<snapdata remixID="13905396"><project name="neu" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="neu"><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><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"><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><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"><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><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"><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><list></list></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;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </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; position of finger %&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="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></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).fingers[num-1].stabilizedTipPosition[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 hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">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="reportVariadicGreaterThan"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></list></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><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="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; 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. 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></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    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 = 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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><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 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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"><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 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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"><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 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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 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