<snapdata remixID="8421105"><project name="ColorInsideCMYTriangle" app="Snap! 5.0, http://snap.berkeley.edu" version="1"><notes>Coloring a △CMY triangle with barycentric coordinates.</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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="max %&apos;l&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="sort %l ordering with %predRing"><block var="l"/><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></block></block></script></block-definition><block-definition s="sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportEquals"><block var="#1"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#2"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="#2"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="#1"/></block></script></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block var="data"/></block></script></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></block-definition><block-definition s="randomRGB" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="set pen color to r: %n g: %n b: %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></custom-block></script></block-definition><block-definition s="colorSprite %&apos;RGBcolor&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="RGBcolor"/></block><block s="reportListItem"><l>2</l><block var="RGBcolor"/></block><block s="reportListItem"><l><option>last</option></l><block var="RGBcolor"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>h</l><l>s</l><l>v</l></list><l>var col = new Color();col.set_hsv(h, s, v);this.setColor(col);</l></block><list><block var="h"/><block var="s"/><block var="v"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List(this.color.hsv());</l></block><list></list></block></block></script></block-definition><block-definition s="%&apos;f&apos; ← %&apos;operateur&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE"></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><block var="operateur"/></block></script><list></list></block><list><block var="f"/></list></block></script></block-definition><block-definition s="is interior to △ABC? %&apos;A&apos; %&apos;B&apos; %&apos;C&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%obj"></input><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>△1</l><l>△2</l><l>△3</l></list></block><custom-block s="%anyUE ← %s"><block var="△1"/><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="A"/></block><block s="xPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="B"/></block><block s="yPosition"></block></block></block><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="A"/></block><block s="yPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="B"/></block><block s="xPosition"></block></block></block></block></custom-block><custom-block s="%anyUE ← %s"><block var="△2"/><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="B"/></block><block s="xPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="C"/></block><block s="yPosition"></block></block></block><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="B"/></block><block s="yPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="C"/></block><block s="xPosition"></block></block></block></block></custom-block><custom-block s="%anyUE ← %s"><block var="△3"/><block s="reportDifference"><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="C"/></block><block s="xPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="A"/></block><block s="yPosition"></block></block></block><block s="reportProduct"><block s="reportDifference"><block s="reportAttributeOf"><l><option>y position</option></l><block var="C"/></block><block s="yPosition"></block></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>x position</option></l><block var="A"/></block><block s="xPosition"></block></block></block></block></custom-block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportProduct"><block var="△1"/><block var="△2"/></block><l>0</l></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportProduct"><block var="△2"/><block var="△3"/></block><l>0</l></block><block s="reportGreaterThan"><block s="reportProduct"><block var="△1"/><block var="△3"/></block><l>0</l></block></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script><scripts><script x="527.6666709845581" y="89.000007"><block s="reportAttributeOf"><l><option>x position</option></l><block var="M"/></block></script><script x="572.6666709845581" y="123.000007"><block s="reportAttributeOf"><l><option>y position</option></l><block