<snapdata remixID="9456151"><project name="JSalina 2.3" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="0.4043126684634977" y="0.08086253369269955" 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="champ99 c" center-x="83" center-y="131" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doAsk"><l>How many sides does your shape have?</l></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>I don&apos;t know what shape that is :(</l><l>2</l></block><block s="doSayFor"><l>You&apos;re NOT thinking of a triangle! :(</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>I don&apos;t know what shape that is :(</l><l>2</l></block><block s="doSayFor"><l>You&apos;re NOT thinking of a triangle! :(</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>You&apos;re NOT thinking of a triangle! :(</l><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a quadrilateral!</l><l>2</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doAsk"><l>Does it have equal sides and angles?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a square!</l><l>2</l></block></script><script><block s="doAsk"><l>Does it have equal angles, but not sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a rectangle!</l><l>2</l></block></script><script><block s="doAsk"><l>Is it not a rectangle, but has parallel sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a parallelogram!</l><l>2</l></block></script><script><block s="doAsk"><l>Are only two sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a trapezoid!</l><l>2</l></block></script><script><block s="doSayFor"><l>I&apos;ve never seen a quadrilateral like that before!  D:</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a pentagon!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>You&apos;re thinking of a hexagon!</l><l>2</l></block></script></block></script></block><block s="doSayFor"><l>Thank you for playing!</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="JSalina 2.3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>