<snapdata remixID="11910170"><project name="digi4all-L1-Kunst" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-Kunst"><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;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; 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. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = 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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 var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="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" 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