<snapdata remixID="10930812"><project name="Intro to Nested Loops- Alesandra Cortes" 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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