<snapdata remixID="12467563"><project name="Tree recursion animated" 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="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></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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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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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="1"/><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="23" center-y="23" 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mediaID="Moon_cst_Untitled"/></media></snapdata>