<snapdata remixID="11880201"><project name="fractal art" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="fractal art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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