<snapdata remixID="10125657"><project name="HAYDEN 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="3" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Bedroom 2" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item><item><costume name="Untitled" center-x="240" center-y="240" image="data:image/png;base64,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" id="4"/></item><item><costume name="Untitled(2)" center-x="240" center-y="238" image="data:image/png;base64,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" id="5"/></item></list></costumes><sounds><list struct="atomic" id="6"></list></sounds><variables></variables><blocks></blocks><scripts><script x="106" y="320.66666666666674"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block></script><script x="147" y="410.66666666666674"><block s="receiveMessage"><l>next stage</l></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block><block s="doSetVar"><l>win</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="clear"></block></script></scripts><sprites><sprite name="eye moving platform" idx="3" x="41" y="167" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="29.274000000000026,209.1,0,1" pen="tip" id="24"><costumes><list id="25"><item><costume name="Untitled" center-x="78" center-y="7.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAAPCAYAAAARSqagAAAAkElEQVRoQ+3ZsQ2AIBQG4UdHHIE1dP8JdA1GMHSaGEpp7zXHAn84vo7So56RcFqMI2HWyUUBykHpUZ+MV2gxSsaum/8FKAeCU+BXQHBCQAsIDs3tmOA0gBYQHJrbMcFpAC0gODS3Y4LTAFpAcGhuxwSnAbSA4NDcjglOA2gBENy2ozebYy3uK2PXzdXnPePgBQyOSPbr9yqCAAAAAElFTkSuQmCC" id="26"/></item></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="98.0830078125" y="78.00000000000023"><block s="receiveMessage"><l>move platforms</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="302.0830078125" y="43.50000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>-193</l><l>167</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doWaitUntil"><block s="reportEquals"><block var="mptrue"/><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doForever"><script><block s="doRepeat"><l>195</l><script><block s="changeXPosition"><l>2</l></block><block s="doWait"><l>0.01</l></block></script></block><block s="doRepeat"><l>195</l><script><block s="changeXPosition"><l>-2</l></block><block s="doWait"><l>0.01</l></block></script></block></script></block></script></scripts></sprite><sprite name="longverticalplatform" idx="4" x="24.799999999999955" y="-47" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="29.274000000000026,209.1,0,1" pen="tip" id="73"><costumes><list id="74"><item><costume name="Untitled" center-x="0" center-y="89" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAB1CAYAAACcccuqAAAASklEQVRYR+3YsQ0AIAgEwKczruP+GziHa2icwNLmqK0u8ARrpc08qlba9giBLjAIskAcBgGCIEAQBAjuaWAjINAFBuFPFvTx+p44AurgyopjsSAAAAAASUVORK5CYII=" id="75"/></item></list></costumes><sounds><list struct="atomic" id="76"></list></sounds><blocks></blocks><variables></variables><scripts><script x="98.0830078125" y="78.00000000000023"><block s="receiveMessage"><l>move platforms</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="302.0830078125" y="43.50000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>24.8</l><l>187</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doWaitUntil"><block s="reportEquals"><block var="mptrue"/><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doForever"><script><block s="doRepeat"><l>195</l><script><block s="changeYPosition"><l>-2</l></block><block s="doWait"><l>0.01</l></block></script></block><block s="doRepeat"><l>195</l><script><block s="changeYPosition"><l>2</l></block><block s="doWait"><l>0.01</l></block></script></block></script></block></script></scripts></sprite><sprite name="Controller" idx="1" x="-194.35846943057027" y="179.32693228311012" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="122"><wear><costume name="snap" center-x="240" center-y="240" image="data:image/png;base64,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" id="123"/></wear><costumes><list struct="atomic" id="124"></list></costumes><sounds><list struct="atomic" id="125"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doWait"><l>180</l><comment w="388" collapsed="true">Runs for 3 minutes and then stops so you don&apos;t tire out your computer.