<snapdata remixID="8722269"><project name="2.3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="twitch-emote-forsen-kappa-kappa" center-x="107" center-y="169.75" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="95" y="68"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a shape..</l><l>3</l></block><block s="doAsk"><l>How many sides does your shape have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Your shape is a triangle.</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Your shape is a quadrilateral.</l><l>3</l></block><block s="doBroadcast"><l>quad</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Your shape is a pentagon.</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Your shape is a hexagon.</l><l>3</l></block></script><script><block s="doSayFor"><l>I don&apos;t know your shape.</l><l>3</l></block></script></block></script></block></script></block></script></block></script><script x="540" y="59"><block s="receiveMessage"><l>quad</l></block><block s="doAsk"><l>Do all four sides and angles have the same measure ?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Your shape is a square.</l><l>3</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>If it&apos;s not a square then, do all angles have the same measure?</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Your shape is a rectangle.</l><l>3</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>If it&apos;s not a rectangle then, are each sides parallel to another side?</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Your shape is a parallelogram.</l><l>3</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>If it&apos;s not a pararllelogram then, are at only two sides parallel?</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Your shape is a trapezoid.</l><l>3</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>I don&apos;t know your quadrilateral</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>