<snapdata remixID="10310859"><project name="digi4all-L1-turtle-art-2-kreisel" app="Snap! 6, https://snap.berkeley.edu" 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name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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s="forward"><block var="seitenlänge"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="seitenzahl"/></block></block></script></block></script></block><block s="turn"><l>10</l></block></script></block><block s="clear"></block></script></block></script></scripts></sprite><watcher var="seitenlänge" style="normal" x="10" y="10" color="243,118,29"/><watcher var="seitenzahl" 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; 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side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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%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? 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