<snapdata remixID="12957438"><project name="digi4all-L1-turtle-art-KK" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art-KK"><notes></notes><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="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></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><list></list></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><list></list></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="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></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="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></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="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></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="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></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><list></list></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="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><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></list></block><block var="offset"/></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></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="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><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></list></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="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></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><list></list></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; 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s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></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><list></list></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><list></list></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 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var="end"/></list></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="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></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><list></list></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 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var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></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><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block 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