<snapdata remixID="14633869"><project name="LAB 05 Walters" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="LAB 05 Walters"><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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="2" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="LAB 05 Walters_Sprite_cst_Mimi talk"></ref></item><item><ref mediaID="LAB 05 Walters_Sprite_cst_Mimi no talk"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="161" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doAsk"><l>Think of a shape, Now tell me how many sides it has.</l></block><block s="doSwitchToCostume"><l>Mimi no talk</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a triangle.</l><l>2</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doAsk"><l>Does it have more then one set of parallell lines?</l></block><block s="doSwitchToCostume"><l>Mimi no talk</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doAsk"><l>Does it have 90 degree angles?</l></block><block s="doSwitchToCostume"><l>Mimi no talk</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doAsk"><l>Are all sides even?</l></block><block s="doSwitchToCostume"><l>Mimi no talk</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a Square</l><l>2</l></block></script><list><l><bool>true</bool></l><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a Rectangle</l><l>2</l></block></script></list></block></script><list><l><bool>true</bool></l><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a Parallellogram</l><l>2</l></block></script></list></block></script><list><l><bool>true</bool></l><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a Trapezoid</l><l>2</l></block></script></list></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>That&apos;s a Pentagon</l><l>2</l></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSwitchToCostume"><l>Mimi talk</l></block><block s="doSayFor"><l>Thats a Hexagon</l><l>2</l></block></script><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>I cant count that high.</l><l>2</l></block></script><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>Theres no shapes with less then three sides silly chicken.</l><l>2</l></block></script></list><comment w="90" collapsed="false">Checks if it knows what shape he&apos;s talking about. If he doesn&apos;t he askes more questions UNLESS it has either more then 6 sides or less then 2.</comment></block><block s="doSayFor"><l>Thanks for playing!</l><l>2</l><comment w="90" collapsed="false">Thanks the player for existing.</comment></block><block s="doSwitchToCostume"><l>Mimi no talk</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="LAB 05 Walters" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Mimi talk" center-x="240" center-y="173.5" image="data:image/png;base64,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" mediaID="LAB 05 Walters_Sprite_cst_Mimi talk"/><costume name="Mimi no talk" center-x="240" center-y="173.5" image="data:image/png;base64,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" mediaID="LAB 05 Walters_Sprite_cst_Mimi no talk"/></media></snapdata>