<snapdata remixID="14005101"><project name="livecoding-Sant Feliu" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>Please, use perfomer mode!&#xD;&#xD;Cloenda II edició del Circuit d&apos;Art&#xD;14 de juny de 2024&#xD;MTK Space, Sant Feliu de Llobregat</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="livecoding-Sant Feliu"><notes>Please, use perfomer mode!&#xD;&#xD;Cloenda II edició del Circuit d&apos;Art&#xD;14 de juny de 2024&#xD;MTK Space, Sant Feliu de Llobregat</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for each tile sized %&apos;side&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="144.00000000000023" collapsed="false">Divide the stage into a grid of square regions with the given side length and perform an action at the center of each.</comment><header></header><code></code><translations>de:für jede Kachel der Größe _ _&#xD;</translations><inputs><input type="%n">20</input><input type="%ca"></input></inputs><script><block s="doDeclareVariables"><list><l>ext</l><l>dim</l><l>origin</l></list></block><block s="doSetVar"><l>ext</l><block s="reportAttributeOf"><l><option>extent</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>dim</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="ext"/><block var="side"/></block></block></block><block s="doSetVar"><l>origin</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="ext"/><l>-2</l></block><block s="reportQuotient"><block s="reportDifference"><block var="ext"/><block s="reportVariadicProduct"><list><block var="dim"/><block var="side"/></list></block></block><l>2</l></block><block s="reportQuotient"><block var="side"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block var="dim"/></block></block><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="origin"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="coord"/><l>1</l></block><block var="side"/></list></block></list></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block-definition><block-definition s="for each %&apos;tile&apos; in %&apos;cols&apos; %&apos;col&apos; by %&apos;rows&apos; %&apos;row&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="181" collapsed="false">Divide the stage into a grid of same-sized rectangles specified by the number of columns and rows and perform an action at the center of each.</comment><header></header><code></code><translations>de:für jede Zelle _ im Raster _ _ zu _ _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">20</input><input type="%upvar"></input><input type="%n">15</input><input type="%upvar"></input><input type="%ca"></input></inputs><script><block s="doDeclareVariables"><list><l>ext</l><l>dim</l><l>origin</l></list></block><block s="doSetVar"><l>ext</l><block s="reportAttributeOf"><l><option>extent</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>dim</l><block s="reportNewList"><list><block var="cols"/><block var="rows"/></list></block></block><block s="doSetVar"><l>tile</l><block s="reportQuotient"><block var="ext"/><block var="dim"/></block></block><block s="doSetVar"><l>origin</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="ext"/><l>-2</l></block><block s="reportQuotient"><block var="tile"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block var="dim"/></block></block><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="origin"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="coord"/><l>1</l></block><block var="tile"/></list></block></list></block></block><block s="doSetVar"><l>col</l><block s="reportListItem"><l>1</l><block var="coord"/></block></block><block s="doSetVar"><l>row</l><block s="reportListItem"><l>2</l><block var="coord"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></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="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;sigmoid&#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;</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" 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="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>steps</l></list></block><script><block s="doSetVar"><l>accessors</l><block s="reportNewList"><list><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></list></block></block><block s="doSetVar"><l>delta</l><block s="reportVariadicProduct"><list><block var="delta"/><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></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 s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></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="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></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></script></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;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 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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 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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></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="espiral" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doChangeVar"><l>angle</l><l>0.1</l></block><block s="setColor"><color>244,132,0,1</color></block><block s="doSetVar"><l>steps</l><l>4</l></block><block s="doWarp"><script><block s="doRepeat"><l>200</l><script><block s="setSize"><block s="reportQuotient"><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block><l>2</l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block><l>5</l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportQuotient"><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block><l>10</l></block></block><block s="doChangeVar"><l>steps</l><block s="reportAudio"><l><option>volume</option></l></block></block><block s="turn"><block var="angle"/></block><block s="forward"><block var="steps"/></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block></script></block><block s="doWait"><l>0.02</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Escenari" width="480" height="360" costume="0" color="16,0,16,1" 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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" 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