<snapdata remixID="15155664"><project name="Unit 7 Lab 1 Tree Recursion" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 7 Lab 1 Tree Recursion"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Tree size %&apos;size&apos; deph %&apos;deph&apos; spread %&apos;spread&apos; shrink %&apos;shrink&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="down"></block><block s="forward"><block var="size"/></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="deph"/><l>1</l></list></block><script><block s="turnLeft"><block var="spread"/></block><custom-block s="Tree size %n deph %n spread %n shrink %n"><block s="reportVariadicProduct"><list><block var="size"/><block var="shrink"/></list></block><block s="reportDifference"><block var="deph"/><l>1</l></block><block var="spread"/><block var="shrink"/></custom-block><block s="turn"><block s="reportVariadicProduct"><list><block var="spread"/><l>2</l></list></block></block><custom-block s="Tree size %n deph %n spread %n shrink %n"><block s="reportVariadicProduct"><list><block var="size"/><block var="shrink"/></list></block><block s="reportDifference"><block var="deph"/><l>1</l></block><block var="spread"/><block var="shrink"/></custom-block><block s="turnLeft"><block var="spread"/></block></script><list></list></block><block s="up"></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></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="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportVariadicProduct"><list><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportVariadicProduct"><list><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing 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s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block 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s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block 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var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block 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var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script><list></list></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" 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</pentrails><wear><ref mediaID="1"></ref></wear><costumes><list id="1255"><item><ref mediaID="Unit 7 Lab 1 Tree Recursion_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="1256"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Tree" idx="1" x="-2.2737367544323206e-13" y="-99.99999999999994" heading="359.9999999997543" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="0,143.28593517298057,255,1" pen="tip" id="1261"><costumes><list struct="atomic" id="1262"></list></costumes><sounds><list struct="atomic" id="1263"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>size</l><l>40</l></block><block s="doSetVar"><l>deph</l><l>10</l></block><block s="doSetVar"><l>spread</l><l>20</l></block><block s="doSetVar"><l>shrink</l><l>80</l></block><block s="setHeading"><l>0</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><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="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="draw ground"></custom-block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setSize"><l>1</l></block><custom-block s="Tree size %n deph %n spread %n shrink %n"><block var="size"/><block s="reportRound"><block var="deph"/></block><block var="spread"/><block s="reportQuotient"><block var="shrink"/><l>100</l></block></custom-block></script></block></script></block></script><script x="20" y="438.99999999999955"><block s="receiveGo"></block><block s="fork"><block s="reifyScript"><script><block 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mediaID="Unit 7 Lab 1 Tree Recursion_Moon_cst_Untitled"/></media></snapdata>