<snapdata remixID="10059487"><project name="“Lab 3.2: 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" id="1"><pentrails>data:image/png;base64,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