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Create the rest of the block using a script variable.&#xD;4 pts</comment></custom-block></script><script x="43" y="43"><block s="clear"></block></script><comment x="141" y="58" w="90" collapsed="false">Annalisa Yanagihara.</comment></scripts></sprite><sprite name="Sprite" idx="3" x="1000000000" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="160.39500000000004,0,216.75,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="75" y="192"><block s="clear"></block></script><script x="38" y="157"><block s="down"></block></script><script x="31" y="41"><custom-block s="Draw row of triangles %n with side length %n"><l>4</l><l>100</l></custom-block></script><script x="83" y="99"><custom-block s="Draw Pyramid %n %n"><l>2</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="v2 raise %&apos;base&apos; to the power of %&apos;exponent&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>product</l></list></block><block s="doSetVar"><l>product</l><block var="base"/></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block var="base"/><script><block s="doSetVar"><l>product</l><block s="reportProduct"><block var="i"/><block s="reportProduct"><block var="base"/><block var="base"/></block></block></block></script></custom-block><block s="doReport"><block var="product"/></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. 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