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</pentrails><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-9.799805411603302e-11" y="-3.382183422218077e-12" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="214,0,185,1" pen="tip" id="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16" y="15.3333333333334"><block s="clear"></block></script><script x="104" y="22.166666666666686"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="38" y="56.833333333333286"><custom-block s="nested triangle, size %s"><l>50</l><comment w="90" collapsed="false">This script allows the sprite to draw nested triangles where the sprite will draw the size of whatever number is put into the input. G.S.</comment></custom-block></script><script x="523" y="10"><block s="receiveGo"><comment w="90" collapsed="false">This script allows the sprite to draw nested triangles that differ in color and size. G.S.</comment></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,45,15,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>7,0,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>65,255,41,1</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="291" y="17.33333333333337"><block s="receiveGo"><comment w="90" collapsed="false">This script allows the sprite to draw nested sqaures with different colors for each size. The script also utilizes the same script from the nested triangles, just different inputs. G.S.</comment></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>63,255,207,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,17,246,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>73,140,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script><script x="443" y="425"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>65,255,41,1</color></block><block s="down"></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">This script draws a green triangle a third of the size as the first triangle built utizlizing the same code, just different size and color. G.S.</comment></block></script><script x="193" y="422"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>7,0,255,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">This script draws a blue triangle half the size as the first triangle built utizlizing the same code, just different size and color. G.S.</comment></block></script><script x="14" y="356.3333333333333"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,41,20,1</color></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">This script draws a red triangle at size 100, whcih is used as the basis/ground code to follow for the rest of the project. G.S.</comment></block></script><script x="10" y="163.16666666666663"><block s="doForever"><script><block s="doFor"><l>i</l><l>1</l><l>360</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="nested triangles [size] %s [angle] %s"><l>50</l><block var="i"/></custom-block></script></block><block s="doWait"><l>0.1</l></block></script></block></script><comment w="90" collapsed="false">This script continuously draws a triangle and smaller triangles at each end in a loop. It does this due to the new procedure blcok I created called &quot;nested triangles[size][angle]&quot;.  It also draws in varying colors at different points in the triangles. G.S.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Fractal Art" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>