<snapdata remixID="8847506"><project name="Quadrilateral Fever!" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes>A simple program using "if" blocks to detect whether the number 3 is pressed.</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" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="336.5" 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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="Sprite" idx="1" x="7" y="-101" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="cheesy puffs" center-x="88" center-y="72" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="setScale"><l>50</l></block><block s="gotoXY"><l>7</l><l>-101</l></block><block s="doSayFor"><l>Hello! I will be telling you the quadrilateral you&apos;re thinking of</l><l>4.5</l></block><block s="doSayFor"><l>based off of the questions I ask you!</l><l>4</l></block><block s="doSayFor"><l>start by answering these simple yes or no questions.</l><l>4</l></block><block s="doWait"><l>.4</l></block><block s="doAsk"><l>Are all the sides of this shape the same length?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>The shape you are thinking of is a square.</l><l>3</l></block><block s="doBroadcast"><l>End</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Okay, let me think...</l><l>2</l></block><block s="doBroadcast"><l>No, length isn&apos;t the same.</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block></block></block></block><script><block s="doSayFor"><l>That is not a valid answer.</l><l>2</l></block><block s="doBroadcast"><l>End</l></block></script></block></script><script x="20" y="479"><block s="receiveMessage"><l>End</l></block><block s="doSayFor"><l>Thanks for playing! Press the spacebar to restart.</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doBroadcast"><l>Restart</l></block></script></block></script></block></script><script x="20" y="609"><block s="receiveMessage"><l>No, the angle measures aren&apos;t the same.</l></block><block s="doAsk"><l>Are the sides of this quadrilateral parallel to each other? (top and bottom are parallel, left and right are parallel)</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>The shape you are thinking of is a parallelogram.</l><l>3</l></block><block s="doBroadcast"><l>End</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>The shape you are thinking of is probably a trapezoid. if not, then I honestly don&apos;t know.</l><l>5</l></block><block s="doBroadcast"><l>End</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block></block></block></block><script><block s="doSayFor"><l>That is not a valid answer.</l><l>2</l></block><block s="doBroadcast"><l>End</l></block></script></block></script><script x="20" y="987"><block s="receiveMessage"><l>No, length isn&apos;t the same.</l></block><block s="doAsk"><l>Are the angle measures of this shape the same?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>The shape you are thinking of is a rectangle.</l><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Okay, let me think...</l><l>2</l></block><block s="doBroadcast"><l>No, the angle measures aren&apos;t the same.</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block></block></block></block><script><block s="doSayFor"><l>That is not a valid answer.</l><l>2</l></block><block s="doBroadcast"><l>End</l></block></script></block></script><script x="20" y="1307"><block s="receiveMessage"><l>Restart</l></block><block s="doAsk"><l>Are all the sides of this shape the same length?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>The shape you are thinking of is a square.</l><l>3</l></block><block s="doBroadcast"><l>End</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Okay, let me think...</l><l>2</l></block><block s="doBroadcast"><l>No, length isn&apos;t the same.</l></block></script></block><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block></block></block></block><script><block s="doSayFor"><l>That is not a valid answer.</l><l>2</l></block><block s="doBroadcast"><l>End</l></block></script></block></script><script x="20" y="1649"><block s="doIf"><block s="reportNot"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block></block></block></block><script><block s="doSayFor"><l>That is not a valid answer.</l><l>2</l></block><block s="doBroadcast"><l>End</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Quadrilateral Fever!" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>