<snapdata remixID="13448595"><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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</pentrails><costumes><list 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