<snapdata remixID="10312432"><project name="digi4all-L1-turtle-art-2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><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="reportEquals"><block var="attribute"/><l>name</l></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></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>samples</l></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></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></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="reportProduct"><block var="duration"/><block var="sample rate"/></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="reportProduct"><l>2</l><block s="reportProduct"><custom-block s="PI"></custom-block><block s="reportProduct"><block var="frequency"/><block var="time"/></block></block></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="reportProduct"><block var="radians"/><l>180</l></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="reportEquals"><block var="list"/><block s="reportNewList"><list></list></block></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script></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></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="reportEquals"><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportSum"><block s="reportProduct"><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></block><block var="offset"/></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportProduct"><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></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="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></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></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="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></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="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></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="reportGreaterThan"><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></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="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportGreaterThan"><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></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="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportProduct"><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></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></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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