<snapdata remixID="11734177"><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="3" y="-38" 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_khalid a(4)"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="25.000000000000057" y="10"><block s="receiveGo"></block><block s="doAsk"><l>Think of a shape then type how many sides it has in the box below</l></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>7</l></block></block><script><block s="doSayFor"><l>Unknown Shape,sorry</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Nice, your shape is a triangle</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Nice, your shape is a quadrilateral</l><l>4</l></block><block s="doSayFor"><l>Now answer this multiple choice question</l><l>4</l></block><block s="doAsk"><l>A. All four sides have the same length and all four angles have the&#xD;same measure B.Is your shape Not a square and all four angles have the same measure   C. Is your shape Not a rectangle and each side is parallel to one other side  D. is your shape not a parallelogram and two sides are parallel to each other </l></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>a</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>b</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>c</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>d</l></block></block></block></block></block><script><block s="doSayFor"><l>Listen to instructions, scrub</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>a</l></block><script><block s="doSayFor"><l>Nice, your shape is a square</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>b</l></block><script><block s="doSayFor"><l>Nice, your shape is a Rectangle</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>c</l></block><script><block s="doSayFor"><l>Nice, your shape is a parallelogram</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>d</l></block><script><block s="doSayFor"><l>Nice, your shape is a Trapezoid</l><l>4</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Nice, your shape is a Pentagon</l><l>4</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Nice, your shape is a Hexagon</l><l>4</l></block></script></block></script><script x="344.6416015625002" y="666.6666666666665"><block s="reportEquals"><l></l><l></l></block></script></scripts></sprite><watcher var="Shapes" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Shapes"><l>1</l></variable></variables></scene></scenes></project><media name="Lab 2.3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="khalid a(4)" center-x="32" center-y="104" image="data:image/png;base64,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" mediaID="Sprite_cst_khalid a(4)"/></media></snapdata>