<snapdata remixID="9298104"><project name="Fractal Art .FINAL" app="Snap! 5.4, http://snap.berkeley.edu" 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XPQFwj9QfUuONn4F6AwoEx0pGzdi/OTJXDQ2qYAtGNm8ZUuZoltvGAJQpr7NOXQI7FMMr3h46K1SJVMKqwxDAMrYranR7DNbNf40U6nkkI4AlEPFZzEelZXh8H624sHrMka17lAEoHX3r8UfHQFo8V1k3Q0kAK27fy3+6AhAi+8i624gAWjd/WvxR0cAWnwXWXcDCUDr7l+LPzoC0OK7yLobSABad/9a/NH9H0jrufMYGRGlAAAAAElFTkSuQmCC</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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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