<snapdata remixID="8997055"><project name="Lab 3.3- Let me check my calendar " app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" 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="21" y="10"><block s="receiveGo"></block><custom-block s="Month Name"></custom-block><block s="doWait"><l>1</l></block><custom-block s="Day Name"></custom-block><block s="doWait"><l>1</l></block><custom-block s="Day it is in"></custom-block><block s="doWait"><l>1</l></block><custom-block s="Leap Year"></custom-block><block s="doWait"><l>1</l></block><custom-block s="Valid Day?"></custom-block><block s="doWait"><l>1</l></block><custom-block s="Day in the Year"></custom-block></script></scripts></sprite><watcher var="Year" style="normal" x="6.518749999999841" y="6.518750000000011" color="243,118,29" hidden="true"/><watcher var="Month" style="normal" x="6.518749999999841" y="20.208126303749914" color="243,118,29" hidden="true"/><watcher var="#Days" style="normal" x="6.518749999999841" y="33.8975026074999" color="243,118,29" hidden="true"/><watcher var="Year Day" style="normal" x="6.518749999999841" y="61.276255215000035" color="243,118,29" hidden="true"/><watcher var="Valid Date" style="normal" x="9.3125" y="87.53750744999995" color="243,118,29" hidden="true"/><watcher var="Day" style="normal" x="9.3125" y="107.09375931249997" color="243,118,29" hidden="true"/><watcher var="Leap Year" style="normal" x="1.5187499999998408" y="60.586878911249926" color="243,118,29" hidden="true"/><watcher var="Y" style="normal" x="157.1875" y="11.175001862499968" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Reset" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Year</l><l>0</l></block><block s="doSetVar"><l>Month</l><l>0</l></block><block s="doSetVar"><l>#Days</l><l>0</l></block><block s="doSetVar"><l>Leap Year</l><l>0</l></block><block s="doSetVar"><l>Year Day</l><l>0</l></block><block s="doSetVar"><l>Shifted Month</l><l>0</l></block><block s="doSetVar"><l>Y</l><l>0</l></block><block s="doSetVar"><l>Last 2 of Y</l><l>0</l></block><block s="doSetVar"><l>First 2 of Y</l><l>0</l></block><block s="doSetVar"><l>Valid Date</l><l>0</l></block><block s="doSetVar"><l>Day</l><l>0</l></block><block s="doSetVar"><l>m math</l><l>0</l></block><block s="doSetVar"><l>d with m and y2L</l><l>0</l></block><block s="doSetVar"><l>y/4</l><l>0</l></block><block s="doSetVar"><l>w</l><l>0</l></block><block s="doSetVar"><l>c/4</l><l>0</l></block><block s="doSetVar"><l>2c</l><l>0</l></block><block s="bubble"><l>Click the Green Flag to begin.</l></block></script></block-definition><block-definition s="Month Name" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Choose a month number between 1 and 12.</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>That&apos;s the month of 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>That&apos;s the month of February!</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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of August!</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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of 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>That&apos;s the month of 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="Day Name" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Choose a number for the day of the week between 1 and 7.</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doSayFor"><l>That would be 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>That would be 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>That would be 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>That would be Wednesday!</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>That would be Thursday!</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>That would be 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>That would be Saturday!</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="Day it is in" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Type the name of a month of the year. For  example January.</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>January</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in January!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>January</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>February</l></block><script><block s="doSayFor"><l>There&apos;s 28 days in February!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>February</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>March</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in March!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>March</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>April</l></block><script><block s="doSayFor"><l>There&apos;s 30 days in April!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>April</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>May</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in May!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>May</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>June</l></block><script><block s="doSayFor"><l>There&apos;s 30 days in June!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>June</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>July</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in July!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>July</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>August</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in August!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>August</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>September</l></block><script><block s="doSayFor"><l>There&apos;s 30 days in September!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>September</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>October</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in October!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>October</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>November</l></block><script><block s="doSayFor"><l>There&apos;s 30 days in November!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>November</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>December</l></block><script><block s="doSayFor"><l>There&apos;s 31 days in December!</l><l>2</l></block><block s="doSetVar"><l>Month</l><l>December</l></block></script></block></script></block-definition><block-definition s="Leap Year" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Enter a year.</l></block><block s="doSetVar"><l>Year</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>4</l></block><l>0</l></block><script><block s="doSayFor"><l>That&apos;s a leap year!</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>Yes</l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>4</l></block><l>0</l></block></block><script><block s="doSayFor"><l>That&apos;s a common year.</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>No</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>100</l></block><l>0</l></block><script><block s="doSayFor"><l>That&apos;s a common year.</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>No</l></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>100</l></block><l>0</l></block></block><script><block s="doSayFor"><l>That&apos;s a leap year!</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>Yes</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="Year"/><l>400</l></block><l>0</l></block><script><block s="doSayFor"><l>That&apos;s a leap year!</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>Yes</l></block></script><script><block s="doSayFor"><l>That&apos;s a common year.</l><l>2</l></block><block s="doSetVar"><l>Leap Year</l><l>No</l></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Valid Day?" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Choose a postive number.</l></block><block s="doSetVar"><l>#Days</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Based on your previous choices....</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The date you created is </l><block var="Month"/><l></l><block var="#Days"/><l>,</l><block var="Year"/></list></block><l>3</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>January</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>March</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>May</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>July</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>August</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>October</l></block><block s="reportEquals"><block var="Month"/><l>December</l></block></block></block></block></block></block></block><block s="reportLessThan"><block var="#Days"/><l>32</l></block></block><script><block s="doSayFor"><l>That&apos;s a valid date!