<snapdata remixID="14681241"><project name="Lab4-1(2) Kevin J" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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y="48.33333333333334"><block s="receiveGo"></block><block s="forward"><l>10</l></block><block s="doSayFor"><l>hello my name is Kevin J</l><l>2</l></block><block s="doSayFor"><l>im a freshmen</l><l>2</l></block><block s="doSayFor"><l>im 14</l><l>2</l></block><block s="doSayFor"><l>i like to draw</l><l>2</l></block><block s="doSayFor"><l>my first time progamming in snap!</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab4-1(2) Kevin J" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="costume" center-x="240" center-y="180" 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" 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