var="M"/></block></script></scripts></block-definition><block-definition s="colorWithRGBmax %&apos;A&apos; %&apos;B&apos; %&apos;C&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%obj"></input><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l><l>max</l><l>rgb_m</l></list></block><custom-block s="%anyUE ← %s"><block var="rgb"/><custom-block s="myRGB_BarycenterColor %obj %obj %obj"><block var="A"/><block var="B"/><block var="C"/></custom-block></custom-block><custom-block s="%anyUE ← %s"><block var="max"/><custom-block s="max %l"><block var="rgb"/></custom-block></custom-block><custom-block s="%anyUE ← %s"><block var="rgb_m"/><block s="reportNewList"><list><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="rgb"/></block><block var="max"/></block><l>255</l></block></block><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="rgb"/></block><block var="max"/></block><l>255</l></block></block><block s="reportRound"><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l><option>last</option></l><block var="rgb"/></block><block var="max"/></block><l>255</l></block></block></list></block></custom-block><custom-block s="colorSprite %l"><block var="rgb_m"/></custom-block><block s="doReport"><block var="rgb_m"/></block></script><scripts><script x="422.9333334432372" y="309.0000030000004"><block s="reportNewList"><list><block var="%R"/><block var="%G"/><block var="%B"/></list></block></script><comment x="485.9999990000001" y="120.20000000000033" w="89" collapsed="false">there&apos;s an infinity of colors that corresponds with a triple of percentage of the color.I deliberately choose to fix the color with maximum of percentage calculated to 255.</comment><script x="130" y="300.00000000000006"><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doDeclareVariables"><list><l>ratioR</l><l>ratioG</l><l>ratioB</l></list></block><block s="doDeclareVariables"><list><l>%R</l><l>%G</l><l>%B</l></list></block><custom-block s="%anyUE ← %s"><block var="ratioR"/><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="rgb"/></block><l>255</l></block><l>100</l></block></custom-block><custom-block s="%anyUE ← %s"><block var="ratioG"/><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="rgb"/></block><l>255</l></block><l>100</l></block></custom-block><custom-block s="%anyUE ← %s"><block var="ratioB"/><block s="reportProduct"><block s="reportQuotient"><block s="reportListItem"><l><option>last</option></l><block var="rgb"/></block><l>255</l></block><l>100</l></block></custom-block><custom-block s="%anyUE ← %s"><block var="sum"/><block s="reportSum"><block var="ratioR"/><block s="reportSum"><block var="ratioG"/><block var="ratioB"/></block></block></custom-block><custom-block s="%anyUE ← %s"><block var="%R"/><block s="reportQuotient"><block var="ratioR"/><block var="sum"/></block></custom-block><custom-block s="%anyUE ← %s"><block var="%G"/><block s="reportQuotient"><block var="ratioG"/><block var="sum"/></block></custom-block><custom-block s="%anyUE ← %s"><block var="%B"/><block s="reportQuotient"><block var="ratioB"/><block var="sum"/></block></custom-block></script></scripts></block-definition><block-definition s="Intersection ( %&apos;A&apos; %&apos;B&apos; ) ( %&apos;C&apos; %&apos;D&apos; )" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%obj"></input><input type="%obj"></input><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>abc1</l><l>abc2</l><l>xN</l><l>yN</l><l>det</l></list></block><custom-block s="%anyUE ← %s"><block var="abc1"/><custom-block s="straight_line xA = %n yA = %n xB = %n yB = %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="A"/></block><block s="reportAttributeOf"><l><option>y position</option></l><block var="A"/></block><block s="reportAttributeOf"><l><option>x position</option></l><block var="B"/></block><block s="reportAttributeOf"><l><option>y position</option></l><block var="B"/></block><comment w="90" collapsed="false">equation of (AB)</comment></custom-block></custom-block><custom-block s="%anyUE ← %s"><block var="abc2"/><custom-block s="straight_line xA = %n yA = %n xB = %n yB = %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="C"/></block><block s="reportAttributeOf"><l><option>y position</option></l><block var="C"/></block><block s="reportAttributeOf"><l><option>x position</option></l><block var="D"/></block><block s="reportAttributeOf"><l><option>y position</option></l><block var="D"/></block><comment w="90" collapsed="false">equation of (CD)</comment></custom-block></custom-block><custom-block