<snapdata remixID="8937372"><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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</thumbnail><stage 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="Calendar Template" center-x="240" center-y="180" 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" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><sprite name="Sprite" idx="1" x="-15" y="156" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="16"><costumes><list id="17"><item><costume name="pencil" center-x="23.5" center-y="23.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADEAAAAwCAYAAAC4wJK5AAAKw0lEQVRoQ82ayW9c15XGv/tezSxOVUWVRMuWFE4ipVADLVKDpVgZ0JDh3mSRbZBNsooXDQTZ8i/oZaN7laz1BwRIgnSr05bpiKJlURRlWhQpmaQoslSc3vzuPec0Xgly7MQDaVHDBQq1eai6v3um77tVCq/wGgWsd4eG7GSLcxMT/DOAvmq76lVluD40lO4eHi5yOt3cgKjV/NbxcadndjYGIF/c9ysJIUND6drISFlaWw+l0tZ+HceW3nQfpdbXH6jp6Vp1ctJXXwB55SCu//KX6XJ3dzmndb8lckoZ3SdhYLPnPbCcrZv+w5Xpphs3FjtqNe8pyCsFcfny5cxAR1Mp/WjrSG5z/VzGcYYt1zvArptCEKwgDCZ5Y+tquLl543szMwtqcTFI0uqVgUgAOjs7K22pVF8u8M6larWz9vKjXrtWa4WzZUkQ+hyFCxTGY8px/ideXPx4c3Jy5U1AvxIQU1OjmVR8thKn2gcyKjNiaX3Wqq/32g+X2lOLCyms1iz2XFZxtE5BdEf7wX+7tdoVf25u5q3Hj92XDjE1NZBpSf28IlbXgOa9Z0QVh0GpPgRhu7Vay6gH85a1uCiyWmN2tgITBHPsB/8bbjl/qi8s3Hp/aWn9pUKIIIOZn1Q81dsfqjdOR3xgJEa1x0hLRTidUa5vqdWaqM8esJmfJ3m0vMEbG9Pkuldky73i379/d2RtzXkpECJQmO3OAOUOWO19httGNLcOh1LtjWh/OVIHslrKNiQj7Acsy8sG8/e2zOzcPC0sjkmt9ldeWJjihYXaS6kJGYWFdztzyHaXkc0dhpUdhuBNY9BrJFcOqSMXoteKrB6QqjJxWtOWu4WVlXtm9t51MzPzvnvnzpRz9erKO0Bj8L3QSDQiMNGZR/u+CnRbF5AZhoVToKhPOKowm1zMTXYghxCpYxzbvbFRHVtE9n1xvOtmaekDPT09efePf1z52dhY+HRyvzCIzwEKBzuQKXZB7EGIjIDjflCwR8jLM8U2kYWYOzhCXxzag5tRuveBTpUnOLLGjFufbDb2w4MXL0YvZWLL/MEcgs4qUsVeWAkAD4L0EXCwl7XXJCawhQyEhbXOxUb2rQfW4ftB+tiNqNg1ZlH1Vr7dXd6//0yolHrx2kmuI43mY3ugqgOw7ZNgHgTrLhi/kykowgQ2G62EDMNIRLG9rk1hTqM64aa+fy2oDE41lY48+iqAFzKxn3SiExWgbQBW7jSIhsD6e0Jhh5BXFB2mQBqsDQtJKJo3oPkeaet6FKWvheq12zOl3pWLF38f/aN6fapkn2tNNCJQPt6EuO0oVOa0QEYU6x5QUBYK8qzDtJgYYojYSABNdRieF60/Im3+Fjvx9M35cPXiKL4W4LlGQgRp3D5Vht3+GuzUWwANg6J+oXCPsJ+HiWw2sYIxRJpDMVwXLXNi9C2Y+G86dqacRTza/28Iv1jEL8QUSSIq/4AMBvpL8A4MIJ07CtFngbBHjFcF+Xk2YaOIoTWx4SSF1pIUEkM3xUQ3tOdMBQ/xsPobfMk3fJ2B29V0agD8DlmcHKmgWDwMavoBkDoG43YLuSWwm00AmDRgiMRwCEN10jyniG5wGH1EJv4kRLT0H9PwR0fB23GeuwbxOcCbpzqQLh1BKn0WYp+HMYdErzUL+SmmwGKjIUwkWkLFXOPY3FNG31BROAHjf+I4WKkswFPbBNjVmpA/IIvXRjqQbRTxeQCnoYIe6KCN402V5D9TDCEm0UkE+LFomlEmHifjT+gw+vSzRdQGPQQ7Adg1iEYRP+ivgDqPQPIXQOocxO8C1ppgorwJNTjpQjqZZBIhlroQfapIv6+0N+Y+Du+OR1h7570nWmg7KbSrFwWNNpo7VYYqH0E68zaUegvidYHrecAvIORCFISesIjEMBLLBgx/AqIxFQR/ievOdOsqNnd6+rsG0Rhk94+3ItzTBbvwFmD9CBQNgjdKkHULRjclXxY4oQdpQIQSy2eWoQ9Jx3+1XX8sH4bL6lfQOz39XYFoRKD1RBu4tQ+qMARRZ0H6+2KcqpCTYYoU6RBsAOHQUwSHQ7kPQ9eVicaM8W+3eFhUv0CiRp9p7bg7PTn9g1lstVSQKXXDzrwJqBMQ0y+x3ynGzXMyyChC0oQkubPT0YrSmGWtx8kProkT3VmuY6Xvt0j88Y5r4B+JdwTxJTmtmvqQsk9CaAiku4TDKoxfIB2mkk4kmoSNGGlIuvCmIh6DCT+IQ/9OtIha9Tt0oWcedp87ssQPJHJaWUMQDAkFvUJRRbGfaKEU6USNEnPEWrQ4wlhj7f8ZQXSV2L/lLmNlO1JiJ/m1rUj83ZEdqsAUeqBSJwA+CdJ9Qn410UJikghoxYZYYo4klA2hZBLLnDFbf5I1/3awjuXtSondh7jbnUVUrSJX7IKyjoH5BEgfFgr3inGLYqKUsIZow5TMAU11jngOxOOszQzT2sTyPFb6gp1N4u2CfGskGtcqsyN7gJYBcPokIMchUTco3MPkNYkOUtLQQobISAQjjzmmTxHra4ji/4OvF/McruIX+JKl3O4Gt/PcN0LIFDJInasgXegHpc9AcAISdoGDChu/IDqwEz8ASvzAEzXKzHc5jK/ZfnA1qoe3Wm24zzoHvg3kayHkMjIYHioDlcPg1BlQ4gfiroahMX5eKLDENBxZAwDmqZzWExR4H2I1mmyqYfVZJvG3bf4bnZ0IUrh9qoJiqR86dUaAYcVhD8grifFzop/IaWkAiJ/IaWieJ0Mf2+RfC3z/9tIMHh4dbWih577+KRJyGTa6T5RQ7OiHnTsH4tOQqAfklIS8rCR+QJtkkLFoDhBTjY3MKzYfs44mTORM33+A5WO/gf9dxNx3If4SxBNX1t2M/X09yGYuCPiCkqAP5JaF3GySQokfYMMshiKJZU00fSraTMLEE7bE0856tLxTP/BdNv612klGkYmGL72eLbWe5RRfQto/DmxUFLYybAJLnvgBJs0xtKxxTLNs9LhF+iM7du5kW7GMsZ37gV2DSKKw/l8/bmku7R1EMX0J6ehHyNQPquzjLCzH4mQOJClkKJaY11nzLMd6nCn6UFxvJlzB6n96CLZrKZ91418ZiUYtxD/dF1ul88qy3mXbOa2ytbJVXLWQ9YXJCIuJleF10eYex2ZcjDdmRdHt+jIe77aU2Ank5zUh/34mr1u7eiVd+BdmviRw+lW6VkDTunDKZ1GxBvQGxMwJxeMchx8Y40+t1bDa/R7i3VCjO9n4P0VCAMsZ/deSrrYN5bKZd8HmApO7n3nTZsshsvzYygR1uxDMW+noI0v8D6Mt/3Z9Eys97zUutl7qakTi193I/vgHZ14/8Mae8+WWzDt5G8cVRU1CXqSN60GFq3bBu283u9N2xrnJ2ptpn28Msmc2NLtB34B4uwPF44e7ewcOtP6wd2/rhX3Nqc7mNIccR3XWwUNS/me5vHuv0LYxv8lbS1TH2sHR56eFdgqWQFhtQEtfNX/46BttI4Ovt/Qe29ei9hWsWtqKFkX7S1HkPMpkN2rtOtgs3YKvrsDs9Iue5/MNCADN7cDrh6rZQ0OvNbecOVB0j7bZtXImqrn+xubaguu/DYS4AnqZBfxtzi4LoGUP0NzVAet8qeD/pOh7ehPhpdnGj93buk58nqf9TZ/9tMUm7ykAyd9yEuOe2Pvk9cwm/kWA/T8A7z8dzXZXxwAAAABJRU5ErkJggg==" id="18"/></item></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="17"><block s="receiveGo"></block><block s="doSetVar"><l>month</l><l>0</l></block><block s="doSetVar"><l>DaysInMonth</l><l>0</l></block><block s="doSetVar"><l>LeapYear</l><l>0</l></block><block s="doSetVar"><l>Year</l><l>0</l></block><block s="doSetVar"><l>DayOfMonth</l><l>0</l></block><block s="doSetVar"><l>DayOfYear</l><l>0</l></block><custom-block s="Month Name %s"><l>11</l><comment w="90" collapsed="true">Enter number of the desired month.</comment></custom-block><custom-block s="DayName %s"><l>3</l><comment w="90" collapsed="true">Pick number between 1 and 7 to indicate a day of the week.</comment></custom-block><custom-block s="DaysIn"></custom-block><custom-block s="LeapYear %s"><l>2002</l><comment w="90" collapsed="true">Input the desired year, and according to algorithm, depicts whether specified year is a leap year.</comment></custom-block><custom-block s="ValidDate %s"><l>3</l><comment w="90" collapsed="true">States whether the date you entered, is a valid date.</comment></custom-block></script></scripts></sprite><watcher var="month" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="DaysInMonth" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="LeapYear" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Year" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="DayOfMonth" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="DayOfYear" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="136.00001199999997" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="157.00001399999996" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Month Name %&apos;Number&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="Number"/><l>12</l></block><block s="reportLessThan"><block var="Number"/><l>1</l></block></block><script><block s="doSayFor"><l>I&apos;m sorry, that input is invalid. Please enter a number between 1 and 12.