<snapdata remixID="10336740"><project name="voronoi3" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>This programme generates voronoi diagrams for a computer art course.&#xD;&#xD;Dieses Programm generiert Voronoi-Diagramme für einen Kurs zum Thema "Generative Kunst".</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="480" costume="0" color="0,0,0,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="14"/></wear><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="30" y="19.999999999999904" w="458" collapsed="false">Mit dem Start des Programms generierst du eine vorgegebene Anzahl von Punkten (Königreiche).</comment><script x="30" y="73.9999999999999"><block s="receiveGo"></block><block s="clear"></block><block s="hide"></block><block s="doSetVar"><l>size</l><l>480</l><comment w="207.9755859375" collapsed="false">Auflösung der Bühne (Ausgabebildschirm)</comment></block><block s="doSetVar"><l>halfsize</l><block s="reportQuotient"><block var="size"/><l>2</l></block></block><custom-block s="set value %s to %s"><l>Stage size</l><block s="reportNewList"><list><block var="size"/><block var="size"/></list></block></custom-block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block><block s="doSetVar"><l>elements</l><l>50</l><comment w="203.998046875" collapsed="false">Anzahl der Punkte (verschiedene Reiche)</comment></block><block s="doSetVar"><l>pcolours</l><block s="reportNewList"><list></list></block></block><block s="setSize"><l>10</l></block><block s="doFor"><l>i</l><l>1</l><block var="elements"/><script><block s="createClone"><l><option>myself</option></l></block><block s="doDeclareVariables"><list><l>pencolour</l></list></block><block s="doSetVar"><l>pencolour</l><block s="reportRandom"><l>30</l><l>80</l></block><comment w="156" collapsed="false">Hier werden die Farben für die Punkte bestimmt.</comment></block><custom-block s="$brush set pen to crayon %n"><block var="pencolour"/></custom-block><block s="doAddToList"><block var="pencolour"/><block var="pcolours"/></block></script></block></script><script x="30" y="474.6666666666665"><block s="receiveOnClone"></block><block s="gotoXY"><block s="reportProduct"><block s="reportRandom"><block 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" id="125"/></wear><costumes><list struct="atomic" id="126"></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables><variable name="circle size"><l>10</l></variable></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>c</option></l></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>false</bool></l></custom-block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>circle size</l><l>10</l><comment w="266" collapsed="false">Diesen Wert anpassen, um die Kreisgrösse zu verändern.</comment></block><block s="setSize"><block var="circle size"/></block><block s="clear"></block><block s="hide"></block><block s="doWarp"><script><block s="doFor"><l>y</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="circle size"/></block><block s="reportQuotient"><block var="halfsize"/><block var="circle size"/></block><script><block s="doFor"><l>x</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="circle size"/></block><block s="reportQuotient"><block var="halfsize"/><block var="circle size"/></block><script><block s="gotoXY"><block s="reportProduct"><block var="x"/><block var="circle size"/></block><block s="reportProduct"><block var="y"/><block var="circle size"/></block></block><block s="doSetVar"><l>colours</l><block s="reportListItem"><l>1</l><custom-block s="$flash sort %l by %predRing"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>columns</option></l><block s="reportRelationTo"><l><option>distance</option></l><block s="reportAskFor"><l>Dots</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="pcolours"/></block></list></block></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block></custom-block></block></block><custom-block s="$brush set pen to crayon %n"><block s="reportListItem"><l>2</l><block var="colours"/></block></custom-block><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block var="colours"/></block><l>1</l></block><comment w="136" collapsed="false">Diesen Wert anpassen, um die Kugelgrösse zu beeinflussen.</comment></block><block s="setSize"><custom-block s="calculate size for circle size %n"><block var="circle size"/></custom-block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Squares" idx="3" x="250" y="240" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,88,0,0.352323089983563" pen="tip" id="261"><wear><costume name="Costume" center-x="250" center-y="0" 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" id="262"/></wear><costumes><list struct="atomic" id="263"></list></costumes><sounds><list struct="atomic" id="264"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block></script><script x="20" y="59.83333333333337"><block s="receiveKey"><l><option>q</option></l></block><block s="clear"></block><block s="doSetVar"><l>quadrat</l><l>10</l><comment w="90" collapsed="false">Hier die Quadratgrösse anpassen.</comment></block><block s="setSize"><block var="quadrat"/></block><block s="setHeading"><l>90</l></block><block s="hide"></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l></custom-block><block s="doWarp"><script><block s="doFor"><l>y</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="quadrat"/></block><block s="reportQuotient"><block var="halfsize"/><block var="quadrat"/></block><script><block s="doFor"><l>x</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="quadrat"/></block><block s="reportQuotient"><block var="halfsize"/><block var="quadrat"/></block><script><block s="gotoXY"><block s="reportProduct"><block var="x"/><block var="quadrat"/></block><block s="reportProduct"><block var="y"/><block var="quadrat"/></block></block><block s="doSetVar"><l>colours</l><block s="reportListItem"><l>1</l><custom-block s="$flash sort %l by %predRing"><block s="reportListAttribute"><l><option>columns</option></l><block s="reportConcatenatedLists"><list><block s="reportListAttribute"><l><option>columns</option></l><block s="reportRelationTo"><l><option>distance</option></l><block s="reportAskFor"><l>Dots</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></block></block><block s="reportListAttribute"><l><option>columns</option></l><block var="pcolours"/></block></list></block></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block></custom-block></block></block><custom-block s="$brush set pen to crayon %n"><block s="reportListItem"><l>2</l><block var="colours"/></block></custom-block><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportProduct"><block s="reportQuotient"><block var="halfsize"/><block s="reportSum"><block s="reportListItem"><l>1</l><block var="colours"/></block><l>1</l></block></block><l>10</l><comment w="90" collapsed="false">Hier Änderungen vornehmen, um die Transparenz zu beeinflussen.</comment></block></block><block s="down"></block><block s="forward"><block var="quadrat"/></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Modulus" idx="4" x="245" y="240" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="10.412336286498507,0,127.5,1" pen="tip" id="403"><wear><costume name="Costume" center-x="245" center-y="0" 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var="halfsize"/></block><block var="quadrat"/></block><block s="reportQuotient"><block var="halfsize"/><block var="quadrat"/></block><script><block s="gotoXY"><block s="reportProduct"><block var="x"/><block var="quadrat"/></block><block s="reportProduct"><block var="y"/><block var="quadrat"/></block></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportSum"><block s="reportModulus"><block s="reportProduct"><block s="reportListItem"><l>1</l><custom-block s="$flash sort %l by %predRing"><block s="reportRelationTo"><l><option>distance</option></l><block s="reportAskFor"><l>Dots</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></block><l>0.5</l></block><l>20</l></block><l>50</l><comment w="90" collapsed="false">Hier die Parameter verändern, um die Farbgebung anzupassen.</comment></block></block><block s="down"></block><block s="forward"><block var="quadrat"/></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="Grass" idx="5" x="230.37567359261402" y="225.73134932018274" heading="214" scale="1" volume="100" pan="0" rotation="0" draggable="true" hidden="true" costume="0" color="17.83216783216785,255,0,1" pen="tip" id="511"><wear><costume name="Costume" center-x="470.375673592614" center-y="14.268650679817256" 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" id="512"/></wear><costumes><list struct="atomic" id="513"></list></costumes><sounds><list struct="atomic" id="514"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>g</option></l></block><block s="clear"></block><block s="setColor"><color>10,143,0,1</color></block><block s="doSetVar"><l>quadrat</l><l>10</l><comment w="90" collapsed="false">Hier die Grösse der Quadrate ändern.