<snapdata remixID="13447127"><project name="digi4all-L1-turtle-art Emily" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art Emily"><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; 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><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 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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 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><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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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 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