</comment></block><block s="doSetGlobalFlag"><l><option>video capture</option></l><l><bool>false</bool></l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="31" y="155.00000000000006"><block s="receiveGo"></block><block s="doSetVar"><l>win</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="setScale"><l>20</l></block><block s="bubble"><l>Loading controller...</l></block><custom-block s="Load Teachable Machine model: %s"><l>MkChviuMM</l><comment w="357.287109375" collapsed="false">ToDo: REPLACE THIS WITH YOUR EXPORTED MODEL!!!!&#xD;Current model: https://teachablemachine.withgoogle.com/models/gInCikmLF</comment></custom-block><block s="doSetGlobalFlag"><l><option>video capture</option></l><l><bool>true</bool></l></block><block s="doSetGlobalFlag"><l><option>mirror video</option></l><l><bool>true</bool></l></block><block s="doSetVideoTransparency"><l>100</l><comment w="388" collapsed="true">If transparency is &lt;100, the stage background shows the video feed</comment></block><block s="doSayFor"><l>Controller loaded!</l><l>.5</l></block><block s="doDeclareVariables"><list><l>video</l><l>predictions</l></list></block><block s="doBroadcast"><l>move platforms</l></block><block s="doForever"><script><block s="doSetVar"><l>video</l><block s="reportVideo"><l><option>snap</option></l><l></l><comment w="184.85807291666663" collapsed="true">The video snap is a &quot;costume&quot;</comment></block></block><block s="doSetVar"><l>predictions</l><custom-block s="predict from costume: %s"><block var="video"/></custom-block></block><block s="doSwitchToCostume"><block var="video"/></block><block s="bubble"><custom-block s="top prediction from: %l minimum confidence: %s"><block var="predictions"/><l>.60</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>.60</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></block></script></scripts></sprite><sprite name="longverticalplatform(2)" idx="5" x="-201" y="-117" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="29.274000000000026,209.1,0,1" pen="tip" id="202"><costumes><list id="203"><item><costume name="Untitled" center-x="87.5" center-y="52.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKIAAAANCAYAAAAquLUgAAAAY0lEQVRoQ+3SQREAIAwDwaAJ/w7wBIOK5rEYIHPdleTEU2C4wEpyhzf4XoGACEFFARArzmAEiAxUFACx4gxGgMhARQEQK85gBIgMVBQAseIMRoDIQEUBECvOYMSHuGVQYLrAAxssDALxMtCbAAAAAElFTkSuQmCC" id="204"/></item></list></costumes><sounds><list struct="atomic" id="205"></list></sounds><blocks></blocks><variables></variables><scripts><script x="98.0830078125" y="78.00000000000023"><block s="receiveMessage"><l>move platforms</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="302.0830078125" y="43.50000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>-53</l><l>-117</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doWaitUntil"><block s="reportEquals"><block var="mptrue"/><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doForever"><script><block s="doRepeat"><l>150</l><script><block s="changeXPosition"><l>-1</l></block><block s="doWait"><l>0.01</l></block></script></block><block s="doRepeat"><l>150</l><script><block s="changeXPosition"><l>1</l></block><block s="doWait"><l>0.01</l></block></script></block></script></block></script></scripts></sprite><sprite name="longverticalplatform(3)" idx="6" x="167" y="-47" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="29.274000000000026,209.1,0,1" pen="tip" id="251"><costumes><list id="252"><item><costume name="Untitled" center-x="0" center-y="89" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAB1CAYAAACcccuqAAAASklEQVRYR+3YsQ0AIAgEwKczruP+GziHa2icwNLmqK0u8ARrpc08qlba9giBLjAIskAcBgGCIEAQBAjuaWAjINAFBuFPFvTx+p44AurgyopjsSAAAAAASUVORK5CYII=" id="253"/></item><item><costume name="Untitled(2)" center-x="1.5" center-y="88.