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a.03durationname
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 _
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110ide:füge Wörter zusammen _
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fr:fusionne les mots _
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fr:liste $arrowRight phrase _
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ca:llança _
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catchtagde:fange _ _
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