<snapdata remixID="12487859"><project name="Unit 7 Lab 1" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes>Just a recursive tree with some randomized animations from the animation library 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</thumbnail><scenes select="1"><scene name="Unit 7 Lab 1"><notes>Just a recursive tree with some randomized animations from the animation library :)</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></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 %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><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>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block 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 var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block 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s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block 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s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><l>1</l></list></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block 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s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script></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 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%repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="draw ground" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>-140</l></block><block s="setSize"><l>80</l></block><block s="down"></block><block s="setXPosition"><block s="reportAttributeOf"><l><option>right</option></l><l>Stage</l></block></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" 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" 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image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="23" center-y="23" image="data:image/png;base64,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" mediaID="Moon_cst_Untitled"/></media></snapdata>