<snapdata remixID="9962034"><project name="Lab 4.4 Free" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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y="56.666666666666586"><block s="reportEquals"><l></l><l></l></block></script></scripts></block-definition><block-definition s="Add All %&apos;LIST 1&apos; %&apos;LIST 2&apos; %&apos;A&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>N1</l><l>1</l></block><block s="doSetVar"><l>N2</l><l>1</l></block><block s="doForEach"><l>item</l><block var="LIST 1"/><script><block s="doIf"><block s="reportSum"><block s="reportListItem"><block var="N1"/><block var="LIST 1"/></block><block s="reportListItem"><block var="N1"/><block var="LIST 2"/></block></block><script><block s="doReplaceInList"><block var="N1"/><block var="A"/><block s="reportSum"><block s="reportListItem"><block var="N1"/><block var="LIST 1"/></block><block s="reportListItem"><block var="N1"/><block var="LIST 2"/></block></block></block></script></block><block s="doChangeVar"><l>N1</l><l>1</l></block><block s="doChangeVar"><l>N2</l><l>1</l></block></script></block></script></block-definition></blocks><variables><variable name="Number List"><list struct="atomic" id="551">1,2,3,4,-5,6,7,8</list></variable><variable name="N1"><l>9</l></variable><variable name="N2"><l>9</l></variable><variable name="Number List 2"><list struct="atomic" id="552">8,7,6,5,4,3,2,1</list></variable><variable name="Add All"><list struct="atomic" id="553">9,9,9,9,-1,9,9,9</list></variable></variables></project><media name="Lab 4.4 Free" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>