<snapdata remixID="8924408"><project name="Audio-Test-Mikrofon" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Audio-Test-Mikrofon" palette="single"><notes></notes><hidden> doFaceTowards doGotoObject doGlide bounceOffEdge getPosition direction doSwitchToCostume doWearNextCostume getCostumeIdx doSayFor bubble doThinkFor doThink reportGetImageAttribute reportNewCostumeStretched reportNewCostumeSkewed reportNewCostume changeEffect setEffect clearEffects getEffect changeScale setScale getScale reportShown goToLayer goBack playSound doPlaySoundUntilDone doStopAllSounds doPlaySoundAtRate reportGetSoundAttribute reportNewSoundFromSamples doRest doPlayNote doSetInstrument doChangeTempo doSetTempo getTempo changeVolume setVolume getVolume changePan setPan getPan playFreq stopFreq getPenDown changePenColorDimension getPenAttribute changeSize doStamp floodFill write reportPenTrailsAsCostume doPasteOn doCutFrom reportColor reportColorAttribute reportNewColor receiveGo receiveKey receiveInteraction receiveConditionEvent receiveMessage doBroadcast doBroadcastAndWait reportPoll doWait doWaitUntil doRepeat doFor doIf doIfElse reportIfElse doReport doStopThis doRun fork evaluate reportPipe doTellTo reportAskFor receiveOnClone createClone newClone removeClone doPauseAll doSwitchToScene receiveUserEdit doDefineBlock doDeleteBlock doSetBlockAttribute reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot reportTouchingObject reportTouchingColor reportColorIsTouchingColor doAsk getLastAnswer reportMousePosition reportMouseX reportMouseY reportMouseDown reportKeyPressed reportRelationTo reportAspect doResetTimer getTimer reportDate reportGet reportObject reportURL reportVideo doSetVideoTransparency reportGlobalFlag doSetGlobalFlag reifyScript reifyReporter reifyPredicate reportVariadicMin reportVariadicMax reportRound reportMonadic reportAtan2 reportRandom reportVariadicLessThan reportVariadicEquals reportVariadicAnd reportVariadicOr reportNot reportBoolean reportJoinWords reportTextSplit reportLetter reportTextAttribute reportUnicode reportUnicodeAsLetter reportIsA reportVariadicIsIdentical doChangeVar doShowVar doHideVar doDeleteAttr reportNewList reportCONS reportCDR reportListIndex reportListContainsItem reportListIsEmpty reportMap reportKeep reportFindFirst reportCombine doAddToList doDeleteFromList doInsertInList doReplaceInList reportConcatenatedLists reportReshape reportCrossproduct</hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l><l>process</l></list><l>var stage = this.parentThatIsA(StageMorph);&#xD;&#xD;if (this == stage) {&#xD;    throw new Error(&#xD;     &apos;LABEL cannot be used from the stage because the stage does not have a postion.\n&apos;&#xD;     + &apos;Use LABEL from a sprite to draw text.&apos;);&#xD;}&#xD;&#xD;if (typeof text !== &apos;string&apos; &amp;&amp; typeof text !== &apos;number&apos;) {&#xD;    throw new Error(&apos;LABEL can only draw text or numbers, not a &apos; + process.reportTypeOf(text)); &#xD;}&#xD;&#xD;var context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();&#xD;</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists" helper="true"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control" helper="true"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%ca"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control" helper="true"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control" helper="true"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other" helper="true"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound" helper="true"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound" helper="true"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="PI" type="reporter" category="operators" helper="true"><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" helper="true"><header></header><code></code><translations></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="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists" helper="true"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script><list></list></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations></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="sound named %&apos;name&apos;" type="reporter" category="sensing" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %ca"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing" helper="true"><comment x="0" y="0" w="191.99999999999997" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><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="test"/><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="set microphone %&apos;attribute&apos; size to %&apos;num&apos;" type="command" category="sensing" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">buffer<options>buffer&#xD;fft</options></input><input type="%n" readonly="true">512<options>256&#xD;512&#xD;1024&#xD;2048&#xD;4096&#xD;8192&#xD;16384</options></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>choice</l><l>n</l></list><l>var mic = this.parentThatIsA(StageMorph).microphone;&#xD;if (mic.isReady &amp;&amp; choice) {&#xD;  mic.stop();&#xD;}&#xD;if (choice === &apos;buffer&apos;) {&#xD;  mic.signalBufferSize = n;&#xD;} else if (choice === &apos;fft&apos;) {&#xD;  mic.fftSize = n;&#xD;} </l></block><list><block var="attribute"/><block var="num"/></list></block></script></block-definition><block-definition s="arc $turnRight radius: %&apos;r&apos; degrees: %&apos;degrees&apos;" type="command" category="motion"><header></header><code></code><translations>de:Bogen $turnRight Radius: _ Grad: _&#xD;pl:łuk $turnRight promień: _ stopnie: _&#xD;</translations><inputs><input type="%n" initial="1">50</input><input type="%n" initial="1">30</input></inputs><script><block s="doDeclareVariables"><list><l>start</l><l>end</l><l>path</l><l>center</l></list></block><block s="doSetVar"><l>start</l><block s="reportVariadicSum"><list><block s="direction"></block><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sign</option></l><block var="degrees"/></block><l>-90</l></list></block></list></block></block><block s="doSetVar"><l>end</l><block s="reportVariadicSum"><list><block var="start"/><block var="degrees"/></list></block></block><block s="doSetVar"><l>path</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><l></l></block><block s="reportMonadic"><l><option>cos</option></l><l></l></block></list></block><block var="r"/></list></block></autolambda><list></list></block><block s="reportConcatenatedLists"><list><block s="reportNumbers"><block var="start"/><block var="end"/></block><block s="reportNewList"><list><block var="end"/></list></block></list></block></block></block><block s="doSetVar"><l>center</l><block s="reportDifference"><block s="getPosition"></block><block s="reportListItem"><l>1</l><block var="path"/></block></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block var="path"/><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="coord"/><block var="center"/></list></block></block></script></block></script></block><block s="setHeading"><block s="reportVariadicSum"><list><block var="end"/><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sign</option></l><block var="degrees"/></block><l>90</l></list></block></list></block></block></script></block-definition><block-definition s="arc $turnLeft radius: %&apos;r&apos; degrees: %&apos;degrees&apos;" type="command" category="motion"><header></header><code></code><translations>de:Bogen $turnLeft Radius: _ Grad: _&#xD;pl:łuk $turnLeft promień: _ stopnie: _&#xD;</translations><inputs><input type="%n" initial="1">50</input><input type="%n" initial="1">30</input></inputs><script><custom-block s="arc $turnRight radius: %n degrees: %n"><block var="r"/><block s="reportMonadic"><l><option>neg</option></l><block var="degrees"/></block></custom-block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="0,0,0,1" 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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