</comment></block><block s="setSize"><block s="reportSum"><block var="quadrat"/><l>-8</l></block></block><block s="setHeading"><l>90</l></block><block s="hide"></block><custom-block s="set flag %s to %b"><l>Flat line ends</l><l><bool>true</bool></l><comment w="126" collapsed="false">Kreise oder Rechtecke</comment></custom-block><block s="doDeclareVariables"><list><l>item</l></list></block><block s="doDeclareVariables"><list><l>move</l></list></block><block s="doWarp"><script><block s="doFor"><l>y</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="quadrat"/></block><block s="reportQuotient"><block var="halfsize"/><block var="quadrat"/></block><script><block s="doFor"><l>x</l><block s="reportQuotient"><block s="reportDifference"><l></l><block var="halfsize"/></block><block var="quadrat"/></block><block s="reportQuotient"><block var="halfsize"/><block var="quadrat"/></block><script><block s="gotoXY"><block s="reportProduct"><block var="x"/><block var="quadrat"/></block><block s="reportProduct"><block var="y"/><block var="quadrat"/></block></block><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><custom-block s="$flash sort %l by %predRing"><block s="reportAskFor"><l>Dots</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportRelationTo"><l><option>distance</option></l><l></l></block><block s="reportRelationTo"><l><option>distance</option></l><l></l></block></block></autolambda><list></list></block></custom-block></block></block><block s="doFaceTowards"><block var="item"/></block><block s="doSetVar"><l>move</l><block s="reportQuotient"><block s="reportRelationTo"><l><option>distance</option></l><block var="item"/></block><l>5</l><comment w="187" collapsed="false">Hier das Bewegungsverhalten ändern.</comment></block></block><block s="forward"><block var="move"/></block><block s="setPenHSVA"><l><option>brightness</option></l><block s="reportProduct"><block var="move"/><l>20</l></block><comment w="186" collapsed="false">Hier die Helligkeitssteuerung ändern.</comment></block><block s="down"></block><block s="forward"><block s="reportIfElse"><custom-block s="setting %s"><l>Flat line ends</l></custom-block><block var="quadrat"/><l>0</l></block></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="colours" style="normal" x="28.99999999999909" y="59.000000000000284" color="243,118,29" hidden="true"/><watcher var="pensize" style="normal" x="10.000000000001819" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="elements" style="normal" x="10.000000000001819" y="31.000002000000066" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="10.000000000001819" y="52.00000400000033" color="243,118,29" hidden="true"/><watcher var="halfsize" style="normal" x="10.000000000001819" y="73.00000600000033" color="243,118,29" hidden="true"/><watcher var="counter" style="normal" x="10" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="current x" style="normal" x="10" y="10.000000000000036" color="243,118,29" hidden="true"/><watcher var="current y" style="normal" x="10" y="31.00000199999998" color="243,118,29" hidden="true"/><watcher var="clones" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="quadrat" style="normal" x="10" y="145.0000060000001" color="243,118,29" hidden="true"/><watcher var="pcolours" style="normal" x="10" y="166.00000799999987" color="243,118,29" hidden="true"/><watcher scope="Points" var="circle size" style="normal" x="20" y="19.999999999999957" color="243,118,29" hidden="true"/><watcher var="dots" style="normal" x="2.5531914893617795" y="2.5531914893616943" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$flash analyze %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="149" collapsed="false">returns a frequency analysis of the argument list, represented as a two-column table, where the first column contains the unique values and the second column their occurrences</comment><header></header><code></code><translations>pt:$flash as frequências dos itens de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>var dict = new Map(),&#xD;    result = [],&#xD;    data = list.itemsArray(),&#xD;    len = data.length,&#xD;    i;&#xD;for (i = 0; i &lt; len; i += 1) {&#xD;    if (dict.has(data[i])) {&#xD;        dict.set(data[i], dict.get(data[i]) + 1);&#xD;    } else {&#xD;        dict.set(data[i], 1);&#xD;    }&#xD;}&#xD;dict.forEach(function (value, key) {&#xD;    result.push(new List([key, value]));&#xD;});&#xD;return new List(result);</l></block><list><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash group %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o agrupamento dos itens de _ de acordo com _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicGroup(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:uma ordenação de _ com critério _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="histogram of %&apos;data&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o histograma de _ entre _ e _ com intervalo _&#xD;</translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input><input type="%n">1</input></inputs><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><custom-block s="$flash sort %l by %predRing"><custom-block s="$flash analyze %l"><block var="data"/></custom-block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block></custom-block><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="floor"/><block var="ceiling"/><block s="reifyReporter"><autolambda><block s="reportSum"><l></l><block var="interval"/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l>0</l></list></block></autolambda><list></list></block></custom-block></block></script></block-definition><block-definition s="histogram of %&apos;data&apos; grouped by: %&apos;key&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o histograma de _ agrupado de acordo com _ entre _ e _ com passo _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input><input type="%n"></input><input type="%n"></input><input type="%repRing"></input></inputs><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><custom-block s="$flash sort %l by %predRing"><custom-block s="$flash group %l by %repRing"><block var="data"/><block var="key"/></custom-block><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></block></autolambda><list></list></block></custom-block><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="floor"/><block var="ceiling"/><block var="interval"/><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l>0</l><block s="reportNewList"><list></list></block></list></block></autolambda><list></list></block></custom-block></block></script></block-definition><block-definition s="fill %&apos;data&apos; key: %&apos;key&apos; from: %&apos;floor&apos; to: %&apos;ceiling&apos; interval: %&apos;interval&apos; with: %&apos;generator&apos;" type="reporter" category="lists"><comment x="0" y="0" w="103" collapsed="false">add missing entries to a sorted list. Used for histograms</comment><header></header><code></code><translations>pt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input><input type="%n"></input><input type="%n"></input><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="floor"/><block var="ceiling"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block><script><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="generator"/><list><block var="floor"/></list></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block var="data"/><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script></block><block s="doIf"><block s="reportLessThan"><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></block><script><block s="doReport"><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block s="reportCDR"><block var="data"/></block><block var="key"/><block var="floor"/><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block s="reportCDR"><block var="data"/></block><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="generator"/><list><block var="floor"/></list></block><custom-block s="fill %l key: %repRing from: %n to: %n interval: %repRing with: %repRing"><block var="data"/><block var="key"/><block s="evaluate"><block var="interval"/><list><block var="floor"/></list></block><block var="ceiling"/><block var="interval"/><block var="generator"/></custom-block></block></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="%&apos;text&apos; $arrowRight lower case" type="reporter" category="operators"><header></header><code></code><translations>pt:_ em minúsculas&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>txt</l></list><l>return txt.toLowerCase()</l></block><list><block var="text"/></list></block></block></script></block-definition><block-definition s="plot %&apos;data&apos; %&apos;style&apos; at x: %&apos;left&apos; y: %&apos;bottom&apos; width: %&apos;width&apos; height: %&apos;height&apos;" type="command" category="pen"><header></header><code></code><translations>pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _&#xD;</translations><inputs><input type="%l"></input><input type="%s" readonly="true">bars<options>bars&#xD;lines&#xD;pie chart</options></input><input type="%n">-200</input><input type="%n">-100</input><input type="%n">400</input><input type="%n">200</input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="style"/><l>pie chart</l></block><script><block s="doDeclareVariables"><list><l>x</l><l>y</l><l>r</l><l>total</l><l>start</l><l>end</l><l>state</l><l>pen size</l><l>heading</l></list></block><block s="doSetVar"><l>x</l><block s="reportSum"><block var="left"/><block s="reportQuotient"><block var="width"/><l>2</l></block></block></block><block s="doSetVar"><l>y</l><block s="reportSum"><block var="bottom"/><block s="reportQuotient"><block var="height"/><l>2</l></block></block></block><block s="doSetVar"><l>r</l><block s="reportIfElse"><block s="reportLessThan"><block var="height"/><block var="width"/></block><block s="reportQuotient"><block var="height"/><l>2</l></block><block s="reportQuotient"><block var="width"/><l>2</l></block></block></block><block s="doSetVar"><l>total</l><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportSum"><l></l><l></l></block></autolambda><list></list></block></block></block><block s="doSetVar"><l>state</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="getPenAttribute"><l></l></block></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>hue</l><l>saturation</l><l>brightness</l></list></block></block></block><block s="doSetVar"><l>pen size</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><block