Difference between revisions of "User:Joannac/South America"

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imported>Joannac
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'''Note:''' The South Georgia and South Sandwich Islands, and the Falkland Islands, were left out because I couldn't be bothered getting the spacing to work. So :P
 +
 
==The Map 1==
 
==The Map 1==
  
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|[[5,-62|•]]
 
|[[5,-62|•]]
 
|[[5,-61|•]]
 
|[[5,-61|•]]
−
|[[5,-60|•]]
+
|bgcolor="blue"|[[5,-60|•]]
−
|[[5,-59|•]]
+
|bgcolor="blue"|[[5,-59|•]]
 
|[[5,-58|•]]
 
|[[5,-58|•]]
 
|[[5,-57|•]]
 
|[[5,-57|•]]
Line 176: Line 178:
 
|[[4,-66|•]]
 
|[[4,-66|•]]
 
|[[4,-65|•]]
 
|[[4,-65|•]]
−
|[[4,-64|•]]
+
|bgcolor="blue"|[[4,-64|•]]
−
|[[4,-63|•]]
+
|bgcolor="blue"|[[4,-63|•]]
−
|[[4,-62|•]]
+
|bgcolor="blue"|[[4,-62|•]]
−
|[[4,-61|•]]
+
|bgcolor="blue"|[[4,-61|•]]
−
|[[4,-60|•]]
+
|bgcolor="blue"|[[4,-60|•]]
−
|[[4,-59|•]]
+
|bgcolor="blue"|[[4,-59|•]]
 
|[[4,-58|•]]
 
|[[4,-58|•]]
 
|[[4,-57|•]]
 
|[[4,-57|•]]
Line 189: Line 191:
 
|[[4,-53|•]]
 
|[[4,-53|•]]
 
|[[4,-52|•]]
 
|[[4,-52|•]]
−
|[[4,-51|•]]
+
|bgcolor="blue"|[[4,-51|•]]
 
|colspan="17"|
 
|colspan="17"|
 
|-
 
|-
Line 207: Line 209:
 
|[[3,-66|•]]
 
|[[3,-66|•]]
 
|[[3,-65|•]]
 
|[[3,-65|•]]
−
|[[3,-64|•]]
+
|bgcolor="blue"|[[3,-64|•]]
−
|[[3,-63|•]]
+
|bgcolor="blue"|[[3,-63|•]]
−
|[[3,-62|•]]
+
|bgcolor="blue"|[[3,-62|•]]
−
|[[3,-61|•]]
+
|bgcolor="blue"|[[3,-61|•]]
−
|[[3,-60|•]]
+
|bgcolor="blue"|[[3,-60|•]]
−
|[[3,-59|•]]
+
|bgcolor="blue"|[[3,-59|•]]
 
|[[3,-58|•]]
 
|[[3,-58|•]]
 
|[[3,-57|•]]
 
|[[3,-57|•]]
Line 219: Line 221:
 
|[[3,-54|•]]
 
|[[3,-54|•]]
 
|[[3,-53|•]]
 
|[[3,-53|•]]
−
|[[3,-52|•]]
+
|bgcolor="blue"|[[3,-52|•]]
−
|[[3,-51|•]]
+
|bgcolor="blue"|[[3,-51|•]]
−
|[[3,-50|•]]
+
|bgcolor="blue"|[[3,-50|•]]
 
|colspan="16"|
 
|colspan="16"|
 
|-
 
|-
Line 236: Line 238:
 
|[[2,-69|•]]
 
|[[2,-69|•]]
 
|[[2,-68|•]]
 
|[[2,-68|•]]
−
|[[2,-67|•]]
+
|bgcolor="blue"|[[2,-67|•]]
 
|[[2,-66|•]]
 
|[[2,-66|•]]
 
|[[2,-65|•]]
 
|[[2,-65|•]]
−
|[[2,-64|•]]
+
|bgcolor="blue"|[[2,-64|•]]
−
|[[2,-63|•]]
+
|bgcolor="blue"|[[2,-63|•]]
−
|[[2,-62|•]]
+
|bgcolor="blue"|[[2,-62|•]]
−
|[[2,-61|•]]
+
|bgcolor="blue"|[[2,-61|•]]
−
|[[2,-60|•]]
+
|bgcolor="blue"|[[2,-60|•]]
−
|[[2,-59|•]]
+
|bgcolor="blue"|[[2,-59|•]]
 
