<snapdata remixID="9497515"><project name="U1L3-Pinwheel" 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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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Size: %&apos;size&apos; Backup: %&apos;backup&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="Polygon sides: %&apos;sides&apos; size of sides %&apos;sides&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>