<snapdata remixID="10728140"><project name="Lab 1.3 2" 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="1" 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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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="costume1" center-x="240" center-y="180" 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s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doGlide"><l>0.5</l><l>40</l><l>0</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>0.5</l><l>40</l><l>40</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>0.5</l><l>0</l><l>40</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>0.5</l><l>0</l><l>0</l></block><block s="up"></block><block s="hide"></block></script><script x="11" y="196.66666666666666"><block s="receiveKey"><l><option>1</option></l></block><block s="doSayFor"><l>Square</l><l>2</l></block></script><script x="10" y="15"><block s="receiveKey"><l><option>space</option></l></block><block s="hide"></block><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>46,46,46,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="213" y="10"><block s="receiveKey"><l><option>2</option></l></block><block s="doSayFor"><l>Equilateral Triangle</l><l>4</l></block></script><script x="249" y="118"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="setColor"><color>255,235,22,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="doWait"><l>1</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>30</l></block><block s="hide"></block><block s="up"></block></script><script x="452" y="119"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="setColor"><color>201,0,20,1</color></block><block s="setSize"><l>3</l></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="setHeading"><l>60</l></block><block s="doWait"><l>1</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turnLeft"><l>240</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="up"></block><block s="hide"></block></script><script x="430" y="24.666666666666742"><block s="receiveKey"><l><option>3</option></l></block><block s="doSayFor"><l>Rhombus</l><l>4.45</l></block></script><script x="639" y="25"><block s="receiveKey"><l><option>4</option></l></block><block s="doSayFor"><l>Pentagon</l><l>5.45</l></block></script><script x="649" y="112"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="setColor"><color>171,0,231,1</color></block><block s="setSize"><l>4</l></block><block s="gotoXY"><l>140</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>30</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>30</l></block><block s="up"></block><block s="hide"></block></script><script x="835.8505859375" y="17"><block s="receiveKey"><l><option>5</option></l></block><block s="doSayFor"><l>Parallelogram</l><l>4.45</l></block></script><script x="839.8505859375" y="82"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="setColor"><color>18,255,21,1</color></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>-140</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="turn"><l>100</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turn"><l>80</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="turn"><l>100</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turn"><l>80</l></block><block s="up"></block><block s="hide"></block></script><script x="1064" y="44"><block s="receiveKey"><l><option>6</option></l></block><block s="doSayFor"><l>Star</l><l>1</l></block></script><script x="1073" y="119.99999999999989"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="setColor"><color>0,11,229,1</color></block><block s="setSize"><l>6</l></block><block s="gotoXY"><l>50</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>60</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.2</l></block><block s="forward"><l>60</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.2</l></block><block s="forward"><l>60</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.2</l></block><block s="forward"><l>60</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.2</l></block><block s="forward"><l>60</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.2</l></block><block s="up"></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 1.3 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>