data:image/png;base64,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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 _
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