<snapdata remixID="15016731"><project name="heart" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes>CHANGES:&#xD;- sped up overall generation by remove use of &apos;touching color&apos; and replacing it with &apos;touching pen trails&apos;&#xD;- ability to regenerate heart shape if needed&#xD;- generated blocks are launched, and are either deleted if touching the bounds, or tweened and pasted onto the stage if inside the bounds&#xD;- stage is now not the &apos;container&apos; for the heart shape; switched to use inverted pen trails in the heart shape</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="heart"><notes>CHANGES:&#xD;- sped up overall generation by remove use of &apos;touching color&apos; and replacing it with &apos;touching pen trails&apos;&#xD;- ability to regenerate heart shape if needed&#xD;- generated blocks are launched, and are either deleted if touching the bounds, or tweened and pasted onto the stage if inside the bounds&#xD;- stage is now not the &apos;container&apos; for the heart shape; switched to use inverted pen trails in the heart shape</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="costume from script: %&apos;script&apos;" type="reporter" category="looks"><comment x="0" y="0" w="259.8173828125" collapsed="false">Turns a ringified script into a script pic that can be used as a costume.</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><custom-block s="load script pic costume extension"></custom-block><block s="doReport"><block s="reportApplyExtension"><l>spc_script_to_costume(script)</l><list><block var="script"/></list></block></block></script></block-definition><block-definition s="load script pic costume extension" type="command" category="looks" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/microworlds/script-pic-costume.js</l></list></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;pl:animuj setter _ getter _ delta _ przez _ s przyspieszając _&#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;pl:stopnie _&#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;pl:błąd _&#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;pl:leć _ przez _ s przyspieszając _&#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><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doGotoObject"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPosition"></block></autolambda><list></list></block><block s="reportVariadicProduct"><list><block var="steps"/><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></list></block><block var="duration"/><custom-block s="easing %txt"><block var="easing"/></custom-block></custom-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;pl:animuj _ o _ przez _ s przyspieszając _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>steps&#xD;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="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></list></block></block></script><script><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 var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block 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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;pl:przyspieszenie _&#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;sigmoid&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></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><list><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><custom-block s="-- %anyUE"><block var="t"/></custom-block><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block 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s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></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="reportVariadicProduct"><list><l></l><l>180</l></list></block></block></block><l>2</l></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>sigmoid</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l>1</l><block s="reportVariadicSum"><list><l>1</l><block s="reportMonadic"><l><option>e^</option></l><block s="reportMonadic"><l><option>neg</option></l><block s="reportDifference"><block s="reportVariadicProduct"><list><l></l><l>20</l></list></block><l>10</l></block></block></block></list></block></block></autolambda><list></list></block></block></script><block s="reportVariadicEquals"><list><block var="choice"/><l>elastic</l></list></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="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script></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;pl:dla _ = _ do _ _ przez _ s przyspieszając _ _&#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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" 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" 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