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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,163,226,1602056,235,255,1601020126,255,128,1602010505605