<snapdata remixID="14822391"><project name="Lab 3.2.2 Starter Code - Modulo Morgan " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 3.2.2 Starter Code - Modulo Morgan "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Even_Odd %&apos;number&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="number"/><l>2</l></block><l>0</l></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="number"/><l> is even</l></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="number"/><l> is odd</l></list></block><l>2</l></block></script></block></script></block-definition><block-definition s="Month Name %&apos;number&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The month is </l><block s="reportListItem"><block var="number"/><block s="reportNewList"><list><l>January</l><l>February</l><l>March</l><l>April</l><l>May</l><l>June</l><l>July</l><l>August</l><l>September</l><l>October</l><l>November</l><l>December</l></list></block></block></list></block><l>2</l></block></script></block-definition><block-definition s="Day Name %&apos;number&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>The day is </l><block s="reportListItem"><block var="number"/><block s="reportNewList"><list><l>Sunday</l><l>Monday</l><l>Tuesday</l><l>Wednesday</l><l>Thursday</l><l>Friday</l><l>Saturday</l></list></block></block></list></block><l>2</l></block></script></block-definition><block-definition s="Days In %&apos;month&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>mnames</l><block s="reportNewList"><list><l>January</l><l>February</l><l>March</l><l>April</l><l>May</l><l>June</l><l>July</l><l>August</l><l>September</l><l>October</l><l>November</l><l>December</l></list></block></block><block s="doSetVar"><l>days</l><block s="reportNewList"><list><l>31</l><l>28</l><l>31</l><l>30</l><l>31</l><l>30</l><l>31</l><l>31</l><l>30</l><l>31</l><l>30</l><l>31</l></list></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The number of days in </l><block var="month"/><l> is </l><block s="reportListItem"><block s="reportListIndex"><block var="month"/><block var="mnames"/></block><block var="days"/></block></list></block><l>4</l></block></script><scripts><script x="236.20488281249993" y="254.99999999999994"><block var="month"/></script></scripts></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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</pentrails><costumes><list struct="atomic" id="144"></list></costumes><sounds><list struct="atomic" id="145"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="number" style="normal" x="10.000000000000227" y="10.000000000000014" color="243,118,29" hidden="true"/><watcher var="month" style="normal" x="364" y="9.00000399999999" color="243,118,29" hidden="true"/><watcher var="days" style="normal" x="111" y="8" color="243,118,29" hidden="true"/><watcher var="calendar" style="normal" x="15" y="107" color="243,118,29" hidden="true"/><sprite name="31" idx="1" x="-148.00000000000068" y="-29.999999999999886" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="154"><costumes><list id="155"><item><ref mediaID="Lab 3.2.2 Starter Code - Modulo Morgan _31_cst_cat5"></ref></item></list></costumes><sounds><list struct="atomic" id="156"></list></sounds><blocks></blocks><variables></variables><scripts><script x="101" y="81.33333333333334"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doAsk"><l>Give me a number and I can tell you if it is odd or not</l></block><block s="doSetVar"><l>number</l><block s="getLastAnswer"></block></block><custom-block s="Even_Odd %s"><block var="number"/><comment w="90" collapsed="true">Custom block that determines if a number passed as an argument is even or odd.</comment></custom-block><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doAsk"><l>What is the number of the month (1-12) you want the name of ? </l></block><block s="doSetVar"><l>number</l><block s="getLastAnswer"></block></block><custom-block s="Month Name %s"><block var="number"/><comment w="90" collapsed="true">Custom block that tells the name o fthe month when it receives an argument of the number of the month.</comment></custom-block><block s="doAsk"><l>What is the number of the (1-7) you want the name of? </l></block><block s="doSetVar"><l>number</l><block s="getLastAnswer"></block></block><custom-block s="Day Name %s"><block var="number"/><comment w="90" collapsed="true">Custom block that tells the name of the day of the week when it recieves an arguement of the number of the day of the week</comment></custom-block><block s="doAsk"><l>Give me a month that you want to know the number of days in</l></block><block s="doSetVar"><l>month</l><block s="getLastAnswer"></block></block><custom-block s="Days In %s"><block var="month"/></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="number"><l>4</l></variable><variable name="calendar"><list id="200"><item><list struct="atomic" id="201">January,31,February,28,March,31</list></item></list></variable><variable name="days"><list struct="atomic" id="202">31,28,31,30,31,30,31,31,30,31,30,31</list></variable><variable name="month"><l>May</l></variable><variable name="mnames"><list struct="atomic" id="203">January,February,March,April,May,June,July,August,September,October,November,December</list></variable></variables></scene></scenes></project><media name="Lab 3.2.2 Starter Code - Modulo Morgan " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="cat5" center-x="60" center-y="72.5" image="data:image/png;base64,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" mediaID="Lab 3.2.2 Starter Code - Modulo Morgan _31_cst_cat5"/></media></snapdata>