<snapdata remixID="12508334"><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 var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block 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 var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></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 $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block 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 s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></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 var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><stage name="Bühne" width="480" 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