<snapdata remixID="11349153"><project name="Hayden Vanstraten Lab 2.4b What shape" app="Snap! 7, https://snap.berkeley.edu" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_champ99 f"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="216" y="30"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a shape</l><l>2</l></block><block s="doAsk"><l>Does the shape have 3 sides (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>You are thinking of a triangle</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script><block s="doSayFor"><l>You are not thinking of a triangle</l><l>2</l></block><block s="doAsk"><l>Does the shape have four sides (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>Does the shape have equal side lengths (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>You are thinking of a square</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script><block s="doAsk"><l>Does the shape have 4 right angles (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>You are thinking of a rectangle</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script><block s="doAsk"><l>Does the shape have oppsite sides that are parallel and equal (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>You are thinking of a parallelgram</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script><block s="doAsk"><l>Does the shape have only one pair of parallel sides (yes/no)</l></block><block s="doIfElse"><block s="reportIsIdentical"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>You are thinking of a Trapazoid</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script><script><block s="doAsk"><l>What shape are you thinking of</l></block><block s="doSayFor"><l>Say you are thinking of a</l><l>2</l></block><block s="doSayFor"><block s="getLastAnswer"></block><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script></block></script></block></script></block></script></block></script><script><block s="doAsk"><l>How many sides does the shape have</l></block><block s="doSayFor"><l>The shape has</l><l>2</l></block><block s="doSayFor"><block s="getLastAnswer"></block><l>2</l></block><block s="doSayFor"><l>Thanks for playing</l><l>2</l></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="Hayden Vanstraten Lab 2.4b What shape" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="champ99 f" center-x="65.5" center-y="131.5" image="data:image/png;base64,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" 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