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</pentrails><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="-1.1368683772161603e-13" heading="195" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="33,0,28,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="10"><block s="receiveGo"><comment w="90" collapsed="false">When you click on the green flag, the code will begin, running for a total of 3 times, and throughout this time, the pen will change colors and draw long triangle lines. This will be repeated for three more for the medium triangles, and also for the small triangle, changing colors and becoming small as it moves and turns 120 degrees each repetition. After this, art is created</comment></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>244,207,0,1</color></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>173,0,203,1</color></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>33,0,28,1</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></block></script><script x="318.00000000000006" y="18.833333333333286"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Used as cleaner tool to restart everything, erases all art and puts the sprite back into the center, with &quot;pen down&quot; being already inputed to restart another drawing again.</comment></block><block s="down"></block></script><script x="310.0000000000003" y="224.266666666666"><custom-block s="q. 2 nested triangle, size: %s"><l>30</l><comment w="90" collapsed="false">A nested triangle that can be fooled around by changing it&apos;s size</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-Fractal Art" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>