<snapdata remixID="13343599"><project name="Equalteral Triangle" 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="Equalteral Triangle"><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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.842170943040401e-14" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="974" y="341.66666666666663"><block s="turnLeft"><l>120</l></block></script><script x="265" y="196"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doSayFor"><l>Triangle</l><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>100</l></block><block s="down"></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Equalteral Triangle" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>