<snapdata remixID="11663722"><project name="2.3" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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_boy3"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="100" y="150.3333333333337"><block s="doAsk"><l>what&apos;s your name?</l></block></script><script x="468" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doAsk"><l>how many sides dose your shape have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l> you are thinking of a triangle</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l> you are thinking of a quadrilateral</l><l>2</l></block><block s="doAsk"><l>are all four sides the same length?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of a square</l><l>2</l></block></script><script><block s="doAsk"><l>is each side parallel to one other side?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of a rectangle</l><l>2</l></block></script><script><block s="doAsk"><l>are just two sides parallel to each other</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>you are thinking of a trapezoid</l><l>2</l></block></script><script><block s="doSayFor"><l>unknown quadrilateral</l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>you are thinking of apentagon</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>you are thinking of a hexagon</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>unkown</l><l>2</l></block></script><script></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doSwitchToCostume"><l>boy3</l></block><block s="doSayFor"><l>thanks for playing!</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="boy3" center-x="70" center-y="126" 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