s="setPenHSVA"><l><option>brightness</option></l><l>80</l></block><block s="setPenHSVA"><l><option>saturation</option></l><l>80</l></block><block s="doWarp"><script><block s="doForEach"><l>slice</l><block var="data"/><script><block s="doChangeVar"><l>end</l><block s="reportProduct"><block s="reportQuotient"><block var="slice"/><block var="total"/></block><l>360</l></block></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doFor"><l>i</l><block var="start"/><block var="end"/><script><block s="gotoXY"><block s="reportSum"><block var="x"/><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block></block></block><block s="reportSum"><block var="y"/><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="i"/></block></block></block></block></script></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="up"></block><block s="setHeading"><block var="start"/></block><block s="turn"><block s="reportQuotient"><block s="reportDifference"><block var="end"/><block var="start"/></block><l>2</l></block></block><block s="forward"><block s="reportQuotient"><block var="r"/><l>2</l></block></block><block s="floodFill"></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><block s="doSetVar"><l>start</l><block var="end"/></block></script></block><block s="doForEach"><l>setting</l><block var="state"/><script><block s="setPenHSVA"><block s="reportListItem"><l>1</l><block var="setting"/></block><block s="reportListItem"><l>2</l><block var="setting"/></block></block></script></block></script></block><block s="setSize"><block var="pen size"/></block><block s="setHeading"><block var="heading"/></block></script><script><block s="doDeclareVariables"><list><l>ratio</l><l>step</l><l>flat line ends</l><l>col</l><l>sorted</l><l>min</l></list></block><block s="doSetVar"><l>sorted</l><custom-block s="$flash sort %l by %predRing"><block var="data"/><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><l></l><l></l></block></autolambda><list></list></block></custom-block></block><block s="doIfElse"><block s="reportLessThan"><block s="reportListItem"><l><option>last</option></l><block var="sorted"/></block><l>0</l></block><script><block s="doSetVar"><l>min</l><block s="reportListItem"><l><option>last</option></l><block var="sorted"/></block></block></script><script><block s="doSetVar"><l>min</l><l>0</l></block></script></block><block s="doSetVar"><l>ratio</l><block s="reportQuotient"><block var="height"/><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="sorted"/></block><block var="min"/></block></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block var="width"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><block s="doIfElse"><block s="reportGreaterThan"><block var="step"/><l>2</l></block><script><block s="doSetVar"><l>col</l><block s="reportDifference"><block var="step"/><l>1</l></block></block></script><script><block s="doSetVar"><l>col</l><block s="reportProduct"><block var="step"/><l>0.8</l></block></block></script></block><block s="gotoXY"><block var="left"/><block var="bottom"/></block><block s="doIfElse"><block s="reportEquals"><block var="style"/><l>lines</l></block><script><block s="changeXPosition"><block s="reportQuotient"><block var="step"/><l>-2</l></block></block><block s="doWarp"><script><block s="doUntil"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><block var="step"/></block><block s="reportSum"><block var="bottom"/><block s="reportProduct"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="min"/></block><block var="ratio"/></block></block></block><block s="down"></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block></script><script><block s="doSetVar"><l>flat line ends</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>0.5</l></block><block s="down"></block><block s="changeXPosition"><block s="reportQuotient"><block var="step"/><l>2</l></block></block><block s="doWarp"><script><block s="doUntil"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="setSize"><block var="col"/></block><block s="changeYPosition"><block s="reportProduct"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="min"/></block><block var="ratio"/></block></block><block s="setYPosition"><block var="bottom"/></block><block s="setSize"><l>0.5</l></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></block><script><block s="changeXPosition"><block var="step"/></block></script><script><block s="changeXPosition"><block s="reportQuotient"><block var="step"/><l>2</l></block></block></script></block></script></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="$brush set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doDeclareVariables"><list><l>color</l></list></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></block><block var="✐ crayon colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></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"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><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"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><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();&#xD;col.set_hsv(h, s, v);&#xD;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"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><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"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><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="$brush set pen %&apos;dimension&apos; to %&apos;value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l></list></block><block s="doSetVar"><l>colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block><block s="doSetVar"><l>pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>color</l><l>hue</l><l>fair hue</l></list></block><block var="dimension"/></block><script><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>red</l><l>green</l><l>blue</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>255</l></block><script><block s="doSetVar"><l>value</l><l>255</l></block></script></block></script><script><block s="doIf"><block s="reportListContainsItem"><block s="reportNewList"><list><l>saturation (HSV)</l><l>saturation (HSL)</l><l>value (brightness)</l><l>lightness</l><l>fair saturation (HSV)</l><l>fair saturation (HSL)</l><l>fair value (brightness)</l><l>fair lightness</l><l>transparency</l></list></block><block var="dimension"/></block><script><block s="doIf"><block s="reportLessThan"><block var="value"/><l>0</l></block><script><block s="doSetVar"><l>value</l><l>0</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="value"/><l>100</l></block><script><block s="doSetVar"><l>value</l><l>100</l></block></script></block></script><comment w="164.66666666666666" collapsed="false">We have to do this last test to rule out the vector options, which aren&apos;t numbers; their code makes three recursive calls and we catch range issues then.</comment></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="setSize"><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="setPenHSVA"><l><option>hue</option></l><block var="value"/></block><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReplaceInList"><l>1</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block></script></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="setPenHSVA"><l><option>saturation</option></l><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="setPenHSVA"><l><option>brightness</option></l><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block var="value"/></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportMin"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></block><l></l><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><block s="reportMin"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></block><l></l></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><block s="reportMin"><block s="reportRound"><block s="reportListItem"><l>1</l><block s="reportNewList"><list><block var="value"/><l></l></list></block></block></block><l>255</l></block></custom-block></script><list></list></block><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l>100</l><l></l></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportProduct"><block var="value"/><l>3.6</l></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="pivots"/></block><block var="value"/></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="pivots"/></block><block s="reportListItem"><block var="index"/><block var="pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportMin"><block s="reportRound"><block s="reportSum"><block var="from"/><block s="reportProduct"><block s="reportDifference"><block var="to"/><block var="from"/></block><block var="scale"/></block></block></block><l>255</l></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block var="index"/><block var="brights"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="brights"/></block></list></custom-block></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block><l>100</l></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></block><l>100</l></block><block s="reportQuotient"><block s="reportProduct"><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script><comment w="90" collapsed="true">fair hue</comment></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l><comment w="53.333333333333336" collapsed="true">Color</comment></block><script><block s="doSetVar"><l>✐ color scale</l><block var="value"/></block><block s="doSetVar"><l>color</l><block s="reportProduct"><block var="value"/><l>3</l></block></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="color"/><l>42</l></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportProduct"><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportProduct"><block