<snapdata remixID="8703912"><project name="Lab 2.2" app="Snap! 5.1, http://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="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Table" idx="2" x="3.4715127701376787" y="-123.88212180746581" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,147.89999999999998,94.656,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Table 2" center-x="240" center-y="180" 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></scripts></sprite><sprite name="Sprite" idx="1" x="-1.5284872298625487" y="10.117878192534363" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="16"><costumes><list id="17"><item><costume name="cheesy puffs" center-x="88" center-y="72" image="data:image/png;base64,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" id="18"/></item></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="49" y="41"><block s="receiveKey"><l><option>space</option></l></block><block s="doAsk"><l>Does your shape have 4 sides all of the same length?</l><comment w="314" collapsed="false">It asks a simple yes/no question, and if you answer yes it gives you the shape but if you answer no it goes onto a new shape until you answer yes</comment></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>3</l></block></script><script><block s="doAsk"><l>Does your shape have 3 sides of all the same length?</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 triangle!</l><l>3</l></block></script><script><block s="doAsk"><l>Are All Four Angles The Same Measure?</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 Rectangle!</l><l>3</l></block></script><script><block s="doAsk"><l>Is Each Side Parrelel 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>Your Shape Is A Parallelogram!</l><l>3</l></block></script><script><block s="doAsk"><l>Are 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>Your Shape Is A Trapezoid</l><l>3</l></block></script><script><block s="doSayFor"><l>You&apos;ve Gone Through All Shapes Except For One...</l><l>4</l><comment w="276" collapsed="false">If they say no to everything then it forces down to the unknown quadrilateral because it is the only other shape that would be possible (you also get this if you dont answer with yes/no)</comment></block><block s="doSayFor"><l>Your Shape Is An Unknown Quadrilateral!</l><l>3</l></block></script></block></script></block></script></block></script></block></script></block></script><script x="462" y="217"><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block s="reportNot"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></block></block></block><script><block s="doSayFor"><l>Please Answer With Yes Or No</l><l>2</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="138.94520505893843" y="134.336924737672" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,120.15599999999996,158.1,1" pen="tip" id="130"><costumes><list struct="atomic" id="131"></list></costumes><sounds><list struct="atomic" id="132"></list></sounds><blocks></blocks><variables></variables><scripts><script x="83" y="64"><block s="write"><l>Press Space To Start</l><l>24</l></block></script><script x="138.999999" y="175.16666566666663"><block s="receiveGo"></block><block s="doForever"><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastMessage" style="normal" x="10.604166666666515" y="10.604166666666664" color="230,168,34" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>