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 _
1data:image/png;base64,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a.03216.1300000000075200