var="index"/><l>15</l></block></block></block></script><script><block s="doIf"><block s="reportLessThan"><block var="color"/><l>60</l><comment w="96.66666666666667" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportSum"><l>45</l><block s="reportProduct"><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></block></block></block></script></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportProduct"><block var="index"/><l>15</l></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportMin"><block s="reportRound"><block s="reportSum"><block var="from"/><block s="reportProduct"><block s="reportDifference"><block var="to"/><block var="from"/></block><block s="reportQuotient"><block var="scale"/><l>15</l></block></block></block></block><l>255</l></block></autolambda><list><l>from</l><l>to</l></list></block><list><block s="reportListItem"><block s="reportSum"><block var="index"/><l>1</l></block><block var="colors"/></block><block s="reportListItem"><block s="reportSum"><block var="index"/><l>2</l></block><block var="colors"/></block></list></custom-block></block><block s="doSetVar"><l>✐ last set as</l><l>color</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenHSVA"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="setPenHSVA"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSV</l></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><l>100</l></block></script></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSV</l></block><script><custom-block s="✐ update HSL"></custom-block></script><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><l>50</l></block></script></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportProduct"><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></block><block var="value"/></block></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><custom-block s="$brush set pen %s to %s"><l>fair saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>fair hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSL)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>lightness</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><custom-block s="$brush set pen %s to %s"><l>saturation (HSV)</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>value (brightness)</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>hue</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="value"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="value"/></block></custom-block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="setPenHSVA"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script></block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportSum"><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportLessThan"><l></l><l>a</l></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportOr"><block s="reportLessThan"><l></l><l>0</l></block><block s="reportGreaterThan"><l></l><l>15</l></block></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></block><script><custom-block s="error %txt"><l>More than six hex digits.</l></custom-block></script></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="reportListItem"><l>2</l><block var="value"/></block></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></block><block s="reportListItem"><l>4</l><block var="value"/></block></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportSum"><block s="reportProduct"><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></block><block s="reportListItem"><l>6</l><block var="value"/></block></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l><comment w="90" collapsed="true">X11/W3C name</comment></block><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block var="value"/><block s="reportListItem"><l>4</l><l/></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block></script></block></script></block-definition><block-definition s="mmap %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><block var="lists"/></block></block><custom-block s="mmap %repRing over %mult%l"><block var="function"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><block var="lists"/></block></custom-block></block></block></script></block-definition><block-definition s="✐ update HSL" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l>100</l></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportProduct"><block var="V"/><block var="S"/></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><l></l></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l>100</l></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportProduct"><block var="V"/><block var="S"/></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportOr"><block s="reportEquals"><block var="L"/><l>0</l></block><block s="reportEquals"><block var="L"/><l>1</l></block></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><l></l></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block></block></block></block></script></block></script></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportSum"><block var="L"/><block s="reportProduct"><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><l></l></block></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportProduct"><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></block></block></block><block var="V"/></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportSum"><block var="L"/><block s="reportProduct"><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><l></l></block></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l>100</l></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportEquals"><block var="V"/><l>0</l></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportProduct"><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></block></block></block><block var="V"/></list></block></block></block></script></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="pen"><comment x="0" y="0" w="226" collapsed="false">The identity function reports its input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="$brush pen %&apos;dimension&apos;" type="reporter" category="pen"><comment x="0" y="0" w="380.6666666666667" collapsed="false">This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details. </comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;X11/W3C name&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>size</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>size</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>hue</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>hue</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSV)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>saturation</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>value (brightness)</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>brightness</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>transparency</l></block><script><block s="doReport"><block s="getPenAttribute"><l><option>transparency</option></l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB vector</l></block><script><block s="doReport"><custom-block s="RGB color"></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>red</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>green</l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>blue</l></block><script><block s="doReport"><block s="reportListItem"><l>3</l><custom-block s="RGB color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><block s="doReport"><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><custom-block s="✐ hexchar %s"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><l></l><l>16</l></block></block></custom-block><custom-block s="✐ hexchar %s"><block s="reportModulus"><l></l><l>16</l></block></custom-block></list></block></autolambda><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSV vector</l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportProduct"><l>100</l><l></l></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>HSL vector</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ HSL"/></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>saturation (HSL)</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>lightness</l></block><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>color</l></block><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>color</l></block><block var="✐ color scale"/><l>not set</l></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair hue</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIfElse"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSL"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="✐ raw HSV"/></block></block></script></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSL)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair lightness</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSL vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><custom-block s="✐ update HSL"></custom-block><block s="doReport"><block var="✐ raw HSL"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair saturation (HSV)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair value (brightness)</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>fair HSV vector</l></block><script><block s="doIf"><block var="✐ fair?"/><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>HSL</l></block><script><custom-block s="✐ update HSV"></custom-block></script></block><block s="doReport"><block var="✐ raw HSV"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>crayon</l></block><script><block s="doReport"><block var="✐ last crayon"/></block></script></block><block s="doReport"><l>not set</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>X11/W3C name</l></block><script><block s="doIf"><block s="reportEquals"><block var="✐ last set as"/><l>X11</l></block><script><block s="doReport"><block var="✐ last x11"/></block></script></block><block s="doReport"><l>not set</l></block></script></block></script></block-definition><block-definition s="✐ hexchar %&apos;nybble&apos;" type="reporter" category="pen"><comment x="0" y="0" w="245.33333333333334" collapsed="false">Takes a value from 0 to 15 and reports&#xD;the corresponding hexadecimal digit.