><l>sidelength</l><block s="reportRandom"><l>10</l><l>100</l></block></block><block s="down"></block><block s="doRepeat"><block var="numsides"/><script><block s="forward"><block var="sidelength"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="changeXPosition"><l>5</l></block><block s="changeYPosition"><l>5</l></block><block s="floodFill"></block></script></block></script></scripts></sprite><watcher var="numsides" style="normal" x="10.000000000000227" y="10.000000000000007" color="243,118,29"/><watcher var="angle" style="normal" x="10.000000000000227" y="31.00000199999998" color="243,118,29"/><watcher var="sidelength" style="normal" x="10.000000000000227" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="lerp from: %&apos;from&apos; to: %&apos;to&apos; by %&apos;percent&apos; %" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">10</input><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportSum"><block var="from"/><block s="reportProduct"><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="percent"/><l>100</l></block></block></block></block></script></block-definition><block-definition s="clamp %&apos;num&apos; between %&apos;low&apos; and %&apos;high&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">-1</input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="num"/><block var="low"/></block><script><block s="doReport"><block var="low"/></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block var="num"/><block var="high"/></block><script><block s="doReport"><block var="high"/></block></script><script><block s="doReport"><block var="num"/></block></script></block></script></block></script></block-definition><block-definition s="color %&apos;clr&apos;" type="reporter" category="pen"><comment x="0" y="0" w="90" collapsed="false">Returns a color.</comment><header></header><code></code><translations></translations><inputs><input type="%clr"></input></inputs><script><block s="doReport"><block var="clr"/></block></script></block-definition><block-definition s="%&apos;item&apos; of color %&apos;col&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%mlt" readonly="true">red<options>redgreenbluealpha</options></input><input type="%n"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sw</l><l>color</l></list><l>switch (sw) {    case "red":        return color.r;    case "green":        return color.g;    case "blue":        return color.b;    default:        return color.a;}</l></block><list><block var="item"/><block var="col"/></list></block></block></script></block-definition><block-definition s="color from red: %&apos;r&apos; green: %&apos;g&apos; blue: %&apos;b&apos; alpha: %&apos;a&apos;" type="reporter" category="pen"><comment x="0" y="0" w="154" collapsed="false">Creates a new color with RGB.</comment><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">255</input><input type="%n">255</input><input type="%n">1</input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l><l>a</l></list><l>return new Color(r, g, b, a);</l></block><list><block var="r"/><block var="g"/><block var="b"/><block var="a"/></list></block></block></script></block-definition><block-definition s="saturate %&apos;color&apos; to %&apos;percent&apos; %" type="reporter" category="pen"><comment x="0" y="0" w="265" collapsed="false">Saturates a color based on common luminance values.</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n">100</input></inputs><script><block s="doDeclareVariables"><list><l>luminosity</l></list></block><block s="doSetVar"><l>luminosity</l><block s="reportSum"><block s="reportSum"><block s="reportProduct"><custom-block s="%mlt of color %n"><l>red</l><block var="color"/></custom-block><l>0.2989</l></block><block s="reportProduct"><custom-block s="%mlt of color %n"><l>green</l><block var="color"/></custom-block><l>0.5870</l></block></block><block s="reportProduct"><custom-block s="%mlt of color %n"><l>blue</l><block var="color"/></custom-block><l>0.1140</l></block></block></block><block s="doReport"><custom-block s="color from red: %n green: %n blue: %n alpha: %n"><custom-block s="clamp %n between %n and %n"><custom-block s="lerp from: %n to: %n by %n %"><block var="luminosity"/><custom-block s="%mlt of color %n"><l>red</l><block var="color"/></custom-block><block var="percent"/></custom-block><l>0</l><l>255</l></custom-block><custom-block s="clamp %n between %n and %n"><custom-block s="lerp from: %n to: %n by %n %"><block var="luminosity"/><custom-block s="%mlt of color %n"><l>green</l><block var="color"/></custom-block><block var="percent"/></custom-block><l>0</l><l>255</l></custom-block><custom-block s="clamp %n between %n and %n"><custom-block s="lerp from: %n to: %n by %n %"><block var="luminosity"/><custom-block s="%mlt of color %n"><l>blue</l><block var="color"/></custom-block><block var="percent"/></custom-block><l>0</l><l>255</l></custom-block><custom-block s="%mlt of color %n"><l>alpha</l><block var="color"/></custom-block></custom-block></block></script></block-definition><block-definition s="set pen color to %&apos;color&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>color</l></list><l>this.setColor(color);</l></block><list><block var="color"/></list></block></script></block-definition><block-definition s="pen color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return this.color;</l></block><list></list></block></block></script></block-definition></blocks><variables><variable name="numsides"><l>8</l></variable><variable name="angle"><l>45</l></variable><variable name="sidelength"><l>70</l></variable></variables></project><media name="modern art final" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>