data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAVh0lEQVR4Ae1deXhUVZY/lT2QfSEJCSRkISQkLFkAB1FAoAVsFASM4mjbzqfdTk9rf9NO/z/fN3+M005/7YzOtD3TKu2Kirh0iyAoDJCNEEIgkITsCdkTsu+pOefGl3pV9areq+VB1at7vi/Ue3c5771zf9zl3HPO1emRgBOXwF2SgNddei5/LJcAkwAHIAfCXZWAj9TTS0pKICIiAnQ6nVS26mk0KxgYGIDs7Gzw8/NT/Xn8AXdPAjrTOeDp06dh6dKlTn+jic56qP/0FYCZaau8Q8LCIPW512FsbAw6OjoYCENDQ63W4ZnuKwGjHvD8+fMQGxsLk5OTZl9UXFwMYQiO9PR0o7zS0lIIDg6GkZERyM3NNcoT33jVn4MtvjUAvgBe4QngFZMGMy1X8DoeZlqvGIqOA4xhr0c9IPXCzc3NDISGAvxKSxIwAmBQUBBMTEyw7zt+/Dj09fUxMPr7+7OhsLKyEpYvXw7T09PQ3d0NgYGBkJCQwK4zMzPh5Zdfhs2bN0NZWRmkpKRAfX097NixA9asWQOBIqn55B0A78VZ4JVUDbqAEGMAYrmZmZn59+jv7xfV5Jdak4DRIoR6PuGPwPjqq6+y+9bWVpiamoLZ2VmgnpBAl5aWBt7e3kweJ0+eZCAkcI6OjrJei/Kod6R5pGmPOlNXCKT70em8wCtiiZlMCYDCe/j4GP0fMSvLE9xbAkatS409NDTEQEO9VkNDA7S3t0NcXBwbEmlxEBAQwIBHQBNo3759LJ1ASmUIoMnJybB//35WhIbTocHbQnGYqS+C2a6boB/uAV1gyHy6cCEAkO7v1kJIeBf+q64EzBYhR48eZU+k+Z4zKSQkBIIuHZZlqVuyBtoDk1lPSsPvoUOHZOvwAu4rATMA0qecOnWKzf+oN7uTRHPL6upqWL9+PVvQxMTE3MnH82fdBQmYAdDZapiWwi9huOwLwLHZ6uctycqDoC0/Y2Vo6N++fbvV8jxTGxIwAiCpYcLDwyW/zJIaRlyYFh35+flw/fp1iI+PBxp2635XAFsiDPM/r6hl4BWZCNPV34ursuvmp4/Ppw0ODsKGDRvm7/mFNiVgtAixVQ1DC5Kenh4GNJqv0SKmsLAQSG1TUFDAVCk6mDWSnE/eQdB5+UgCUFABUQXiwUn7EnBIDUOAI50fzRVramqY+oX0fm1tbUyXR6oU05F3tqsWvJPXS0pWUL3Qr3iVLVmYJ2pCAkZDcHl5+bwahr6OtuTk1DDUU1FPSCCk7TNSxQhE6pfB91+E+0N6hCTQ+QbgVogP6CeG59OEi/KH3mOXBL7U1FSmzBby+K82JWAEQPpEZ6th4gJmQHf1S1npeadvgZaZUKbQTkxM5PM/WYlpo4AZAOmzqOcqKioy28FQ+5OpJ920aRPrUdV+FufvGhKQBKBrvBp/C0+QgNEixBM+mH+ja0mAA9C12sPj3oYD0OOa3LU+mAPQtdrD496GA9Djmty1PpgD0LXaw+PehgPQ45rctT6YA9BJ7TE5OAINJ4ucxM1z2HBFtINtPdjcDnXHz8PszCyELImBnmv1sOone2BhTKSDnD2jOgegne3cWV4NzWcvgn9YCKQ/vBl/gxmniYFhuPynzyB2bQYkbs6zk7vnVOMAtLGtb/7lLPTdbIGwpMWQuvs+NOyZ8ww0ZVP75RkYbOmA1T/dCz4BPLqDqXyEew5AQRJWfieHRqD62Pcw3j8Ai9dlQfyGVVZKG7JuN7TBtfe/hszHfgThqebup4aSnnvFAWil7akHqzt+AWbRxjFl570QtizeSmnprJmJKTYkBy+OhuUPb5Eu5MGpHIASjd95Ba27vysF/9BgBpqA8Ln5nURRxUnNZ8ugvbQKVj/7CAT8MF9UXFnDBTkATRr33D+/CdHZqZD24/stzu9MqvxwS15/9CdEFBN+DaVHu/qg4q3PYdn2DRCbk2HI8OArDkBR40+NjEH1Z6ch68ndolTr7qQG0IkBJ9QRpxlYXn3vr6BHH+jsp/cYEj30iiuiRQ3fV9uMw2MQppAnH/2JgURgkvojEZoCje6FunhpQlmHdsGiNelQ+K9vwXCHwV/GpJhH3HosABtOFkIF6usmhwwxbobbu1GBHIENT2IRgGUKLqW4sF4vZnU65Pz8AFz+41HorWlSylRz5Yz8gjX3dRIfND02wValYYmLUVGcD5WHvwAvfz9IfXAjkBI54W+UqVgkWJskEQCpF7X8f9w/JAiiMpLBP0gcvM6EjcZvPQqANMReP3ICVuIQSIpkoty/L0D93iDUfP4d1J8ohKiVybAoO+SONfto720IWrzojj3P1R7kMQCsOfYdzre6YcPLT4O3H4ZpFVFAeAju3z4MU2Pj0H+zGZpOl0LE8kSm+xMVs+OSej/rvaB+esYOvtqponkAUu9W8adjsHh9Nix/ZIvVlguKiYL0vVuxjA5azpVD6WsfQGBEKNbbDH5BC6zWtTczMMoQBq+vtgk6L9cAWdaQvtATSNMAbL9YBY2nS2D1Mw/DgmjpoEviRp5m4YnnFg9L7l0L9Ndf1wJXUHfnE+jPesTgeFuHS+oFaUU8x1d43mhPP3Tg+7WcL8edlmk2/1wYGwmL8zJhDP/TlL3xEeS+8JhQXLO/mgUggcYbFxf3/NNPFDfeWN+gWdnwlCWQ9w+Pw1jfANR+fgbGB4dg2QMbIDorxayspYTp8Qm2C0JzUKJZDEHsg+8WlZkCUSuSTfSOAKG45Tc9Og5X3/2LWZ6lZ7hruuYASKqUyne+gpRdG2HRquU2tYu3r2Vx0FC86pk9MDM5BWTp0nL+EuQ8f0CSf8el69B7oxEmBofREsYf60wyYwQySvBdaLzivVVaKckjAXvf8YEhtjBK3nGPZBktJFqWuBt+XePpYuiqqMWh6yD4hSy06QvI8CAw0jAfs1SZFjArHt0Gl978RLJI6/nL0FZcCSsffxCC4qJFZcyH4XHsVQPDLT+TzL2uvP05tF6oQPXQahEv7VzSBMXtiVavF//zQ5gen4R1v3rSZvCRAMh0yhajgyALFs9daMiQh6odY/BJi7ivtgUNWWnnxTLR6px61M6KasuF3DhHEwAsf/NTNB64D1J3bbK7Kag3Cl0ap7i+eAdFXInC1Hn7G6t55vIFxbSh9EhXLwQr0AHm/aIAGk8Vw+3GNkNljVxpAoA0dwvFnQ1HiBYZoUnK7f3Gbw+ZPa6j/AaEJFgLrG68Ep5AHhFpygxVc18ogKoPvwGyqNESaQKAOi/HP2NqdMwm8ysys9fjwT1iuoVzv6Rt1uJaG/eC47j15xOIATsVED0v52cHoOy/P2aLGwVV3KKI4y3nAp9Ji4eRzl4H3kQPfsHW52KmzOmZA03txsk4/PousAYo410RW31FyJCVVt5lbxxhq3Hjh7vnnSYASCZU/XWtDrQAAhB3Om58+q1iHrR9N9B0a758d1UdLLCwMJkrZAw+SrPHdZOsdTL2b2eK6vmHu/GFJgAYHB8DY7iz4AiRaoV2OYp++w6M9Q7IsiJjhnGR4rr13GVIRktnaTIHH5VT8hwpfuTgtPS+XCh7/UOpbLdK0wQAqUHG+80XBcpbgsSgR2+3bFiNag+yE7xVctVq9ZDEOLY7YihEw7iU7lEafFRvcthgi2jgo+yKTPpj1qxAE/9jyiq4aClNAJCUwxPoOukY0QJBB4FRocxihuZ3l//nqNlCQ3gGHaJIekci2i8OQAd1YyLFM/2Zi5iMYUtfex93atKMq9h4l7BxDRou2A9iGx+nSnHN7IRYn/zbIrs5VUnGgW3Qfa2Omc1n/+1DECyhXhG825rPXEQrmgdEDyHgERnULlO4t1uLNocjPbfR3jAV8n/5xFwRB/6lsCCBke59mrxmALhAZNbkQJuKquogemUK6hfj4PL/HoPozGT0ZjPekxVMtGbRpo8WJXNkDL4R9Pm4+dfzONyOoDXNRtT7JYqe4dhl46kS3PO+1zEmd7m2ZgA4ij2LrUQukqT/I+VxXN5Ktggx5qHD1fFCWPfiE9Bw4gIbNtc8u3feoGAYVT80VPsuFGwFDeDrrW6Eegxa5Idm92kPbYIFi8jXxLlERg72rKSd+xaOcdMMACcRSLbQpf86AnH5KxnwaKht+b9LzA7Pb0EgTKH5VKdunN3nPLYLkpKSYNmOjRCJ/hulr72Hzupb0ZQqmblWNqG9Yepu2gKkxYYOt8xKMEJWHQIjCtY+v59Zw9jyXkrLDt/qBm88V8XdSTMADEBFMplKmZrbSzVQ1QdfQ1RWKgMf5dNQS38CUTiN3rYOeOfRX0Lra59B9UQvPPT8U9AV6QuP/+pZqEI7vR7U+wWEhwL5dPgFB+I22QkgI1Oy8ctzwvxOeBdLvw3fFsGybdJn7lmq44rpmnFMr/nie4hIXcp6JmuCpk19Un8oidNCx9d+sffXEO9rvEtSFzQNjz/3DJytLINHD+6HawjohE05EIl+JDYTjtqJW/Jtrlb+h09YD2tzRRerYK4jcLEXVPo6C6LCYai102rx1sIKGGi8pQh8Vhn9kKlHy+YBXImuPLTbPvAhHzb8o/+JLTTa3aeop7eF590qq5khODwlAZrPlFmUY1dlLfPBIPN6JUQndl74xW9Z72c0BL/wd2wIHm7HYXnnbqDFxgTq4jb8+ik8B9n2/8/km1z0b28D6fRIt6iEGk4WQ+JW23tNJbzvdBnbJXan31Dh82g1ONzeI1l6sLkD6r+5wHw7JAtIJJ559yikFGyHPef/CK/3XIKd//IS7D3wKFz83btonbwGfAP9IOPgduZfHI8xA8kg1l5KxtBv5K+slGgK4aj5mdJnqV1OMwAkQZGL48X/+IAZbwqCG+3uh8p3v0IHdNs8zHY+9yTs+80LbAVMvBrQaZ0CF5ECmYwQYnArzAsP7E7cug4G27ogfv0qIMNYe2gRLohoVUsupHJEW45e3tppNu18CbYcBf0RhlgC4jWMQkXqltyfH8Qeyz6VBfU2Jb9/j21qEPhomO2pqockBB4RKaqnRkbR7zgLItMT4frHJ1m6rf+sfGInW8zI1aNtvCX358oVc5t8TQFQkHrSA+uZ8SYF/fEPDcLwurgFZoclMS0QCMgZaCkj7IJc//iEmYM7xYmm3mvp/XlsHtf0/UXhVRT/0hSCbBIF101LFcdvD7LVvqV8d0vXJACpEcixm3rE/BcPQSpugd386izbyaDoA0qIerI2XDXf85tn5veBaZikPV3yFRbT0vvy5s8IWbF/G/Qh8MkzzlbKxDllLaqTLJEj1jOWeN71dHSi0RxdfOMj/a3Sa2bfhdtuetTZ6dESRY8RE8zyKQHnjPrCV97SI4DM8otePazHns4snRIu/eETo3QctvXYgxqlKbnBxZK+/mShZNEbn57Sd129KZnnroma6wFpNbkoOw13OTLN/nOT/0VmwYNsnkgGBBT7hcoLZlVtRVegAv1w6WgFioYvps7L1XgQTez8eSDiPOGaoukLRJ5stdjrDuECxRZahk7onRU1Zib35Lfcc6PeaMfGFr6uWlYzOyGCgGnoJV9apeZZvTcaUEVTCOTlRuE2yDJaigpfedtqmA8yyadoCCv2GcyyKORvMaptaBFki9lUe+k1jL5wFsO2RQHtTU/gImcBRmagqKqR6UlSr+e2aZoDYMelG9jrdLIg485qFQrtRoGD5M4HoRV3DoJNTGR2T+n5L6HDvEQgSuqJO8qqsHdrAD0e90Wk89KhgrsJHdwfm59/inlq6VozOyFCo8TmrIC2ogrh1uFfckAni2e50G7sQbiTQYsUce9LPd/qnz7CFkUb/vEp6K9vYSHYaDuNIqROoJ1gRPISWL5ns8imEP1F0E+58vBXsO6lQw5/gysz0BwABSAotYyRa5zrR76BjAM75IqxfIpB2IhWKmkIJjEF4SE1ZLJV/OphCMMtQ5qfyh16Q8GQgrDXJVWQ2FJHzFcL15oEIDnsNH1XAsk/2uhQG5GxqU7nBSFLYxXxiV2LvS+qbqTI1ORLqoxpWsbBHQjaP2sagJpbBVMjxmNP1F/veByV6mOnIfGBuR0PU3BYuieDArIndAbRrgtF+eq+etMZ7FyShyYBSJImwxJhUm+v5EmRbU0xLMU3AlepdIyrM4hW0aR8jsa9Yq2SZgEYnZWGQLBsnqWkQcnGkOZiZHKlhGgB0lZ4xebAmJZ43/j4WyO1jqVy7pyuWQAu2bhWMXCsNeAKnIfRNp4sYVyYstdRB/n0j53iKETGtdN4SqfcYkX2vVy8gGYBSC65uD3lsPgp9FsMKoDJw80alaLRArldSvkPW6tnKa/qo2/wnGFlq29LPNwhXbsAROmTj0YLhsx1lMi6htQhFGxciiiCAm3dOWuuRjshYcsSmJ5Q6nlaStM0AMk8qhtN8Z1BpIi+fuSkGasbR09BWHKC7C6JWUUrCY14VnH6vq1WSmgnS9MAJDs90yCS9jYdmWCR4anY7J8WOXTGh2Ccai9vcT20eIEkG1U/4vrudq1pAFJjhGHY3Vul1iNdKW20zAKD1TJFzyLLaDp6wVlEhyUONLVBXK65JY+znuFqfDQPQFIk04lEziCKok9hPMiEi0y3KGSuM6kKt/0yDzoP0M58N7V4aR6AdCLR5PAY1H19zikBvun4LlK3OPsYLTomwsfPz2mraLUA42y+mjPHkhQQqmM60KC0+yquZPFMES/fubkhRapanJ/FzoGTrGeSSBYqBD4yOpjBFbGp0YFJcZtuyVCBTLnEljQ2MXDTwp4BQInGoV2LWyWVzAnIG90rKdIURcKKxth9Ukd8UfkSNC7NwYBD5P5JgKHgQ0KINolHKE4ih3racpsLcqS4miYKeiwApVpvpKMX2i9exXAbHeCP4XbH8djUkIRFEJuTCRTQaOUTu3CIXMSqkqUMmV6txnBtjhDtVxf/+59ZVFZH+LhrXQ5AmZYjBXQnHkATjX4mMauXG5VGRyTWA/qYHIBtVEjmBp2MIAN3PKIxqpYnEgegA60+PTYB5Ijk5etrNxctBJm0++OxIgegI9LjdR2WgObVMA5LiDNQVQIcgKqKlzOXkwAHoJyEeL6qEuAAVFW8nLmcBDgA5STE81WVAAegquLlzOUkwAEoJyGer6oEOABVFS9nLicBDkA5CfF8VSXAAaiqeDlzOQlwAMpJiOerKgEOQFXFy5nLSYADUE5CPF9VCXAAqipezlxOAhyAchLi+apKgANQVfFy5nIS4ACUkxDPV1UCHICqipczl5MAB6CchHi+qhLgAFRVvJy5nAQ4AOUkxPNVlQAHoKri5czlJMABKCchnq+qBDgAVRUvZy4nAQ5AOQnxfFUlwAGoqng5czkJcADKSYjnqyoBDkBVxcuZy0mAA1BOQjxfVQn8P/Wb+m9cyNtKAAAAAElFTkSuQmCCdurationname
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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72505