<snapdata remixID="12459677"><project name="art" app="Snap! 8.2, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><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></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></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"><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"><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></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"><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="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></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"><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></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></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"><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"><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"><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 %cs"><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"><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"><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"><comment x="0" y="0" w="192" 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="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD; 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side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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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"><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></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"><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></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"><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"><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="%cs"></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"><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></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></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></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"><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"><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"><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"><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"><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"><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="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-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="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><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></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><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"><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"><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"><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"><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></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"><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></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></blocks><stage name="Bühne" width="480" 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