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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0090b0255,97,229,11000090b056,78,255,11003911.190000010806570