<snapdata remixID="13357053"><project name="Schulführung_Zeichnen" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Schulführung_Zeichnen"><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="192.00000000000003" 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><block-definition s="Ändere Seitenlänge auf %&apos;NeueSeitenlänge&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>seitenlänge</l><block var="NeueSeitenlänge"/></block></script></block-definition><block-definition s="Ändere Seitenzahl auf %&apos;Neue Seitenzahl&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>seitenzahl</l><block var="Neue Seitenzahl"/></block></script><scripts><script x="23" y="31"><custom-block s="Ändere Seitenzahl auf %s"><l></l></custom-block></script></scripts></block-definition><block-definition s="Setze Drehung auf %&apos;Neue Drehung&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>drehung</l><block var="Neue Drehung"/></block></script></block-definition><block-definition s="Setze Farbänderung auf %&apos;Zahl&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>farbänderung</l><block var="Zahl"/></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" 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