<snapdata remixID="10582582"><project name="Lesson 2.1 Example (student)" 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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2</comment></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block></script></block></script><script x="254" y="50"><block s="receiveKey"><l><option>c</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lesson 2.1 Example (student)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>