<snapdata remixID="10133669"><project name="CS - Gesture Control" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="480" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHKPqAeGd6qK0AAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Bedroom 2" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Untitled" center-x="240" center-y="240" 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jBAh4AdsBAhkCAjhDUQ0CBLyA7QCBoIAADoI5ToCAF7AdIJAhIIAzFNUgQMAL2A4QCAoI4CCY4wQIeAHbAQIZAgI4Q1ENAgS8gO0AgaCAAA6COU6AgBewHSCQISCAMxTVIEDAC9gOEAgKCOAgmOMECHgB2wECGQICOENRDQIEvIDtAIGggAAOgjlOgMD1F/Dnn3/+zIYAgdsFvvrqq9sPNzz55ZdfXr7//vtynX/99dfletIQgSMCdz/88IMAPiLot9sJfPTRR0vf+f0L/8cff/znHSsF8aeffrq0u8vtJ3D3vPrf0/abqRsTWFLg7u79v2PmHwLrCAjgdWbpJgSWFhDAS493y8sJ4C3H7tIE+gkI4H4z0/GHBQSwDSFAoIWAAG4xJk0GBARwAMtRAgTmCQjgefa+PEZAAI9xVZUAgWQBAZwMqtx0AQE8fQQaIEDgFgEBfIuSM50EBHCnaemVwMYCAnjj4S96dQG86GBdi8BqAgJ4tYm6jwC2AwQItBAQwC3GpMmAgAAOYDlKgMA8gTdv3lz870HP8/flfAEBnG+qIgECAwTevn178b8HPQBWyWkCAngavQ8TIBAV8GfoqJjzlQUEcOXp6I0AgRcCAthCrCQggFeaprsQWFxAAC8+4M2uJ4A3G7jrEugsIIA7T0/vrwUEsJ0gQKCNgABuMyqN3iAggG9AcoQAgRoCArjGHHSRIyCAcxxVIUDgBAEBfAKyT5wmIIBPo/YhAgSOCgjgo4J+X0lAAFeahl4IEPiggAC2ICsJCOCVpukuBBYXEMCLD3iz6wngzQbuugQ6CwjgztPT+2sBAWwnCBBoIyCA24xKozcICOAbkBwhQKCGgACuMQdd5AgI4BxHVQgQOEFAAJ+A7BOnCQjg06h9iACBowIC+Kig31cSEMCVpqEXAgQ+KCCALchKAgJ4pWm6C4HFBQTw4gPe7HoCeLOBuy6BzgJPT0+Xh4eHzlfQO4GfBASwZSBAoJWAV3CrcWn2AwIC2HoQINBKQAC3GpdmBbAdIEBgFQEBvMok3cML2A4QINBKQAC3GpdmvYDtAAECqwgI4FUm6R5ewHaAAIFWAgK41bg06wVsBwgQWEVAAK8ySffwArYDBAi0EhDArcalWS9gO0CAwCoCAniVSbqHF7AdIECglYAAbjUuzXoB2wECBFYREMCrTNI9vIDtAAECrQQEcKtxadYL2A4QILCKgABeZZLu4QVsBwgQaCUggFuNS7NewHaAAIFVBATwKpN0j7v7+/vnzz77jAQBAgsLfPvtt8vcTgAvM8rtL3J3uVyet1cAQGBxgefndf7fXAAvvqwbXU8AbzRsV91XQADvO3s3rysggOvORmcE0gQEcBqlQgTSBARwGqVCBOoKCOC6s9HZvgICeN/Zu/lGAgJ4o2G7ahsBAdxmVBol8N8LCOD/3s4vCYwSEMCjZNUlUEhAABcahlYI/EtAAFsFAhsICOANhuyK7QQEcLuRaZhAXEAAx838gsBoAQE8Wlh9AgUEBHCBIWiBwCsBAWwlCGwgIIA3GLIrthMQwO1GpmECcQEBHDfzCwKjBQTwaGH1CRQQEMAFhqAFAv4EbQcI7CcggPebuRvXF/ACrj8jHRI4LCCADxMqQCBdQACnkypIoJ6AAK43Ex0REMB2gMAGAgJ4gyG7YjsBAdxuZBomEBcQwHEzvyAwWkAAjxZWn0ABAQFcYAhaIPBKQABbCQIbCAjgDYbsiu0EBHC7kWmYQFxAAMfN/ILAaAEBPFpYfQIFBARwgSFogYA/QdsBAvsJCOD9Zu7G9QW8gOvPSIcEDgsI4MOEChBIFxDA6aQKEqgnIIDrzURHBASwHSCwgYAA3mDIrthOQAC3G5mGCcQFBHDczC8IjBYQwKOF1SdQQEAAFxiCFgi8EhDAVoLABgICeIMhu2I7AQHcbmQaJhAXEMBxM78gMFpAAI8WVp9AAQEBXGAIWiDgT9B2gMB+AgJ4v5m7cX0BL+D6M9IhgcMCAvgwoQIE0gUEcDqpggTqCQjgejPREQEBbAcIbCAggDcYsiu2ExDA7UamYQJxAQEcN/MLAqMFBPBoYfUJFBAQwAWGoAUCrwQEsJUgsIGAAN5gyK7YTkAAtxuZhgnEBQRw3MwvCIwWEMCjhdUnUEBAABcYghYI+BO0HSCwn4AA3m/mblxfwAu4/ox0SOCwgAA+TKgAgXQBAZxOqiCBegICuN5MdERAANsBAhsICOANhuyK7QQEcLuRaZhAXEAAx838gsBoAQE8Wlh9AgUEBHCBIWiBwCsBAWwlCGwgIIA3GLIrthMQwO1GpmECcQEBHDfzCwKjBQTwaGH1CRQQEMAFhqAFAv4EbQcI7CcggPebuRvXF/ACrj8jHRI4LCCADxMqQCBdQACnkypIoJ6AAK43Ex0REMB2gMAGAgJ4gyG7YjsBAdxuZBomEBcQwHEzvyAwWkAAjxZWn0ABAQFcYAhaIPBKQABbCQIbCAjgDYbsiu0EBHC7kWmYQFxAAMfN/ILAaAEBPFpYfQIFBARwgSFogYA/QdsBAvsJCOD9Zu7G9QW8gOvPSIcEDgsI4MOEChBIFxDA6aQKEqgnIIDrzURHBASwHSCwgYAA3mDIrthOQAC3G5mGCcQFBHDczC8IjBYQwKOF1SdQQEAAFxiCFgi8EhDAVoLABgICeIMhu2I7AQHcbmQaJhAXEMBxM78gMFpAAI8WVp9AAQEBXGAIWiDgT9B2gMB+AgJ4v5m7cX0BL+D6M9IhgcMCAvgwoQIE0gUEcDqpggTqCQjgejPREQEBbAcIbCAggDcYsiu2ExDA7UamYQJxAQEcN/MLAqMFBPBoYfUJFBAQwAWGoAUCrwQEsJUgsIGAAN5gyK7YTkAAtxuZhgnEBQRw3MwvCIwWEMCjhdUnUEBAABcYghYI+BO0HSCwn4AA3m/mblxfwAu4/ox0SOCwgAA+TKgAgXQBAZxOqiCBegICuN5MdERAANsBAhsICOANhuyK7QQEcLuRaZhAXEAAx838gsBoAQE8Wlh9AgUEBHCBIWiBwCsBAWwlCGwgIIA3GLIrthMQwO1GpmECcQEBHDfzCwKjBQTwaGH1CRQQEMAFhqAFAv4EbQcI7CcggPebuRvXF/ACrj8jHRI4LCCADxMqQCBdQACnkypIoJ6AAK43Ex0REMB2gMAGAgJ4gyG7YjsBAdxuZBomEBcQwHEzvyAwWkAAjxZWn0ABAQFcYAhaIPBKQABbCQIbCAjgDYbsiu0EBHC7kWmYQFxAAMfN/ILAaAEBPFpYfQIFBARwgSFogYA/QdsBAvsJCOD9Zu7G9QW8gOvPSIcEDgsI4MOEChBIFxDA6aQKEqgnIIDrzURHBASwHSCwgYAA3mDIrthOQAC3G5mGCcQFBHDczC8IjBYQwKOF1SdQQEAAFxiCFgi8EhDAVoLABgICeIMhu2I7AQHcbmQaJhAXEMBxM78gMFpAAI8WVp9AAQEBXGAIWiDgT9B2gMB+AgJ4v5m7cX0BL+D6M9IhgcMCAvgwoQIE0gUEcDqpggTqCQjgejPREQEBbAcIbCAggDcYsiu2ExDA7UamYQJxAQEcN/MLAqMFBPBoYfUJFBAQwAWGoAUCrwQEsJUgsIGAAN5gyK7YTkAAtxuZhgnEBQRw3MwvCIwWEMCjhdUnUEBAABcYghYI+BO0HSCwn4AA3m/mblxfwAu4/ox0SOCwgAA+TKgAgXQBAZxOqiCBegICuN5MdERAANsBAhsICOANhuyK7QQEcLuRaZhAXEAAx838gsBoAQE8Wlh9AgUEBHCBIWiBwCsBAWwlCGwgIIA3GLIrthMQwO1GpmECcQEBHDfzCwKjBQTwaGH1CRQQEMAFhqAFAv4EbQcI7CcggPebuRvXF/ACrj8jHRI4LCCADxMqQCBdQACnkypIoJ6AAK43Ex0REMB2gMAGAgJ4gyG7YjsBAdxuZBomEBcQwHEzvyAwWkAAjxZWn0ABAQFcYAhaIPBKQABbCQIbCKwSwA8PD5enp6cNJuaKOwgI4B2m7I7bC6wSwHd37/8lyz8E1hAQwGvM0S0IfFBAAFsQAvUEBHC9meiIQLqAAE4nVZDAYQEBfJhQAQL1Be7v729u8osvvrj57IcOvnv3LqXOvxd58+ZNek0FCcwSEMCz5H2XQFGBjz/+uGhnl8t3331XtjeNEYgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKCOComPMECBAgQCBBQAAnICpBgAABAgSiAgI4KuY8AQIECBBIEBDACYhKECBAgACBqIAAjoo5T4AAAQIEEgQEcAKiEgQIECBAICoggKNizhMgQIAAgQQBAZyAqAQBAgQIEIgKvA9g/xAgQIAAAQInC/wD15LlXFU6qLgAAAA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minimum confidence: %s"><block var="predictions"/><l>.80</l></custom-block><comment w="315" collapsed="true">This will say the top prediction (if it is at least 80% confidence)</comment></block><block s="doBroadcast"><custom-block s="top prediction from: %l minimum confidence: %s"><block var="predictions"/><l>.80</l></custom-block><comment w="167" collapsed="false">THIS WILL BROADCAST... &#xD;&#xD;ToDo: Make sure the Avatar is listening and responds appropriately.</comment></block></script></block></script></scripts></sprite><sprite name="Avatar" idx="2" x="-220" y="-30.999999999999943" heading="90" scale="0.15" volume="100" pan="0" rotation="0" draggable="true" costume="2" color="201.45000000000002,0,96.69599999999991,1" pen="tip" id="76"><costumes><list id="77"><item><costume name="octopus a" center-x="75" center-y="75" image="data:image/svg+xml;base64,<svg version="1.1" id="Layer_1" x="0px" y="0px" width="150px" height="150px" viewBox="0 0 150 150" enable-background="new 0 0 150 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initialize(initModel);&#xD;}&#xD;&#xD;return isDone;</l></block><list><block var="model_key"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="isDone"/><list></list></block></block></script></block-definition><block-definition s="predict from costume: %&apos;input&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>costume</l><l>proc</l></list><l>console.log(costume)&#xD;class Predictor {&#xD;    constructor(){&#xD;        this.prediction = false;&#xD;    }&#xD;    async predict() {&#xD;       let model = window.tensorflow.model;&#xD;       let maxPredictions = window.tensorflow.maxPredictions;&#xD;       // predict can take in an image, video or canvas html element&#xD;       const prediction = await model.predict(costume.contents);&#xD;       this.prediction = prediction;&#xD;    }&#xD;};&#xD;&#xD;if (!window.tensorflow) {&#xD;    return "please load teachable machine model";&#xD;}&#xD;&#xD;if (!proc.predictor) {&#xD;    proc.predictor = new Predictor();&#xD;    proc.predictor.predict()&#xD;} else if (proc.predictor.prediction) {&#xD;    var labels = []&#xD;    var percentages = []&#xD;    for (let i = 0; i &lt; proc.predictor.prediction.length ; i++) {&#xD;         labels.push(proc.predictor.prediction[i].className)&#xD;         percentages.push(proc.predictor.prediction[i].probability.toFixed(2))&#xD;    }&#xD;    proc.predictor = null;&#xD;    return new List([new List(labels), new List(percentages)])&#xD;}&#xD;&#xD;proc.pushContext(&apos;doYield&apos;);&#xD;proc.pushContext();</l></block><list><block var="input"/></list></block></block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations>pt:as amostras de som com _ Hz de _ s amostrado a _ Hz&#xD;</translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportProduct"><block var="duration"/><block var="sample rate"/></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><l>2</l><block s="reportProduct"><custom-block s="PI"></custom-block><block s="reportProduct"><block var="frequency"/><block var="time"/></block></block></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportProduct"><block var="radians"/><l>180</l></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="plot sound %&apos;name&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly 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.</comment><header></header><code></code><translations>pt:desenha o gráfico do som _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_soundsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>sound</l></list></block><block s="doSetVar"><l>sound</l><block s="reportIfElse"><block s="reportOr"><block s="reportIsA"><block var="name"/><l><option>list</option></l></block><block s="reportIsA"><block var="name"/><l><option>sound</option></l></block></block><block var="name"/><l></l></block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><block s="reportGetSoundAttribute"><l><option>samples</option></l><block var="sound"/></block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportGetSoundAttribute"><l><option>length</option></l><block var="sound"/></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><l>4</l></block></block><block s="doForEach"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block></script></block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportProduct"><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><l>2</l></block></block></block><block s="gotoXY"><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block></script></block></script></block-definition><block-definition s="note from %&apos;pitch&apos; hz" type="reporter" category="sound"><header></header><code></code><translations>pt:a