<snapdata remixID="12978650"><project name="Unit 2 frq" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Unit 2 frq"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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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F</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>69</l></list></block></list></block><script><block s="doSayFor"><l>Your grade is D</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>70</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>79</l></list></block></list></block><script><block s="doSayFor"><l>Your grade is C</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>80</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>89</l></list></block></list></block><script><block s="doSayFor"><l>Your grade is B</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>90</l></list></block><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>101</l></list></block></list></block><script><block s="doSayFor"><l>Your grade is A</l><l>2</l></block></script><list></list></block></script></scripts></sprite><watcher var="grade" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><variables><variable name="grade" transient="true"/></variables></scene></scenes></project><media name="Unit 2 frq" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="197" center-y="185.5" 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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="97.5" center-y="57.5" 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