<snapdata remixID="10758512"><project name="Lab 1.3 Squares and Triangles and Stars" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list 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s="receiveKey"><l><option>4</option></l></block><custom-block s="Pentagon %n"><l>5</l></custom-block></script><script x="20" y="312"><block s="receiveKey"><l><option>5</option></l></block><custom-block s="Parrallelogram %n"><l>4</l></custom-block></script><script x="20" y="385"><block s="receiveKey"><l><option>6</option></l></block><custom-block s="star %n"><l>5</l></custom-block></script><script x="20" y="458"><block s="receiveKey"><l><option>7</option></l></block><custom-block s="octagon %n"><l>8</l></custom-block></script><script x="20" y="530.9999999999999"><block s="receiveKey"><l><option>8</option></l></block><custom-block s="hexgon %s"><l>6</l></custom-block></script><script x="20" y="603.9999999999999"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="Parrallelogram %&apos;side of parrallelogram&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 parrallelogram"/><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="Diamond %&apos;side of dimond&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 dimond"/><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="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="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="doSayFor"><l>octagon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>103,45,0,1</color></block><block s="setSize"><l>2</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="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="square %&apos;side of squares&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="side of squares"/><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="%s"></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="hexgon %&apos;side of a hexogon&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>hexgon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>4,0,103,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><block var="side of a hexogon"/><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="Lab 1.3 Squares and Triangles and Stars" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>