<snapdata remixID="10715499"><project name="Lab 1.3 Shapes Solution " 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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="63.39745962155621" y="50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,219,10,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="190" y="14"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><block s="bubble"><l>Square</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>189,6,0,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script><script x="10" y="13"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="371" y="15"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>15,153,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script><script x="547" y="12"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,8,245,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script><script x="724" y="14"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>140,0,143,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script><script x="905" y="13"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>76,255,241,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script><script x="1081" y="10"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="bounceOffEdge"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 1.3 Shapes Solution " app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>