<snapdata remixID="9769671"><project name="TEAL lab 4.0 ( Introduction )" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="40"><block s="receiveGo"></block><block s="doSayFor"><l> Hello! my name is Cedric</l><l>2</l></block><block s="doSayFor"><l>I am in 12th grade</l><l>2</l></block><block s="doSayFor"><l>I am  seventeen years old</l><l>2</l></block><block s="doSayFor"><l>My favorite subject is math!</l><l>2</l></block><block s="doSayFor"><l>One of my hobbies are drawing</l><l>2</l></block><block s="doSayFor"><l>I´ve had previous computer experience but not in programing</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="TEAL lab 4.0 ( Introduction )" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>