&#xD;&#xD;For internal use of the color library.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportLessThan"><block var="nybble"/><l>10</l></block><block var="nybble"/><block s="reportUnicodeAsLetter"><block s="reportSum"><block s="reportUnicode"><l>a</l></block><block s="reportDifference"><block var="nybble"/><l>10</l></block></block></block></block></block></script></block-definition><block-definition s="$brush change pen %&apos;dimension&apos; by %&apos;amount&apos;" type="command" category="pen"><comment x="0" y="0" w="334" collapsed="false">Changes any pen property by the specified amount.  Some color scales can&apos;t be adjusted this way unless the color was first SET using that scale.&#xD;Vectors (e.g., RGB color as a list of three numbers) can be incremented&#xD;by a vector as the amount. X11/W3C names can&apos;t be incremented.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>size&#xD;crayon&#xD;color&#xD;fair hue&#xD;transparency&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB vector&#xD;RGB hex&#xD;}&#xD;}</options></input><input type="%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doDeclareVariables"><list><l>old</l></list></block><block s="doSetVar"><l>old</l><custom-block s="$brush pen %s"><block var="dimension"/></custom-block></block><block s="doIf"><block s="reportEquals"><block var="old"/><l>not set</l></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Dimension </l><block var="dimension"/><l> not set.</l></list></block></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>crayon</l></block><script><custom-block s="$brush set pen to crayon %n"><block s="reportSum"><block var="old"/><block var="amount"/></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block var="dimension"/><l>RGB hex</l></block><script><custom-block s="error %txt"><l>Sorry, I don&apos;t know how to add in hexadecimal.</l></custom-block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>number</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><block s="reportSum"><block var="old"/><block var="amount"/></block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doIf"><block s="reportIsA"><block var="amount"/><l><option>list</option></l></block><script><custom-block s="$brush set pen %s to %s"><block var="dimension"/><custom-block s="mmap %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportSum"><l></l><l></l></block></autolambda><list></list></block><list><block var="old"/><block var="amount"/></list></custom-block></custom-block><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="error %txt"><block s="reportJoinWords"><list><l>I don&apos;t know how to handle </l><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg);</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>string</l><l>marker</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;if (!("stringLibCaseIndependentComparison" in world)) {&#xD;    world["stringLibCaseIndependentComparison"] = true;&#xD;};&#xD;if (world["stringLibCaseIndependentComparison"]) {&#xD;    var index=string.toLocaleLowerCase().indexOf(marker.toLocaleLowerCase());&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;} else {&#xD;    var index=string.indexOf(marker);&#xD;    if (index&lt;0) {return string};&#xD;    return string.slice(0,index);&#xD;}</l></block><list><block var="string"/><block var="marker"/></list></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>flag</l></list><l>var world=this.parentThatIsA(IDE_Morph);&#xD;world[&apos;stringLibCaseIndependentComparison&apos;] = flag;</l></block><list><block var="tf"/></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos;" type="predicate" category="pen"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><custom-block s="$brush set pen %s to %s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block></custom-block><custom-block s="$brush set pen %s to %s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ no spaces %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="create %&apos;scope&apos; var %&apos;names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="scope"/><l>script</l></block><script><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (!proc.homeContext.variables.vars[varName]) proc.homeContext.variables.addVar(varName);</l></block><list><block var="each item"/></list></block></script></block></script><script><block s="doDeclareVariables"><list><l>global</l></list></block><block s="doIfElse"><block s="reportEquals"><block var="scope"/><l>sprite</l></block><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doSetVar"><l>global</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doForEach"><l>each item</l><block var="names"/><script><block s="doRun"><block s="reportJSFunction"><list><l>varName</l><l>global</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;if (global &amp;&amp; !proc.homeContext.variables.parentFrame.parentFrame.vars[varName]) this.addVariable(varName, true);&#xD;if (!global &amp;&amp; !proc.homeContext.variables.parentFrame.vars[varName]) this.addVariable(varName, false);</l></block><list><block var="each item"/><block var="global"/></list></block></script></block><block s="doRun"><block s="reportJSFunction"><list></list><l>var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.flushBlocksCache(&apos;variables&apos;); // b/c of inheritance&#xD;ide.refreshPalette();</l></block><list></list></block></script></block></script></block-definition><block-definition s="does var %&apos;name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>varName</l><l>proc</l></list><l>if ((typeof varName) != "string" || varName === "") {&#xD;    throw new Error("name isn&apos;t a string: " + varName);&#xD;}&#xD;return proc.homeContext.variables.silentFind(varName)? true:false;</l></block><list><block var="name"/></list></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last set as</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>250</l><l>250</l><l>snow</l></list></block><block s="reportNewList"><list><l>248</l><l>248</l><l>255</l><l>ghostwhite</l></list></block><block s="reportNewList"><list><l>245</l><l>245</l><l>245</l><l>whitesmoke</l></list></block><block s="reportNewList"><list><l>220</l><l>220</l><l>220</l><l>gainsboro</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>240</l><l>floralwhite</l></list></block><block s="reportNewList"><list><l>253</l><l>245</l><l>230</l><l>oldlace</l></list></block><block s="reportNewList"><list><l>250</l><l>240</l><l>230</l><l>linen</l></list></block><block s="reportNewList"><list><l>250</l><l>235</l><l>215</l><l>antiquewhite</l></list></block><block s="reportNewList"><list><l>255</l><l>239</l><l>213</l><l>papayawhip</l></list></block><block s="reportNewList"><list><l>255</l><l>235</l><l>205</l><l>blanchedalmond</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>196</l><l>bisque</l></list></block><block s="reportNewList"><list><l>255</l><l>218</l><l>185</l><l>peachpuff</l></list></block><block s="reportNewList"><list><l>255</l><l>222</l><l>173</l><l>navajowhite</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>181</l><l>moccasin</l></list></block><block s="reportNewList"><list><l>255</l><l>248</l><l>220</l><l>cornsilk</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>240</l><l>ivory</l></list></block><block s="reportNewList"><list><l>255</l><l>250</l><l>205</l><l>lemonchiffon</l></list></block><block s="reportNewList"><list><l>255</l><l>245</l><l>238</l><l>seashell</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>240</l><l>honeydew</l></list></block><block s="reportNewList"><list><l>245</l><l>255</l><l>250</l><l>mintcream</l></list></block><block s="reportNewList"><list><l>240</l><l>255</l><l>255</l><l>azure</l></list></block><block s="reportNewList"><list><l>240</l><l>248</l><l>255</l><l>aliceblue</l></list></block><block s="reportNewList"><list><l>230</l><l>230</l><l>250</l><l>lavender</l></list></block><block s="reportNewList"><list><l>255</l><l>240</l><l>245</l><l>lavenderblush</l></list></block><block s="reportNewList"><list><l>255</l><l>228</l><l>225</l><l>mistyrose</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>white</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>black</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategray</l></list></block><block s="reportNewList"><list><l>47</l><l>79</l><l>79</l><l>darkslategrey</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgray</l></list></block><block s="reportNewList"><list><l>105</l><l>105</l><l>105</l><l>dimgrey</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategray</l></list></block><block s="reportNewList"><list><l>112</l><l>128</l><l>144</l><l>slategrey</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategray</l></list></block><block s="reportNewList"><list><l>119</l><l>136</l><l>153</l><l>lightslategrey</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>gray(X11)</l></list></block><block s="reportNewList"><list><l>190</l><l>190</l><l>190</l><l>grey(X11)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>gray(W3C)</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l><l>grey(W3C)</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgrey</l></list></block><block s="reportNewList"><list><l>211</l><l>211</l><l>211</l><l>lightgray</l></list></block><block