<snapdata remixID="13356637"><project name="2 Triangles" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="2 Triangles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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