<snapdata remixID="11889393"><project name="fractal art" app="Snap! 7, https://snap.berkeley.edu" 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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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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