<snapdata remixID="12671920"><project name="Lab2.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab2.3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="5"><pentrails>data:image/png;base64,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</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="26" y="-6" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="5" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_triangle"></ref></item><item><ref mediaID="Sprite_cst_square"></ref></item><item><ref mediaID="Sprite_cst_reactangle"></ref></item><item><ref mediaID="Sprite_cst_trapezoid"></ref></item><item><ref mediaID="Sprite_cst_parallelogram1"></ref></item><item><ref mediaID="Sprite_cst_pentagon2_ver_1"></ref></item><item><ref mediaID="Sprite_cst_hexagon"></ref></item><item><ref mediaID="Sprite_cst_bear2 a"></ref></item><item><ref mediaID="Sprite_cst_bear2 a"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="525" y="143.33333333333331"><block s="receiveMessage"><l>square</l><list></list></block><block s="doSwitchToCostume"><l>square</l></block></script><script x="526" y="226.33333333333331"><block s="receiveMessage"><l>rectangle</l><list></list></block><block s="doSwitchToCostume"><l>reactangle</l></block></script><script x="532" y="316.3333333333333"><block s="receiveMessage"><l>parallelogram</l><list></list></block><block s="doSwitchToCostume"><l>parallelogram1</l></block></script><script x="530" y="399.33333333333326"><block s="receiveMessage"><l>trapezoid</l><list></list></block><block s="doSwitchToCostume"><l>trapezoid</l></block></script><script x="531" y="473.33333333333326"><block s="receiveMessage"><l>pentagon</l><list></list></block><block s="doSwitchToCostume"><l>pentagon2_ver_1</l></block></script><script x="523" y="64.33333333333331"><block s="receiveMessage"><l>triangle</l><list></list></block><block s="doSwitchToCostume"><l>triangle</l></block></script><script x="532" y="544.3333333333334"><block s="receiveMessage"><l>hexagon</l><list></list></block><block s="doSwitchToCostume"><l>hexagon</l></block></script><script x="76.66666666666674" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>bear2 a</l></block><block s="doSayFor"><l>think of a shape!</l><l>2</l></block><block s="doAsk"><l>how many sides does your shape have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="bubble"><l>That&apos;s a triangle!</l></block><block s="doBroadcast"><l>triangle</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>That&apos;s a quadrilateral. There are different kinds of quadrilaterals! Lets narrow it down</l><l>2</l></block><block s="doAsk"><l>Do all four sides have the same lenght and all four angles have the same measure?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="bubble"><l>That&apos;s a square</l></block><block s="doBroadcast"><l>square</l><list></list></block></script><script><block s="doAsk"><l>Do all four angles have the same measure?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="bubble"><l>That&apos;s a rectangle!</l></block><block s="doBroadcast"><l>rectangle</l><list></list></block></script><script><block s="doAsk"><l>Is each side parallel to one other side?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="bubble"><l>That&apos;s a parallelogram!</l></block><block s="doBroadcast"><l>parallelogram</l><list></list></block></script><script><block s="doAsk"><l>Are two sides parallel to eachother</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="bubble"><l>That&apos;s a trapezoid</l></block><block s="doBroadcast"><l>trapezoid</l><list></list></block></script><script><block s="doSayFor"><l>That&apos;s a quadrilateral i don&apos;t know</l><l>2</l></block></script></block></script></block></script></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="bubble"><l>That&apos;s a pentagon </l></block><block s="doBroadcast"><l>pentagon</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>That&apos;s a hexagon </l></block><block s="doBroadcast"><l>hexagon</l><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="bubble"><l>i dont not know that shape </l></block></script><list></list></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab2.3" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="triangle" center-x="86" center-y="86" image="data:image/png;base64,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" 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mediaID="Sprite_cst_reactangle"/><costume name="trapezoid" center-x="100" center-y="100" 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" mediaID="Sprite_cst_trapezoid"/><costume name="parallelogram1" center-x="123" center-y="55" image="data:image/png;base64,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" mediaID="Sprite_cst_parallelogram1"/><costume name="pentagon2_ver_1" center-x="92" center-y="86" 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" 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