<snapdata remixID="11448106"><project name="number_cruncher" 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="number_cruncher"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>number</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l></list></block></block><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="number"/></block><script><block s="doChangeVar"><l>sum</l><block s="reportListItem"><block var="index"/><block var="number"/></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="average" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>number</l><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l><l>4</l></list></block></block><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="number"/></block><script><block s="doChangeVar"><l>sum</l><block s="reportListItem"><block var="index"/><block var="number"/></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="number"/></block></block></block></script></block-definition><block-definition s="includes negative" type="predicate" 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