<snapdata remixID="10057928"><project name="Snap 4.2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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s="getLastAnswer"></block><block var="noun"/></block></script><script x="919" y="107.66666666666666"><block s="receiveKey"><l><option>v</option></l></block><block s="doAsk"><l>what do you want to add?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="verb"/></block></script><script x="912" y="201.66666666666666"><block s="receiveKey"><l><option>j</option></l></block><block s="doAsk"><l>what do you want to add?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="adjective"/></block></script><script x="923" y="315.66666666666663"><block s="receiveKey"><l><option>d</option></l></block><block s="doAsk"><l>what do you want to add?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="adverb"/></block></script><script x="926" y="421.6666666666665"><block s="receiveKey"><l><option>a</option></l></block><block s="doAsk"><l>what do you want to add?</l></block><block s="doAddToList"><block 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