|[[2,-58|•]]
 
|[[2,-58|•]]
−
|[[2,-57|•]]
+
|bgcolor="blue"|[[2,-57|•]]
−
|[[2,-56|•]]
+
|bgcolor="blue"|[[2,-56|•]]
−
|[[2,-55|•]]
+
|bgcolor="blue"|[[2,-55|•]]
−
|[[2,-54|•]]
+
|bgcolor="blue"|[[2,-54|•]]
−
|[[2,-53|•]]
+
|bgcolor="blue"|[[2,-53|•]]
−
|[[2,-52|•]]
+
|bgcolor="blue"|[[2,-52|•]]
−
|[[2,-51|•]]
+
|bgcolor="blue"|[[2,-51|•]]
−
|[[2,-50|•]]
+
|bgcolor="blue"|[[2,-50|•]]
 
|colspan="16"|
 
|colspan="16"|
 
|-
 
|-
 
|height = "15" |[[1,-92|•]]
 
|height = "15" |[[1,-92|•]]
 
|[[1,-91|•]]
 
|[[1,-91|•]]
−
 
+
|[[1,-90|•]]
−
|[[Sea|•]]
+
|[[1,-89|•]]
−
|[[Sea|•]]
+
|[[1,-88|•]]
−
|[[Sea|•]]
+
|[[1,-87|•]]
−
|[[Sea|•]]
+
|[[1,-86|•]]
−
|[[Sea|•]]
+
|[[1,-85|•]]
−
|[[Sea|•]]
+
|[[1,-84|•]]
−
|[[Sea|•]]
+
|[[1,-83|•]]
−
|[[Sea|•]]
+
|[[1,-82|•]]
−
|[[Sea|•]]
+
|[[1,-81|•]]
−
|[[Sea|•]]
+
|[[1,-80|•]]
−
|[[Sea|•]]
+
|bgcolor="red"|[[1,-79|•]]
−
|[[1,-79|•]]
+
|bgcolor="red"|[[1,-78|•]]
−
|[[1,-78|•]]
 
 
|[[1,-77|•]]
 
|[[1,-77|•]]
 
|[[1,-76|•]]
 
|[[1,-76|•]]
Line 280: Line 281:
 
|[[1,-71|•]]
 
|[[1,-71|•]]
 
|[[1,-70|•]]
 
|[[1,-70|•]]
−
|[[1,-69|•]]
+
|bgcolor="blue"|[[1,-69|•]]
−
|[[1,-68|•]]
+
|bgcolor="blue"|[[1,-68|•]]
−
|[[1,-67|•]]
+
|bgcolor="blue"|[[1,-67|•]]
−
|[[1,-66|•]]
+
|bgcolor="blue"|[[1,-66|•]]
−
|[[1,-65|•]]
+
|bgcolor="blue"|[[1,-65|•]]
−
|[[1,-64|•]]
+
|bgcolor="blue"|[[1,-64|•]]
−
|[[1,-63|•]]
+
|bgcolor="blue"|[[1,-63|•]]
−
|[[1,-62|•]]
+
|bgcolor="blue"|[[1,-62|•]]
−
|[[1,-61|•]]
+
|bgcolor="blue"|[[1,-61|•]]
−
|[[1,-60|•]]
+
|bgcolor="blue"|[[1,-60|•]]
−
|[[1,-59|•]]
+
|bgcolor="blue"|[[1,-59|•]]
−
|[[1,-58|•]]
+
|bgcolor="blue"|[[1,-58|•]]
−
|[[1,-57|•]]
+
|bgcolor="blue"|[[1,-57|•]]
−
|[[1,-56|•]]
+
|bgcolor="blue"|[[1,-56|•]]
−
|[[1,-55|•]]
+
|bgcolor="blue"|[[1,-55|•]]
−
|[[1,-54|•]]
+
|bgcolor="blue"|[[1,-54|•]]
−
|[[1,-53|•]]
+
|bgcolor="blue"|[[1,-53|•]]
−
|[[1,-52|•]]
+
|bgcolor="blue"|[[1,-52|•]]
−
|[[1,-51|•]]
+
|bgcolor="blue"|[[1,-51|•]]
−
|[[1,-50|•]]
+
|bgcolor="blue"|[[1,-50|•]]
−
|[[1,-49|•]]
+
|bgcolor="blue"|[[1,-49|•]]
 
