<snapdata remixID="12015286"><project name="Simple_Project_Adding_Numbers_In_A_List" 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="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><block-definition s="Average" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportQuotient"><block var="sum"/><block var="how_many_nums"/></block></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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average </l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doSayFor"><custom-block s="Average"></custom-block><l>10</l></block></script></block></script><script x="31" y="312.3333333333333"><block s="receiveGo"></block><custom-block s="reset"></custom-block></script></scripts></sprite><watcher var="how_many_nums" style="normal" x="13.395833333332575" y="13.395833333333357" color="243,118,29" hidden="true"/><watcher var="sum" style="normal" x="393.83749999999964" y="276.8918803583332" color="243,118,29" hidden="true"/><watcher var="list_of_nums" style="normal" x="20.09375" y="140.4553151791668" color="243,118,29" extX="80" extY="70.00000000000003"/></sprites></stage><variables><variable name="how_many_nums"><l>4</l></variable><variable name="list_of_nums"><list struct="atomic" id="143">100,94,55,79</list></variable><variable name="sum"><l>328</l></variable></variables></scene></scenes></project><media 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OXsywRFavRaUmzCcbIfMXy5LYn60A7azEOO9K/dE6r7cayvUZdbeG9/HybyAcnVfRcDoxzFlFjIgGMt+lzMDf1KLmstafnJfHFCtAV3M0vJLINfXrTiDiIyceSjzaq10JqLxhTIbmXTkxsBK7lyySpT95kBovFH4gFBzQYLVYUrRdgVbHn70qMlJpoEOtbh6m81sYioo6FuuWTXjUiu4m59fBLtBJmvWWcRxZ5q4KhPeaJn2N31M1WNQTsDyJXNtnpeJr5bq3aS/DqMDFuQ9UjhIXJ04OCHni1woQe4ZW5WhsSaQ9F66W1dCur4KVpGg0GrsdA2FSojUTFgJq2Lj5MI8JOqrmct+IV6eLOCCdznt1RV7IA2S5rooygW51anMfFPbKyU4eWvXOZ2NedaAdB/CHI9g+baiMStKXv+6zKu23v/qIlwlSDRZXyyYFcBSlyvkVwuaf0HABGwDDENn+FopQOi4HRcb9qrhTCYfoAThKquEzQOn4LqJih0khJx3YoRNm4u7I8H4YFGCNGoBRacrRhspwSt9hRsHZMA/iYEeJFUrBBQmepIUHcHe+/bloBajvK0Ohm86bYpM40HiwWnkc/zc5Hw5wIYg4CNBkEKOEcJ72zXrxb1CHZjwToPYWypoG0tP8WgASpQewfBGpAF0GO2t3KvKzHGXpTEfPWQMykTqrOhRqWVDWlEPugC1mMqtORz/y9IBWqtN4Occ99FWBBay4ACo0eB2uIQdETxmLuoI6XESZ3O+eFIGu9jvR5VB76Ohirar7ESzgzZ391L3drmwfDoMS/ZMs2kRU7DYR6OEmNx+dCtBeWadyWUE1pHl9Jk2HZXuHN3y/iS759jjxfyk8udM9Sk8vcwjNRqYEdLV+BwfNuyp6ueapZBvwm+ByH6IUf0ZurR3a4LFNxzMiViMwg898VEpAVwsQqrFHjZtVpLnSQKlRLYKl5l7rm1QWW9Tei1yF5E73fE9Bn1hnjlPskacNaG0DyEymTUp8tYcVdoX2SrhYbSPUre0EK9C1V5XeQ56AmEaF87DIpw601KFZGQZXwjYHGuwAgKlNw8qbq55U1YENhxhSh09Hb5UwYKcONHg0ys8rzQqwPl3fLEfjSgQSwGocJrKG3+o6z4FdIYkl7d4qgw80ktYHBnbJhbAkbb1fV9O9WWMmG3VpdgNgXoUgDHhhxqZC0ViAq69reVX9RMUWnT7LO15oNuFbOKpM2cU877mCeWqWRwugy1SNJPZvKaD5+nb9oxXBhyYrPuFlRCXphPdsXBmGGpMYmxpFC7CrzvA2ylhdQT4FrxMG6K1lcrBdAlJ9rtsBnwRoUeZIFegoCyqzHWHwtJUPJpW6024lHXWdYe77P4cAW5zdpdhTAAAAAElFTkSuQmCC" 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