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAB1CAYAAACYhBuXAAAAc0lEQVRYR2NkYGBg4HjD8B9E4wM/RBgYGYlRCDNkVDFycI6Gxmho4Mpeo2ljNG2Mpg1CFRBIfjSnjOaU0ZwymlNGiwK0NDBaMI4WjKMF42jBOFowjhaMeHLBaDUxWk1Qp5ogadgQpPgZA5cxofJZiuHbWQBbDOes4G/bkAAAAABJRU5ErkJggg==" id="254"/></item></list></costumes><sounds><list struct="atomic" id="255"></list></sounds><blocks></blocks><variables></variables><scripts><script x="98.0830078125" y="78.00000000000023"><block s="receiveMessage"><l>move platforms</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="302.0830078125" y="43.50000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>167</l><l>187</l></block><block s="doSetVar"><l>mptrue</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doWaitUntil"><block s="reportEquals"><block var="mptrue"/><block s="reportBoolean"><l><bool>true</bool></l></block></block></block><block s="doForever"><script><block s="doRepeat"><l>195</l><script><block s="changeYPosition"><l>-2</l></block><block s="doWait"><l>0.01</l></block></script></block><block s="doRepeat"><l>195</l><script><block s="changeYPosition"><l>2</l></block><block s="doWait"><l>0.01</l></block></script></block></script></block></script></scripts></sprite><watcher scope="Avatar" s="xPosition" style="normal" x="13.05716559839152" y="13.057165598391308" color="74,108,212"/><watcher scope="Avatar" s="yPosition" style="normal" x="13.05716559839152" y="40.47721596644604" color="74,108,212" hidden="true"/><watcher s="xPosition" style="normal" x="13.05716559839152" y="67.89726633450084" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="13.05716559839152" y="95.31731670255573" color="74,108,212" hidden="true"/><watcher var="mptrue" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="eye moving platform" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="longverticalplatform" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="longverticalplatform" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="eye moving platform" s="yPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212" hidden="true"/><watcher scope="longverticalplatform(2)" s="xPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/><watcher scope="longverticalplatform(2)" s="yPosition" style="normal" x="10" y="136.00001199999997" color="74,108,212" hidden="true"/><watcher var="win" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher scope="longverticalplatform(3)" s="xPosition" style="normal" x="10" y="181.00001599999996" color="74,108,212" hidden="true"/><sprite name="Avatar" idx="2" x="-1236" y="20" heading="90" scale="0.15" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="102,255,10,1" pen="tip" id="314"><costumes><list id="315"><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 0 150 150" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
  <g>
    <path fill="#3E9946" d="M74.675,141.854c-0.664-2.119,7.537-5.664,6.849-9.281c-0.573-3.018-5.645-7.028-4.362-10.596&#xD;&#xA;&#x9;c2.437-6.785,7.912-4.611,10.332-10.842c5.745-14.796-6.968-23.39,5.178-31.664c1.699-1.154,10.853-5.81,12.543-5.521&#xD;&#xA;&#x9;c5.698,0.971,13.034,6.093,12.335,12.491c-0.818,7.479-8.8,9.199-11.854,15.223c-1.688,3.322-0.201,7.176-1.487,10.699&#xD;&#xA;&#x9;c-3.156,8.636-12.867,8.67-16.674,15.789c-1.819,3.404,3.126,9.324-3.778,14.322C80.964,144.497,75.337,143.971,74.675,141.854z"/>
