<snapdata remixID="13029106"><project name="Fractal Art" app="Snap! 9.0, 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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