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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505