<snapdata remixID="13414660"><project name="Guess the shape" app="Snap! 9.0, https://snap.berkeley.edu" 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id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts><script x="347" y="135.33333333333337"><block s="receiveMessage"><l>Confetti</l><list></list></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script><script x="142" y="71.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Untitled</l></block></script></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="2" color="80,80,80,1" pen="tip" id="21"><costumes><list id="22"><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><blocks></blocks><variables></variables><scripts><script x="412.0000000000001" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Hello! I will guess your shape!</l><l>2</l></block><block s="doAsk"><l>Enter the amount of sides your shape has!</l></block><block s="doIf"><block s="reportVariadicEquals"><list><l>2</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>I don&apos;t know that shape!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><l>2</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>I don&apos;t know that shape!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l>3</l><block s="getLastAnswer"></block></list></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><block s="doBroadcast"><l>Confetti</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l>4</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>You are thinking of a quadrilateral!</l><l>2</l></block><block s="doAsk"><l>Are all sides equal? (yes or no)</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><l>yes</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>You are thinking of a sqaure!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doBroadcast"><l>Confetti</l><list></list></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><l>no</l><block s="getLastAnswer"></block></list></block><script><block s="doAsk"><l>Do all four angles have the same measure? (yes or no)</l></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><l>yes</l><block s="getLastAnswer"></block></list></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><block s="doBroadcast"><l>Confetti</l><list></list></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><l>no</l><block s="getLastAnswer"></block></list></block><script><block s="doAsk"><l>Is each side parallel to one side? (yes or no)</l></block></script><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>You are thinking of a parallelogram!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doBroadcast"><l>Confetti</l><list></list></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doAsk"><l>Are two sides parallel to eachother? (yes or no)</l></block></script><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doSayFor"><l>You are thinking of a trapezoid!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doBroadcast"><l>Confetti</l><list></list></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>no</l></list></block><script><block s="doSayFor"><l>I don&apos;t know that shape!</l><l>2</l></block></script><list></list></block></script></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><l>5</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>You are thinking of a pentagon!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doBroadcast"><l>Confetti</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l>6</l><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>You are thinking of a hexagon!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="doBroadcast"><l>Confetti</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>I don&apos;t know that shape!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script><list></list></block></script></scripts></sprite><watcher var="Answer" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Answer"><l>0</l></variable></variables></scene></scenes></project><media name="Guess the shape" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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" 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