<snapdata remixID="9969194"><project name="Project 2.1 Nested Loops" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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