<snapdata remixID="9142728"><project name="Lab 2.2 - Yellow Brick Road&#xD;" app="Snap! 5.4, http://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="20,0,16,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="31"><block s="receiveGo"></block><block s="setBackgroundColor"><color>20,0,16,1</color></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-191.00000000014214" y="220.00000000000023" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,255,231,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="503" y="38"><block s="receiveKey"><l><option>space</option></l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="1093" y="37"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-240</l><l>-170</l></block><block s="setColor"><color>205,255,71,1</color></block><block s="down"></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>-451</l></block><block s="changeYPosition"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>23</l><script><block s="doRepeat"><l>2</l><script><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="down"></block><block s="changeXPosition"><l>-489</l></block><block s="changeYPosition"><l>10</l></block></script></block></script><script x="1358.000001" y="38.000001"><block s="receiveGo"></block><block s="doRepeat"><l>25</l><script><block s="doWait"><l>1.2</l></block><block s="setColor"><color>255,249,10,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,255,231,1</color></block></script></block></script><script x="1530.000001" y="264.000001"><block s="doWait"><l>1.2</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>255,61,214,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>12,245,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>179,0,54,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>55,55,55,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>10,255,246,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>26,0,204,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>164,97,255,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>255,255,254,0.9529411764705882</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block></script><script x="1723" y="265"><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block><block s="doWait"><l>1.2</l></block><block s="setColor"><color>46,107,0,1</color></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.2 - Yellow Brick Road
" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>