<snapdata remixID="13325971"><project name="Unit 7 Lab 1 Tree Recursion " 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="Unit 7 Lab 1 Tree Recursion "><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 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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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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>