<snapdata remixID="12742141"><project name="Lab1.3 Drawing Shapes&#xD;&#xD;" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab1.3 Drawing Shapes&#xD;&#xD;"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-67.9897392673929" y="-138.40339289484768" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="74,169,0,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>60</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>60</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>60</l></block><block s="turnLeft"><l>120</l></block><block s="up"></block></script><script x="528" y="42.00000000000006"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="down"></block><block s="setColor"><color>255,228,77,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>60</l></block><block s="up"></block></script><script x="65" y="244.0000000000001"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="down"></block><block s="setColor"><color>44,0,236,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-72</l></block><block s="turnLeft"><l>-72</l></block><block s="forward"><l>-72</l></block><block s="turnLeft"><l>-72</l></block><block s="forward"><l>-72</l></block><block s="turnLeft"><l>-72</l></block><block s="forward"><l>-72</l></block><block s="turnLeft"><l>-72</l></block><block s="forward"><l>-72</l></block><block s="turnLeft"><l>-72</l></block><block s="up"></block></script><script x="206" y="99.90000000000015"><block s="clear"></block></script><script x="385" y="318"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="down"></block><block s="setColor"><color>255,19,146,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>120</l></block><block s="turnLeft"><l>60</l></block><block s="up"></block></script><script x="293" y="38"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="down"></block><block s="setColor"><color>74,169,0,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab1.3 Drawing Shapes

" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>