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var="sideLength"/></block><block s="turn"><block var="angle"/></block></script></block><block s="gotoXY"><l>-40</l><l>75</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>-110</l><l>60</l></block><block s="setColor"><color>255,141,38,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>1.3</l></block></block><block s="turn"><block var="angle"/></block></script></block><block s="gotoXY"><l>-105</l><l>50</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>-77</l><l>10</l></block><block s="setColor"><color>242,49,0,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block s="reportQuotient"><block var="sideLength"/><l>1.8</l></block></block><block s="turn"><block var="angle"/></block></script></block><block s="gotoXY"><l>-30</l><l>-40</l></block><block 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https://snap.berkeley.edu" version="2"></media></snapdata>