<snapdata remixID="13456584"><project name="digi4all-L1-turtle-art1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="digi4all-L1-turtle-art1"><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="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></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><list></list></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><list></list></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="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></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><list></list></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="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></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="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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="reportVariadicGreaterThan"><list><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicGreaterThan"><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>0.75</l></list></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="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></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><list></list></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="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></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><list></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></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="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></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><list></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></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><list></list></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" id="1470"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1471"><item><ref mediaID="Bühne_cst_Unbenannt"></ref></item></list></costumes><sounds><list struct="atomic" id="1472"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Stift" idx="1" x="176.94211219449176" y="109.23167279307194" heading="255" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,66,182,1" pen="tip" id="1477"><costumes><list struct="atomic" id="1478"></list></costumes><sounds><list struct="atomic" id="1479"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118.999999" y="30"><block s="receiveGo"></block><block s="setColor"><color>255,66,182,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>7</l></block><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>135</l></block><block s="clear"></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>0</l></block><block s="doRepeat"><l>200</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>2</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>1</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="a"><l>17854</l></variable><variable name="b"><l>400</l></variable></variables></scene></scenes></project><media name="digi4all-L1-turtle-art1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Unbenannt" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Bühne_cst_Unbenannt"/></media></snapdata>