|colspan="15"|
 
|colspan="15"|
 
|-
 
|-
Line 308: Line 309:
 
|[[0,-89|•]]
 
|[[0,-89|•]]
 
|colspan="8"|
 
|colspan="8"|
−
|[[0,-80|•]]
+
|bgcolor="red"|[[0,-80|•]]
−
|[[0,-79|•]]
+
|bgcolor="red"|[[0,-79|•]]
−
|[[0,-78|•]]
+
|bgcolor="red"|[[0,-78|•]]
−
|[[0,-77|•]]
+
|bgcolor="red"|[[0,-77|•]]
−
|[[0,-76|•]]
+
|bgcolor="red"|[[0,-76|•]]
−
|[[0,-75|•]]
+
|bgcolor="red"|[[0,-75|•]]
 
|[[0,-74|•]]
 
|[[0,-74|•]]
 
|[[0,-73|•]]
 
|[[0,-73|•]]
 
|[[0,-72|•]]
 
|[[0,-72|•]]
 
|[[0,-71|•]]
 
|[[0,-71|•]]
−
|[[0,-70|•]]
+
|bgcolor="blue"|[[0,-70|•]]
−
|[[0,-69|•]]
+
|bgcolor="blue"|[[0,-69|•]]
−
|[[0,-68|•]]
+
|bgcolor="blue"|[[0,-68|•]]
−
|[[0,-67|•]]
+
|bgcolor="blue"|[[0,-67|•]]
−
|[[0,-66|•]]
+
|bgcolor="blue"|[[0,-66|•]]
−
|[[0,-65|•]]
+
|bgcolor="blue"|[[0,-65|•]]
−
|[[0,-64|•]]
+
|bgcolor="blue"|[[0,-64|•]]
−
|[[0,-63|•]]
+
|bgcolor="blue"|[[0,-63|•]]
−
|[[0,-62|•]]
+
|bgcolor="blue"|[[0,-62|•]]
−
|[[0,-61|•]]
+
|bgcolor="blue"|[[0,-61|•]]
−
|[[0,-60|•]]
+
|bgcolor="blue"|[[0,-60|•]]
−
|[[0,-59|•]]
+
|bgcolor="blue"|[[0,-59|•]]
−
|[[0,-58|•]]
+
|bgcolor="blue"|[[0,-58|•]]
−
|[[0,-57|•]]
+
|bgcolor="blue"|[[0,-57|•]]
−
|[[0,-56|•]]
+
|bgcolor="blue"|[[0,-56|•]]
−
|[[0,-55|•]]
+
|bgcolor="blue"|[[0,-55|•]]
−
|[[0,-54|•]]
+
|bgcolor="blue"|[[0,-54|•]]
−
|[[0,-53|•]]
+
|bgcolor="blue"|[[0,-53|•]]
−
|[[0,-52|•]]
+
|bgcolor="blue"|[[0,-52|•]]
−
|[[0,-51|•]]
+
|bgcolor="blue"|[[0,-51|•]]
−
|[[0,-50|•]]
+
|bgcolor="blue"|[[0,-50|•]]
−
|[[0,-49|•]]
+
|bgcolor="blue"|[[0,-49|•]]
 
|colspan="15"|
 
|colspan="15"|
 
|-
 
|-
Line 347: Line 348:
 
|[[0,-89|•]]
 
|[[0,-89|•]]
 
|colspan="8"|
 
|colspan="8"|
−
|[[0,-80|•]]
+
|bgcolor="red"|[[0,-80|•]]
−
|[[0,-79|•]]
+
|bgcolor="red"|[[0,-79|•]]
−
|[[0,-78|•]]
+
|bgcolor="red"|[[0,-78|•]]
−
|[[0,-77|•]]
+
|bgcolor="red"|[[0,-77|•]]
−
|[[0,-76|•]]
+
|bgcolor="red"|[[0,-76|•]]
−
|[[0,-75|•]]
+
|bgcolor="red"|[[0,-75|•]]
 
|[[0,-74|•]]
 
|[[0,-74|•]]
 
|[[0,-73|•]]
 