nota com _ Hz&#xD;</translations><inputs><input type="%n">440</input></inputs><script><block s="doReport"><block s="reportRound"><block s="reportSum"><block s="reportProduct"><l>12</l><block s="reportQuotient"><block s="reportMonadic"><l><option>log</option></l><block s="reportQuotient"><block var="pitch"/><l>440</l></block></block><block s="reportMonadic"><l><option>log</option></l><l>2</l></block></block></block><l>69</l></block></block></block></script></block-definition><block-definition s="hz from note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:a frequência da nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportProduct"><l>440</l><block s="reportPower"><l>2</l><block s="reportQuotient"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block></block></block></block></script></block-definition><block-definition s="name of note %&apos;note&apos;" type="reporter" category="sound"><header></header><code></code><translations>pt:o nome da nota _&#xD;</translations><inputs><input type="%n">69</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block s="reportDifference"><block var="note"/><l>69</l></block><l>12</l></block><l>1</l></block><block s="reportNewList"><list><l>A</l><l>Bb</l><l>B</l><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l></list></block></block></block></script></block-definition><block-definition s="index of maximum item in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="list"/></block><script><block s="doReport"><l></l></block></script></block><block s="doDeclareVariables"><list><l>current index</l></list></block><block s="doSetVar"><l>current 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s="reportListIsEmpty"><block var="predictions"/></block><script><block s="doReport"><l></l></block></script></block><block s="doDeclareVariables"><list><l>current index</l><l>labels</l><l>probabilities</l></list></block><block s="doSetVar"><l>current index</l><l>1</l></block><block s="doSetVar"><l>labels</l><block s="reportListItem"><l>1</l><block var="predictions"/></block><comment w="208.1435546875" collapsed="false">Pick the label with the highest probability</comment></block><block s="doSetVar"><l>probabilities</l><block s="reportListItem"><l>2</l><block var="predictions"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="probabilities"/></block><script><block s="doReport"><l></l></block></script></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="probabilities"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="i"/><block var="probabilities"/></block><block s="reportListItem"><block var="current index"/><block var="probabilities"/></block></block><script><block s="doSetVar"><l>current index</l><block var="i"/></block></script></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportListItem"><block var="current index"/><block var="probabilities"/></block><block var="threshold"/></block><script><block s="doReport"><block s="reportListItem"><block var="current index"/><block var="labels"/></block></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="CS - Gesture Control" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>