<snapdata remixID="9350660"><project name="digi4all-L1-Color-Mandala" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><stage 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" 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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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Stift" idx="1" x="-99.99999999997056" y="-72.65425280054819" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,158,242,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="75.999999" y="83"><block s="receiveGo"></block><block s="setColor"><color>255,158,242,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>12</l></block><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setEffect"><l><option>whirl</option></l><l>20</l></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>100</l></block><block s="doRepeat"><l>200</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>1</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block></script><script x="23" y="623"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="24" y="693"><block s="getPenAttribute"><block var="Farbe"/></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"/><watcher var="Farbe" style="normal" x="10" y="52.00000399999999" 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="reportListLength"><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="reportListLength"><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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