<snapdata remixID="10275443"><project name="Triangle power" 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="1" 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" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="doRepeat"><l>3</l><script><block s="changePenHSVA"><l><option>brightness</option></l><l>10</l></block><block s="turn"><l>120</l></block><block s="forward"><block var="lol"/></block></script></block><block s="up"></block></script></block></script></scripts></sprite><watcher var="lol" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="lol"><l>89</l></variable></variables></project><media name="Triangle power" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>