<snapdata remixID="12092133"><project name="lab 3.3_serenyty" 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="lab 3.3_serenyty"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="day name" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>Sunday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Monday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Tuesday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Wednesday</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Thursday</l><l>2</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Friday</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>Saterday</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Month Name" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>January</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block><script><block s="doSayFor"><l>Febuary</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>March</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>April</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>May</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>June</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>July</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Augest</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><script><block s="doSayFor"><l>September</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>10</l></block><script><block s="doSayFor"><l>October</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>11</l></block><script><block s="doSayFor"><l>November</l><l>2</l></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><script><block s="doSayFor"><l>December</l><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" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>January</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>March</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>May</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>July</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>August</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>October</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>December</l></block></block></block></block></block></block></block><script><block s="doSayFor"><l>31 Days</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>April</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>June</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>September</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>November</l></block></block></block></block><script><block s="doSayFor"><l>30 Days</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Febuary</l></block><script><block s="doSayFor"><l>28 Days</l><l>2</l></block></script></block></script></block-definition><block-definition s="blank" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Is a valid date" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>29</l></block></block><script><block s="doSayFor"><l>All months have 28 days</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>28</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>31</l></block></block><script><block s="doSayFor"><l>All months have this many days except Febuary</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>30</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>31</l></block></block><script><block s="doSayFor"><l>January March May July Augest October December ar e the only months with this many days.</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>There&apos;s no months with more than 31 days</l><l>2</l></block></script></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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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="420"></list></costumes><sounds><list struct="atomic" id="421"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Tweety" idx="1" x="-59" y="9" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="426"><costumes><list id="427"><item><ref mediaID="Tweety_cst_images"></ref></item></list></costumes><sounds><list struct="atomic" id="428"></list></sounds><blocks></blocks><variables></variables><scripts><script x="203" y="64.33333333333334"><block s="receiveGo"></block><block s="doAsk"><l>Give me a number from 1-12 so I can tell you what month it is.</l></block><custom-block s="Month Name"></custom-block><block s="doWait"><l>1</l></block><block s="doAsk"><l>Give me a number 1-7 so i can tell you what day of the week it is</l></block><custom-block s="day name"></custom-block><block s="doWait"><l>1</l></block><block s="doAsk"><l>Enter a month so i can determine how many days are in that month, please capitilize month!</l></block><custom-block s="days in"></custom-block><block s="doWait"><l>1</l></block><block s="doAsk"><l>Enter a number of days to determine what number of days  have in each month</l></block><custom-block s="Is a valid date"></custom-block></script></scripts></sprite><watcher scope="Tweety" s="getCostumeIdx" style="normal" x="10" y="10" color="143,86,227" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="1" y="9.000002000000002" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="lab 3.3_serenyty" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="images" center-x="83.5" center-y="150.5" image="data:image/png;base64,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