</l><l>3</l></block></script><script><block s="doSetVar"><l>month</l><block var="Number"/></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>1</l></block><script><block s="doSayFor"><l>January</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>2</l></block><script><block s="doSayFor"><l>February</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>3</l></block><script><block s="doSayFor"><l>March</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>4</l></block><script><block s="doSayFor"><l>April</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>5</l></block><script><block s="doSayFor"><l>May</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>6</l></block><script><block s="doSayFor"><l>June</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>7</l></block><script><block s="doSayFor"><l>July</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>8</l></block><script><block s="doSayFor"><l>August</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>9</l></block><script><block s="doSayFor"><l>September</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>10</l></block><script><block s="doSayFor"><l>October</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>11</l></block><script><block s="doSayFor"><l>November</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number"/><l>12</l></block><script><block s="doSayFor"><l>December</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="DaysIn" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block var="month"/><l>1</l></block><script><block s="doSayFor"><l>There are 31 days in January</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>2</l></block><script><block s="doSayFor"><l>There are 28 days in February.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>28</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>3</l></block><script><block s="doSayFor"><l>There are 31 days in March.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>4</l></block><script><block s="doSayFor"><l>There are 30 days in April.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>30</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>5</l></block><script><block s="doSayFor"><l>There are 31 days in May.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>6</l></block><script><block s="doSayFor"><l>There are 30 days in June.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>30</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>7</l></block><script><block s="doSayFor"><l>There are 31 days in July.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>8</l></block><script><block s="doSayFor"><l>There are 31 days in August.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>9</l></block><script><block s="doSayFor"><l>There are 30 days in September.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>30</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>10</l></block><script><block s="doSayFor"><l>There are 31 days in October.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>November</l></block><script><block s="doSayFor"><l>There are 30 days in November.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>30</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="month"/><l>December</l></block><script><block s="doSayFor"><l>There are 31 days in December.</l><l>2</l></block><block s="doSetVar"><l>DaysInMonth</l><l>31</l></block></script></block></script></block-definition><block-definition s="DayName %&apos;btwn1&amp;7&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="btwn1&amp;7"/><l>7</l></block><block s="reportLessThan"><block var="btwn1&amp;7"/><l>1</l></block></block><script><block s="doSayFor"><l>I&apos;m sorry, that is an invalid input. Please put in a number between 1 and 7.