<snapdata remixID="8953596"><project name="Robert Churan: W14 Quiz" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="16.666666666666657" y="89" w="90" collapsed="false">Challenge question 1 is worth 3 pts</comment><script x="16.666666666666657" y="152.33333333333337"><block s="doStamp"></block></script><comment x="16.666666666666657" y="185.66666666666663" w="90" collapsed="false">Challenge question 2 is worth 3 pts</comment><script x="16.666666666666657" y="249"><block s="hide"></block></script><script x="16.666666666666657" y="282.3333333333333"><block s="show"></block></script><script x="386.5" y="127.16666666666674"><custom-block s="Triangular number %s"><l>4</l></custom-block></script><script x="170" y="166.33333333333337"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>150</l></block><custom-block s="Dot Triangle num: %n"><l>4</l></custom-block></script></scripts></sprite><sprite name="Prob 1 a-c" idx="1" x="70.125" 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id="29"/></item></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><custom-block s="%s factorial"><l>5</l><comment w="172" collapsed="false">A few minutes ago, we used a script variable when creating a factorial block.... 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Create the rest of the block using a script variable.&#xD;4 pts</comment></custom-block></script><script x="256.33333333333337" y="115.66666666666669"><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-80</l><l>-120</l></block><block s="clear"></block><custom-block s="Draw Pyramid Num Rows %n Side Length %n"><l>6</l><l>50</l></custom-block></script><script x="285.33333333333337" y="266.6666666666667"><custom-block s="Draw Row of Triangles num in row: %n length of side: %n"><l>4</l><l>50</l></custom-block></script><script x="264.33333333333337" y="313.6666666666667"><custom-block s="Draw Triangle %n"><l>50</l></custom-block></script></scripts></sprite><sprite name="P. 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