<snapdata remixID="14889873"><project name="U3L1- Fractal Art" 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="U3L1- Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangles %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setColor"><color>217,46,0,1</color></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="changePenColorDimension"><l><option>hue</option></l><block var="size"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangles %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turnLeft"><l>120</l></block></script></block></script><list></list></block></script></block-definition></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" id="38"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Starter Code" idx="1" x="0" y="0" heading="111" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="173,0,22,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="150"><block s="receiveKey"><l><option>1</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="turnLeft"><l>120</l></block></script></block></script><script x="148" y="63.66666666666663"><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="303" y="20.66666666666663"><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><script x="467" y="18.833333333333314"><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="14" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><sprite name="Nested Triangle" idx="2" x="0" y="2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217,46,0,1" pen="tip" id="180"><costumes><list struct="atomic" id="181"></list></costumes><sounds><list struct="atomic" id="182"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="10" y="180.00000000000006" w="667" 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 greater than nine. &#xD;&#xD;Its behavior should be very similar to the starter code but abstracted. </comment><script x="20" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="383" y="97"><custom-block s="nested triangles %s"><l>170</l></custom-block></script><script x="54" y="316.33333333333337"><block s="setHeading"><l>90</l></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>