<snapdata remixID="10035592"><project name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="size" style="slider" min="0" max="200" x="145.0277777777776" y="15.027777777777786" color="243,118,29"/><sprite name="Sprite" idx="1" x="2.302392968678773e-9" y="-3.416118051885404e-10" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="5,14,255,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">makes triangle pattern using 3 colors</comment></block><block s="doWarp"><script><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,5,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>26,255,37,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,14,255,1</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><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="462.5"><block s="receiveGo"><comment w="90" collapsed="false">Makes ANIMATED polygon pattern with custom sides.</comment></block><block s="down"></block><block s="doAsk"><l># of sides?</l></block><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="nested triangle, size: %n rotation: %n"><block var="size"/><block var="a"/></custom-block><block s="doSetVar"><l>a</l><block s="reportSum"><block var="a"/><l>2</l></block></block></script></block></script></block></script><script x="20" y="721.3333333333333"><block s="clear"><comment w="90" collapsed="false">Makes nested triangle pattern with adjustable rotation</comment></block><custom-block s="nested triangle, size: %n rotation: %n"><l>100</l><l></l></custom-block></script><script x="20" y="814.3333333333333"><block s="receiveGo"><comment w="90" collapsed="false">Makes a triangle pattern in a different form</comment></block><block s="doWarp"><script><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>237,6,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>5,14,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>1,229,4,1</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><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="1256.8333333333337"><block s="clear"><comment w="90" collapsed="false">Makes nested square pattern.</comment></block><custom-block s="nested square, size: %n"><l>100</l></custom-block></script><script x="20" y="1325.8333333333337"><block s="receiveGo"><comment w="90" collapsed="false">makes triangle pattern using 6 colors</comment></block><block s="doWarp"><script><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,5,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>26,255,37,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,14,255,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>41,241,255,1</color></block><block s="forward"><l>12.5</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,10,234,1</color></block><block s="forward"><l>6.25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,131,115,1</color></block><block s="forward"><l>3.125</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><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><block s="setHeading"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; rotation: %&apos;rotation&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block var="rotation"/></block><custom-block s="nested triangle, size: %n rotation: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><l>20</l><block var="rotation"/></block></custom-block><block s="turnLeft"><block var="rotation"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="size"><l>100</l></variable><variable name="sides"><l>4</l></variable></variables></project><media name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>