<snapdata remixID="12275064"><project name="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 select="1"><scene name="Simple_Project_Adding_Numbers_In_A_List"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum_numbers %&apos;numbers_list&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="numbers_list"/></block><l>0</l></block><script><block s="doReport"><l>0</l></block></script><script><block s="doDeclareVariables"><list><l>total</l></list></block><block s="doSetVar"><l>total</l><l>0</l></block><block s="doForEach"><l>number</l><block var="numbers_list"/><script><block s="doSetVar"><l>total</l><block s="reportVariadicSum"><list><block var="total"/><block var="number"/></list></block></block></script></block><block s="doReport"><block 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><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="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="33.00000000000001" y="281.68518518518516"><block s="receiveGo"></block><custom-block s="reset"></custom-block></script></scripts></sprite><watcher var="how_many_nums" style="normal" x="13.395833333332575" y="13.395833333333364" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="393.83749999999964" y="276.89188035833325" color="243,118,29" hidden="true"/><watcher var="list_of_nums" style="normal" x="20.09375" y="140.4553151791668" color="243,118,29" extX="128" extY="112.00000000000003"/></sprites></stage><variables><variable name="how_many_nums"><l>-5</l></variable><variable name="list_of_nums"><list struct="atomic" id="118"></list></variable><variable name="sum"><l>0</l></variable></variables></scene></scenes></project><media name="Simple_Project_Adding_Numbers_In_A_List" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><costume name="alonzo" center-x="45" center-y="60" 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" 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