<snapdata remixID="15086024"><project name="sorting algorithms" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>visualization of various sorting algorithms&#xD;&#xD;pumpkinhead wrote the original, I just added the circle rendering</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="sorting algorithms"><notes>visualization of various sorting algorithms&#xD;&#xD;pumpkinhead wrote the original, I just added the circle rendering</notes><palette><category name="sorters" color="0,116,143,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="for each %&apos;i&apos; %&apos;v&apos; in %&apos;l&apos; %&apos;cmd&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><l>1</l></block><block s="doForEach"><l>item</l><block var="l"/><script><block s="doSetVar"><l>v</l><block var="item"/></block><block s="doRun"><block var="cmd"/><list></list></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block-definition><block-definition s="swap %&apos;a&apos; and %&apos;b&apos; in %&apos;l&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>temp</l></list></block><block s="doSetVar"><l>temp</l><block s="reportListItem"><block var="a"/><block var="l"/></block></block><block s="doReplaceInList"><block var="a"/><block var="l"/><block s="reportListItem"><block var="b"/><block var="l"/></block></block><block s="doReplaceInList"><block var="b"/><block var="l"/><block var="temp"/></block></script></block-definition><block-definition s="shuffle %&apos;inp&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="inp"/></block><script><custom-block s="swap %n and %n in %l"><block var="i"/><block s="reportRandom"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="inp"/></block></block><block var="inp"/></custom-block></script></block></script></block-definition><block-definition s="draw %&apos;l&apos; sound? %&apos;sound?&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%b">false</input></inputs><script><block s="clear"></block><custom-block s="let %upvar be %s"><l>width</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportListAttribute"><l><option>length</option></l><block var="l"/></block></block></custom-block><block s="setColor"><color>255,252,254,1</color></block><block s="setXPosition"><l>-240</l></block><block s="changeXPosition"><block s="reportQuotient"><block var="width"/><l>2</l></block></block><block s="setSize"><block var="width"/></block><block s="up"></block><custom-block s="for each %upvar %upvar in %l %ca"><l>i</l><l>v</l><block var="l"/><script><block s="setYPosition"><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></block><block s="down"></block><block s="changeYPosition"><block s="reportVariadicProduct"><list><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block var="v"/></list></block></block><block s="up"></block><block s="changeXPosition"><block var="width"/></block><block s="doIf"><block var="sound?"/><script><block s="playFreq"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>440</l><block var="v"/></list></block><l>440</l></list></block></block></script><list></list></block></script></custom-block><block s="stopFreq"></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;cmd&apos;" type="command" category="control"><header></header><code></code><translations></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><l></l></block><block s="doRun"><block var="cmd"/><list></list></block></script><list></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list></list></block></script></block-definition><block-definition s="play value %&apos;val&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="playFreq"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="val"/><l>440</l></list></block><l>440</l></list></block></block></script></block-definition><block-definition s="merge sort %&apos;list&apos; from %&apos;start&apos; to %&apos;end&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="start"/><block var="end"/></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="let %upvar be %s"><l>half</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="start"/><block var="end"/></list></block><l>2</l></block></block></custom-block><custom-block s="merge sort %l from %n to %n"><block var="list"/><block var="start"/><block var="half"/></custom-block><custom-block s="merge sort %l from %n to %n"><block var="list"/><block s="reportVariadicSum"><list><block var="half"/><l>1</l></list></block><block var="end"/></custom-block><custom-block s="let %upvar be %s"><l>out</l><block s="reportNewList"><list></list></block></custom-block><custom-block s="let %upvar be %s"><l>i</l><block var="start"/></custom-block><custom-block s="let %upvar be %s"><l>j</l><block s="reportVariadicSum"><list><block var="half"/><l>1</l></list></block></custom-block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="half"/></list></block><block s="reportVariadicGreaterThan"><list><block var="j"/><block var="end"/></list></block></list></block><script><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block var="i"/><block var="list"/></block><block s="reportListItem"><block var="j"/><block var="list"/></block></list></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="list"/></block><block var="out"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><script><block s="doAddToList"><block s="reportListItem"><block var="j"/><block var="list"/></block><block var="out"/></block><block s="doChangeVar"><l>j</l><l>1</l></block></script></block></script></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="half"/></list></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="list"/></block><block var="out"/></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="j"/><block var="end"/></list></block><script><block s="doAddToList"><block s="reportListItem"><block var="j"/><block var="list"/></block><block