s="%anyUE ← %s"><block var="det"/><block s="reportDifference"><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="abc1"/></block><block s="reportListItem"><l>2</l><block var="abc2"/></block></block><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="abc2"/></block><block s="reportListItem"><l>2</l><block var="abc1"/></block></block></block></custom-block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="det"/><l>0</l></block></block><script><custom-block s="%anyUE ← %s"><block var="xN"/><block s="reportQuotient"><block s="reportDifference"><block s="reportProduct"><block s="reportListItem"><l><option>last</option></l><block var="abc2"/></block><block s="reportListItem"><l>2</l><block var="abc1"/></block></block><block s="reportProduct"><block s="reportListItem"><l><option>last</option></l><block var="abc1"/></block><block s="reportListItem"><l>2</l><block var="abc2"/></block></block></block><block var="det"/></block></custom-block><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="abc1"/></block><l>0</l></block><script><custom-block s="%anyUE ← %s"><block var="yN"/><block s="reportSum"><block s="reportProduct"><l>-1</l><block s="reportQuotient"><block s="reportListItem"><l><option>last</option></l><block var="abc2"/></block><block s="reportListItem"><l>2</l><block var="abc2"/></block></block></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="abc2"/></block><block s="reportListItem"><l><option>last</option></l><block var="abc1"/></block></block><block s="reportProduct"><block s="reportListItem"><l>2</l><block var="abc2"/></block><block s="reportListItem"><l>1</l><block var="abc1"/></block></block></block></block></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportListItem"><l>2</l><block var="abc2"/></block><l>0</l></block><script><custom-block s="%anyUE ← %s"><block var="yN"/><block s="reportSum"><block 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s="reportListItem"><l><option>last</option></l><block var="abc1"/></block></block><block s="reportListItem"><l>2</l><block var="abc1"/></block></block></block></custom-block></script></block></script></block></script></block><block s="doTellTo"><l>N</l><block s="reifyScript"><script><block s="gotoXY"><block var="xN"/><block var="yN"/></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="straight_line xA = %&apos;xA&apos; yA = %&apos;yA&apos; xB = %&apos;xB&apos; yB = %&apos;yB&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l><l>b</l><l>c</l></list></block><block s="doIfElse"><block s="reportEquals"><block var="xA"/><block var="xB"/></block><script><block s="doReport"><block s="reportNewList"><list><l>1</l><l>0</l><block s="reportProduct"><l>-1</l><block var="xA"/></block></list></block></block></script><script><block s="doSetVar"><l>a</l><block s="reportQuotient"><block s="reportDifference"><block var="yB"/><block var="yA"/></block><block s="reportDifference"><block var="xB"/><block var="xA"/></block></block></block><block s="doSetVar"><l>b</l><block s="reportDifference"><block var="yA"/><block s="reportProduct"><block var="a"/><block var="xA"/></block></block></block><block s="doReport"><block s="reportNewList"><list><block s="reportProduct"><l>-1</l><block var="a"/></block><l>1</l><block s="reportProduct"><l>-1</l><block var="b"/></block></list></block></block></script></block></script><scripts><comment x="303" y="94.19999999999999" w="90" collapsed="false">Renvoie a,b,c de l&apos;équation cartésienne de la droite (AB)&#xD;a*x + b*y + c = 0</comment></scripts></block-definition><block-definition s="myRGB_BarycenterColor %&apos;A&apos; %&apos;B&apos; %&apos;C&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%obj"></input><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>A_RGB</l><l>B_RGB</l><l>C_RGB</l><l>N</l></list></block><block s="doDeclareVariables"><list><l>coefA</l><l>coefB</l><l>coefC</l></list></block><block s="doDeclareVariables"><list><l>poidsA</l><l>poidsB</l><l>poidsC</l></list></block><block s="doDeclareVariables"><list><l>sum</l><l>max</l></list></block><block s="doDeclareVariables"><list><l>alpha</l><l>beta</l><l>gamma</l><l>rgb</l></list></block><custom-block s="%anyUE ← %s"><block var="A_RGB"/><block s="reportAskFor"><block var="A"/><block s="reifyReporter"><autolambda><custom-block s="RGB color"></custom-block></autolambda><list></list></block><list></list></block></custom-block><custom-block s="%anyUE ← %s"><block var="B_RGB"/><block s="reportAskFor"><block var="B"/><block 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