data:image/png;base64,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durationname
duration
length
number of channels
sample rate
samplessamplessoundvar base64, binaryString, len, bytes, i,
arrayBuffer, audioCtx;
if (sound.audioBuffer) {
return;
}
base64 = sound.audio.src.split(',')[1];
binaryString = window.atob(base64);
len = binaryString.length;
bytes = new Uint8Array(len);
for (i = 0; i < len; i += 1) {
bytes[i] = binaryString.charCodeAt(i);
}
arrayBuffer = bytes.buffer;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
audioCtx.decodeAudioData(arrayBuffer, function(buffer) {
sound.audioBuffer = buffer;
});soundreturn !isNil(sound.audioBuffer);soundchoiceswitch (choice) {
case 'sample rate':
return sound.audioBuffer.sampleRate;
case 'duration':
return sound.audioBuffer.duration;
case 'length':
return sound.audioBuffer.length;
case 'number of channels':
return sound.audioBuffer.numberOfChannels;
default:
return sound.audioBuffer;
}play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.
for demo purposes this block also fast-plots the samples on the stage4410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000samplesratevar audioCtx, channels, frameCount, arrayBuffer, i, source;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
channels = (samples.at(1) instanceof List) ? samples.length() : 1;
frameCount = (channels === 1) ? samples.length() : samples.at(1).length();
arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);
if (!arrayBuffer.copyToChannel) {
arrayBuffer.copyToChannel = function (src, channel) {
var buffer = this.getChannelData(channel);
for (i = 0; i < src.length; i += 1) {
buffer[i] = src[i];
}
}
}
if (channels === 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);
} else {
for (i = 0; i < channels; i += 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);
}
}
source = audioCtx.createBufferSource();
source.buffer = arrayBuffer;
source.connect(audioCtx.destination);
source.start();
source.pause = source.stop;
this.parentThatIsA(StageMorph).activeSounds.push(source);generate a list of samples representing a sine wave at the given frequency, duration and sample rate440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=960000.51quickly 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.1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelsca:volum del so
es:volumen del sonido
return typeof meter != 'undefined'return Math.floor(meter.volume * 100);xx
y
z1yawyaw
pitch
roll1xx
y
z111testtestvar leapScript,
done = false;
leapScript = document.createElement('script'),
leapScript.onload = function () {
done = true;
console.log('leap is ready');
};
document.head.appendChild(leapScript);
leapScript.src = 'https://js.leapmotion.com/leap-0.6.4.min.js';
return function () {return done; }window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();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.de:drucke _ in Größe _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:ist _ leer?
ca:_ buida?
es:_ vacía?
fr:_ vide?
de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de:wenn _ dann _ sonst _
ca:si _ llavors _ si no _
es:si _ entonces _ sino _
fr:si _ alors _ sinon _
de:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde:für jedes _ von _ _
ca:per cada _ de _ _
es:para cada _ de _ _
fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
de:Zahlen von _ bis _
ca:nombres des de _ a _
es:números de _ a _
fr:nombres de _ à _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
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c.101566.69999999968065