<snapdata remixID="12038139"><project name="U3 L1 Dealing with complexity" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="U3 L1 Dealing with complexity"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Nested Triangle" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition></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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