<snapdata remixID="14581603"><project name="Guess the Shape - Kian Ramlose" app="Snap! 11.0.4, https://snap.berkeley.edu" 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select="1"><scene name="Guess the Shape - Kian Ramlose"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></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="13"><costumes><list id="14"><item><ref mediaID="Guess the Shape - Kian Ramlose_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="66" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Think of a shape</l><l>3</l></block><block s="doAsk"><l>How many sides does it 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 were thinking of a triangle! Also, thanks for playing.</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>You were thinking of a quadrilateral, but we can be more specific.</l><l>2</l></block><block s="doAsk"><l>Are all the sides equal in length and have 90º angles?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="bubble"><l>You were thinking of a square! Thanks for playing</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doSayFor"><l>Mmmm so not a square, eh?</l><l>2</l></block><block s="doAsk"><l>Does every side at least  have 90º angles?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="bubble"><l>You were thinking of a rectangle! Thanks for playing</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doSayFor"><l>Dang, not a rectangle either?</l><l>2</l></block><block s="doAsk"><l>Is every side parallel?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="bubble"><l>You were thinking of a parralellogram! Thanks for playing</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doSayFor"><l>C&apos;mon really?!</l><l>2</l></block><block s="doAsk"><l>Does it have at least ONE set of parallel sides?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="bubble"><l>You were thinking of a trapezoid! Thanks for playing</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doSayFor"><l>Ok man, now you&apos;re just messing with me. Show&apos;s over folks.</l><l>2</l></block></script></list></block></script></list></block></script></list></block></script></list></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="bubble"><l>You were thinking of a pentagon! Also, thanks for playing.</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>You were thinking of a hexagon! Also, thanks for playing.</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="bubble"><l>You were thinking of a heptagon! Also, thanks for playing.</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>8</l></list></block><script><block s="bubble"><l>You were thinking of a octagon! Also, thanks for playing.</l></block></script><block s="reportVariadicLessThan"><list><l>8</l><block s="getLastAnswer"></block></list></block><script><block s="bubble"><l>Sorry, I&apos;m not programmed to know anything besides numbers between 8 and 3. But thanks for playing.</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="bubble"><l>Shapes can&apos;t have that few sides, silly! Thanks for playing though.</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="bubble"><l>Shapes can&apos;t have that few sides, silly! Thanks for playing though.</l></block></script></list></block></script><script x="637" y="434.3333333333337"><block s="reportNewList"><list><l>a</l><l>b</l><l>c</l><l>d</l><l>e</l><l>f</l><l>g</l><l>h</l><l>i</l><l>j</l><l>k</l><l>l</l><l>m</l><l>n</l><l>o</l><l>p</l><l>q</l><l>r</l><l>s</l><l>t</l><l>u</l><l>v</l><l>w</l><l>x</l><l>y</l><l>z</l></list></block></script><script x="692" y="492.3333333333337"><block s="bubble"><l>Sorry, I&apos;m not programmed to understand any language besides numbers. But thanks for playing.</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Guess the Shape - Kian Ramlose" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="131" center-y="130.5" 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" mediaID="Guess the Shape - Kian Ramlose_Sprite_cst_Untitled"/></media></snapdata>