<snapdata remixID="12479838"><project name="digi4all-L1-turtle-art" app="Snap! 8.2, 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></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></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="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></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="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></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></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. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block 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></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 s="reportListItem"><l>1</l><block 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var="data"/></block></block></script></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 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var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></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></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></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 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$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 var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block 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