<snapdata remixID="11959011"><project name="digi4all-L1-double-hectic" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-double-hectic"><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 = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block 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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mediaID="Bühne_cst_Unbenannt"/></media></snapdata>