<snapdata remixID="9110258"><project name="0.4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="16"/></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="125" y="110"><block s="doSayFor"><l>Hello!</l><l>2</l></block><block s="doSayFor"><l>im in 12 grade</l><l>2</l></block><block s="doSayFor"><l>im 17</l><l>2</l></block><block s="doSayFor"><l>dont have a favorite class </l><l>2</l></block><block s="doSayFor"><l>my favorite hobbie is to sleep </l><l>2</l></block><block s="doSayFor"><l>no compter calss</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="0.4" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>