<snapdata remixID="15071015"><project name="Equalteral Triangle" app="Snap! 11.0.8, 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><primitives></primitives><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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y="449.49999999999955"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="show"></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block><block s="up"></block><block s="down"></block><block s="hide"></block><block s="setColor"><color>235,117,255,1</color></block><block s="setSize"><l>3</l></block><block s="doGlide"><l>1</l><l>25</l><l>-50</l></block><block s="doGlide"><l>.5</l><l>95</l><l>-50</l></block><block s="doGlide"><l>.5</l><l>70</l><l>0</l></block><block s="doGlide"><l>.5</l><l>0</l><l>0</l></block></script><script x="10" y="380.83333333333314"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="show"></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="hide"></block><block s="setColor"><color>182,16,0,1</color></block><block s="setSize"><l>6</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Equalteral Triangle" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>