<snapdata remixID="9352744"><project name="digi4all-L1-turtle-art/Susu" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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="217.04422319670584" y="-48.209959483030445" heading="250" 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. 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%&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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