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s="turnLeft"><l>120</l></block></script></block></script><script x="462" y="13.833333333333314"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,10,215,1</color></block><block s="forward"><l>150</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>118,0,224,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,7,204,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>173,0,22,1</color></block><block s="forward"><l>12.5</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="143" y="58.66666666666663"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,10,215,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>118,0,224,1</color></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="298" y="15.666666666666629"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,10,215,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>118,0,224,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,7,204,1</color></block><block s="forward"><l>25</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block></script></scripts></sprite><sprite name="Nested Triangle" idx="2" x="3.0000000000040927" y="42.07695154586719" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="119.85,43.146,0,1" pen="tip" id="148"><costumes><list struct="atomic" id="149"></list></costumes><sounds><list struct="atomic" id="150"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="42" y="35.8333333333334" w="225" collapsed="false">Create a custom block that&apos;s called nested triangles that takes in size as a parameter and keeps calling itself until the size is less than than nine. &#xD;&#xD;Its behavior should be very similar to the starter code but abstracted. </comment><script x="14" y="10"><block s="clear"></block><block s="down"></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>