<snapdata remixID="8967296"><project name="W14 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="-100" y="-145" 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><script x="16.666666666666657" y="26.66666666666663"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block></script><comment x="16.666666666666657" y="98.99999999999994" w="90" collapsed="false">Challenge question 1 is worth 3 pts</comment><script x="16.666666666666657" y="162.33333333333331"><block s="doStamp"></block></script><comment x="16.666666666666657" y="195.66666666666657" w="90" collapsed="false">Challenge question 2 is worth 3 pts</comment><script x="16.666666666666657" y="258.99999999999994"><block s="hide"></block></script><script x="16.666666666666657" y="292.33333333333326"><block s="show"></block></script><script x="177.5" y="186.16666666666669"><custom-block s="Triangular number %s"><l>0</l></custom-block></script><script x="170" y="233.33333333333331"><custom-block s="Draw Triangular Number %s"><l>4</l></custom-block></script><script x="259" y="51"><custom-block s="Draw Triangular Number %s"><l>7</l></custom-block></script><script x="254" y="116"><custom-block s="Triangular number %s"><l>5</l></custom-block></script></scripts></sprite><sprite name="Prob 1 a-c" idx="1" x="-20" y="-5.000000000000028" 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="31"><costumes><list id="32"><item><costume name="Untitled" center-x="55" center-y="97" 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id="33"/></item></list></costumes><sounds><list struct="atomic" id="34"></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><script x="20" y="55"><custom-block s="sum from %s to %s"><l>0</l><l>0</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="90" w="90" collapsed="true">To work on the challenge problem click on the green dot sprite.</comment><comment x="20" y="122" w="90" collapsed="true">the entire quiz is worth 16 pts</comment><script x="20" y="154"><custom-block s="v2 raise %s to the power of %s"><l>6</l><l>2</l><comment w="90" collapsed="true">Quiz problem 1b.  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