var="out"/></block><block s="doChangeVar"><l>j</l><l>1</l></block></script></block><custom-block s="for each %upvar %upvar in %l %ca"><l>i</l><l>v</l><block var="out"/><script><block s="doReplaceInList"><block s="reportVariadicSum"><list><block var="start"/><block s="reportDifference"><block var="i"/><l>1</l></block></list></block><block var="list"/><block var="v"/></block></script></custom-block><custom-block s="yield"></custom-block></script><scripts><script x="461.2421875" y="231.49999999999994"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></script><script x="542.869140625" y="709.3333333333335"><block var="out"/></script><script x="348" y="780.166666666667"><block s="doWarp"><script><block s="doDeclareVariables"><list><l>func</l></list></block><block s="doSetVar"><l>func</l><block s="reifyScript"><script></script><list><l>start</l><l>end</l></list></block></block><block s="doRun"><block var="func"/><list><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></list></block></script></block></script></scripts></block-definition><block-definition s="yield" type="command" category="sorters"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportNot"><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>yielded</l><block var="cont"/></block><block s="doBroadcast"><l>yield</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list><l>cont</l></list></block></block></script><list></list></block></script></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;ca:prova de forma segura _ i si _ _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block var="action"/><block var="handler"/><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations>ca:prova de forma segura reportant _ i si _ reportant _&#xD;</translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="bubble sort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sorted</l></list></block><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block var="sorted"/><script><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="list"/></block><block s="reportListItem"><block var="i"/><block var="list"/></block></list></block><script><custom-block s="swap %n and %n in %l"><block var="i"/><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="list"/></custom-block><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block></script></block><custom-block s="yield"></custom-block></script></block></script></block-definition><block-definition s="selection sort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>min i</l><l>min v</l></list></block><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doSetVar"><l>min i</l><block var="i"/></block><block s="doSetVar"><l>min v</l><block s="reportListItem"><block var="i"/><block var="list"/></block></block><block s="doFor"><l>j</l><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block var="j"/><block var="list"/></block><block var="min v"/></list></block><script><block s="doSetVar"><l>min i</l><block var="j"/></block><block s="doSetVar"><l>min v</l><block s="reportListItem"><block var="j"/><block var="list"/></block></block></script><list></list></block></script></block><custom-block s="swap %n and %n in %l"><block var="i"/><block var="min i"/><block var="list"/></custom-block><custom-block s="yield"></custom-block></script></block></script></block-definition><block-definition s="insertion sort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>temp</l><l>j</l></list></block><block s="doFor"><l>i</l><l>2</l><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doSetVar"><l>temp</l><block s="reportListItem"><block var="i"/><block var="list"/></block></block><block s="doSetVar"><l>j</l><block var="i"/></block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicLessThanOrEquals"><list><block var="j"/><l>1</l></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><block s="reportDifference"><block var="j"/><l>1</l></block><block var="list"/></block><block var="temp"/></list></block></list></block><script><block s="doReplaceInList"><block var="j"/><block var="list"/><block s="reportListItem"><block s="reportDifference"><block var="j"/><l>1</l></block><block var="list"/></block></block><block s="doChangeVar"><l>j</l><l>-1</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="j"/><l>1</l></list></block><script><block s="doChangeVar"><l>comparisons</l><l>1</l></block></script><list></list></block></script></block><block s="doReplaceInList"><block var="j"/><block var="list"/><block var="temp"/></block><custom-block s="yield"></custom-block></script></block></script><scripts><script x="279" y="66.50000000000017"><block s="doFor"><l>j</l><l>1</l><l>10</l><script></script></block></script></scripts></block-definition><block-definition s="merge sort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="merge sort %l from %n to %n"><block var="list"/><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></custom-block></script></block-definition><block-definition s="quicksort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="quicksort %l start %n end %n"><block var="list"/><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></custom-block></script></block-definition><block-definition s="quicksort %&apos;list&apos; start %&apos;start&apos; end %&apos;end&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>pivot</l><l>i</l><l>j</l></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="start"/><block var="end"/></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="start"/><l>1</l></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block var="end"/><l>1</l></list></block></list></block></list></block><script><block s="doSetVar"><l>pivot</l><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="start"/><block var="end"/></list></block><l>2</l></block></block><block