<snapdata remixID="8740909"><project name="Agustin Gericho - Lab 2.1 (Revised 1.3)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes>[Q] = failed 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="155" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="changeSize"><l>3</l></block><block s="setColor"><color>235,211,0,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>150</l></block><block s="turn"><l>60</l></block><block s="forward"><l>150</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="doPlayNote"><l>60</l><l>.25</l></block><block s="doPlayNote"><l>67</l><l>.25</l></block><block s="doSayFor"><l>Rhombus</l><l>.5</l></block></script><script x="651" y="19"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>75</l><l>-125</l></block><block s="setHeading"><l>-90</l></block><block s="changeSize"><l>4</l></block><block s="setColor"><color>0,214,13,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>150</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block><block s="doPlayNote"><l>60</l><l>.25</l></block><block s="doPlayNote"><l>67</l><l>.25</l></block><block s="doSayFor"><l>Pentagon</l><l>.5</l></block></script><script x="853" y="23"><block s="receiveKey"><l><option>5</option></l></block><block s="gotoXY"><l>-100</l><l>-50</l></block><block s="setHeading"><l>30</l></block><block s="changeSize"><l>5</l></block><block s="setColor"><color>0,162,209,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>75</l></block><block s="turn"><l>60</l></block><block s="forward"><l>175</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="doPlayNote"><l>60</l><l>.25</l></block><block s="doPlayNote"><l>67</l><l>.25</l></block><block s="doSayFor"><l>Parallelogram</l><l>.5</l></block></script><script x="1070" y="10"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>-150</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>55,55,55,1</color></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="194" y="336"><block s="receiveKey"><l><option>space</option></l></block><block s="doSetTempo"><l>155</l></block><block s="doSetInstrument"><l>3</l></block><block s="clear"></block><block s="doPlayNote"><l>20</l><l>.5</l></block><block s="setHeading"><l>0</l></block><block s="doStopAllSounds"></block></script><script x="10" y="339"><block s="receiveKey"><l><option>q</option></l></block><block s="gotoXY"><l>-100</l><l>-50</l></block><block s="setHeading"><l>30</l></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>75</l></block><block s="turn"><l>60</l></block><block s="forward"><l>175</l></block><block s="turn"><l>120</l></block><block s="forward"><l>175</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="420" y="376"><block s="receiveGo"></block><block s="setVolume"><l>75</l></block><block s="doSetTempo"><l>155</l></block><block s="doSetInstrument"><l>3</l></block><block s="clear"></block><block s="doPlayNote"><l>20</l><l>.5</l></block><block s="setHeading"><l>0</l></block><block s="doStopAllSounds"></block></script><script x="1255" y="22"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>40</l><l>-125</l></block><block s="setHeading"><l>-90</l></block><block s="changeSize"><l>1</l></block><block s="setColor"><color>150,102,255,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>75</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="doPlayNote"><l>60</l><l>.25</l></block><block s="doPlayNote"><l>67</l><l>.25</l></block><block s="doSayFor"><l>Decagon</l><l>.5</l></block></script><script x="1468" y="14"><block s="receiveKey"><l><option>8</option></l></block><block s="gotoXY"><l>0</l><l>-125</l></block><block s="setHeading"><l>-90</l></block><block s="changeSize"><l>1</l></block><block s="setColor"><color>184,0,151,1</color></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>2</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block><block s="doPlayNote"><l>60</l><l>.25</l></block><block s="doPlayNote"><l>67</l><l>.25</l></block><block s="doSayFor"><l>Circle</l><l>.5</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Agustin Gericho - Lab 2.1 (Revised 1.3)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>