<snapdata remixID="10926012"><project name="digi4all-L1-turtle-art_heindl" 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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id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Stift" idx="1" x="-279.4033151559943" y="131.25878101162795" heading="59.999999968704515" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="35,33,255,1" 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>35,33,255,1</color></block><block s="down"></block><block s="doSetVar"><l>b</l><l>5</l></block><block s="doForever"><script><block s="gotoXY"><l>20</l><l>8</l></block><block s="setHeading"><l>330</l></block><block s="clear"></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>9</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>2</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block></script></block></script><script x="544" y="122.83333333333334"><block s="down"></block></script><script x="545" y="327.66666666666663"><block s="up"></block></script><script x="648" y="237.66666666666666"><block s="forward"><l>10</l></block></script><script x="683" y="374.66666666666663"><block s="turn"><l>15</l></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>437.8799999998435</l></variable><variable name="b"><l>409</l></variable></variables></project><media name="digi4all-L1-turtle-art_heindl" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>