<snapdata remixID="11753690"><project name="Multiplies of 2 and/or 3" 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="Multiplies of 2 and/or 3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="100" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>multiplesOf1and2Numbers</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>notmultiples</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>multipliesof1or2Numbers</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>range</l><l>0</l></block><block s="doAsk"><l>What is your for 1st number?</l></block><block s="doSetVar"><l>multiple1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your for 2nd number?</l></block><block s="doSetVar"><l>multiple2</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your maximum value?</l></block><block s="doSetVar"><l>range</l><block s="getLastAnswer"></block></block><block s="doFor"><l>i</l><l>1</l><block s="getLastAnswer"></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportModulus"><block var="i"/><block var="multiple1"/></block><l>0</l></block><block s="reportEquals"><block s="reportModulus"><block var="i"/><block var="multiple2"/></block><l>0</l></block></block><script><block s="doAddToList"><block var="i"/><block var="multiplesOf1and2Numbers"/></block></script><script><block s="doAddToList"><block var="i"/><block var="notmultiples"/></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportModulus"><block var="i"/><block var="multiple1"/></block><l>0</l></block><block s="reportEquals"><block s="reportModulus"><block var="i"/><block var="multiple2"/></block><l>0</l></block></block><script><block s="doAddToList"><block var="i"/><block var="multipliesof1or2Numbers"/></block></script></block></script></block></script></scripts></sprite><watcher var="range" style="normal" x="10" y="10" color="243,118,29"/><watcher var="notmultiples" style="normal" x="160" y="2.00000399999999" color="243,118,29" extX="80" extY="70"/><watcher var="multiple1" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="multiple2" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="multiplesOf1and2Numbers" style="normal" x="297" y="12.000001999999995" color="243,118,29" extX="80" extY="70"/><watcher var="multipliesof1or2Numbers" style="normal" x="3" y="-1.999998000000005" color="243,118,29" extX="98" extY="325"/></sprites></stage><variables><variable name="range"><l>50</l></variable><variable name="notmultiples"><list struct="atomic" id="121">1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,41,42,43,44,45,46,47,48,49,50</list></variable><variable name="multiple1"><l>4</l></variable><variable name="multiple2"><l>5</l></variable><variable name="multiplesOf1and2Numbers"><list struct="atomic" id="122">20,40</list></variable><variable name="multipliesof1or2Numbers"><list struct="atomic" id="123">4,5,8,10,12,15,16,20,24,25,28,30,32,35,36,40,44,45,48,50</list></variable></variables></scene></scenes></project><media name="Multiplies of 2 and/or 3" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>