<snapdata remixID="10951147"><project name="NOt boolean" app="Snap! 6, https://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="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" scheduled="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="lb pop R arm" center-x="46" center-y="132.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="187" y="125.99999999999989"><block s="doAsk"><l>What is your GPA?</l></block><block s="doAsk"><l>Do you have 120 or more units of study?</l></block><block s="doIfElse"><block s="reportAnd"><custom-block s="cumlative GPA &gt; 2.0"></custom-block><custom-block s="total units &gt;= 120"></custom-block></block><script><block s="doSwitchToCostume"><l>lb pop R arm</l></block><block s="bubble"><l>Congrats, Graduate</l></block></script><script><block s="bubble"><l>I&apos;m sorry!</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cumlative GPA &gt; 2.0" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="total units &gt;= 120" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition></blocks><variables></variables></project><media name="NOt boolean" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>