<snapdata remixID="12263536"><project name="CT2223_Simple_Project_Adding_Numbers_In_A_List" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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Type and Press Enter:</l></block><block s="doSetVar"><l>how_many_nums</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>list_of_nums</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportGreaterThan"><block var="how_many_nums"/><l>0</l></block><script><block s="doFor"><l>i</l><l>1</l><block var="how_many_nums"/><script><block s="doAsk"><l>Now type in a number and press enter:</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="list_of_nums"/></block></script></block></script></block><block s="doSetVar"><l>sum</l><custom-block s="sum_numbers %s"><block var="list_of_nums"/></custom-block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The total value of the numbers in your list is </l><block var="sum"/></list></block><l>10</l></block></script><script x="33" y="295.3333333333333"><block s="receiveGo"></block><custom-block s="reset"></custom-block></script></scripts></sprite><watcher 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" 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