<snapdata remixID="10714492"><project name="my blocks make shapes" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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