<snapdata remixID="10924999"><project name="digi4all-L1-turtle-art" 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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</pentrails><costumes><list id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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s="doChangeVar"><l>b</l><l>1</l></block><block s="doGotoObject"><l><option>center</option></l></block><block s="turnLeft"><l>15</l></block><block s="turn"><l>15</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block></script></block></script><script x="351.999999" y="135.83333333333334"><block s="doSetVar"><l>a</l><l>7</l></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" 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;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </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; position of finger %&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="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></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).fingers[num-1].stabilizedTipPosition[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 hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">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="reportGreaterThan"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><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="reportProduct"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#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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