<snapdata remixID="11974730"><project name="lab4.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab4.4"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum %&apos;list&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="mylist"/></block><script><block s="doSetVar"><l>sum</l><block s="reportVariadicSum"><list><block var="sum"/><block s="reportListItem"><block var="index"/><block var="mylist"/></block></list></block></block><block s="doSayFor"><block var="sum"/><l>2</l></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block 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