<snapdata remixID="10855730"><project name="digi4all-L1-turtle-art" app="Snap! 6, https://snap.berkeley.edu" 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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" 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="139.0978796341019" y="-378.69436905212456" heading="352.0000000013806" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,255,250,1" 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>255,255,250,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>5</l></block><block s="doForever"><script><block s="gotoXY"><l>1</l><l>7</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>5</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>4</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</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? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><variables><variable name="a"><l>202.94000000000693</l></variable><variable name="b"><l>805</l></variable></variables></project><media name="digi4all-L1-turtle-art" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>