<snapdata remixID="13871238"><project name="U3L1 Using Abstraction to Nest Triangles" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1 Using Abstraction to Nest Triangles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="down"></block><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><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" 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</pentrails><costumes><list 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