<snapdata remixID="10867909"><project name="digi4all-L1-turtle-art—ullisandner" app="Snap! 6, https://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" 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" image="data:image/png;base64,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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="-20.750260750246525" y="-126.73326160855356" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="218,255,26,1" 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="118.999999" y="30"><block s="receiveGo"></block><block s="setColor"><color>218,255,26,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>7</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="doWarp"><script><block s="doSetVar"><l>b</l><l>0</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>05</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="reportListAttribute"><l><option>length</option></l><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="reportListAttribute"><l><option>length</option></l><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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