<snapdata remixID="13892196"><project name="digi4all-L1-turtle-art_NW" app="Snap! 10.1-dev, 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-art_NW"><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><primitives></primitives><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="1471"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1472"><item><ref mediaID="Bühne_cst_Unbenannt"></ref></item></list></costumes><sounds><list struct="atomic" id="1473"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Stift" idx="1" x="819.0347242555963" y="-1346.8882301121948" heading="221.99999991736513" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" pen="tip" id="1478"><costumes><list struct="atomic" id="1479"></list></costumes><sounds><list struct="atomic" id="1480"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118.999999" y="30"><block s="receiveGo"></block><block s="setColor"><color>233,0,255,1</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>90</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>1</l></block></script></block></script></block><block s="doForever"><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</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>1</l></block></script></block></script></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doSetVar"><l>b</l><l>8</l></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>5</l></block></script></block></script></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>5</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block><block s="doChangeVar"><l>a</l><l>.03</l></block></script></block></script></block></script><script x="164.999999" y="1061.9999999999989"><block s="down"></block><block s="doSetVar"><l>b</l><l>8</l></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>1</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>.03</l></block></script></scripts></sprite><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="a"><l>417.27999999986224</l></variable><variable name="b"><l>1000</l></variable></variables></scene></scenes></project><media name="digi4all-L1-turtle-art_NW" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="Unbenannt" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOjUlEQVR4Xu3VsQkAIBAEwbf/otXAGtxkBOOD4WHXzOz7PQIECBAgQOCjwBLgj9qmCBAgQIDAExBgp0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAAEBdgMECBAgQCAQEOAA3SQBAgQIEBBgN0CAAAECBAIBAQ7QTRIgQIAAAQF2AwQIECBAIBAQ4ADdJAECBAgQEGA3QIAAAQIEAgEBDtBNEiBAgAABAXYDBAgQIEAgEBDgAN0kAQIECBAQYDdAgAABAgQCAQEO0E0SIECAAIEDaGBoELcU5kcAAAAASUVORK5CYII=" mediaID="Bühne_cst_Unbenannt"/></media></snapdata>