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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="180" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="176,38,255,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="762" y="85.33333333333337"><block s="receiveMessage"><l>lane 3</l><list></list><comment w="90" collapsed="false">repets first and secnd row, and when it reaches the stop all comands will stop and reset.</comment></block><block s="setColor"><color>176,38,255,1</color></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>-470</l></block><block s="down"></block><block s="doIf"><block s="reportGreaterThanOrEquals"><block s="yPosition"></block><l>180</l></block><script><block s="doStopThis"><l><option>all</option></l></block></script></block><block s="doFor"><l>i</l><l>1</l><l>24</l><script><block s="doFor"><l>i</l><l>1</l><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="doBroadcast"><l>lane 2</l><list></list></block></script><script x="173" y="89.33333333333334"><block s="receiveGo"><comment w="90" collapsed="false">creates the first row of blocks</comment></block><block s="setColor"><color>252,16,0,1</color></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>24</l><script><block s="doFor"><l>i</l><l>1</l><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="doBroadcast"><l>lane 2</l><list></list></block></script><script x="451" y="88.33333333333337"><block s="receiveMessage"><l>lane 2</l><list></list><comment w="90" collapsed="false">creates the 2nd row and repeats third row</comment></block><block s="setColor"><color>63,255,246,1</color></block><block s="setColor"><color>90,226,0,1</color></block><block s="setColor"><color>255,237,12,1</color></block><block s="setColor"><color>255,38,170,1</color></block><block s="setColor"><color>46,0,206,1</color></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>-470</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>23</l><script><block s="doFor"><l>i</l><l>1</l><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block></script></block><block s="forward"><l>20</l></block></script></block><block s="doBroadcast"><l>lane 3</l><list></list></block></script><script x="88" y="529.8333333333335"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">clears and resets</comment></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="block" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/></media></snapdata>