<snapdata remixID="9977592"><project name="Lab 3.2 - Drawing Shapes Again&#xD;" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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s="doSayFor"><l>Square</l><l>.5</l></block><block s="up"></block></script><script x="345" y="103"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="73" y="251.9999999999999"><block s="receiveKey"><l><option>2</option></l></block><block s="up"></block><block s="setHeading"><l>150</l></block><block s="doGlide"><l>1</l><l>-35</l><l>0</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setXPosition"><l>-40</l></block><block s="setHeading"><l>30</l></block><block s="forward"><l>27</l></block><block s="up"></block><block s="doSayFor"><l>Sorry for the line on top of this triangle.</l><l>2</l></block></script><script x="454" y="473.99999999999966"><block s="receiveKey"><l><option>4</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>100</l><l>-50</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="setHeading"><l>315</l></block><block s="forward"><l>40</l></block><block s="setHeading"><l>45</l></block><block s="forward"><l>40</l></block><block s="doSayFor"><l>Pentagon</l><l>1</l></block><block s="up"></block></script><script x="17" y="575"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>30</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Decagon</l><l>4</l></block></script><script x="415" y="128"><block s="receiveKey"><l><option>3</option></l></block><block s="up"></block><block s="doGlide"><l>1</l><l>-70</l><l>100</l></block><block s="down"></block><block s="setHeading"><l>210</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>150</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>30</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>330</l></block><block s="forward"><l>70</l></block><block s="down"></block><block s="doSayFor"><l>Diamond</l><l>1</l></block><block s="up"></block></script><script x="191" y="526.6666666666662"><block s="receiveKey"><l><option>5</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>100</l><l>100</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="changeYPosition"><l>60</l></block><block s="doSayFor"><l>Parallelogram</l><l>.5</l></block><block s="up"></block></script><script x="291" y="776.8333333333333"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>-65</l><l>100</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="bubble"><l>circle</l></block><block s="up"></block></script><script x="560" y="15.833333333333599"><block s="receiveKey"><l><option>1</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>5</l><l>-20</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="changeYPosition"><l>60</l></block><block s="doSayFor"><l>Square</l><l>.5</l></block><block s="up"></block></script><script x="248" y="1230.6666666666665"><block s="receiveKey"><l><option>1</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>5</l><l>-20</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="changeYPosition"><l>60</l></block><block s="doSayFor"><l>Square</l><l>.5</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 3.2 - Drawing Shapes Again
" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>