<snapdata remixID="10856184"><project name="Calendar Assignment 33/34" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Fortune Teller" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="image-removebg-preview" center-x="180" center-y="180" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doAsk"><l>Pick a number 1-12 for a month</l></block><custom-block s="Month"></custom-block><block s="doSetVar"><l>Month</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Say your month again for how many days are in it</l></block><custom-block s="Days in month"></custom-block><block s="doAsk"><l>Pick a number 1-7 for a day</l></block><custom-block s="Day"></custom-block><block s="doSetVar"><l>Day</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is your year</l></block><custom-block s="Year"></custom-block><block s="doSetVar"><l>Year</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Pick a date</l></block><custom-block s="Date"></custom-block><block s="doSetVar"><l>Date</l><block s="getLastAnswer"></block></block><custom-block s="Days into the year"></custom-block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher var="Month" style="normal" x="3" y="1.000001999999995" color="243,118,29"/><watcher var="Day" style="normal" x="4" y="21.00000399999999" color="243,118,29"/><watcher var="Year" style="normal" x="2" y="43.00000799999998" color="243,118,29"/><watcher var="Date" style="normal" x="-1" y="64.00000999999997" color="243,118,29"/><watcher var="Days in month" style="normal" x="0" y="85.00000599999998" color="243,118,29"/><watcher var="Days in the year" style="normal" x="1" y="107.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Month" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Your month is January</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Your month is February</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Your month is March</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Your month is April</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Your month is May</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Your month is June</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>Your month is July</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Your month is August</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>Your month is September</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>Your month is October</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>11</l></block><script><block s="doSayFor"><l>Your month is November</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>Your month is December</l><l>2</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Not a valid month</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>Not a valid month</l><l>2</l></block></script></block></script></block-definition><block-definition s="Day" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Your day is Sunday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Your day is Monday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Your day is Tuesday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Your day is Wednesday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Your day is Thursday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Your day is Friday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>Your day is Saturday</l><l>2</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid day</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>This is not a valid day</l><l>2</l></block></script></block></script></block-definition><block-definition s="Date" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>1</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>2</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>29</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>3</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>4</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>30</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>5</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>6</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>30</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>7</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>8</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>9</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>30</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>10</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>11</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>30</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>12</l></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>31</l></block><script><block s="doSayFor"><l>This is not a valid date</l><l>2</l></block></script></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is your date</l></list></block><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Days in month" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><l><bool>true</bool></l><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>January</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>February</l></block><script><block s="doSayFor"><l>There are 28 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>March</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>April</l></block><script><block s="doSayFor"><l>There are 30 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>May</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>June</l></block><script><block s="doSayFor"><l>There are 30 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>July</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>August</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>September</l></block><script><block s="doSayFor"><l>There are 30 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>October</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>November</l></block><script><block s="doSayFor"><l>There are 30 days in this month</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>December</l></block><script><block s="doSayFor"><l>There are 31 days in this month</l><l>2</l></block></script></block></script><script><block s="doSayFor"><l>This is not a valid month</l><l>2</l></block></script></block></script></block-definition><block-definition s="Year" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>4</l></block><l>0</l></block><block s="reportOr"><block s="reportEquals"><block s="reportNot"><block s="reportModulus"><block var="Year"/><l>100</l></block></block><l>0</l></block><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>400</l></block><l>0</l></block></block></block><script><block s="doSayFor"><l>This year is a leap year</l><l>2</l></block></script><script><block s="doSayFor"><l>This year is not a leap year</l><l>2</l></block></script></block></script></block-definition><block-definition s="is your date" type="predicate" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Days into the year" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>1</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>0</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>2</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>31</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>3</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>59</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>4</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>90</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>5</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>120</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>6</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>151</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>7</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>181</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>8</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>212</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>9</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>243</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>10</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>273</l><block var="Date"/></block></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="Month"/><l>11</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>304</l><block var="Date"/></block></block></script><script><block s="doIf"><block s="reportEquals"><block var="Month"/><l>12</l></block><script><block s="doSetVar"><l>Days into the year</l><block s="reportSum"><l>334</l><block var="Date"/></block></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You are </l><block s="reportJoinWords"><list><block var="Days into the year"/><l> days into the year</l></list></block></list></block><l>2</l></block></script></block-definition></blocks><variables><variable name="Month"><l>2</l></variable><variable name="Day"><l>3</l></variable><variable name="Days in month"><l>February</l></variable><variable name="Date"><l>3</l></variable><variable name="Year"><l>2000</l></variable><variable name=""><l>0</l></variable><variable name="Days in the year"><l>34</l></variable></variables></project><media name="Calendar Assignment 33/34" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>