</l><l>3</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>1</l></block><script><block s="doSayFor"><l>Sunday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>2</l></block><script><block s="doSayFor"><l>Monday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>3</l></block><script><block s="doSayFor"><l>Tuesday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>4</l></block><script><block s="doSayFor"><l>Wednesday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>5</l></block><script><block s="doSayFor"><l>Thursday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>6</l></block><script><block s="doSayFor"><l>Friday</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="btwn1&amp;7"/><l>7</l></block><script><block s="doSayFor"><l>Saturday</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="LeapYear %&apos;Year&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportQuotient"><block var="Year"/><l>4</l></block><block s="reportRound"><block s="reportQuotient"><block var="Year"/><l>4</l></block></block></block><block s="reportAnd"><block s="reportEquals"><block s="reportQuotient"><block var="Year"/><l>400</l></block><block s="reportRound"><block s="reportQuotient"><block var="Year"/><l>400</l></block></block></block><block s="reportEquals"><block s="reportQuotient"><block var="Year"/><l>100</l></block><block s="reportRound"><block s="reportQuotient"><block var="Year"/><l>100</l></block></block></block></block></block><script><block s="doIfElse"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block s="reportQuotient"><block var="Year"/><l>400</l></block><block s="reportRound"><block s="reportQuotient"><block var="Year"/><l>400</l></block></block></block></block><block s="reportNot"><block s="reportEquals"><block s="reportQuotient"><block var="Year"/><l>100</l></block><block s="reportRound"><block s="reportQuotient"><block var="Year"/><l>100</l></block></block></block></block></block><script><block s="doSayFor"><l>This is not a leap year.</l><l>2</l></block></script><script><block s="doSayFor"><l>This is a leap year!</l><l>2</l></block><block s="doSetVar"><l>LeapYear</l><l>1</l></block></script></block></script><script><block s="doSayFor"><l>This is not a leap year.</l><l>2</l></block></script></block><block s="doSetVar"><l>Year</l><block var="Year"/></block></script></block-definition><block-definition s="ValidDate %&apos;Day&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>DayOfMonth</l><block var="Day"/></block><block s="doIfElse"><block s="reportGreaterThan"><block var="DayOfMonth"/><block var="DaysInMonth"/></block><script><block s="doSayFor"><l>This is not a valid date.</l><l>2</l></block></script><script><block s="doSayFor"><l>This is a valid date</l><l>2</l></block></script></block></script></block-definition><block-definition s="DaysInYear" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="month"><l>11</l></variable><variable name="DaysInMonth"><l>0</l></variable><variable name="LeapYear"><l>0</l></variable><variable name="Year"><l>0</l></variable><variable name="DayOfMonth"><l>3</l></variable><variable name="DayOfYear"><l>0</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>