<snapdata remixID="9353707"><project name="digi4all-L1-turtle-art" app="Snap! 5.4, http://snap.berkeley.edu" 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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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s="doRepeat"><l>250</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>1</l></block><block s="doSetVar"><l>c</l><l>1</l></block><block s="doSetVar"><l>d</l><l>1</l></block><custom-block s="polygon corner: %s side: %s"><block var="c"/><block var="d"/></custom-block><block s="doChangeVar"><l>d</l><l>10</l></block><block s="doChangeVar"><l>c</l><l>1</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block><block s="down"></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="c" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="d" style="normal" x="10" y="73.00000599999998" 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="reportListLength"><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="reportListLength"><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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