<snapdata remixID="13327980"><project name="Tree Unit 7 Lab 1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Tree Unit 7 Lab 1"><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 %&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 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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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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="1"/><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" 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>