<snapdata remixID="12048558"><project name="U3L1-Fractual Art" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-Fractual Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Green Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>18,255,10,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>27.5</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Blue Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>15,0,240,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>55</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Red Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>224,0,30,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>110</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Nested Triangle, 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="reportLessThan"><l>9</l><block var="size"/></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Nested Triangle, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><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" 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