<snapdata remixID="9666839"><project name="U3L1P3- Using Abstraction to Nest Triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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</pentrails><costumes><list 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s="doIf"><block s="reportGreaterThan"><block 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 trinangle 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></blocks><variables></variables></project><media name="U3L1P3- Using Abstraction to Nest Triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>