<snapdata remixID="11887043"><project name="Lab 2.3" 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="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>Think of a shape. How many sides does it have?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>You are thinking of a quadrilateral. Let&apos;s find out what kind.</l><l>4</l></block><block s="doSayFor"><l>Press 1 for yes and press 2 for no, for the following questions..</l><l>4</l></block><block s="doAsk"><l>Does your shape have 4 right sides and have 4 equal sides?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>You are thinking of a square.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Okay.</l><l>1</l></block><block s="doAsk"><l>Does your shape have 4 right sides and have 2 pairs of equal sides?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>You are thinking of a rectangle.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Okay.</l><l>1</l></block><block s="doAsk"><l>Does your shape have NO right sides and have 2 pairs of equal sides?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>You are thinking of a parallelogram</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Okay.</l><l>1</l></block><block s="doAsk"><l>Does your shape have NO right sides and have only one pair of equal sides?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Your thinking of a trapazoid.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Sorry, I dont know the shape your thinking of.</l><l>3</l></block></script></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>You are thinking of a triangle.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>You are thinking of a pentagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>You are thinking of a hexagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>You are thinking of a heptagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>You are thinking of a octagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>You are thinking of a nonagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>You are thinking of a decagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>You are thinking of a decagon.</l><l>3</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>I dont know that shape.</l><l>3</l></block></script></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block><block s="hide"></block><block s="doBroadcast"><l>restart?</l><list></list></block></script><script x="427" y="55.333333333333826"><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>I don&apos;t think that&apos;s a possible shape.</l><l>3</l></block></script></block></script></scripts></sprite><sprite name="restart" idx="2" x="-0.20000000000004547" y="13.599999999999994" heading="90" scale="0.15" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="71.4,0,0,1" pen="tip" id="257"><costumes><list id="258"><item><ref mediaID="restart_cst_img_440194"></ref></item></list></costumes><sounds><list struct="atomic" id="259"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="20" y="105"><block s="receiveInteraction"><l><option>pressed</option></l></block><block 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