    <path fill="#3E9946" d="M49.354,129.544c-0.361-3.383,6.812-3.821,7.587-7.833c0.856-4.434,1.49-10.001,2.954-14.318&#xD;&#xA;&#x9;c3.831-11.306,11.355-7.086,14.506-16.58c1.186-3.573,1.63-7.342,2.873-10.901c2.291-6.574,8.636-13.978,16.5-11.322&#xD;&#xA;&#x9;c8.906,3.008-2.201,15.654-4.894,19.693c-4.972,7.46-3.28,17.872-12.056,22.936c-4.413,2.546-10.196,3.036-12.417,8.21&#xD;&#xA;&#x9;c-1.589,3.705-2.016,7.602-6.47,10.895C55.135,132.393,49.657,132.383,49.354,129.544z"/>
    <path fill="#3E9946" d="M24.604,111.566c-0.955-3.381,3.542-3.059,5.9-5.658c1.763-1.943,1.514-4.721,2.184-7.088&#xD;&#xA;&#x9;c2.319-8.188,11.825-8.451,18.616-9.975c13.713-3.072,7.912-25.311,22.265-30.221c4.662-1.595,5.865,2.805,5.945,6.361&#xD;&#xA;&#x9;c0.234,10.313-5.31,26.026-14.421,31.778c-7.147,4.512-13.777,2.275-21.194,4.739c-4.007,1.331-5.686,6.099-8.816,8.993&#xD;&#xA;&#x9;C32.353,113.023,25.154,113.514,24.604,111.566z"/>
    <path fill="#3E9946" d="M75.48,59.522c-2.401,3.983-6.583,3.351-10.016,5.595c-6.419,4.201-8.36,11.622-16.764,13.238&#xD;&#xA;&#x9;c-6.49,1.25-12.399-2.517-18.761-1.344c-5.213,0.961-6.242,10.782-18.415,8.995c-2.663-0.39-9.989-3.177-6.686-6.883&#xD;&#xA;&#x9;c2.825-3.167,6.731-1.085,10.263-1.636c7.379-1.153,8.375-10.005,16.104-13.196c7.509-3.1,14.914,1.618,21.225-1.965&#xD;&#xA;&#x9;c6.6-3.747,3.809-12.383,17.654-12.57C74.078,49.704,77.604,56,75.48,59.522z"/>
    <path fill="#FFFFFF" d="M121.871,31.28c-0.996-4.316,2.855-8.893,8.604-10.221c5.744-1.329,11.213,1.094,12.207,5.41&#xD;&#xA;&#x9;c0.994,4.316-2.856,8.893-8.604,10.221S122.863,35.596,121.871,31.28z"/>
    <path fill="none" stroke="#3E9946" stroke-width="3.3515" stroke-miterlimit="3.8637" d="M121.871,31.28&#xD;&#xA;&#x9;c-0.996-4.316,2.855-8.893,8.604-10.221c5.744-1.329,11.213,1.094,12.207,5.41c0.994,4.316-2.856,8.893-8.604,10.221&#xD;&#xA;&#x9;S122.863,35.596,121.871,31.28z"/>
    <ellipse fill="#3E9946" cx="140.352" cy="26.512" rx="4.334" ry="3.347"/>
    <path fill="#69D776" d="M68.543,20.996c6.945-16.94,27.807-24.61,46.59-17.132c18.688,7.439,28.283,27.062,21.551,43.941&#xD;&#xA;&#x9;c-5.232-1.058-12.227-0.177-12.227,4.903c3.37,0,7.579,0.23,10.271-0.886c-8.302,14.287-27.408,20.29-44.748,13.386&#xD;&#xA;&#x9;C71.196,57.73,61.598,37.936,68.543,20.996z"/>
    <path fill="#FFFFFF" d="M93.303,24.419c-1.16-5.037,3.334-10.377,10.038-11.927c6.706-1.551,13.083,1.275,14.244,6.312&#xD;&#xA;&#x9;c1.162,5.037-3.332,10.376-10.038,11.927C100.841,32.282,94.464,29.455,93.303,24.419z"/>
    <path fill="none" stroke="#3E9946" stroke-width="3.3515" stroke-miterlimit="3.8637" d="M93.303,24.419&#xD;&#xA;&#x9;c-1.16-5.037,3.334-10.377,10.038-11.927c6.706-1.551,13.083,1.275,14.244,6.312c1.162,5.037-3.332,10.376-10.038,11.927&#xD;&#xA;&#x9;C100.841,32.282,94.464,29.455,93.303,24.419z"/>
    <ellipse fill="#3E9946" cx="112.893" cy="20.803" rx="7.113" ry="5.34"/>
    <path fill="#69D776" d="M81.672,48.334c11.732,1.222,12.768,12.186,2.744,16.58c-4.032,1.766-8.538-0.044-12.358,1.961&#xD;&#xA;&#x9;c-3.985,2.091-4.68,6.059-6.346,9.816c-5.884,13.269-17.565,8.843-28.138,11.688c-6.508,1.753-6.746,9.979-15.162,12.573&#xD;&#xA;&#x9;c-3.934,1.216-7.502,1.479-11.457,0.146c-1.957-0.66-3.72-3.117-2.234-5.025c2.095-2.693,5.028-1.236,7.552-2.481&#xD;&#xA;&#x9;c8.129-4.011,7.846-15.567,18.166-17.679c5.158-1.055,10.404,0.102,14.939-3.152c3.096-2.221,4.21-5.303,5.975-8.499&#xD;&#xA;&#x9;C60.057,55.743,71.531,47.278,81.672,48.334z"/>
    <path fill="#69D776" d="M97.699,58.94c0.191,1.498,0.617,3.133,0.648,4.635c0.125,6.121-6.457,6.79-11.056,9.364&#xD;&#xA;&#x9;c-3.536,1.983-5.382,7.267-5.799,11.471c-0.94,9.476-9.95,14.329-18.591,16.477c-9.708,2.413-8.671,17.801-21.333,22.949&#xD;&#xA;&#x9;c-2.709,1.104-10.132,1.581-8.958-3.084c1.273-5.062,6.605-5.84,10.35-8.34c7.53-5.025,3.146-16.163,11.661-21.917&#xD;&#xA;&#x9;c3.705-2.505,7.969-3.976,11.787-6.272c10.919-6.574,1.221-20.216,22.136-30.333C92.205,52.12,97.199,55.068,97.699,58.94z"/>
