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select="1"><scene name="RowofPolygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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s="receiveGo"></block><block s="doSetVar"><l>length</l><l>80</l></block><block s="doSetVar"><l>tirangleangle</l><l>60</l></block><block s="doSetVar"><l>triangleangle2</l><l>120</l></block><block s="doSetVar"><l>sqaureangle</l><l>90</l></block><block s="doSetVar"><l>pentagonangle</l><l>72</l></block><block s="doSetVar"><l>hexagonangle</l><l>60</l></block></script></scripts></sprite><watcher var="tirangleangle" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sqaureangle" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="pentagonangle" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="hexagonangle" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="triangleangle2" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="tirangleangle"><l>60</l></variable><variable name="sqaureangle"><l>90</l></variable><variable name="pentagonangle"><l>72</l></variable><variable name="hexagonangle"><l>60</l></variable><variable name="length"><l>80</l></variable><variable name="triangleangle2"><l>120</l></variable></variables></scene></scenes></project><media name="RowofPolygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>