<snapdata remixID="13255992"><project name="Triangle edmond midt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Triangle edmond midt"><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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