<snapdata remixID="14009119"><project name="Nested 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="Nested Triangles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Triangles length(of biggest triangle) %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>209,0,60,1</color></block><block s="forward"><block var="size"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>6,0,204,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>47,255,31,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>4</l></block></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block 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</pentrails><costumes><list 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