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
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 _
1505