<snapdata remixID="10309640"><project name="digi4all-L1-turtle-art-daria" app="Snap! 6, https://snap.berkeley.edu" 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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" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Unbenannt" center-x="240" center-y="180" 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var="attribute"/><l>name</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>samples</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportProduct"><block var="duration"/><block var="sample rate"/></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="reportProduct"><l>2</l><block s="reportProduct"><custom-block s="PI"></custom-block><block s="reportProduct"><block var="frequency"/><block var="time"/></block></block></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="reportProduct"><block var="radians"/><l>180</l></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="list"/><block s="reportNewList"><list></list></block></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportSum"><block s="reportProduct"><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></block><block var="offset"/></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></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="reportProduct"><custom-block s="stage width"></custom-block><l>2</l></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>0.5</l></block><block s="reportProduct"><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></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD; 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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. 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%l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? 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