<snapdata remixID="13314740"><project name="Tree recursion animated" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Just a recursive tree with some randomized animations from the animation library :)</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Tree recursion animated"><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><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 %&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" 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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 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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%repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" 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="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block 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 s="reifyReporter"><autolambda><block 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><list></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block 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 s="reportVariadicProduct"><list><block 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><list></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-out</l></list></block><script><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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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>