<snapdata remixID="14652007"><project name="U2L2-planning a quiz" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="reportNewList"><list><l>What is the complementary color to blue?</l><l>orange</l></list></block></list></block></block><block s="doAsk"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="colors quiz"/></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="colors quiz"/></block></block><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>That&apos;s correct!!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list></list></block><block s="doAsk"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block var="colors quiz"/></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="colors quiz"/></block></block><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>That&apos;s correct!!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list></list></block><block s="doAsk"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>3</l><block var="colors quiz"/></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><l>3</l><block var="colors quiz"/></block></block><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>That&apos;s correct!!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list></list></block></script></scripts></sprite><watcher var="colors quiz" style="normal" x="21.33333333333394" y="21.333333333333343" color="243,118,29" hidden="true"/><watcher var="score" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="colors quiz"><list id="147"><item><list struct="atomic" id="148">What is the color of the sky?,blue</list></item><item><list struct="atomic" id="149">How many primary colors are there?,three</list></item><item><list struct="atomic" id="150">What is the complementary color to blue?,orange</list></item></list></variable><variable name="score"><l>2</l></variable></variables></scene></scenes></project><media name="U2L2-planning a quiz" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" 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" 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