<snapdata remixID="10565332"><project name="guess shape" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="8,0,11,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220"/><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,255,13,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="download " center-x="223.5" center-y="172.5" image="data:image/png;base64,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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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 the shape have</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</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><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</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><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Your shape is a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Are all four sides equal?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Your shape is a square!</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing:)</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>are any sides parallel to each other</l></block><block s="doIfElse"><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><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doAsk"><l>Is everyside parrelel to each other</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>your shape is a trapezoid</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing:)</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doSayFor"><l>your shape is a parallelogram</l><l>2</l></block><block s="doSayFor"><l>Thanks for playing:)</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block></script></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</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><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doThinkFor"><l>Hmm...</l><l>1</l></block><block s="doSayFor"><l>I dont know your shape</l><l>1.5</l></block><block s="doSayFor"><l>Thanks for playing:)</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="guess shape" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>