<snapdata remixID="12671783"><project name="2.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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="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="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_AZ pop L arm"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47.999999999999886" y="33.58333333333337"><block s="receiveMessage"><l>sqaure</l><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doAsk"><l> are all angles within the shape equal (y/n)</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>y</l></list></block><script><block s="doAsk"><l>ask are all four sides of the shape equal length? (y/n)</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>y</l></list></block><script><block s="bubble"><l>the shape is a square</l></block></script><script><block s="bubble"><l>the shape is a rectangle</l></block></script></block></script><script><block s="doAsk"><l>is each side of the shape parralel to the opposite side (y/n)</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>y</l></list></block><script><block s="bubble"><l>the shape is a parallellogram</l></block></script><script><block s="doAsk"><l>is at least one pair of sides parralel to another (y/n)</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>y</l></list></block><script><block s="bubble"><l>the shape is a trapezoid</l></block></script><script><block s="bubble"><l>this shape is a quadrilateral but i don&apos;t know what to call it</l></block></script></block></script></block></script></block></script><script><block s="bubble"><l>this only works for quadrilaterals</l></block></script></block></script><script x="467.9999999999999" y="10"><block s="receiveGo"></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="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="bubble"><l>you are thinking of a triangle</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="bubble"><l>you are thinking of a quadrilateral lets find which one</l></block><block s="doWait"><l>2.3</l></block><block s="doBroadcast"><l>sqaure</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="bubble"><l>you are thinking of a pentagon</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>you are thinking of a hexagon</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>i do not know that shape</l></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="AZ pop L arm" center-x="48" center-y="140" image="data:image/png;base64,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" mediaID="Sprite_cst_AZ pop L arm"/></media></snapdata>