<snapdata remixID="11947425"><project name="Snap Linie End Version" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Snap Linie End Version"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>name</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="attribute"/><l>samples</l></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="list"/><block s="reportNewList"><list></list></block></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %cs"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportEquals"><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of finger %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportGreaterThan"><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportGreaterThan"><block var="num"/><custom-block s="Leap number of hands"></custom-block></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><stage name="Bühne" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="1404"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1405"><item><ref mediaID="Bühne_cst_Unbenannt"></ref></item></list></costumes><sounds><list struct="atomic" id="1406"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Stift" idx="1" x="3.637978807091713e-12" y="2.117104713761364e-9" heading="116.00000000174396" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" pen="tip" id="1411"><costumes><list struct="atomic" id="1412"></list></costumes><sounds><list struct="atomic" id="1413"></list></sounds><blocks></blocks><variables></variables><scripts><script x="246.999999" y="34.99999999999997"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,242,76,1</color></block><block s="down"></block><block s="doSetVar"><l>seitenlänge</l><l>70</l></block><block s="doSetVar"><l>seitenzahl</l><l>7</l></block><block s="doRepeat"><l>200</l><script><block s="doWarp"><script><block s="doRepeat"><block var="seitenzahl"/><script><block s="forward"><block var="seitenlänge"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="seitenzahl"/></block></block></script></block><block s="turnLeft"><l>7</l></block></script></block></script></block><block s="setColor"><color>145,26,68,1</color></block><block s="doSetVar"><l>seitenlänge</l><l>60</l></block><block s="doSetVar"><l>seitenzahl</l><l>3</l></block><block s="doRepeat"><l>200</l><script><block s="doWarp"><script><block s="doRepeat"><block var="seitenzahl"/><script><block s="forward"><block var="seitenlänge"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="seitenzahl"/></block></block></script></block><block s="turnLeft"><l>7</l></block></script></block></script></block><block s="clear"></block></script></scripts></sprite><watcher var="seitenlänge" style="normal" x="10" y="10" color="243,118,29"/><watcher var="seitenzahl" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="seitenlänge"><l>60</l></variable><variable name="seitenzahl"><l>3</l></variable></variables></scene></scenes></project><media name="Snap Linie End Version" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Unbenannt" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Bühne_cst_Unbenannt"/></media></snapdata>