<snapdata remixID="11062039"><project name="Nested Triangle Fractal Art" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="rowA" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="Nested Triangle Fractal Art" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>