<snapdata remixID="13057675"><project name="check calendar" 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="check calendar"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="month name %&apos;month name&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>1</l></list></block><script><block s="doSayFor"><l>Your month is January</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>2</l></list></block><script><block s="doSayFor"><l>Your month is February</l><l>3</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>3</l></list></block><script><block s="doSayFor"><l>Your month is March</l><l>4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>5</l></list></block><script><block s="doSayFor"><l>Your month is April</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>6</l></list></block><script><block s="doSayFor"><l>Your month is May</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>7</l></list></block><script><block s="doSayFor"><l>Your month is July</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>8</l></list></block><script><block s="doSayFor"><l>Your month is August</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>9</l></list></block><script><block s="doSayFor"><l>Your month is September</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>10</l></list></block><script><block s="doSayFor"><l>Your month is October</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>11</l></list></block><script><block s="doSayFor"><l>Your month is November</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="month name"/><l>12</l></list></block><script><block s="doSayFor"><l>Your month is December</l><l>2</l></block></script><list></list></block></script><scripts><script x="121.9169921875" y="78.66666666666669"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="141.25000000000003"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="203.83333333333326"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="266.4166666666666"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="328.9999999999999"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="391.5833333333332"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="454.1666666666666"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="516.75"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="579.3333333333333"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="641.9166666666665"><block s="getLastAnswer"></block></script><script x="121.9169921875" y="704.4999999999998"><block s="getLastAnswer"></block></script></scripts></block-definition><block-definition s="day name %&apos;day check&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>1</l></list></block><script><block s="doSayFor"><l>Sunday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>2</l></list></block><script><block s="doSayFor"><l>Monday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>3</l></list></block><script><block s="doSayFor"><l>Tuesday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>4</l></list></block><script><block s="doSayFor"><l>Wednesday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>5</l></list></block><script><block s="doSayFor"><l>Thursday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>6</l></list></block><script><block s="doSayFor"><l>Friday</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="day check"/><l>7</l></list></block><script><block s="doSayFor"><l>Saturday</l><l>2</l></block></script><list></list></block></script><scripts><script x="107.0634765625" y="266.41666666666623"><block s="getLastAnswer"></block></script><script x="107.0634765625" y="328.9999999999995"><block s="getLastAnswer"></block></script><script x="107.0634765625" y="391.5833333333325"><block s="getLastAnswer"></block></script><script x="107.0634765625" y="454.1666666666658"><block s="getLastAnswer"></block></script></scripts></block-definition><block-definition s="days in %&apos;days in&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="days in"/><l>30</l></list></block><script><block s="doSayFor"><l>Your month is either April, June, July, or November</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="days in"/><l>31</l></list></block><script><block s="doSayFor"><l>Your month is either January, February, March, May, August, September, October, November, or December</l><l>2</l></block></script><list></list></block></script><scripts><script x="91.296875" y="141.24999999999994"><block s="getLastAnswer"></block></script></scripts></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" id="307"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="308"></list></costumes><sounds><list struct="atomic" id="309"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="314"><costumes><list id="315"><item><ref mediaID="Sprite_cst_Picture 1"></ref></item></list></costumes><sounds><list struct="atomic" id="316"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doAsk"><l>Pick a month 1-12?</l></block><custom-block s="month name %s"><block s="getLastAnswer"></block></custom-block><block s="doAsk"><l>What day 1-7?</l></block><custom-block s="day name %s"><block s="getLastAnswer"></block></custom-block><block s="doAsk"><l>How many days in the month 30 or 31?</l></block><custom-block s="days in %s"><block s="getLastAnswer"></block></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="check calendar" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Picture 1" center-x="87" center-y="108.5" image="data:image/png;base64,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" mediaID="Sprite_cst_Picture 1"/></media></snapdata>