<snapdata remixID="9482469"><project name="Methodius_Gerstenberger_lab0.4" app="Snap! 6, https://snap.berkeley.edu" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="175" center-y="161.5" 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" id="10"/></item><item><costume name="Untitled(2)" center-x="177.5" center-y="143.5" 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" id="11"/></item><item><costume name="costume3" center-x="240" center-y="180" 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" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="48"><block s="receiveGo"></block><block s="doSayFor"><l>Hello!</l><l>4</l></block><block s="doSayFor"><l>My name is Methodius Gerstenberger and i am in 12th grade</l><l>4</l></block><block s="doSayFor"><l>I am 17 years old and i dont have much expirience other than Arduino</l><l>4</l></block><block s="doSayFor"><l>I think this will ne a fun class and my favorite use of tech is my phone</l><l>4</l></block><block s="doSayFor"><l>My favorite subject is history and this year i have learned about the greek alphabet so far.</l><l>4</l></block><block s="doSayFor"><l>I enjoy playing football and I dont think we have a family saying</l><l>4</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Methodius_Gerstenberger_lab0.4" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>