s="reportNewList"><list><l>25</l><l>25</l><l>112</l><l>midnightblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navy</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>navyblue</l></list></block><block s="reportNewList"><list><l>100</l><l>149</l><l>237</l><l>cornflowerblue</l></list></block><block s="reportNewList"><list><l>72</l><l>61</l><l>139</l><l>darkslateblue</l></list></block><block s="reportNewList"><list><l>106</l><l>90</l><l>205</l><l>slateblue</l></list></block><block s="reportNewList"><list><l>123</l><l>104</l><l>238</l><l>mediumslateblue</l></list></block><block s="reportNewList"><list><l>132</l><l>112</l><l>255</l><l>lightslateblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>205</l><l>mediumblue</l></list></block><block s="reportNewList"><list><l>65</l><l>105</l><l>225</l><l>royalblue</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>blue</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>dodgerblue</l></list></block><block s="reportNewList"><list><l>0</l><l>191</l><l>255</l><l>deepskyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>235</l><l>skyblue</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>lightskyblue</l></list></block><block s="reportNewList"><list><l>70</l><l>130</l><l>180</l><l>steelblue</l></list></block><block s="reportNewList"><list><l>176</l><l>196</l><l>222</l><l>lightsteelblue</l></list></block><block s="reportNewList"><list><l>173</l><l>216</l><l>230</l><l>lightblue</l></list></block><block s="reportNewList"><list><l>176</l><l>224</l><l>230</l><l>powderblue</l></list></block><block s="reportNewList"><list><l>175</l><l>238</l><l>238</l><l>paleturquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>206</l><l>209</l><l>darkturquoise</l></list></block><block s="reportNewList"><list><l>72</l><l>209</l><l>204</l><l>mediumturquoise</l></list></block><block s="reportNewList"><list><l>64</l><l>224</l><l>208</l><l>turquoise</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>cyan</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>aqua</l></list></block><block s="reportNewList"><list><l>224</l><l>255</l><l>255</l><l>lightcyan</l></list></block><block s="reportNewList"><list><l>95</l><l>158</l><l>160</l><l>cadetblue</l></list></block><block s="reportNewList"><list><l>102</l><l>205</l><l>170</l><l>mediumaquamarine</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>212</l><l>aquamarine</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l><l>0</l><l>darkgreen</l></list></block><block s="reportNewList"><list><l>85</l><l>107</l><l>47</l><l>darkolivegreen</l></list></block><block s="reportNewList"><list><l>143</l><l>188</l><l>143</l><l>darkseagreen</l></list></block><block s="reportNewList"><list><l>46</l><l>139</l><l>87</l><l>seagreen</l></list></block><block s="reportNewList"><list><l>60</l><l>179</l><l>113</l><l>mediumseagreen</l></list></block><block s="reportNewList"><list><l>32</l><l>178</l><l>170</l><l>lightseagreen</l></list></block><block s="reportNewList"><list><l>152</l><l>251</l><l>152</l><l>palegreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>127</l><l>springgreen</l></list></block><block s="reportNewList"><list><l>124</l><l>252</l><l>0</l><l>lawngreen</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>green(X11)</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>green(W3C)</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>lime</l></list></block><block s="reportNewList"><list><l>127</l><l>255</l><l>0</l><l>chartreuse</l></list></block><block s="reportNewList"><list><l>0</l><l>250</l><l>154</l><l>mediumspringgreen</l></list></block><block s="reportNewList"><list><l>173</l><l>255</l><l>47</l><l>greenyellow</l></list></block><block s="reportNewList"><list><l>50</l><l>205</l><l>50</l><l>limegreen</l></list></block><block s="reportNewList"><list><l>154</l><l>205</l><l>50</l><l>yellowgreen</l></list></block><block s="reportNewList"><list><l>34</l><l>139</l><l>34</l><l>forestgreen</l></list></block><block s="reportNewList"><list><l>107</l><l>142</l><l>35</l><l>olivedrab</l></list></block><block s="reportNewList"><list><l>189</l><l>183</l><l>107</l><l>darkkhaki</l></list></block><block s="reportNewList"><list><l>240</l><l>230</l><l>140</l><l>khaki</l></list></block><block s="reportNewList"><list><l>238</l><l>232</l><l>170</l><l>palegoldenrod</l></list></block><block s="reportNewList"><list><l>250</l><l>250</l><l>210</l><l>lightgoldenrodyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>224</l><l>lightyellow</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>yellow</l></list></block><block s="reportNewList"><list><l>255</l><l>215</l><l>0</l><l>gold</l></list></block><block s="reportNewList"><list><l>238</l><l>221</l><l>130</l><l>lightgoldenrod</l></list></block><block s="reportNewList"><list><l>218</l><l>165</l><l>32</l><l>goldenrod</l></list></block><block s="reportNewList"><list><l>184</l><l>134</l><l>11</l><l>darkgoldenrod</l></list></block><block s="reportNewList"><list><l>188</l><l>143</l><l>143</l><l>rosybrown</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block 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s="reportNewList"><list><l>111</l><l>45</l><l>168</l></list></block><block s="reportNewList"><list><l>75</l><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>160</l><l>32</l><l>240</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>153</l><l>50</l><l>204</l></list></block><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l></list></block><block s="reportNewList"><list><l>127</l><l>0</l><l>127</l></list></block><block s="reportNewList"><list><l>139</l><l>0</l><l>139</l></list></block></list></block></block></script></block></script></block-definition><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows reading global settings programmatically.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:o valor da configuração _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Hyper blocks support&#xD;Visible palette</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    ide = stage.parentThatIsA(IDE_Morph),&#xD;    world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return ide.cloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return !!this.scripts.focus;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    case &apos;Hyper blocks support&apos;:&#xD;        return Process.prototype.enableHyperOps;&#xD;    default: return which;&#xD;    case &apos;Visible palette&apos;:&#xD;        return ide.currentCategory;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows changing global settings programmatically.&#xD;This block is for Boolean (checkbox) settings; use&#xD;SET VALUE for numeric or text values.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Hyper blocks support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph),&#xD;        thisObj = this;&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        if (thisObj.scripts.focus &amp;&amp; !tf) {&#xD;            thisObj.scripts.focus.stopEditing();&#xD;        } else if (tf &amp;&amp; !thisObj.scripts.focus) {&#xD;            thisObj.scripts.toggleKeyboardEntry();&#xD;        };&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Hyper blocks support&apos;:&#xD;        Process.prototype.enableHyperOps = tf;&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><comment x="0" y="0" w="254.66666666666666" collapsed="false">Allows changing global settings programmatically.&#xD;This block is for numeric or text settings; use&#xD;SET FLAG for Boolean (checkbox) values.&#xD;&#xD;Eisenberg&apos;s Law:  Anything you can do from the user interface you should be able to do in your program, and vice versa.  This library is just a beginning; there are many UI controls outside of the Settings menu.</comment><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;</translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Visible palette</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;try {&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        break;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        break;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        break;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        break;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        break;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        break;&#xD;    case &apos;Visible palette&apos;:&#xD;        ide.currentCategory = value.toLowerCase();&#xD;        ide.categories.children.forEach(function (each) {&#xD;                each.refresh();&#xD;        });&#xD;        ide.refreshPalette(true);&#xD;        break;&#xD;};&#xD;}&#xD;finally {ide.savingPreferences = true;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition><block-definition s="sum %&apos;nums&apos;" type="reporter" category="operators"><comment x="0" y="0" w="202" collapsed="false">Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of adding them all, so&#xD;(SUM (4) (100) (8))&#xD;reports 112.</comment><header></header><code></code><translations>pt:a soma de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><l>0</l></block></script></block><block s="doReport"><block s="reportSum"><block s="reportListItem"><l>1</l><block var="nums"/></block><custom-block s="sum %mult%n"><block s="reportCDR"><block var="nums"/></block></custom-block></block></block></script></block-definition><block-definition s="product %&apos;nums&apos;" type="reporter" category="operators"><comment x="0" y="0" w="205" collapsed="false">Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the result of multiplying them all, so&#xD;(PRODUCT (4) (100) (8))&#xD;reports 3200.