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select="1"><scene name="Row of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="877" y="564.3333333333334"><block s="clear"></block></script><script x="485" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>Length</l><l>72</l></block><block s="doSetVar"><l>Numsides</l><l>3</l></block><block s="doSetVar"><l>Angle</l><l>72</l></block><block s="gotoXY"><l>-205</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>6,0,157,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><block var="Numsides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Numsides"/></block></block></script></block><block s="up"></block><block s="doGlide"><l>1</l><l>-115</l><l>0</l></block><block s="setColor"><color>193,155,255,1</color></block><block s="down"></block><block s="doSetVar"><l>Length</l><l>72</l></block><block s="doSetVar"><l>Numsides</l><l>4</l></block><block s="doSetVar"><l>Angle</l><l>72</l></block><block s="doRepeat"><block var="Numsides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Numsides"/></block></block></script></block><block s="up"></block><block s="doGlide"><l>1</l><l>-5</l><l>0</l></block><block s="setColor"><color>0,227,12,1</color></block><block s="down"></block><block s="doSetVar"><l>Length</l><l>50</l></block><block s="doSetVar"><l>Numsides</l><l>5</l></block><block s="doSetVar"><l>Angle</l><l>72</l></block><block s="doRepeat"><block var="Numsides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Numsides"/></block></block></script></block><block s="up"></block><block s="doGlide"><l>1</l><l>100</l><l>0</l></block><block s="setColor"><color>255,109,85,1</color></block><block s="down"></block><block s="doSetVar"><l>Length</l><l>45</l></block><block s="doSetVar"><l>Numsides</l><l>6</l></block><block s="doSetVar"><l>Angle</l><l>72</l></block><block s="doRepeat"><block var="Numsides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Numsides"/></block></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="Angle"><l>72</l></variable><variable name="Numsides"><l>6</l></variable><variable name="Length"><l>45</l></variable></variables></scene></scenes></project><media name="Row of Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>