<snapdata remixID="9549982"><project name="2.2 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" 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