<snapdata remixID="10766945"><project name="3.1 " app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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</pentrails><costumes><list 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%&apos;Sides of square&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Square</l><l>2</l></block><block s="down"></block><block s="setColor"><color>225,31,0,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><block var="Sides of square"/><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Triangle %&apos;Side of triangle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Triangle</l><l>2</l></block><block s="down"></block><block s="setColor"><color>63,218,0,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="Side of triangle"/><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Diamond %&apos;Side of diamond&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Diamond</l><l>2</l></block><block s="down"></block><block s="setColor"><color>0,213,203,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><block var="Side of diamond"/><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Pentagon %&apos;Side of pentagon&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>46,0,244,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><block var="Side of pentagon"/><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Parallelogram %&apos;Side of parallelogram&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block><block s="down"></block><block s="setColor"><color>149,0,198,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><block var="Side of parallelogram"/><script><block s="forward"><l>150</l></block><block s="turn"><l>80</l></block><block s="forward"><l>100</l></block><block s="turn"><l>100</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Star %&apos;Side of Star&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Star</l><l>2</l></block><block s="down"></block><block s="setColor"><color>233,216,0,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><block var="Side of Star"/><script><block s="forward"><l>50</l></block><block s="turn"><l>130</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>58</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Octagon %&apos;Side of Octagon&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Octagon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>30,30,30,1</color></block><block s="setSize"><l>7</l></block><block s="doRepeat"><block var="Side of Octagon"/><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Hexagon %&apos;Side of Hexagon&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Hexagon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>244,72,255,1</color></block><block s="setSize"><l>8</l></block><block s="doRepeat"><block var="Side of Hexagon"/><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="3.1 " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>