<snapdata remixID="11425034"><project name="digi4all-L1-turtle-art" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art"><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" 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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