<snapdata remixID="11686434"><project name="Lab 1.3: Jonathan Inga" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 1.3: Jonathan Inga"><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" 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s="turn"><l>90</l></block></script></block><block s="up"></block><block s="doSayFor"><l>square</l><l>2</l></block><block s="hide"></block></script><script x="383" y="430"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>20</l><l>170</l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>254,58,253,1</color></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>70</l></block><block s="forward"><l>200</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Parrellelogram</l><l>2</l></block></script><script x="644.0000000000001" y="10"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>61</l><l>-60</l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>144,255,79,1</color></block><block s="down"></block><block s="turn"><l>125</l></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>70</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Diamond</l><l>2</l></block><block s="down"></block></script><script x="336.798828125" y="22.999999999999886"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="setSize"><l>2</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>63</l><l>170</l></block><block s="setColor"><color>255,48,236,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Equilateral triangle!</l><l>2</l></block></script><script x="47.99999999999994" y="433"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>1</l><l>-2</l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>181,158,0,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block></script><script x="910" y="574.8333333333333"><block s="up"></block></script><script x="692.0000000000001" y="434"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="gotoXY"><l>90</l><l>-130</l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>0,196,118,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>324</l></block><block s="forward"><l>50</l></block><block s="turn"><l>252</l></block></script></block><block s="doSayFor"><l>5 pointed star!</l><l>2</l></block></script><script x="928.6666666666665" y="247.00000000000006"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 1.3: Jonathan Inga" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>