<snapdata remixID="14992517"><project name="U5L4: Unsolvable &amp; Undecidable Problems" app="Snap! 11.0.8, https://snap.berkeley.edu" 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</thumbnail><scenes 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id="31"><item><ref mediaID="U5L4: Unsolvable &amp; Undecidable Problems_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="97.90368271954685" y="6.798866855524153" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="37"><costumes><list id="38"><item><ref mediaID="U5L4: Unsolvable &amp; Undecidable Problems_Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="93" y="47.33333333333334"><block s="receiveGo"></block><block s="doAsk"><l>What number do you want to determine if it is even or odd?</l></block><block s="doSetVar"><l>num</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><custom-block s="num %s odd?"><block var="num"/></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSayFor"><l>It&apos;s odd!</l><l>2</l></block></script><script><block s="doSayFor"><l>It&apos;s even!</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="num" style="normal" x="13.59773371104825" y="13.597733711048157" color="243,118,29"/></sprites></stage><variables><variable name="num"><l>14</l></variable></variables></scene></scenes></project><media name="U5L4: Unsolvable & Undecidable Problems" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" mediaID="U5L4: Unsolvable &amp; Undecidable Problems_Stage_cst_Untitled"/><costume name="Untitled" center-x="86" center-y="85" 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" mediaID="U5L4: Unsolvable &amp; Undecidable Problems_Sprite_cst_Untitled"/></media></snapdata>