<snapdata remixID="9626496"><project name="Lab 2.1 squares and triangles redux" 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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</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="26.794919243112417" y="-2.2737367544323206e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,142,165,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="195" collapsed="true">The sprite will draw each shape in a different color and size while saying the name of the shape it is drawing and then the sprite will hide itself  </comment><script x="20" y="52"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="true">clear drawings</comment></block><block s="clear"></block></script><script x="20" y="121.83333333333331"><block 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