<snapdata remixID="12941177"><project name="1. Versuch Vorlage 2" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="1. Versuch Vorlage 2"><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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</pentrails><costumes><list 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