<snapdata remixID="8959387"><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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%s"><l>6</l></custom-block></script><script x="83" y="406.999999999999"><custom-block s="Sum of the numbers 1 to %s"><l>4</l></custom-block></script><script x="413" y="117.46666666666727"><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doRepeat"><block var="n"/><script><block s="doFor"><l>i</l><l>1</l><block var="n"/><script><block s="doSetVar"><l>sum</l><block s="reportSum"><block var="sum"/><block var="i"/></block></block><block s="doStamp"></block><block s="forward"><l>40</l></block></script></block><block s="turn"><l>120</l></block><block s="forward"><l>40</l></block></script></block></script></scripts></sprite><sprite name="Prob 1 a-c" idx="1" x="45.125" y="25.85576211353313" heading="30" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="66.29999999999994,0,255,1" pen="tip" id="59"><costumes><list id="60"><item><costume name="Untitled" center-x="54.5" center-y="97" 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id="61"/></item></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" 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.... We needed a script variable to accumulate the result as we multiplied the numbers.</comment></custom-block></script><comment x="16.666666666666657" y="112.16666666666669" w="90" collapsed="false">the entire quiz is worth 16 pts</comment><script x="16.666666666666657" y="175.50000000000006"><custom-block s="sum from %s to %s"><l>3</l><l>7</l><comment w="90" collapsed="false">Quiz problem 1a.  Create the rest of this block using a script variable.  &#xD;4 pts</comment></custom-block></script><comment x="16.666666666666657" y="277.6666666666667" w="90" collapsed="false">To work on the challenge problem click on the green dot sprite.</comment><script x="16.666666666666657" y="365.16666666666674"><custom-block s="v2 raise %s to the power of %s"><l>4</l><l>2</l><comment w="90" collapsed="false">Quiz problem 1b.  Create the rest of the block using a script variable.&#xD;4 pts</comment></custom-block></script><script x="332" y="24.66666666666663"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="420" y="102"><custom-block s="draw triangle side length: %s"><l>30</l></custom-block></script><script x="283" y="263"><custom-block s="draw pyramid num of rows: %s side length: %s"><l>4</l><l>50</l></custom-block></script><script x="324" y="159"><custom-block s="draw pyramid num of rows: %s side length: %s"><l>3</l><l>30</l></custom-block></script></scripts></sprite><sprite name="Other symmetrical sprite" idx="3" x="-80" y="-180" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,95.4720000000001,183.6,1" pen="tip" id="86"><costumes><list id="87"><item><costume name="star3 a" center-x="58.5" center-y="56.19999999999999" image="data:image/svg+xml;base64,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" id="88"/></item></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><custom-block s="Draw Triangular Number %s"><l>8</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="v2 raise %&apos;base&apos; 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