<snapdata remixID="11971864"><project name="lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 2.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="0.4500000000000001" 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_Jellie_Cat"></ref></item></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="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSayFor"><l>think of a shape</l><l>2</l></block><block s="doAsk"><l>how many sides does your shape have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doAsk"><l>do all angles add us ro 180°</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>does your shape look like a slice of pizza </l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>your shape is a triangle</l><l>2</l></block><block s="doSayFor"><l>thanks for playing </l><l>2</l></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doAsk"><l>is your shape a quadrilateral</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>are all angles equal</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>your shape  is a quadrillateral square</l><l>2</l></block><block s="doSayFor"><l>thanks for playing</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>your shape is a rectangle</l><l>2</l></block><block s="doSayFor"><l>thanks for playing</l><l>2</l></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doAsk"><l>does the sum of angles from your shape equal 540°</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>does your shape have 5 angles</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>your shape is a pentagon</l><l>2</l></block><block s="doSayFor"><l>thanks for playing</l><l>2</l></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doAsk"><l>is the sum of all angles of your shape 720°</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>does your shape have 6 angles </l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>your shape is a hexagon</l><l>2</l></block><block s="doSayFor"><l>thanks for playing</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>i dont know your shape :(</l><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 x="558" y="366.66666666666686"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></script><script x="548" y="437.1666666666663"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Jellie_Cat" center-x="240" center-y="144" image="data:image/png;base64,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" mediaID="Sprite_cst_Jellie_Cat"/></media></snapdata>