<snapdata remixID="11316427"><project name="Lab 3.2_Starter" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 3.2_Starter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="jump" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportOr"><block s="reportTouchingColor"><color>30,198,34,1</color></block><block s="reportTouchingObject"><l>Platform</l></block></block><script><block s="doRepeat"><l>15</l><script><block s="changeYPosition"><l>12.5</l></block></script></block></script></block></script></block-definition><block-definition s="fall" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doUntil"><block s="reportOr"><block s="reportTouchingColor"><color>30,198,34,1</color></block><block s="reportTouchingObject"><l>Platform</l></block></block><script><block s="changeYPosition"><l>-3</l></block></script></block></script></block></script></block-definition><block-definition s="start" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>-90</l></block><block s="gotoXY"><l>-185</l><l>135</l></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="errorObsolete"></block></block><block s="doSetVar"><l>destination</l><block s="errorObsolete"></block></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="errorObsolete"></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="errorObsolete"></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="doApplyExtension"><l>err_error(msg)</l><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><l>pendown?</l></list></block><block s="doSetVar"><l>pendown?</l><block s="getPenDown"></block></block><block s="up"></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="errorObsolete"></block></block><block s="doIf"><block var="pendown?"/><script><block s="down"></block></script></block><block s="doSetVar"><l>end time</l><block s="errorObsolete"></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="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="errorObsolete"></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="errorObsolete"></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="reportEquals"><block var="attribute"/><l>x position</l></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="reportEquals"><block var="attribute"/><l>y position</l></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="reportEquals"><block var="attribute"/><l>direction</l></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="reportEquals"><block var="attribute"/><l>size</l></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="reportEquals"><block var="attribute"/><l>tempo</l></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="reportEquals"><block var="attribute"/><l>volume</l></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="reportEquals"><block var="attribute"/><l>balance</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></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><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %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="reportEquals"><block var="choice"/><l>linear</l></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></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="errorObsolete"></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="errorObsolete"></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>quadratic-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportLessThan"><l></l><l>.5</l></block><block s="errorObsolete"></block><block s="reportDifference"><block s="errorObsolete"></block><l>1</l></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>cubic-in</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="errorObsolete"></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>cubic-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block 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s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="errorObsolete"></block></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>sine-in-out</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="errorObsolete"></block></block></block><l>2</l></block></autolambda><list></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="choice"/><l>elastic</l></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="errorObsolete"></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 %&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="costume from text %&apos;text&apos; size %&apos;size&apos;" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block s="reportJoinWords"><list><block var="text"/></list></block></list></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block 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s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="old"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="clr"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat"/></block><block s="setSize"><block var="old size"/></block><block s="doIf"><block var="old pen state"/><script><block s="down"></block></script></block><block s="doReport"><block var="new"/></block></script><scripts><script x="255" y="186.19999999999996"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume %s with background RGBA %n padding %n"><custom-block s="costume from text %s size %n"><l>Snap!</l><l>36</l></custom-block><l>200</l><l>10</l></custom-block><l>100</l><l>2</l></custom-block></script><comment x="248.685546875" y="121.03333333333337" w="106" collapsed="false">Use this block to make &quot;clickable&quot; buttons:</comment></scripts></block-definition></blocks><stage name="stage" width="480" height="360" costume="3" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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" 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" mediaID="stage_cst_bg(2)"/><costume name="AZ pop right" center-x="65" center-y="135" 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" mediaID="Dino_cst_AZ pop right"/><costume name="AZ pop right(2)" center-x="88" center-y="142" 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" mediaID="Dino_cst_AZ pop right(2)"/><costume name="Untitled" center-x="26" center-y="26" 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