<snapdata remixID="12930775"><project name="GradPrgm" 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="GradPrgm"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="EngRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many English credits have you earned in your high school career?</l></block><block s="doSetVar"><l>EngCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="EngCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="EngCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="EngCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough English credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="EngCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="EngCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="EngCred"/><l>4</l></list></block></list></block></block><script><custom-block s="EngRep"></custom-block></script></list></block></script></block-definition><block-definition s="MathRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many Mathematics credits have you earned in your high school career?</l></block><block s="doSetVar"><l>MathCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="MathCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="MathCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="MathCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Math credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="MathCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="MathCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="MathCred"/><l>4</l></list></block></list></block></block><script><custom-block s="MathRep"></custom-block></script></list></block></script></block-definition><block-definition s="SciRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many Science credits have you earned in your high school career?</l></block><block s="doSetVar"><l>SciCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SciCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SciCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="SciCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Science credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SciCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SciCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="SciCred"/><l>4</l></list></block></list></block></block><script><custom-block s="SciRep"></custom-block></script></list></block></script></block-definition><block-definition s="SocStudRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many Social Studies credits have you earned in your high school career?</l></block><block s="doSetVar"><l>SocStudCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SocStudCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="SocStudCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Social Studies credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SocStudCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block></block><script><custom-block s="SocStudRep"></custom-block></script></list></block></script></block-definition><block-definition s="PERep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many Physical Education credits have you earned in your high school career?</l></block><block s="doSetVar"><l>PECred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="PECred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="PECred"/><l>1</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="PECred"/><l>1</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Physical Education credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="PECred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="PECred"/><l>1</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="PECred"/><l>1</l></list></block></list></block></block><script><custom-block s="PERep"></custom-block></script></list></block></script></block-definition><block-definition s="HealRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many Health credits have you earned in your high school career?</l></block><block s="doSetVar"><l>HealCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="HealCred"/><l>0.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="HealCred"/><l>0.5</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Health credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="HealCred"/><l>0.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block></block><script><custom-block s="HealRep"></custom-block></script></list></block></script></block-definition><block-definition s="CTELangArtRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many credits from Career&amp;Technical Education, World Language, and Fine Arts Education have you earned in your high school career?</l></block><block s="doSetVar"><l>CTELangArtCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="CTELangArtCred"/><l>3</l></list></block><block s="reportVariadicGreaterThan"><list><block var="CTELangArtCred"/><l>3</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="CTELangArtCred"/><l>3</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough 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var="CarPrepCred"/><l>1</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="CarPrepCred"/><l>1</l></list></block></list></block></block><script><custom-block s="CarPrepRep"></custom-block></script></list></block></script></block-definition><block-definition s="GenEleRep" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many General Elective credits have you earned in your high school career?</l></block><block s="doSetVar"><l>GenEleCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="GenEleCred"/><l>2.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="GenEleCred"/><l>2.5</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block 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struct="atomic" id="690"></list></costumes><sounds><list struct="atomic" id="691"></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="2" color="80,80,80,1" pen="tip" id="696"><costumes><list id="697"><item><ref mediaID="Sprite_cst_images"></ref></item><item><ref mediaID="Sprite_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="698"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="10"><block s="receiveGo"></block><block s="doSayFor"><l>Hey! Welcome to the counselor&apos;s office. Today, I need to ask you some questions to make sure you can graduate this year.</l><block var="NPCTextTime"/></block><block s="doSayFor"><l>Just fill out this form, and make sure you use only numbers where it asks for numbers, don&apos;t write them out.</l><block var="NPCTextTime"/></block><block s="doAsk"><l>How many English credits have you earned in your high school career?</l></block><block s="doSetVar"><l>EngCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="EngCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="EngCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="EngCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough English credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="EngCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="EngCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="EngCred"/><l>4</l></list></block></list></block></block><script><custom-block s="EngRep"></custom-block></script></list></block><block s="doAsk"><l>How many Mathematics credits have you earned in your high school career?