<snapdata remixID="12932748"><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]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></list></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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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 s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block 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 s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight 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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