<snapdata remixID="8839016"><project name="2.3_Moran, D (Name That Polygon!)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="1"><pentrails>data:image/png;base64,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</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="-76.00000000000091" y="-43.00000000000017" 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="f3696b0bc585bab91787ecb28feb1bd5" center-x="116" center-y="150" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>I bet I could guess what shape you&apos;re thinking of!</l><l>4</l></block><block s="doSayFor"><l>Think of a shape.</l><l>2</l></block><block s="doSayFor"><l>Okay?</l><l>1</l></block><block s="doSayFor"><l>Alright.</l><l>1</l></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Then it&apos;s a triangle!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a pentagon, aren&apos;t&apos;cha?</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>This is definitely a hexagon!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>It&apos;s gotta be some kind of quadrilateral!</l><l>2</l></block><block s="doSayFor"><l>But there&apos;s more than one kind of quadrilateral, y&apos;know.</l><l>3</l></block><block s="doSayFor"><l>So I&apos;ll have to ask a few more questions.</l><l>3</l></block><block s="doSayFor"><l>But these are "yes" or "no" questions, alright?</l><l>2</l></block><block s="doAsk"><l>Does it have four congruent sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>Well then, what about its angles? Are they also all the same?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then we&apos;re looking at a square!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doSayFor"><l>That&apos;s a rhombus!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script></block></script><script><block s="doAsk"><l>No? Well, how many pairs of parallel sides does it have?</l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Don&apos;t think you can beat me with a trapezoid!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doAsk"><l>Are all of its angles congruent?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>I&apos;d bet 200$ you&apos;re thinking of a rectangle, but I won&apos;t so you can keep your money.</l><l>4</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doSayFor"><l>Oh, you&apos;re thinking of a parallelogram!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script></block></script><script><block s="bubble"><l>You think you can pull one over on me? If something had three pairs of parellel sides, it couldn&apos;t be a quadrilateral!</l></block></script></block></script></block></script><script><block s="doAsk"><l>Okay, but does it have one pair of congruent angles and two pairs of congruent sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Then this is a kite!</l><l>2</l></block><block s="bubble"><l>I win! Thanks for humoring me.</l></block></script><script><block s="doSayFor"><l>*deep breath*</l><l>2</l></block><block s="doSayFor"><l>Aaaaaagh...</l><l>2</l></block><block s="bubble"><l>I&apos;m  too stupid to know what that shape is!</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>*deep breath*</l><l>2</l></block><block s="doSayFor"><l>Aaaaaagh...</l><l>2</l></block><block s="bubble"><l>I&apos;m  too stupid to know what that shape is!</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10.000000000000028" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.3_Moran, D (Name That Polygon!)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>