<snapdata remixID="10301639"><project name="U1L2-Triangles" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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</pentrails><costumes><list 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category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Trianglenest %&apos;Size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="Triangle %n"><block var="Size"/></custom-block><custom-block s="Triangle %n"><block s="reportQuotient"><block var="Size"/><l>2</l></block></custom-block><custom-block s="Triangle %n"><block s="reportQuotient"><block var="Size"/><l>4</l></block></custom-block><custom-block s="Triangle %n"><block s="reportQuotient"><block var="Size"/><l>8</l></block></custom-block><custom-block s="Triangle %n"><block s="reportQuotient"><block 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