    <path fill="#69D776" d="M99.389,53.729c4.565-0.697,11.346,3.407,9.323,8.661c-0.815,2.119-2.642,3.134-2.45,5.389&#xD;&#xA;&#x9;c0.201,2.392,0.223,5.068,0.182,7.476c-0.25,14.009-13.457,14.796-14.537,21.013c-0.824,4.744,0.777,8.635-2,13.121&#xD;&#xA;&#x9;c-3.961,6.398-10.85,5.543-15.34,10.506c-4.669,5.157,2.612,14.28-13.228,22.471c-2.756,1.427-6.249,0.4-5.706-3.23&#xD;&#xA;&#x9;c0.7-4.684,7.38-6.025,8.998-13.074c1.145-4.988-1.226-9.018,0.975-14.187c2.532-5.946,8.002-6.49,12.761-9.739&#xD;&#xA;&#x9;c3.396-2.318,2.42-6.771,2.485-10.303c0.129-7.042,5.474-9.477,9.64-14.053c4.436-4.873-0.245-7.259-0.772-9.402&#xD;&#xA;&#x9;C88.031,61.52,92.337,54.805,99.389,53.729z"/>
    <path fill="#69D776" d="M86.225,144.307c-1.023-2.82,3.057-2.836,2.996-7.108c-0.043-2.974-3.589-4.679-3.771-8.668&#xD;&#xA;&#x9;c-0.515-11.429,17.464-6.722,17.741-11.979c0.207-3.996-4.082-6.796-4.52-11.749c-0.592-6.721,3.021-8.926,6.398-13.647&#xD;&#xA;&#x9;c4.078-5.702-8.444-21.339-4.059-27.201c0.99-1.321,2.146-2.564,3.281-3.761c1.169-1.231,2.473-2.638,4.046-3.353&#xD;&#xA;&#x9;c7.802-3.548,6.753,5.117,6.052,11.296c-1.443,12.676,9.844,12.2,5.961,22.607c-2.063,5.525-5.759,7.226-9.035,11.851&#xD;&#xA;&#x9;c-3.795,5.353,9.934,17.273-4.695,23.927c-1.782,0.812-9.574,0.535-11.137,4.865c-1.779,4.936,1.382,9.732-5.666,13.471&#xD;&#xA;&#x9;C88.1,145.768,86.907,146.2,86.225,144.307z"/>
  </g>
</svg>" id="316"/></item><item><costume name="download " center-x="96" center-y="112" image="data:image/png;base64,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" id="317"/></item></list></costumes><sounds><list struct="atomic" id="318"></list></sounds><blocks></blocks><variables></variables><scripts><script x="386" y="550.0000000000001"><block s="receiveMessage"><l>STOP</l></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script></script></block></script><script x="31" y="547.0000000000001"><block s="receiveMessage"><l>DOWN</l></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="changeYPosition"><l>-7</l></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="changeYPosition"><l>7</l></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="gotoXY"><l>-136</l><l>20</l></block></script></block></script></block></script></block></script><script x="206" y="198.00000000000003"><block s="receiveMessage"><l>RIGHT</l></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="changeXPosition"><l>7</l></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="changeXPosition"><l>-7</l></block></script></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="gotoXY"><l>-136</l><l>20</l></block></script></block></script></block></script><script x="392" y="199.00000000000003"><block s="receiveMessage"><l>Up</l></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="changeYPosition"><l>7</l></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="changeYPosition"><l>-7</l></block></script></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="gotoXY"><l>-136</l><l>20</l></block></script></block></script></block></script><script x="184" y="626.6666666666667"><block s="doWait"><l>0.5</l></block></script><script x="245" y="144.33333333333337"><block s="doSetVar"><l>win</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script x="337" y="460.3333333333335"><block s="receiveMessage"><l>LEFT</l></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="changeXPosition"><l>-7</l></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="changeXPosition"><l>7</l></block></script></block><block s="doIf"><block s="reportTouchingColor"><color>0,0,0,1</color></block><script><block s="gotoXY"><l>-136</l><l>20</l></block></script></block></script></block></script><script x="30" y="143.