<snapdata remixID="9352739"><project name="digi4all-L1-turtle-art/Suheda" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Stift" idx="1" x="-51.41562453332415" y="105.376307592471" heading="130" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="122,0,50,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="93.999999" y="72"><block s="receiveGo"></block><block s="setColor"><color>122,0,50,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>12</l></block><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setEffect"><l><option>mosaic</option></l><l>30</l></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>100</l></block><block s="doRepeat"><l>200</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>1</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></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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