<snapdata remixID="9655238"><project name="Houston Molinaro SNAP SQUARES AND TRIANGLES&#xD;" 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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