</comment><header></header><code></code><translations>pt:o produto de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><l>1</l></block></script></block><block s="doReport"><block s="reportProduct"><block s="reportListItem"><l>1</l><block var="nums"/></block><custom-block s="product %mult%n"><block s="reportCDR"><block var="nums"/></block></custom-block></block></block></script></block-definition><block-definition s="all of %&apos;preds&apos;" type="predicate" category="operators"><comment x="0" y="0" w="248" collapsed="false">Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE only if all of the inputs are TRUE, otherwise FALSE.  Like AND but for multiple inputs.</comment><header></header><code></code><translations>pt:todas as afirmações _ são verdadeiras&#xD;</translations><inputs><input type="%mult%boolUE"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="preds"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><block s="doReport"><block s="reportAnd"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="preds"/></block><list></list></block><custom-block s="all of %mult%boolUE"><block s="reportCDR"><block var="preds"/></block></custom-block></block></block></script></block-definition><block-definition s="any of %&apos;preds&apos;" type="predicate" category="operators"><comment x="0" y="0" w="240" collapsed="false">Takes any number of Boolean (true/false) inputs (use the left and right arrowheads to adjust the number of input slots) and reports TRUE if at least one input is TRUE, otherwise FALSE.</comment><header></header><code></code><translations>pt:alguma das afirmações _ é verdadeira&#xD;</translations><inputs><input type="%mult%boolUE"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="preds"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doReport"><block s="reportOr"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="preds"/></block><list></list></block><custom-block s="any of %mult%boolUE"><block s="reportCDR"><block var="preds"/></block></custom-block></block></block></script></block-definition><block-definition s="minimum %&apos;nums&apos;" type="reporter" category="operators"><comment x="0" y="0" w="205" collapsed="false">Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the smallest of them, so&#xD;(MINIMUM (4) (100) (8))&#xD;reports 4.</comment><header></header><code></code><translations>pt:o produto de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><block s="reportQuotient"><l>1</l><l>0</l></block></block></script></block><block s="doReport"><block s="reportMin"><block s="reportListItem"><l>1</l><block var="nums"/></block><custom-block s="minimum %mult%n"><block s="reportCDR"><block var="nums"/></block></custom-block></block></block></script></block-definition><block-definition s="maximum %&apos;nums&apos;" type="reporter" category="operators"><comment x="0" y="0" w="205" collapsed="false">Takes any number of numbers as inputs (use the left and right arrowheads to adjust the number of input slots) and reports the largest of them, so&#xD;(MAXIMUM (4) (100) (8))&#xD;reports 100.</comment><header></header><code></code><translations>pt:o produto de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><block s="reportQuotient"><l>-1</l><l>0</l></block></block></script></block><block s="doReport"><block s="reportMax"><block s="reportListItem"><l>1</l><block var="nums"/></block><custom-block s="maximum %mult%n"><block s="reportCDR"><block var="nums"/></block></custom-block></block></block></script></block-definition><block-definition s="calculate size for circle size %&apos;size&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="doReport"><block s="reportProduct"><block var="circle size"/><block s="reportQuotient"><block s="reportDifference"><block var="halfsize"/><block s="reportListItem"><l>1</l><block var="colours"/></block></block><block var="halfsize"/></block></block></block></script></block-definition><block-definition s="distance between point %&apos;A&apos; and point %&apos;B&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportPower"><block s="reportSum"><block s="reportPower"><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="A"/></block><block s="reportListItem"><l>1</l><block var="B"/></block></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="A"/></block><block s="reportListItem"><l>2</l><block var="B"/></block></block><l>2</l></block></block><l>0.5</l></block></block></script></block-definition></blocks><variables><variable name="colours"><list struct="atomic" id="6603">36.05551275464015,41</list></variable><variable name="pensize"><l>0</l></variable><variable name="elements"><l>50</l></variable><variable name="✐ last set as"><l>crayon</l></variable><variable name="✐ fair?"><bool>false</bool></variable><variable name="✐ color scale"><l>0</l></variable><variable name="✐ HSL"><l>0</l></variable><variable name="✐ last crayon"><l>41</l></variable><variable name="✐ last X11"><l>0</l></variable><variable name="✐ raw HSL"><l>0</l></variable><variable name="✐ raw HSV"><list struct="atomic" id="6604">0,100,100</list></variable><variable name="✐ X11"><list id="6605"><item><list struct="atomic" id="6606">255,250,250,snow</list></item><item><list struct="atomic" id="6607">248,248,255,ghostwhite</list></item><item><list struct="atomic" id="6608">245,245,245,whitesmoke</list></item><item><list struct="atomic" id="6609">220,220,220,gainsboro</list></item><item><list struct="atomic" id="6610">255,250,240,floralwhite</list></item><item><list struct="atomic" id="6611">253,245,230,oldlace</list></item><item><list struct="atomic" id="6612">250,240,230,linen</list></item><item><list struct="atomic" id="6613">250,235,215,antiquewhite</list></item><item><list struct="atomic" id="6614">255,239,213,papayawhip</list></item><item><list struct="atomic" id="6615">255,235,205,blanchedalmond</list></item><item><list struct="atomic" id="6616">255,228,196,bisque</list></item><item><list struct="atomic" id="6617">255,218,185,peachpuff</list></item><item><list struct="atomic" id="6618">255,222,173,navajowhite</list></item><item><list struct="atomic" id="6619">255,228,181,moccasin</list></item><item><list struct="atomic" id="6620">255,248,220,cornsilk</list></item><item><list struct="atomic" id="6621">255,255,240,ivory</list></item><item><list struct="atomic" id="6622">255,250,205,lemonchiffon</list></item><item><list struct="atomic" id="6623">255,245,238,seashell</list></item><item><list struct="atomic" id="6624">240,255,240,honeydew</list></item><item><list struct="atomic" id="6625">245,255,250,mintcream</list></item><item><list struct="atomic" id="6626">240,255,255,azure</list></item><item><list struct="atomic" id="6627">240,248,255,aliceblue</list></item><item><list struct="atomic" id="6628">230,230,250,lavender</list></item><item><list struct="atomic" id="6629">255,240,245,lavenderblush</list></item><item><list struct="atomic" id="6630">255,228,225,mistyrose</list></item><item><list struct="atomic" id="6631">255,255,255,white</list></item><item><list struct="atomic" id="6632">0,0,0,black</list></item><item><list struct="atomic" id="6633">47,79,79,darkslategray</list></item><item><list struct="atomic" id="6634">47,79,79,darkslategrey</list></item><item><list struct="atomic" id="6635">105,105,105,dimgray</list></item><item><list struct="atomic" id="6636">105,105,105,dimgrey</list></item><item><list struct="atomic" id="6637">112,128,144,slategray</list></item><item><list struct="atomic" id="6638">112,128,144,slategrey</list></item><item><list struct="atomic" id="6639">119,136,153,lightslategray</list></item><item><list struct="atomic" id="6640">119,136,153,lightslategrey</list></item><item><list struct="atomic" id="6641">190,190,190,gray(X11)</list></item><item><list struct="atomic" id="6642">190,190,190,grey(X11)</list></item><item><list struct="atomic" id="6643">128,128,128,gray(W3C)</list></item><item><list struct="atomic" id="6644">128,128,128,grey(W3C)</list></item><item><list struct="atomic" id="6645">211,211,211,lightgrey</list></item><item><list struct="atomic" id="6646">211,211,211,lightgray</list></item><item><list struct="atomic" id="6647">25,25,112,midnightblue</list></item><item><list struct="atomic" id="6648">0,0,128,navy</list></item><item><list struct="atomic" id="6649">0,0,128,navyblue</list></item><item><list struct="atomic" id="6650">100,149,237,cornflowerblue</list></item><item><list struct="atomic" id="6651">72,61,139,darkslateblue</list></item><item><list struct="atomic" id="6652">106,90,205,slateblue</list></item><item><list struct="atomic" id="6653">123,104,238,mediumslateblue</list></item><item><list struct="atomic" id="6654">132,112,255,lightslateblue</list></item><item><list struct="atomic" id="6655">0,0,205,mediumblue</list></item><item><list struct="atomic" id="6656">65,105,225,royalblue</list></item><item><list struct="atomic" id="6657">0,0,255,blue</list></item><item><list struct="atomic" id="6658">30,144,255,dodgerblue</list></item><item><list struct="atomic" id="6659">0,191,255,deepskyblue</list></item><item><list struct="atomic" id="6660">135,206,235,skyblue</list></item><item><list struct="atomic" id="6661">135,206,250,lightskyblue</list></item><item><list struct="atomic" id="6662">70,130,180,steelblue</list></item><item><list struct="atomic" id="6663">176,196,222,lightsteelblue</list></item><item><list struct="atomic" id="6664">173,216,230,lightblue</list></item><item><list struct="atomic" id="6665">176,224,230,powderblue</list></item><item><list struct="atomic" id="6666">175,238,238,paleturquoise</list></item><item><list struct="atomic" id="6667">0,206,209,darkturquoise</list></item><item><list struct="atomic" id="6668">72,209,204,mediumturquoise</list></item><item><list struct="atomic" id="6669">64,224,208,turquoise</list></item><item><list struct="atomic" id="6670">0,255,255,cyan</list></item><item><list struct="atomic" id="6671">0,255,255,aqua</list></item><item><list