<snapdata remixID="8967312"><project name="wk14 prog 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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Dot" idx="2" x="-20" y="-5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="costume1" center-x="19.5" center-y="19.25" 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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="322.9999999999999" w="90" collapsed="false">Challenge question 1 is worth 3 pts</comment><script x="16.666666666666657" y="386.33333333333326"><block s="doStamp"></block></script><comment x="16.666666666666657" y="419.6666666666664" w="90" collapsed="false">Challenge question 2 is worth 3 pts</comment><script x="16.666666666666657" y="483.0000000000002"><block s="hide"></block></script><script x="16.666666666666657" y="516.3333333333335"><block s="show"></block></script><script x="39" y="63.33333333333326"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><custom-block s="Draw Triangular Number %s"><l>3</l></custom-block></script><script x="273.5" y="241.16666666666652"><custom-block s="Triangular number %s"><l>4</l></custom-block></script></scripts></sprite><sprite name="Prob 1 a-c" idx="1" x="-120.00000000000091" y="-103.92304845413213" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="66.29999999999994,0,255,1" pen="tip" id="27"><costumes><list id="28"><item><costume name="Untitled" center-x="54.5" center-y="97" 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id="29"/></item></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="%s factorial"><l>5</l><comment w="172" collapsed="true">A few minutes ago, we used a script variable when creating a factorial block.... We needed a script variable to accumulate the result as we multiplied the numbers.</comment></custom-block></script><comment x="20" y="55" w="90" collapsed="true">the entire quiz is worth 16 pts</comment><script x="20" y="87"><custom-block s="sum from %s to %s"><l>2</l><l>4</l><comment w="90" collapsed="true">Quiz problem 1a.  Create the rest of this block using a script variable.  &#xD;4 pts</comment></custom-block></script><comment x="20" y="122" w="90" collapsed="true">To work on the challenge problem click on the green dot sprite.</comment><script x="20" y="154"><custom-block s="v2 raise %s to the power of %s"><l>5</l><l>3</l><comment w="90" collapsed="true">Quiz problem 1b.  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