<snapdata remixID="8597547"><project name="Unit 2 Lab 2 Day 5" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="318">-56.909830056250485,9.510565162951536</list></item><item><list struct="atomic" id="319">-48.81966011250097,15.388417685876277</list></item><item><list struct="atomic" id="320">-38.81966011250097,15.388417685876277</list></item><item><list struct="atomic" id="321">-30.729490168751454,9.510565162951536</list></item><item><list struct="atomic" id="322">-27.63932022500194,0</list></item><item><list struct="atomic" id="323">-30.729490168751454,-9.510565162951536</list></item><item><list struct="atomic" id="324">-38.81966011250097,-15.388417685876277</list></item><item><list struct="atomic" id="325">-48.81966011250097,-15.388417685876277</list></item><item><list struct="atomic" id="326">-56.909830056250485,-9.510565162951536</list></item><item><list struct="atomic" id="327">-60,0</list></item></list></variable></variables></project><media name="Unit 2 Lab 2 Day 5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>