<snapdata remixID="11438704"><project name="digi4all-L1-turtle-art-2" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art-2"><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="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="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="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="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="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="reportVariadicProduct"><list><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></list></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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s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block 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var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></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 var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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