var="list"/></block></block><block s="doSetVar"><l>i</l><block s="reportDifference"><block var="start"/><l>1</l></block></block><block s="doSetVar"><l>j</l><block s="reportVariadicSum"><list><block var="end"/><l>1</l></list></block></block><custom-block s="catch %upvar %cs"><l>tag</l><script><block s="doForever"><script><block s="doChangeVar"><l>i</l><l>1</l></block><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportListItem"><block var="i"/><block var="list"/></block><block var="pivot"/></list></block><script><block s="doChangeVar"><l>i</l><l>1</l></block><block s="doChangeVar"><l>comparisons</l><l>1</l></block></script></block><block s="doChangeVar"><l>j</l><l>-1</l></block><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doUntil"><block s="reportVariadicLessThanOrEquals"><list><block s="reportListItem"><block var="j"/><block var="list"/></block><block var="pivot"/></list></block><script><block s="doChangeVar"><l>j</l><l>-1</l></block><block s="doChangeVar"><l>comparisons</l><l>1</l></block></script></block><block s="doIf"><block s="reportVariadicGreaterThanOrEquals"><list><block var="i"/><block var="j"/></list></block><script><custom-block s="throw %s"><block var="tag"/></custom-block></script><list></list></block><custom-block s="swap %n and %n in %l"><block var="i"/><block var="j"/><block var="list"/></custom-block><custom-block s="yield"></custom-block></script></block></script></custom-block><custom-block s="quicksort %l start %n end %n"><block var="list"/><block var="start"/><block var="j"/></custom-block><custom-block s="quicksort %l start %n end %n"><block var="list"/><block s="reportVariadicSum"><list><block var="j"/><l>1</l></list></block><block var="end"/></custom-block></script><list></list></block></script></block-definition><block-definition s="bogo sort %&apos;list&apos;" type="command" category="sorters"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sorted</l></list></block><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block var="sorted"/><script><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="catch %upvar %cs"><l>tag</l><script><block s="doFor"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block><script><block s="doChangeVar"><l>comparisons</l><l>1</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block><block var="list"/></block><block s="reportListItem"><block var="i"/><block var="list"/></block></list></block><script><block s="doSetVar"><l>sorted</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="throw %s"><block var="tag"/></custom-block></script><list></list></block></script></block></script></custom-block><block s="doIf"><block s="reportNot"><block var="sorted"/></block><script><custom-block s="shuffle %l"><block var="list"/></custom-block></script><list></list></block><custom-block s="yield"></custom-block></script></block></script></block-definition><block-definition s="pie render %&apos;list&apos; with size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doWarp"><script><block s="setPenColorDimension"><l><option>saturation</option></l><l>100</l></block><block s="clear"></block><block s="doSetVar"><l>pie ang shift</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block></block></block><block s="doSetVar"><l>pie render process</l><l>1</l></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="pie render process"/><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></list></block><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><block var="pie render process"/><block var="list"/></block></list></block></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><block var="size"/><block s="reportVariadicProduct"><list><block var="size"/><l>2</l></list></block></block></block><block s="turn"><block var="pie ang shift"/></block><block s="up"></block><block s="doChangeVar"><l>pie render process</l><l>1</l></block></script></block></script></block></script><scripts><script x="157.5859375" y="437.33333333333314"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportDifference"><block s="reportListItem"><block var="pie render process"/><block var="list"/></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block var="pie render process"/><block var="list"/></block><l>2</l></list></block></block></list></block></script><script x="336.5859375" y="101.33333333333326"><block s="reportVariadicProduct"><list><block var="size"/><block s="reportListItem"><block var="pie render process"/><block var="list"/></block></list></block></script><script x="196" y="310.3333333333332"><block s="setColor"><color>145,26,68,1</color></block></script></scripts></block-definition><block-definition s="slow render" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><l>100</l></block><block s="clear"></block><block s="doSetVar"><l>pie ang shift</l><block s="reportQuotient"><l>360</l><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block></block></block><block s="doSetVar"><l>pie render process</l><l>1</l></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="pie render process"/><block s="reportListAttribute"><l><option>length</option></l><block var="numbers"/></block></list></block><script><block s="down"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><l>100</l><block s="reportListItem"><block var="pie render process"/><block var="numbers"/></block></list></block></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><block var="size"/><block s="reportVariadicProduct"><list><block var="size"/><l>2</l></list></block></block></block><block s="turn"><block var="pie ang shift"/></block><block s="up"></block><block s="doChangeVar"><l>pie render process</l><l>1</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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" 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