<snapdata remixID="14071377"><project name="Radix Sort" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Radix Sort"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Bar graph %&apos;x&apos;" type="command" category="pen"><variables><list struct="atomic" id="6">drawi</list></variables><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="setSize"><block s="reportQuotient"><l>480</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportQuotient"><l>240</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></list></block><l>-180</l></block><block s="clear"></block><block s="doSetVar"><l>drawi</l><l>1</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportListItem"><block var="drawi"/><block var="x"/></block><block s="reportQuotient"><custom-block s="largest item in %l"><block var="x"/></custom-block><l>100</l></block></block></block><block s="down"></block><block s="setYPosition"><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="drawi"/><block var="x"/></block><block s="reportQuotient"><l>360</l><custom-block s="largest item in %l"><block var="x"/></custom-block></block></list></block><l>180</l></block></block><block s="setYPosition"><l>-240</l></block><block s="forward"><block s="reportQuotient"><l>480</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></block><block s="up"></block><block s="doChangeVar"><l>drawi</l><l>1</l></block></script></block></script></block></script><scripts><script x="460.44921875" y="466.9999999999997"><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></script></scripts></block-definition><block-definition s="swap %&apos;x&apos; and %&apos;y&apos; in %&apos;list&apos;" type="command" category="lists"><variables><list struct="atomic" id="104">temporary</list></variables><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doSetVar"><l>temporary</l><block s="reportListItem"><block var="x"/><block var="list"/></block></block><block s="doReplaceInList"><block var="x"/><block var="list"/><block s="reportListItem"><block var="y"/><block var="list"/></block></block><block s="doReplaceInList"><block var="y"/><block var="list"/><block var="temporary"/></block></script></block-definition><block-definition s="Rainbow %&apos;x&apos;" type="command" category="pen"><variables><list struct="atomic" id="124">drawi</list></variables><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doWarp"><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>saturation</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="setSize"><block s="reportQuotient"><l>480</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportQuotient"><l>240</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></list></block><l>-180</l></block><block s="clear"></block><block s="doSetVar"><l>drawi</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportListItem"><block var="drawi"/><block var="x"/></block><block s="reportQuotient"><custom-block s="largest item in %l"><block var="x"/></custom-block><l>100</l></block></block></block><block s="down"></block><block s="setYPosition"><l>240</l></block><block s="setYPosition"><l>-240</l></block><block s="forward"><block s="reportQuotient"><l>480</l><block s="reportListAttribute"><l><option>length</option></l><block var="x"/></block></block></block><block s="up"></block><block s="doChangeVar"><l>drawi</l><l>1</l></block></script></block></script></block></script></block-definition><block-definition s="largest item in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block s="reportListAttribute"><l><option>sorted</option></l><block var="list"/></block></block></block></script></block-definition><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;ca:$flash analitza _&#xD;pl:$flash analizuj _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash group %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations>pt:o agrupamento dos itens de _ de acordo com _&#xD;ca:$flash agrupa _ per _&#xD;pl:$flash grupuj _ według _&#xD;</translations><inputs><input type="%l"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>dta_group(list, fn)</l><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$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;ca:$flash ordena _ per _&#xD;pl:$flash sortuj _ według _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><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;ca:histograma de _ des de: _ fins: _ interval: _&#xD;pl:wykres _ od: _ do: _ odstęp: _&#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="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></list></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="reportVariadicSum"><list><l></l><block var="interval"/></list></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;ca:histograma de _ agrupat per: _ des de: _ fins: _ interval: _&#xD;pl:wykres _ pogrupowany według: _ od: _ do: _ odstęp: _&#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="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>1</l><l/></block></list></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;ca:omple _ clau: _ des de: _ fins: _ interval: _ amplada: _&#xD;pl:wypełnij _ klucz: _ od: _ do: _ odstęp: _ z: _&#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="reportVariadicGreaterThan"><list><block var="floor"/><block var="ceiling"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></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><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="evaluate"><block var="key"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block var="floor"/></list></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><list></list></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="%&apos;text&apos; $arrowRight lower case" type="reporter" category="operators"><header></header><code></code><translations>pt:_ em minúsculas&#xD;ca:_ $arrowRight minúscules&#xD;pl:_ $arrowRight małe litery&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><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;ca:dibuixa _ _ a x: _ y: _ i ample: _ alçada: _&#xD;pl:wykres _ _ x: _ y: _ szerokość: _ wysokość: _&#xD;</translations><inputs><input type="%l"></input><input type="%s" readonly="true">bars<options>bars&#xD;lines&#xD;pie chart&#xD;dots</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="reportVariadicEquals"><list><block var="style"/><l>pie chart</l></list></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>r</l><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="height"/><block var="width"/></list></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>x</l><block s="reportVariadicSum"><list><block var="left"/><block var="r"/></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicSum"><list><block 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s="setPenColorDimension"><l><option>saturation</option></l><l>80</l></block><block s="setSize"><l>1</l></block><block s="doWarp"><script><block s="doForEach"><l>slice</l><block var="data"/><script><block s="doChangeVar"><l>end</l><block s="reportVariadicProduct"><list><block s="reportQuotient"><block var="slice"/><block var="total"/></block><l>360</l></list></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="reportVariadicSum"><list><block var="x"/><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="i"/></block></list></block></list></block><block s="reportVariadicSum"><list><block var="y"/><block s="reportVariadicProduct"><list><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block 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var="style"/><l>dots</l></list></block></list></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="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>0</l></list></block><script><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="step"/></list></block><block s="reportVariadicSum"><list><block var="bottom"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="min"/></block><block var="ratio"/></list></block></list></block></block><block s="down"></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="style"/><l>dots</l></list></block><script><block s="forward"><l>0</l></block><block s="setSize"><l>5</l></block><block 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