data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAUGElEQVR4Ae1de3AVVZr/8ryBvEMgAUIguLwRGMDhjawOBnCGeTC6Mm6x65Rr7f6hrrWj/+wCo1K+cK3SdVnHndoqdwGhdGZ2HZ46AiIgb1AQBeSVkPBIgEBIyPP2/n6nb9/0vbmXoAk0k/t9VTfd95zT5+v++tff8/RNnIhY+CipBDyRQLwnXJWpSiAgAQWgQsFTCSRej3taWpoUFRVJ9+65kpSUfL2hnbLPsiypqamRkpISOXPmjDQ1NXXK6/TyoiICMCkpSYqLi2X27NnSt29fycvLk+Tk2xeA8fHxkpCQ0GFybGxoED/AFxcXJ5cvX5bKykrZvXu3LF++XL755psO46MTicRBCCFBCMH36KOPyty5c6Vnz57mJrgFxcE86HainKxMWf/fb0jF0X1iNTW2+9SSU9Ok+LH5YvnShVqQRO23a9cuee2112Tfvn3t5qET2BJoBcBZs2bJ008/Lb169cKIWwO3IJfgzre7PV98uFK6bn1TRuUnSSK0VnuJU6RO/aVcGvuYMcHOfATjxo0bZf78+UYrOu26/e4SCAlCUtNSZcaMGdKjRw9pbm7Gxx/YNpltE9r4aW5ugkbg1v4899xzUlVVJR999JHRFE57yBYahN+vXbtmbiBv5qJFi2TNmjWya+dOey6/PXfIcQF+bGsi3wBPe0xgzsrTMrx7kmQkx0vXpLiQT1qfwZLe705J69HHtKf3GyFpvQeGjAk/pktinPgrT0piYmLgGm0+fr9fxoweI9Puvvu7S1yPDJFAiA9Y2KdQCgoKxA8gkOAFGXNLwW/atEnOnj0nEydOMABdu3at+Hw+ALZYhgwZYkw1NcNbb/1GunbpIlu2bpFhw4bJncOHy4cAJv00gu5u3Lxt27ZJdk62jBgxUhrgbw0dOlQOHDgg586dA4+zMnXqVMnN7SZr166TrKwsnI8lEyaMl/Xr1xs+xcUzJCXFZ86Q5wm4SHwUxZcy903xl+yT5pK9kpCYLIlD75O4zHypf/9ptEU3pZa/Bey0wkaxYpvSJcVcL8GpQQml3z4KAWB2drbkdOtmnnrHPaTwy8vK5JVXXpEnn3xStm3dKtVXrxqg1NfXy4ULF2TVqlVyzz33QGMkIGgplDlz5sjjjz8uzzzzjKxcuVIWLFggS5YskYULF8rIkSPNGZecKpG9e/dIRkaGvPzyyybQOXXqlHkAlr/7rhT07i379u6VfkVFGLcXUWi5HD582Nz06upqmfuLuQLc4TRxglEoLr27SF21WI110ly6X5KnPyUNm9+ShDsmSnyfUdcFIKe0YAGodUk2vvEXAknBA8agTAFoRNOuPyEAZCQZj0ed5pXU2NgoV65ckdq6Orlr7FjZsGGDjBs3Tppgbq8ChA6NRd+lS5eg3abJ+YrzMhxajxqTYGPUyGi6/x39ZQY01/nz56HNJhjgEsBMcVCD5uTkSP/+/Y3ZKy0tNVHtrPvvN+3UktTCNN/UogR6aUmp0Z48h1pfdzmUNUF8MJ1uik/Lk4SD34i/6qLED/47kROXpLkuX+LKEag0p0pz2ngM5zE2iOMxd6q/WvIbyiUdrc0WXIKALNzzMjrmR6n9EmiRPua66/t3yfPPPS+ZGZlSerpUmmGKC3oXSGZmpgFG+9l1zAw0fx0JgHo8YHEBF6G2qtJo98YLJTJw4kypra1tddKrV6+RxYtfMQ9Eq05t+FYSCNGAlRWVUlZeJuXlZ2TQoIHG1wu/0dQVN+XZv8GJU5Ecr64olw1L35C6qnMww7TD7aO8O4bK5Iefkrr6BknJL5AcfGprhpjcXx/4xV27dgkyoAauqroU1L7BDt35ThIIAWB5ebkcO3bMmMrc3NxAMNJOuN0AsIJDgjvOtbRqED/cgg8W/6P8wHdU8tMSOuRhSKg4JOkX75WTvgHBp8uXkiKjx4xGhL5LBg4YCA1py+HixYuy//PPA36yc566/a4SCEnD0LT16tlLugUCkehpGNs3ctIlL7zwgvHtPv74Y6mDOXPazdakVqKlV+y0jj+QWrlWd02effZZ4+/Zc/iFc9fU1pg5mYKpqamWtPoK6ZeVIKlhKRcnnZIKF4KpF35SM7Kum3LhMT4UUazL54zLwRSTc/5JiUmSn58vZ8+dNW0NDfWyZcsW2Y2EtFLHSCBEAxYWFpoEdKs0jOWXTzZ9gkj0rExEOiQPN2XdunVIayRCWxbDXA8yUSGj3MWLF6N23F0+3fypDBo8SL43apSsRxomEQFOPUzc5MmThEAl5fXIkwEDB8jGDRsxZ54JcBjoTJ8+XSoqKmTGzJkmZcN8IfOMJL8Vh2QzE0TRKXHYDEkc+4BYFSekccdSaT79RfTBgR4r8KDYOpd/GZrEGQDuQbSeAo1I8C1btjyiXxiYRjffUgIhGtCkYRCNOtrHz8QvEshnysrlpZdeQkSaLZ9s3ixLly415aidO3bI0mXLZMXKFcYhZ2qCteMnnnhC0tLT7IoB0jSLnn8eflRX+e1v/9NEvz0A0Pfee09Onjop27dvFybAX331VZMHZFqHaZbXX39dLgdAx2tytJIfD0NbxPSLdeW8+C+Xi//8jdduDQ9cb0vCvRkPWYKchU+85N+XyNtvvw3/uKwt9tr/LSQQAkCThkE0yDQMgedUO+j4T5kyRVasWGESxszH0dQyh9cXWpOmij6jL9lnAhemZJh+YUKZoCSw5/x8jhQW9jVA3Ld/v0lSL/z1Qvn6668NCLsgt8ZkNasw8+bNk379+pmUC51+kn0+TWLdQNDRfGq3NG79L4nvfockTZh3w+IgDxuEAReD3yGLbZ99JuvWrwtq4RueUAe2KYEQANbV1xnz4mgbZ0tzyNUg48ePM/7ZQw89ZPKDDFiSUQ1pxo0iULKys2T16tUyCmaXeTsmkFNTU01fUyPH+GXPnj3yzjvvGLD96p9+JYcOHUJFZISJKrnyhMT8owM8bvmxfbMms0olgMmoF5c45D5J6DtW4lKwmKCqPOq48A7nesO3vBalmyMBulK2isFOUVGRLFi4QAYNHNSKWyJWyfigzfr06SNlqIwwOcxlWgxcTp8+Lb1RuWAlg1uaUPbTHF+ovGCCCJbUWMrr16+vKfDzO4mpn/iEeElPTze5PZbiqFmZsKZPevp0GVbl5Ju5OT6ti092vPSwPFh41STN2RZOcWm5kjzpEfFXHJfGvb8L7474PXHmfNnnG96qjwn3F1980SxCaNWpDe2WQEgQwjTMkcNHTEUiPs5RjrZbTr+ICdsvv/wyyPTEiRPBfZpc0smTJw2iWSE7ePBgsJ8VFc505MgR01YGYNmRBDQcduKw4NPmJFIFTcgn4+jRo/hryfHjx00fD2RdGEjlblSyrlZK/frFUfsjdiDNwmt0nkiHA6+R16R0cyQQAkCWxrjIYMCAAVKEspgh9/12EOI+l0AbN0RJHJBnIVIlRiINd+a0GMlinDkscLedm27anIPNnGYY5hVoxrPSd9hoibuy2W7siL8JSWL1GCj+c3YJ0kwJXnxouADC/aB1BDudo0UCvOe81UFi5WPatGnywIMPIgE7wJjFYOdtslMEM97zyleSUFvZIWdUnzdcjtUkw11omY8uAFNNjNYjleM6hLFOErQ4IaIgCAcPGiwTJ02Swcjl0SdjOsIhg1pqJjSEoNdpMeoPGo5bEgMJew9/XUcFuu1OaM3AKJrk8JlNE+cgX3RTG5ojaOtbJren52AMaBnnHmLzsXkEhge4MUiquVoj5Vh5sxnpJgZR9GWVbp4EItzpUGZMrziLEdoc7Dr0RscGxwV3nElaNUSCpT04bCi/BjAYsd9uDOvCQX4sv+JLSFyXyEhY6eZLIOzW3XyGykEl4JaAE+q623RfJXDLJKAAvGWiVkaRJKAAjCQVbbtlElAA3jJRK6NIElAARpKKtt0yCSgAb5molVEkCSgAI0lF226ZBEJqwbeM658po3FdRYakiPRNFllzRWQsvv8fVpDxLU83dYdUOWZ36xfq3MN0HxLQRPR1YNAzSeQnmSKzM0Q+rLZBdbjePmAYgLj/msg1LBVMhR1pCJQDvw9QHkf1bg/A1xvHn8d77TxWKbIEFICR5SL0Td4oEPmsRmTZJXvQz7GE8X371RTJQGl8UqrIWmhCh6gRSXsBvtkAbhdMkoZPOj6fA6wft7zLbw/Uv6oBwzHQC1rre3gNmGugU/B4/sFepC0TAbZj0H7noNEcopntCXO7HYCbAPDVQwvuBdDCqRg/s4A3SGUOQPkpAP11nchGBaMREx90JUiAppNAIQBXQ6vR1BJYDvUA0NzgY/spmNo6gO5vckRK4QdGAh/H3Yd5aWpeq7BN8l9n2/4j+2KdYj4I+RH8O2q7XQDbTpd2G4wf32KgQZqJMQw2ItEYAPcraDT8NKGcDgtGfgaTzQXc/wrgEYBl6GdgMhHH3JNmz6aBir1Uji50TH0ezBJrbnb0a3b3zcpoPc6HxYu/7NbSDv/PGugTCybFAqitH2e29FG2D4GfI+OiZLHwO0rWP+eJxeOc9hjdxp4ACJ4M/FxhtBt+F0CRnWD3IwJuNa4PABTeDn/RWtRTrL/NaT2efKbjBT2HH3zM4P4PMf9TeI2Z5+T0x9I2Jn1ABgv3wi+LRgCfXMJ6VPz6h1SHvZFJk9sbjssHAfPMCJdmfApM6r+cwXskGI9f+2hF9BUBMkMAeJBWYR6mc34BvxAgjTmKSQDyLtNni0bM35GmAVTuaJVpFmKIwUkOwEngEZB/BIg+CuT6fo80zbwcc3jIn08R9cJkG0oIAyh50D88BF/yH3JDDouJLzGp+qOZyil4j74rzDP9uZEuUwkwWkNTbDNJ84sc4HXlBiC16qdpB6LM3NyGf2iO/xJ8wts78/eY1YDRok9qp1qY0RHIBTJ5TKJpPAjtRA1F6o3831bk865H/4EX7GhW3VQQ0KxHkOK5E5WUcPLhbtDsM3kdKxRDlxp6S+njRSLWesfDrLoBRp+u0pWi+SNSMsBJm7QK436G5LNDTGpDyxmaHEjDOH3cXsU5cQyrKMlhZto9rjPtxywAWUYLpx9A0/0Gmos14DOunB7zgQ9nt4xmvm9GAEgtra33JoDH/wJQbqoIANmpHbv7nP3ll0Qegb8YCxiMWQB2i5CCp+lFzk8+CAMNgXGNnpmLCmGG2yQgKCyIllGBX/vdHsGEs1znEB+Ev4+RgCSmnF7cYHO9j0TI1zH5DB/Muj9C7o95PlQvgrJC2S6478zp3v40LBHt9MG/s2DirUEIcpw2bhFN84dKQtoQjXf6RHXMasA/IfXhJvpm78L0VcEPY16OKRg3MY/n/mc4XwYCEvcYZ5+LFFgbjkRXoRJzoH25uMFNQ1H6I/rcxPWH0YIl97g/5/2YBWApFhIw4HBoB3J7TtTKnBwXmboTxhxHcLpzhM6x4VsGMdGAw39lwkg3JUzy4QsZBuPcvgqsPQyfvzN9DxNDZ7q0tq/FreUYHND5Z9Q6ANqIqRJqJGeNH2cjqJAbNJTu8tfsFvsvwbc5gn/HXs41FZqPfMJ9wPCgiBqRixw6O8U0ACPd3N8jAKGGmgygOFrMDUInPfKnKKucwyNoh8dfYWVMA8zvhoDp3wczDz/QEJfwk69D5LcTYI8VCnF8cdEx8z1SsOFcP0p1FkyykQUAERIMOFWUqa6ghMdh2VYr2SHqtQC+kHYGKO4g5THXqhrOg9cAQsY759RJtzF1sSE3Njex7Wt/AODpj4h1NEDolOJYMiMY3OU2RsnFYQC8FwAleDk2E9E1j3OOdYPJmZdtLPkxEnf3d+b9CNkwXG6M0F8gWnVXOCJd9ntYXEC/jsED83Qsp9HHo4l2J6u5aNVZvp8HqXIV9HIcyxXWjLC5SoYrXyLRGPiVTpmP5p/BTqwQXelfx8rFhl/naNx4pkO4/OrkdX6HkpUPYoL1Yb6MxAiZqRbWirlci3XdGugstt+N9A00qxzDfFwpQ79vCwDL5fuRCLiWRHjiBDNcAvM6ANVfrBCvP5auN+p95auX+IfrchiRJ+u01GZnAYpwwspmKQD4GMWyqvEmKhZ8W44lt7nY1gBwXG94APOURAGde845OOZ3VXaLA0B3f2ffVwBGucPUdKz/HoCWY8qlGz58JZMJaWpNBCKSi7Z/AwBpnvlC0yZEuNR20UwolnmZl5+c/ONFpH4YVf8P0jKxCD6KXgEYBYCRmvtD8yHQkA1IwfwUmosaj+8NY+2gvA8NCOUnR6D5aJqZjuHrnU59lymdL9BO7RiJFICRpKJtbUqAK2iYuKb24wIFgpTm2B2gtDUJzb+zxL+tsZ2tXzXgTbijfKH9R6iocEuTzCoHl19x6T5/ysNN/PUErMKO2Z/vUAC60XCT9/keChLQJuJm1M1SIH9X5tXzN5nxbTy9AvA2vjmxcGp4/pRUAt5JQAHoneyVMySgAFQYeCoBBaCn4lfmCkDFgKcSUAB6Kn5lrgBUDHgqAQWgp+JX5gpAxYCnElAAeip+Za4AVAx4KgEFoKfiV+YKQMWApxJQAHoqfmWuAFQMeCoBBaCn4lfmCkDFgKcSUAB6Kn5lrgBUDHgqAQWgp+JX5gpAxYCnElAAeip+Za4AVAx4KgEFoKfiV+YKQMWApxJQAHoqfmWuAFQMeCoBBaCn4lfmCkDFgKcSUAB6Kn5lrgBUDHgqAQWgp+JX5gpAxYCnElAAeip+Za4AVAx4KgEFoKfiV+YKQMWApxJQAHoqfmWuAFQMeCoBBaCn4lfmCkDFgKcSUAB6Kn5lrgBUDHgqAQWgp+JX5gpAxYCnElAAeip+Za4AVAx4KgEFoKfiV+YKQMWApxJQAHoqfmWuAFQMeCoBBaCn4lfmCkDFgKcSUAB6Kn5lrgBUDHgqAQWgp+JX5v8PAKUIqky+CQ0AAAAASUVORK5CYII=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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251020155505