</l></block><block s="doSetVar"><l>MathCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="MathCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="MathCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="MathCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Math credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="MathCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="MathCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="MathCred"/><l>4</l></list></block></list></block></block><script><custom-block s="MathRep"></custom-block></script></list></block><block s="doAsk"><l>How many Science credits have you earned in your high school career?</l></block><block s="doSetVar"><l>SciCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SciCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SciCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="SciCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Science credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SciCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SciCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="SciCred"/><l>4</l></list></block></list></block></block><script><custom-block s="SciRep"></custom-block></script></list></block><block s="doAsk"><l>How many Social Studies credits have you earned in your high school career?</l></block><block s="doSetVar"><l>SocStudCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SocStudCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="SocStudCred"/><l>4</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Social Studies credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="SocStudCred"/><l>4</l></list></block><block s="reportVariadicGreaterThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="SocStudCred"/><l>4</l></list></block></list></block></block><script><custom-block s="SocStudRep"></custom-block></script></list></block><block s="doAsk"><l>How many Physical Education credits have you earned in your high school career?</l></block><block s="doSetVar"><l>PECred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="PECred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="PECred"/><l>1</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="PECred"/><l>1</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Physical Education credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="PECred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="PECred"/><l>1</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="PECred"/><l>1</l></list></block></list></block></block><script><custom-block s="PERep"></custom-block></script></list></block><block s="doAsk"><l>How many Health credits have you earned in your high school career?</l></block><block s="doSetVar"><l>HealCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="HealCred"/><l>0.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="HealCred"/><l>0.5</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Health credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="HealCred"/><l>0.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="HealCred"/><l>0.5</l></list></block></list></block></block><script><custom-block s="HealRep"></custom-block></script></list></block><block s="doAsk"><l>How many Career Preparedness credits have you earned in your high school career?</l></block><block s="doSetVar"><l>CarPrepCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="CarPrepCred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="CarPrepCred"/><l>1</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="CarPrepCred"/><l>1</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Career Prepardness credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="CarPrepCred"/><l>1</l></list></block><block s="reportVariadicGreaterThan"><list><block var="CarPrepCred"/><l>1</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="CarPrepCred"/><l>1</l></list></block></list></block></block><script><custom-block s="CarPrepRep"></custom-block></script></list></block><block s="doAsk"><l>How many credits from Career&amp;Technical Education, World Language, and Fine Arts Education have you earned in your high school career?</l></block><block s="doSetVar"><l>CTELangArtCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="CTELangArtCred"/><l>3</l></list></block><block s="reportVariadicGreaterThan"><list><block var="CTELangArtCred"/><l>3</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="CTELangArtCred"/><l>3</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough Career&amp;Technical Education, World Language, and Fine Arts Education credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="CTELangArtCred"/><l>3</l></list></block><block s="reportVariadicGreaterThan"><list><block var="CTELangArtCred"/><l>3</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="CTELangArtCred"/><l>3</l></list></block></list></block></block><script><custom-block s="CTELangArtRep"></custom-block></script></list></block><block s="doAsk"><l>How many General Elective credits have you earned in your high school career?</l></block><block s="doSetVar"><l>GenEleCred</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="GenEleCred"/><l>2.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="GenEleCred"/><l>2.5</l></list></block></list></block><script><block s="doSayFor"><l>Great, lets move on!</l><block var="GoodTime"/></block></script><list><block s="reportVariadicLessThan"><list><block var="GenEleCred"/><l>2.5</l></list></block><script><block s="doSayFor"><l>Sorry, you don&apos;t have enough General Elective credits to graduate this year.</l><block var="RejTime"/></block><block s="doStopThis"><l><option>all</option></l></block></script><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="GenEleCred"/><l>2.5</l></list></block><block s="reportVariadicGreaterThan"><list><block var="GenEleCred"/><l>2.5</l></list></block></list></block><block s="reportVariadicLessThan"><list><block var="GenEleCred"/><l>2.5</l></list></block></list></block></block><script><custom-block s="GenEleRep"></custom-block></script></list></block><block s="doSayFor"><l>Perfect, all of your information looks good. Look at you, on top of all of your things.</l><block var="NPCTextTime"/></block></script><script x="695" y="12"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetVar"><l>NPCTextTime</l><l>10</l></block><block s="doSetVar"><l>GoodTime</l><l>3</l></block><block s="doSetVar"><l>RejTime</l><l>8</l></block><block s="doSayFor"><l></l><l>0.0001</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block><block s="clear"></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite><watcher var="EngCred" style="normal" x="10.000000000000227" y="10.000000000000014" color="243,118,29" hidden="true"/><watcher var="MathCred" style="normal" x="10.000000000000227" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="SciCred" style="normal" x="10.000000000000227" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="SocStudCred" style="normal" 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" 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" 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