<snapdata remixID="9804367"><project name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="6.821210263296962e-13" y="-2.842170943040401e-14" heading="165" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="39,255,15,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="40" y="37.00000000000003"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>42,25,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>39,255,15,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">this codes are going to draw 13 triangles counting the bid red, the 3 blue and the 9 green triangles.</comment></block></script><script x="384" y="41.166666666666714"><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>