<snapdata remixID="11911284"><project name="ComplexPt.2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="ComplexPt.2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Student Name %&apos;Name&apos; subject %&apos;subject&apos; school %&apos;school&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="Name"/><block var="subject"/><block var="school"/></list></block></block></script></block-definition><block-definition s="ask name" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Enter  student name</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Ask Subject" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Enter  student subject</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ASK SCHOOL" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Ask School" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Enter  student school</l></block><block s="doReport"><block s="getLastAnswer"></block></block></script></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" 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" 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