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>win</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="setColor"><color>102,255,10,1</color></block><block s="down"></block><block s="clear"></block><block s="down"></block><block s="setEffect"><l><option>whirl</option></l><l>0</l></block><block s="setScale"><l>15</l></block><block s="gotoXY"><l>-130</l><l>20</l></block><block s="doForever"><script><block s="doIf"><block s="reportTouchingColor"><color>230,0,8,1</color></block><script><block s="gotoXY"><l>-130</l><l>20</l></block></script></block><block s="doIf"><block s="reportTouchingColor"><color>8,236,0,1</color></block><script><block s="doSetVar"><l>win</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSayFor"><l>you win!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="win"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doBroadcast"><l>next stage</l></block><block s="gotoXY"><block s="reportRandom"><l>-300</l><l>300</l></block><block s="reportRandom"><l>-300</l><l>300</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>40</l></block></script></block></script></block></script><script x="258" y="17"><block s="receiveMessage"><l>next stage</l></block><block s="gotoXY"><l>-130</l><l>20</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Load Teachable Machine model: %&apos;model_key&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>isDone</l></list></block><block s="doSetVar"><l>isDone</l><block s="evaluate"><block s="reportJSFunction"><list><l>modelKey</l></list><l>var model, maxPredictions;&#xD;var done = false;&#xD;&#xD;// the link to your model provided by Teachable Machine export panel&#xD;const URL = "https://teachablemachine.withgoogle.com/models/"+modelKey+"/";&#xD;&#xD;function initialize (callback) {&#xD;    var tensorflow = document.createElement(&apos;script&apos;);&#xD;    tensorflow.src = &apos;https://cdn.jsdelivr.net/npm/@tensorflow/tfjs@1.3.1/dist/tf.min.js&apos;;&#xD;    tensorflow.onload = loadTeachableMachine;&#xD;    document.head.appendChild(tensorflow);&#xD;&#xD;    function loadTeachableMachine () {&#xD;        var teachableMachine = document.createElement(&apos;script&apos;);&#xD;        teachableMachine.src = &apos;https://cdn.jsdelivr.net/npm/@teachablemachine/image@0.8/dist/teachablemachine-image.min.js&apos;;&#xD;        teachableMachine.onload = finish;&#xD;        document.head.appendChild(teachableMachine);&#xD;    }&#xD;&#xD;    function finish () {&#xD;        window.loadedLibraries = true;&#xD;        callback();&#xD;    }&#xD;}&#xD;&#xD;&#xD;async function initModel() {&#xD;    const modelURL = URL + "model.json";&#xD;    const metadataURL = URL + "metadata.json";&#xD;    model = await tmImage.load(modelURL, metadataURL);&#xD;    maxPredictions = model.getTotalClasses();&#xD;    window.modelKey = modelKey;&#xD;    window.tensorflow = {&#xD;         model: model,&#xD;         maxPredictions: maxPredictions,&#xD;    }&#xD;    done = true;&#xD;}&#xD;&#xD;&#xD;function isDone () {&#xD;    return done;&#xD;}&#xD;&#xD;if (window.modelKey &amp;&amp; window.modelKey == modelKey) {&#xD;    done = true;&#xD;} else if (window.loadedLibraries) {&#xD;    initModel();&#xD;} else {&#xD;    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 index</l><l>1</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="i"/><block var="list"/></block><block s="reportListItem"><block var="current index"/><block var="list"/></block></block><script><block s="doSetVar"><l>current index</l><block var="i"/></block></script></block></script></block><block s="doReport"><block var="current index"/></block></script><scripts><script x="259" y="75.20000000000005"><block s="reportListItem"><block var="i"/><block var="list"/></block></script></scripts></block-definition><block-definition s="top prediction from: %&apos;predictions&apos; minimum confidence: %&apos;threshold&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doIf"><block 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><variable name="mptrue"><bool>true</bool></variable><variable name="win"><bool>false</bool></variable></variables></project><media name="HAYDEN CS - Gesture Control" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>