<snapdata remixID="10830767"><project name="A_dual_perception" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>One possible perception is that the sticks are bouncing off each other, the other is that they are rotating in the opposite directions. (The code reveals the sticks never bounce.)</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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gQIAAAQH2AwQIECBAIBAQ4ADdJAECBAgQEGA/QIAAAQIEAgEBDtBNEiBAgACBC6Y07xBb5H+8AAAAAElFTkSuQmCC" 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id="117"/></item></list></costumes><sounds><list struct="atomic" id="118"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.42857142857143" y="21.42857142857143"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>80</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportLessThan"><block s="reportAttributeOf"><l><option>x position</option></l><l>stick2</l></block><block s="reportSum"><block s="reportMonadic"><l><option>neg</option></l><block var="d"/></block><l>3</l></block></block><script><block s="show"></block><block s="doSwitchToCostume"><l>costume2</l></block><block s="setEffect"><l><option>ghost</option></l><l>70</l></block><block s="setXPosition"><block s="reportAttributeOf"><l><option>x position</option></l><l>stick2</l></block></block><block s="turn"><l>7</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="reportAttributeOf"><l><option>x position</option></l><l>stick2</l></block><l>0</l></block><script><block s="hide"></block></script></block></script></block></script></block></script></scripts></sprite><sprite name="both" idx="3" x="70" y="0" heading="90" scale="0.9" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="173"><costumes><list id="174"><item><costume name="costume1" center-x="8" center-y="27.875" 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id="175"/></item><item><costume name="costume2" center-x="23" center-y="22.875" 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s="doWait"><l>0.2</l></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportAttributeOf"><l><option>direction</option></l><l>stick</l></block><l>220</l></block><block s="reportLessThan"><block s="reportAttributeOf"><l><option>direction</option></l><l>stick</l></block><l>270</l></block></block><script><block s="setXPosition"><l>-70</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l>costume1</l></block><block s="doWait"><l>0.2</l></block></script></block></script></block></script><script><block s="setEffect"><l><option>ghost</option></l><l>70</l></block><block s="setXPosition"><block s="reportAttributeOf"><l><option>x position</option></l><l>stick</l></block></block><block s="turnLeft"><l>4</l></block><block s="doSwitchToCostume"><l>costume2</l></block></script></block></script></block></script></scripts></sprite><watcher var="d" style="normal" x="12.854166666666288" y="12.854166666666664" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block s="doSetVar"><l>destination</l><block s="reportSum"><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></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="reportProduct"><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="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></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="reportProduct"><block var="radians"/><l>180</l></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="reportProduct"><block var="steps"/><l>-1</l></block></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></block><block 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milliseconds</option></l></block></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportProduct"><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="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></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 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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="reportProduct"><l></l><l>180</l></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="reportSum"><block s="reportProduct"><block s="reportPower"><l>2</l><block s="reportProduct"><l>-10</l><l></l></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportProduct"><l>2</l><custom-block s="PI"></custom-block></block><block var="p"/></block></block></custom-block></block></block><l>1</l></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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