<snapdata remixID="13998883"><project name="Simple_Project_Adding_Numbers_In_A_List P4" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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var="total"/></block></script></block></script></block-definition><block-definition s="reset" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>how_many_nums</l><l>0</l></block><block s="doSetVar"><l>list_of_nums</l><l>0</l></block><block s="doSetVar"><l>sum</l><l>0</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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="reportVariadicGreaterThan"><list><block var="how_many_nums"/><l>0</l></list></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><list></list></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="300.3333333333333"><block s="receiveGo"></block><custom-block 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