struct="atomic" id="6672">224,255,255,lightcyan</list></item><item><list struct="atomic" id="6673">95,158,160,cadetblue</list></item><item><list struct="atomic" id="6674">102,205,170,mediumaquamarine</list></item><item><list struct="atomic" id="6675">127,255,212,aquamarine</list></item><item><list struct="atomic" id="6676">0,100,0,darkgreen</list></item><item><list struct="atomic" id="6677">85,107,47,darkolivegreen</list></item><item><list struct="atomic" id="6678">143,188,143,darkseagreen</list></item><item><list struct="atomic" id="6679">46,139,87,seagreen</list></item><item><list struct="atomic" id="6680">60,179,113,mediumseagreen</list></item><item><list struct="atomic" id="6681">32,178,170,lightseagreen</list></item><item><list struct="atomic" id="6682">152,251,152,palegreen</list></item><item><list struct="atomic" id="6683">0,255,127,springgreen</list></item><item><list struct="atomic" id="6684">124,252,0,lawngreen</list></item><item><list struct="atomic" id="6685">0,255,0,green(X11)</list></item><item><list struct="atomic" id="6686">0,128,0,green(W3C)</list></item><item><list struct="atomic" id="6687">0,255,0,lime</list></item><item><list struct="atomic" id="6688">127,255,0,chartreuse</list></item><item><list struct="atomic" id="6689">0,250,154,mediumspringgreen</list></item><item><list struct="atomic" id="6690">173,255,47,greenyellow</list></item><item><list struct="atomic" id="6691">50,205,50,limegreen</list></item><item><list struct="atomic" id="6692">154,205,50,yellowgreen</list></item><item><list struct="atomic" id="6693">34,139,34,forestgreen</list></item><item><list struct="atomic" id="6694">107,142,35,olivedrab</list></item><item><list struct="atomic" id="6695">189,183,107,darkkhaki</list></item><item><list struct="atomic" id="6696">240,230,140,khaki</list></item><item><list struct="atomic" id="6697">238,232,170,palegoldenrod</list></item><item><list struct="atomic" id="6698">250,250,210,lightgoldenrodyellow</list></item><item><list struct="atomic" id="6699">255,255,224,lightyellow</list></item><item><list struct="atomic" id="6700">255,255,0,yellow</list></item><item><list struct="atomic" id="6701">255,215,0,gold</list></item><item><list struct="atomic" id="6702">238,221,130,lightgoldenrod</list></item><item><list struct="atomic" id="6703">218,165,32,goldenrod</list></item><item><list struct="atomic" id="6704">184,134,11,darkgoldenrod</list></item><item><list struct="atomic" id="6705">188,143,143,rosybrown</list></item></list></variable><variable name="✐ crayon colors"><list id="6706"><item><list struct="atomic" id="6707">0,0,0</list></item><item><list struct="atomic" id="6708">18,18,18</list></item><item><list struct="atomic" id="6709">36,36,36</list></item><item><list struct="atomic" id="6710">54,54,54</list></item><item><list struct="atomic" id="6711">72,72,72</list></item><item><list struct="atomic" id="6712">92,92,92</list></item><item><list struct="atomic" id="6713">109,109,109</list></item><item><list struct="atomic" id="6714">127,127,127</list></item><item><list struct="atomic" id="6715">145,145,145</list></item><item><list struct="atomic" id="6716">163,163,163</list></item><item><list struct="atomic" id="6717">181,181,181</list></item><item><list struct="atomic" id="6718">200,200,200</list></item><item><list struct="atomic" id="6719">218,218,218</list></item><item><list struct="atomic" id="6720">236,236,236</list></item><item><list struct="atomic" id="6721">255,255,255</list></item><item><list struct="atomic" id="6722">255,20,147</list></item><item><list struct="atomic" id="6723">255,105,180</list></item><item><list struct="atomic" id="6724">255,0,127</list></item><item><list struct="atomic" id="6725">227,11,93</list></item><item><list struct="atomic" id="6726">229,43,80</list></item><item><list struct="atomic" id="6727">255,0,0</list></item><item><list struct="atomic" id="6728">144,0,32</list></item><item><list struct="atomic" id="6729">153,0,0</list></item><item><list struct="atomic" id="6730">164,0,0</list></item><item><list struct="atomic" id="6731">192,0,0</list></item><item><list struct="atomic" id="6732">128,0,0</list></item><item><list struct="atomic" id="6733">201,0,22</list></item><item><list struct="atomic" id="6734">217,77,17</list></item><item><list struct="atomic" id="6735">255,8,0</list></item><item><list struct="atomic" id="6736">255,56,0</list></item><item><list struct="atomic" id="6737">139,69,19</list></item><item><list struct="atomic" id="6738">123,63,0</list></item><item><list struct="atomic" id="6739">107,68,35</list></item><item><list struct="atomic" id="6740">112,66,20</list></item><item><list struct="atomic" id="6741">149,69,53</list></item><item><list struct="atomic" id="6742">101,67,33</list></item><item><list struct="atomic" id="6743">150,75,0</list></item><item><list struct="atomic" id="6744">153,101,21</list></item><item><list struct="atomic" id="6745">184,115,51</list></item><item><list struct="atomic" id="6746">210,105,30</list></item><item><list struct="atomic" id="6747">255,127,0</list></item><item><list struct="atomic" id="6748">255,88,0</list></item><item><list struct="atomic" id="6749">255,117,24</list></item><item><list struct="atomic" id="6750">243,118,29</list></item><item><list struct="atomic" id="6751">232,97,0</list></item><item><list struct="atomic" id="6752">204,85,0</list></item><item><list struct="atomic" id="6753">203,65,11</list></item><item><list struct="atomic" id="6754">204,119,34</list></item><item><list struct="atomic" id="6755">237,145,33</list></item><item><list struct="atomic" id="6756">242,133,0</list></item><item><list struct="atomic" id="6757">255,255,0</list></item><item><list struct="atomic" id="6758">230,168,34</list></item><item><list struct="atomic" id="6759">184,134,11</list></item><item><list struct="atomic" id="6760">218,165,32</list></item><item><list struct="atomic" id="6761">244,196,48</list></item><item><list struct="atomic" id="6762">236,213,64</list></item><item><list struct="atomic" id="6763">255,219,88</list></item><item><list struct="atomic" id="6764">255,215,0</list></item><item><list struct="atomic" id="6765">254,227,62</list></item><item><list struct="atomic" id="6766">251,225,8</list></item><item><list struct="atomic" id="6767">0,255,0</list></item><item><list struct="atomic" id="6768">141,182,0</list></item><item><list struct="atomic" id="6769">98,194,19</list></item><item><list struct="atomic" id="6770">34,139,34</list></item><item><list struct="atomic" id="6771">0,128,0</list></item><item><list struct="atomic" id="6772">0,100,0</list></item><item><list struct="atomic" id="6773">3,192,60</list></item><item><list struct="atomic" id="6774">80,200,120</list></item><item><list struct="atomic" id="6775">62,180,137</list></item><item><list struct="atomic" id="6776">0,161,120</list></item><item><list struct="atomic" id="6777">0,255,255</list></item><item><list struct="atomic" id="6778">0,139,139</list></item><item><list struct="atomic" id="6779">0,123,167</list></item><item><list struct="atomic" id="6780">113,166,210</list></item><item><list struct="atomic" id="6781">4,148,220</list></item><item><list struct="atomic" id="6782">0,128,128</list></item><item><list struct="atomic" id="6783">135,206,250</list></item><item><list struct="atomic" id="6784">0,191,255</list></item><item><list struct="atomic" id="6785">30,144,255</list></item><item><list struct="atomic" id="6786">0,127,255</list></item><item><list struct="atomic" id="6787">0,0,255</list></item><item><list struct="atomic" id="6788">25,25,112</list></item><item><list struct="atomic" id="6789">0,51,153</list></item><item><list struct="atomic" id="6790">0,71,171</list></item><item><list struct="atomic" id="6791">21,96,189</list></item><item><list struct="atomic" id="6792">0,0,128</list></item><item><list struct="atomic" id="6793">70,130,180</list></item><item><list struct="atomic" id="6794">74,108,212</list></item><item><list struct="atomic" id="6795">100,149,237</list></item><item><list struct="atomic" id="6796">106,90,205</list></item><item><list struct="atomic" id="6797">128,0,255</list></item><item><list struct="atomic" id="6798">143,86,227</list></item><item><list struct="atomic" id="6799">111,45,168</list></item><item><list struct="atomic" id="6800">75,0,130</list></item><item><list struct="atomic" id="6801">160,32,240</list></item><item><list struct="atomic" id="6802">255,0,255</list></item><item><list struct="atomic" id="6803">153,50,204</list></item><item><list struct="atomic" id="6804">207,74,217</list></item><item><list struct="atomic" id="6805">127,0,127</list></item><item><list struct="atomic" id="6806">139,0,139</list></item></list></variable><variable name="size"><l>480</l></variable><variable name="halfsize"><l>240</l></variable><variable name="counter"><l>5</l></variable><variable name="current x"><l>-150</l></variable><variable name="current y"><l>-200</l></variable><variable name="clones"><list struct="atomic" id="6807">0,0,0,0,0,0,0,0,0,0</list></variable><variable name="quadrat"><l>10</l></variable><variable name="pcolours"><list struct="atomic" id="6808">38,41,31,76,48,73,52,44,67,37,40,74,52,76,54,61,34,63,52,51,47,48,31,42,35,36,49,68,66,70,69,44,68,71,30,38,62,31,50,70,71,66,42,36,73,80,51,62,58,40</list></variable><variable name="dots"><list id="6809"><item><list struct="atomic" id="6810">1,21,16,55</list></item><item><list struct="atomic" id="6811">2,20,55,55</list></item><item><list struct="atomic" id="6812">3,70,-6,68</list></item><item><list struct="atomic" id="6813">4,-94,-75,37</list></item><item><list struct="atomic" id="6814">5,-81,91,69</list></item></list></variable></variables></project><media name="voronoi3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>