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Month"/><l>February</l></block><block s="reportEquals"><block var="Leap Year"/><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>January</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>March</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>May</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>July</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>August</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>October</l></block><block s="reportEquals"><block var="Month"/><l>December</l></block></block></block></block></block></block></block><block s="reportLessThan"><l>31</l><block var="#Days"/></block></block></block></block><script><block s="doSayFor"><l>That&apos;s not a valid date.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Month"/><l>February</l></block><block s="reportLessThan"><block var="#Days"/><l>30</l></block></block><script><block s="doSayFor"><l>That&apos;s a valid date!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="Month"/><l>February</l></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><block s="reportLessThan"><l>29</l><block var="#Days"/></block></block><script><block s="doSayFor"><l>That&apos;s not a valid date.</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>April</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>June</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>September</l></block><block s="reportEquals"><block var="Month"/><l>November</l></block></block></block></block><block s="reportLessThan"><block var="#Days"/><l>31</l></block></block><script><block s="doSayFor"><l>That&apos;s a valid date!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>April</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>June</l></block><block s="reportOr"><block s="reportEquals"><block var="Month"/><l>September</l></block><block s="reportEquals"><block var="Month"/><l>November</l></block></block></block></block><block s="reportLessThan"><block var="#Days"/><l>31</l></block></block><block s="reportLessThan"><l>30</l><block var="#Days"/></block></block><script><block s="doSayFor"><l>that&apos;s not a valid date</l><l>2</l></block></script><script><block s="doSayFor"><l>That&apos;s not a valid date.</l><l>2</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="Day in the Year" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Choose a number between 1 and 366.</l></block><block s="doSetVar"><l>Year Day</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportLessThan"><block var="Year Day"/><l>32</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s January </l><l></l><block var="Year Day"/></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>31</l></block><block s="reportLessThan"><block var="Year Day"/><l>60</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s February </l><block s="reportDifference"><block var="Year Day"/><l>31</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>31</l></block><block s="reportLessThan"><block var="Year Day"/><l>61</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s February </l><block s="reportDifference"><block var="Year Day"/><l>31</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>59</l></block><block s="reportLessThan"><block var="Year Day"/><l>91</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s March </l><block s="reportDifference"><block var="Year Day"/><l>59</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>60</l></block><block s="reportLessThan"><block var="Year Day"/><l>92</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s March </l><block s="reportDifference"><block var="Year Day"/><l>60</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>90</l></block><block s="reportLessThan"><block var="Year Day"/><l>121</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s April </l><block s="reportDifference"><block var="Year Day"/><l>90</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>91</l></block><block s="reportLessThan"><block var="Year Day"/><l>122</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s April </l><block s="reportDifference"><block var="Year Day"/><l>91</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>120</l></block><block s="reportLessThan"><block var="Year Day"/><l>152</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s May </l><block s="reportDifference"><block var="Year Day"/><l>120</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>121</l></block><block s="reportLessThan"><block var="Year Day"/><l>153</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s May </l><block s="reportDifference"><block var="Year Day"/><l>121</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>151</l></block><block s="reportLessThan"><block var="Year Day"/><l>182</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s June </l><block s="reportDifference"><block var="Year Day"/><l>151</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>152</l></block><block s="reportLessThan"><block var="Year Day"/><l>183</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s June </l><block s="reportDifference"><block var="Year Day"/><l>152</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>181</l></block><block s="reportLessThan"><block var="Year Day"/><l>213</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s July </l><block s="reportDifference"><block var="Year Day"/><l>181</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>182</l></block><block s="reportLessThan"><block var="Year Day"/><l>214</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s July </l><block s="reportDifference"><block var="Year Day"/><l>182</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>212</l></block><block s="reportLessThan"><block var="Year Day"/><l>244</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s August </l><block s="reportDifference"><block var="Year Day"/><l>212</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>213</l></block><block s="reportLessThan"><block var="Year Day"/><l>245</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s August </l><block s="reportDifference"><block var="Year Day"/><l>213</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>243</l></block><block s="reportLessThan"><block var="Year Day"/><l>274</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s September </l><block s="reportDifference"><block var="Year Day"/><l>243</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>244</l></block><block s="reportLessThan"><block var="Year Day"/><l>275</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s September </l><block s="reportDifference"><block var="Year Day"/><l>244</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>273</l></block><block s="reportLessThan"><block var="Year Day"/><l>305</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s October </l><block s="reportDifference"><block var="Year Day"/><l>273</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>274</l></block><block s="reportLessThan"><block var="Year Day"/><l>306</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s October </l><block s="reportDifference"><block var="Year Day"/><l>274</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>304</l></block><block s="reportLessThan"><block var="Year Day"/><l>335</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s November </l><block s="reportDifference"><block var="Year Day"/><l>304</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>305</l></block><block s="reportLessThan"><block var="Year Day"/><l>336</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s November </l><block s="reportDifference"><block var="Year Day"/><l>305</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>334</l></block><block s="reportLessThan"><block var="Year Day"/><l>366</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>No</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s December </l><block s="reportDifference"><block var="Year Day"/><l>334</l></block><l>.</l></list></block><l>2</l></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportGreaterThan"><block var="Year Day"/><l>335</l></block><block s="reportLessThan"><block var="Year Day"/><l>367</l></block></block><block s="reportEquals"><block var="Leap Year"/><l>Yes</l></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>That&apos;s December </l><block s="reportDifference"><block var="Year Day"/><l>335</l></block><l>.</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></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition></blocks><variables><variable name="Year"><l>2021</l></variable><variable name="Month"><l>September</l></variable><variable name="#Days"><l>25</l></variable><variable name="Leap Year"><l>No</l></variable><variable name="Year Day"><l>52</l></variable><variable name="Y"><l>2021</l></variable><variable name="Valid Date"><bool>false</bool></variable><variable name="Day"><l>27</l></variable></variables></project><media name="Lab 3.3- Let me check my calendar " app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>