<snapdata remixID="12370548"><project name="Camera" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes>This is a simple camera simulator. Click the red button to snap a picture, browse through up to 6 images, open them in fullscreen, and press X while selected to delete them.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Camera"><notes>This is a simple camera simulator. Click the red button to snap a picture, browse through up to 6 images, open them in fullscreen, and press X while selected to delete them.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$camera snap" type="reporter" category="sensing"><comment x="0" y="0" w="216" collapsed="false">takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancels</comment><header></header><code></code><translations>pt:$camera a imagem actual do vídeo&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l><l>pic</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>mda_snap</l><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="callback"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="export costume %&apos;costume&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="costume"/><l></l></list></block></script></block></script></block-definition><block-definition s="set name of costume %&apos;costume&apos; to %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%s">thing</input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block var="name"/></list></block></script></block></script></block-definition><block-definition s="export costume list %&apos;costumes&apos; base name %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s">frame</input></inputs><script><block s="doDeclareVariables"><list><l>count</l></list></block><block s="doSetVar"><l>count</l><block s="reportListAttribute"><l><option>length</option></l><block var="costumes"/></block></block><block s="doForEach"><l>item</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="costumes"/></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="item"/><block s="reportJoinWords"><list><block var="name"/><l> (</l><block var="count"/><l>)</l></list></block></list></block><block s="doChangeVar"><l>count</l><l>-1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="count"/><l>10</l></block><l>0</l></list></block><script><block s="doWait"><l>1</l></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;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="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doIf"><block var="pendown?"/><script><block s="down"></block></script></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 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><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="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></block><block s="doIf"><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><l></l></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><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><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script></block><block s="doIf"><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><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</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><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</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><block s="doIf"><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="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></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" 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><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><block var="start"/></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="button" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="setColor"><color>255,0,0,1</color></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>0.6</l></block><block 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s="setColor"><color>0,161,120,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="changeXPosition"><l>1</l></block><block s="changeYPosition"><l>-0.5</l></block><block s="changeSize"><l>1</l></block></script></block><block s="doRepeat"><l>10</l><script><block s="changeXPosition"><l>1</l></block><block s="changeYPosition"><l>0.5</l></block><block s="changeSize"><l>-1</l></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="store key: %&apos;key&apos; value: %&apos;value&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:desa clau: _ amb valor: _ al navegador&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_store(key, val)</l><list><block var="key"/><block var="value"/></list></block></script></block-definition><block-definition s="stored data in browser" type="reporter" category="other"><header></header><code></code><translations>ca:dades desades al navegador&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_getall</l><list></list></block></block></script></block-definition><block-definition s="remove key: %&apos;key&apos; in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra clau: _ del navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>db_remove(key)</l><list><block var="key"/></list></block></script></block-definition><block-definition s="clear data in browser" type="command" category="other"><header></header><code></code><translations>ca:esborra dades del navegador&#xD;</translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>item</l><custom-block s="stored data in browser"></custom-block><script><custom-block s="remove key: %s in browser"><block s="reportListItem"><l>1</l><block var="item"/></block></custom-block></script></block></script></block></script></block-definition><block-definition s="get value from key: %&apos;key&apos; in browser" type="reporter" category="other"><comment x="0" y="0" w="199.33333333333334" collapsed="false">Reports the value previously stored under&#xD;the input key in the browser&apos;s local storage.&#xD;Reports False if the key is not found.</comment><header></header><code></code><translations>ca:obté valor de clau: _ al navegador&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>db_get(key)</l><list><block var="key"/></list></block></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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