<snapdata remixID="14539563"><project name="Lab 02 Flores" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 02 Flores"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,99,82,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="34"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="setColor"><color>20,2,0,1</color></block><block s="setSize"><l>1</l></block><block s="show"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="bubble"><l>Square</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block></script><script x="238" y="32"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="setColor"><color>69,61,255,1</color></block><block s="setSize"><l>3</l></block><block s="show"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="bubble"><l>Hexagon</l></block><block s="forward"><l>70</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script><script x="422" y="33"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="setColor"><color>204,97,255,1</color></block><block s="setSize"><l>5</l></block><block s="show"></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="bubble"><l>Paralellogram</l></block><block s="forward"><l>150</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>80</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block></script></block><block s="hide"></block></script><script x="319" y="400.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="hide"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="32" y="299"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="setHeading"><l>45</l></block><block s="setColor"><color>255,99,82,1</color></block><block s="setSize"><l>7</l></block><block s="show"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="bubble"><l>Star</l></block><block s="forward"><l>175</l></block><block s="doWait"><l>0.5</l></block><block s="turnLeft"><l>144</l></block></script></block><block s="hide"></block></script></scripts></sprite><watcher scope="Sprite" s="getPenDown" style="normal" x="10" y="10" color="0,161,120" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 02 Flores" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>