<snapdata remixID="9859858"><project name="digi4all-L1-turtle-art-2" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Bühne" width="500" height="400" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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JgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBD67LwPPjA3NRAAAAABJRU5ErkJggg==" id="3"/></item><item><costume name="Unbenannt(2)" center-x="240" center-y="180" 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id="4"/></item><item><costume name="Unbenannt(3)" center-x="240" center-y="180" 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id="5"/></item><item><costume name="Unbenannt(4)" center-x="250" center-y="200" 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id="6"/></item><item><costume name="Unbenannt(5)" center-x="250" center-y="200" 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color="178.5,0,107.09999999999992,1" pen="tip" id="111"><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></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. 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="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></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? 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