<snapdata remixID="11704786"><project name="4.3 Guess game" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="4.3 Guess game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="245.00000000000003,245.00000000000003,245.00000000000003,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</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="-200" y="-100" heading="90" scale="0.6" 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_potata"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="100"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="doSayFor"><l>Hello! Think of a shape.</l><l>3</l></block><block s="doAsk"><l>How many sides does your shape have?</l></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>6</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block></block><script><block s="doSayFor"><l>I don&apos;t know what shape that is...</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>0</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block></block><script><block s="doSayFor"><l>That&apos;s a circle</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>That&apos;s a triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>That&apos;s a pentagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>That&apos;s a Hexagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Quadrilaterals have 4 sides.</l><l>2</l></block><block s="doAsk"><l>Does your shape have four equal sides? (Y/N)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>It&apos;s a square</l><l>2</l></block></script><script><block s="doAsk"><l>Does your shape have four 90 degree angles? (Y/N)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>It&apos;s a rectangle</l><l>2</l></block></script><script><block s="doAsk"><l>Is each side parallel to the opposite side? (Y/N)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>It&apos;s a parallelogram</l><l>2</l></block></script><script><block s="doAsk"><l>Are 2 sides parallel? (Y/N)</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><script><block s="doSayFor"><l>It&apos;s a trapezoid</l><l>2</l></block></script><script><block s="doSayFor"><l>&lt;Error 404&gt;</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script><script x="167.99999999999977" y="10"><block s="receiveGo"></block><block s="bubble"><l>Click Me!</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="4.3 Guess game" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="potata" center-x="53" center-y="74.5" 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" 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