<snapdata remixID="12467527"><project name="digi4all-L1-turtle-art.aw" app="Snap! 8.2, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art.aw"><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></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></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="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></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="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></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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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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></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block 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></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></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></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block 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