<snapdata remixID="13430132"><project name="Jordyn H- Calander" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Jordyn H- Calander"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Month Name" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="doSayFor"><l>January</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doSayFor"><l>February</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>March</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>April</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>May</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>June</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>July</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>8</l></list></block><script><block s="doSayFor"><l>August</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>9</l></list></block><script><block s="doSayFor"><l>September</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>10</l></list></block><script><block s="doSayFor"><l>October</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>11</l></list></block><script><block s="doSayFor"><l>November</l><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>12</l></list></block><script><block s="doSayFor"><l>December</l><l>2</l></block></script><list></list></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="Day Name" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><script><block s="doSayFor"><l>Monday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doSayFor"><l>Tuesday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>Wednesday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Thursday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doSayFor"><l>Friday</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="doSayFor"><l>Saturday</l><l>2</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>7</l></list></block><script><block s="doSayFor"><l>Sunday</l><l>2</l></block></script><list></list></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Days In" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>January</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>February</l></list></block><script><block s="doSayFor"><l>28</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>March</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>April</l></list></block><script><block s="doSayFor"><l>30</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>May</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>June</l></list></block><script><block s="doSayFor"><l>30</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>July</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>August</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>September</l></list></block><script><block s="doSayFor"><l>30</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>October</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>November</l></list></block><script><block s="doSayFor"><l>30</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>December</l></list></block><script><block s="doSayFor"><l>31</l><l>2</l></block></script><list></list></block></script></block-definition><block-definition s="Leap Year" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportQuotient"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>Yes that year is a leap year.</l><l>2</l></block></script><script><block s="doSayFor"><l>No that year is not a leap year.</l><l>2</l></block></script></block></script></block-definition><block-definition s="Is a Valid Date" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>29</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>0</l></list></block></list></block><script><block s="doSayFor"><l>The date is valid for all months.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>30</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>28</l></list></block></list></block><script><block s="doSayFor"><l>The date is valid for all months except for February, unless it is a leap year.</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>31</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>32</l></list></block></list></block><script><block s="doSayFor"><l>The date is valid for January, March, May, July, August, October, and December.</l><l>2</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>31</l></list></block><script><block s="doSayFor"><l>The date is invalid for all months.</l><l>2</l></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="Day in Year" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>32</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>0</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is January</l><block s="getLastAnswer"></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>60</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>31</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is February</l><block s="reportDifference"><block s="getLastAnswer"></block><l>31</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>91</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>59</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is March</l><block s="reportDifference"><block s="getLastAnswer"></block><l>59</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>121</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>90</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is April</l><block s="reportDifference"><block s="getLastAnswer"></block><l>90</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>152</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>120</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is May</l><block s="reportDifference"><block s="getLastAnswer"></block><l>120</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>182</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>151</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is June</l><block s="reportDifference"><block s="getLastAnswer"></block><l>151</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>213</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>181</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is July</l><block s="reportDifference"><block s="getLastAnswer"></block><l>181</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>244</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>212</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is August</l><block s="reportDifference"><block s="getLastAnswer"></block><l>212</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>274</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>243</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is September</l><block s="reportDifference"><block s="getLastAnswer"></block><l>243</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>305</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>273</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is October</l><block s="reportDifference"><block s="getLastAnswer"></block><l>273</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>335</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>304</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is November</l><block s="reportDifference"><block s="getLastAnswer"></block><l>304</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><l>366</l></list></block><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>365</l></list></block></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That day is December</l><block s="reportDifference"><block s="getLastAnswer"></block><l>304</l></block></list></block><l>2</l></block></script><script><block s="doSayFor"><l>That day is not in the calendar.</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></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="1012"></list></costumes><sounds><list struct="atomic" id="1013"></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="1" color="80,80,80,1" pen="tip" id="1018"><costumes><list id="1019"><item><ref mediaID="Sprite_cst_squirrel1"></ref></item></list></costumes><sounds><list struct="atomic" id="1020"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doAsk"><l>Can you please say a number from one to twelve so I can reply the corresponding month?</l></block><custom-block s="Month Name"></custom-block><block s="doAsk"><l>Can you please say a number from one to seven so I can reply the corresponding day of the week?</l></block><custom-block s="Day Name"></custom-block><block s="doAsk"><l>Can you please say a month so I can reply with how many days are in the month?</l></block><custom-block s="Days In"></custom-block><block s="doAsk"><l>Can you please say a number year so I can reply if it is a leap year?</l></block><custom-block s="Leap Year"></custom-block><block s="doAsk"><l>Can you please say a number so I can check if it is a valid date?</l></block><custom-block s="Is a Valid Date"></custom-block><block s="doAsk"><l>Can you please say a number so I can tell you what day in the year it is?</l></block><custom-block s="Day in Year"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Jordyn H- Calander" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="squirrel1" center-x="79" center-y="73.5" 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" mediaID="Sprite_cst_squirrel1"/></media></snapdata>