<snapdata remixID="13457727"><project name="digi4all-L1-turtle-art2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art2"><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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