<snapdata remixID="12229649"><project name="anestedtri" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="anestedtri"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="TIF A 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="reportGreaterThan"><block var="size"/><l>3</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><custom-block s="TIF A nested triangle, size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block></script></block></script></block></script></block-definition><block-definition s="TIF B triangle animation" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="down"></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doForever"><script><block s="doFor"><l>i</l><l>1</l><l>36</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="TIF B nested triangle, size %n angles: %n"><l>100</l><block s="reportVariadicProduct"><list><l>10</l><block var="i"/></list></block></custom-block></script></block><block s="doWait"><l>0.1</l></block></script></block></script></block></script></block-definition><block-definition s="TIF B nested triangle, size %&apos;size&apos; angles: %&apos;angle&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>5</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="angle"/></block><custom-block s="TIF B nested triangle, size %n angles: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block><block var="angle"/></custom-block><block s="turn"><block s="reportDifference"><l>120</l><block var="angle"/></block></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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