<snapdata remixID="12978453"><project name="digi4all-L1-turtle-art" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-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><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]; 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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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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><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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