<snapdata remixID="9432548"><project name="Fractal Tree Recursion vs Iteration" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="720" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled(2)" center-x="240" center-y="360" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-34.20201433256668" y="-243.9692620785908" heading="200" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="67,61,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="29.666666666666668" y="7.333333333333333"><block s="receiveMessage"><l>Go!</l></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>67,61,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="turn"><l>90</l></block><block s="write"><l>Iteration</l><l>40</l></block><block s="turnLeft"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="Iterative Tree %n"><l>5</l></custom-block><block s="up"></block><block s="doChangeVar"><l>STILL RUNNING</l><l>-1</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="0" y="193.9692620785908" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,10,56,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="6.666666666666667" y="6.666666666666667"><block s="receiveMessage"><l>Go!</l></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>255,10,56,1</color></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="turn"><l>90</l></block><block s="write"><l>Recursion</l><l>40</l></block><block s="turnLeft"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="Recursive Tree %n"><l>5</l></custom-block><block s="up"></block><block s="doChangeVar"><l>STILL RUNNING</l><l>-1</l></block></script></scripts></sprite><watcher var="DELAY" style="normal" x="10.418345642089207" y="10.418345642089832" color="243,118,29" hidden="true"/><sprite name="Sprite(3)" idx="3" x="190.78739994448162" y="106.46905247994792" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="138.15900000000005,0,160.65,1" pen="tip" id="80"><costumes><list struct="atomic" id="81"></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><blocks></blocks><variables></variables><scripts><script x="29.333333333333332" y="51.77777777777778"><block s="receiveGo"></block><block s="doForever"><script><block s="clear"></block><block s="doBroadcast"><l>Go!</l></block><block s="doWaitUntil"><block s="reportEquals"><block var="STILL RUNNING"/><l>0</l></block></block><block s="doSetVar"><l>STILL RUNNING</l><l>2</l></block></script></block></script><script x="28" y="12.055555555555552"><block s="doSetVar"><l>DELAY</l><l>0.1</l></block></script></scripts></sprite><watcher var="STILL RUNNING" style="normal" x="4.5213767054851814" y="4.521376705485103" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Recursive Tree %&apos;N&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWait"><block var="DELAY"/></block><block s="forward"><l>50</l></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="N"/><l>0</l></block></block><script><block s="turnLeft"><l>20</l></block><custom-block s="Recursive Tree %n"><block s="reportDifference"><block var="N"/><l>1</l></block></custom-block><block s="turn"><l>40</l></block><custom-block s="Recursive Tree %n"><block s="reportDifference"><block var="N"/><l>1</l></block></custom-block><block s="turnLeft"><l>20</l></block></script></block><block s="forward"><l>-50</l></block></script></block-definition><block-definition s="Iterative Tree %&apos;N&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>Branches to Draw</l><l>branch</l><l>initial branch</l></list></block><block s="doSetVar"><l>initial branch</l><block s="reportNewList"><list><block var="N"/><block s="direction"></block><block s="xPosition"></block><block s="yPosition"></block></list></block></block><block s="doSetVar"><l>Branches to Draw</l><block s="reportNewList"><list><block var="initial branch"/></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="Branches to Draw"/></block><script><block s="doWait"><block var="DELAY"/></block><block s="doSetVar"><l>branch</l><block s="reportListItem"><l>1</l><block var="Branches to Draw"/></block></block><block s="doDeleteFromList"><l>1</l><block var="Branches to Draw"/></block><block s="setHeading"><block s="reportListItem"><l>2</l><block var="branch"/></block></block><block s="gotoXY"><block s="reportListItem"><l>3</l><block var="branch"/></block><block s="reportListItem"><l>4</l><block var="branch"/></block></block><block s="down"></block><block s="forward"><l>50</l></block><block s="up"></block><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="branch"/></block><l>0</l></block></block><script><block s="turnLeft"><l>20</l></block><block s="doAddToList"><block s="reportNewList"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="branch"/></block><l>1</l></block><block s="direction"></block><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="Branches to Draw"/></block><block s="turn"><l>40</l></block><block s="doAddToList"><block s="reportNewList"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="branch"/></block><l>1</l></block><block s="direction"></block><block s="xPosition"></block><block s="yPosition"></block></list></block><block var="Branches to Draw"/></block></script></block></script></block><block s="setHeading"><block s="reportListItem"><l>2</l><block var="initial branch"/></block></block><block s="gotoXY"><block s="reportListItem"><l>3</l><block var="initial branch"/></block><block s="reportListItem"><l>4</l><block var="initial branch"/></block></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; by %&apos;step&apos; loop? %&apos;loop?&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%n">1</input><input type="%b"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>tester</l><l>reverse tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block><block s="doSetVar"><l>reverse tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block s="reportDifference"><block var="i"/><block var="step"/></block><block var="start"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block><block s="doSetVar"><l>reverse tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block s="reportDifference"><block var="i"/><block var="step"/></block><block var="start"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block><block s="doIf"><block var="loop?"/><script><block s="doChangeVar"><l>i</l><block s="reportDifference"><l>0</l><block var="step"/></block></block><block s="doChangeVar"><l>i</l><block s="reportDifference"><l>0</l><block var="step"/></block></block><block s="doUntil"><block s="evaluate"><block var="reverse tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block s="reportDifference"><l>0</l><block var="step"/></block></block></script></block></script></block></script></block-definition><block-definition s="pic... %&apos;filename&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>filename</l></list><l>var stage = this.parentThatIsA(StageMorph);&#xD;var ide = this.parentThatIsA(IDE_Morph);&#xD;ide.saveCanvasAs(stage.fullImageClassic(), filename);</l></block><list><block var="filename"/></list></block></script></block-definition></blocks><variables><variable name="DELAY"><l>0.1</l></variable><variable name="STILL RUNNING"><l>2</l></variable></variables></project><media name="Fractal Tree Recursion vs Iteration" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>