<snapdata remixID="12932578"><project name="digi4all-L1-turtle-art-2" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art-2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script><list></list></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %cs"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script><list></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of finger %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></list></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD; 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s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block 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s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block 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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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