|[[0,-73|•]]
 
|[[0,-72|•]]
 
|[[0,-72|•]]
 
|[[0,-71|•]]
 
|[[0,-71|•]]
−
|[[0,-70|•]]
+
|bgcolor="blue"|[[0,-70|•]]
−
|[[0,-69|•]]
+
|bgcolor="blue"|[[0,-69|•]]
−
|[[0,-68|•]]
+
|bgcolor="blue"|[[0,-68|•]]
−
|[[0,-67|•]]
+
|bgcolor="blue"|[[0,-67|•]]
−
|[[0,-66|•]]
+
|bgcolor="blue"|[[0,-66|•]]
−
|[[0,-65|•]]
+
|bgcolor="blue"|[[0,-65|•]]
−
|[[0,-64|•]]
+
|bgcolor="blue"|[[0,-64|•]]
−
|[[0,-63|•]]
+
|bgcolor="blue"|[[0,-63|•]]
−
|[[0,-62|•]]
+
|bgcolor="blue"|[[0,-62|•]]
−
|[[0,-61|•]]
+
|bgcolor="blue"|[[0,-61|•]]
−
|[[0,-60|•]]
+
|bgcolor="blue"|[[0,-60|•]]
−
|[[0,-59|•]]
+
|bgcolor="blue"|[[0,-59|•]]
−
|[[0,-58|•]]
+
|bgcolor="blue"|[[0,-58|•]]
−
|[[0,-57|•]]
+
|bgcolor="blue"|[[0,-57|•]]
−
|[[0,-56|•]]
+
|bgcolor="blue"|[[0,-56|•]]
−
|[[0,-55|•]]
+
|bgcolor="blue"|[[0,-55|•]]
−
|[[0,-54|•]]
+
|bgcolor="blue"|[[0,-54|•]]
−
|[[0,-53|•]]
+
|bgcolor="blue"|[[0,-53|•]]
−
|[[0,-52|•]]
+
|bgcolor="blue"|[[0,-52|•]]
−
|[[0,-51|•]]
+
|bgcolor="blue"|[[0,-51|•]]
−
|[[0,-50|•]]
+
|bgcolor="blue"|[[0,-50|•]]
−
|[[0,-49|•]]
+
|bgcolor="blue"|[[0,-49|•]]
−
|[[0,-48|•]]
+
|bgcolor="blue"|[[0,-48|•]]
−
|[[0,-47|•]]
+
|bgcolor="blue"|[[0,-47|•]]
−
|[[0,-46|•]]
+
|bgcolor="blue"|[[0,-46|•]]
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
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|[[-1,-89|•]]
 
|[[-1,-89|•]]
 
|colspan="7"|
 
|colspan="7"|
−
|[[-1,-81|•]]
+
|bgcolor="red"|[[-1,-81|•]]
−
|[[-1,-80|•]]
+
|bgcolor="red"|[[-1,-80|•]]
−
|[[-1,-79|•]]
+
|bgcolor="red"|[[-1,-79|•]]
−
|[[-1,-78|•]]
+
|bgcolor="red"|[[-1,-78|•]]
−
|[[-1,-77|•]]
+
|bgcolor="red"|[[-1,-77|•]]
−
|[[-1,-76|•]]
+
|bgcolor="red"|[[-1,-76|•]]
−
|[[-1,-75|•]]
+
|bgcolor="red"|[[-1,-75|•]]
 
|[[-1,-74|•]]
 
|[[-1,-74|•]]
 
|[[-1,-73|•]]
 
|[[-1,-73|•]]
Line 401: Line 402:
 
|[[-1,-71|•]]
 
|[[-1,-71|•]]
 
|[[-1,-70|•]]
 
|[[-1,-70|•]]
−
|[[-1,-69|•]]
+
|bgcolor="blue"|[[-1,-69|•]]
−
|[[-1,-68|•]]
+
|bgcolor="blue"|[[-1,-68|•]]
−
|[[-1,-67|•]]
+
|bgcolor="blue"|[[-1,-67|•]]
−
|[[-1,-66|•]]
+
|bgcolor="blue"|[[-1,-66|•]]
−
|[[-1,-65|•]]
+
|bgcolor="blue"|[[-1,-65|•]]
−
|[[-1,-64|•]]
+
|bgcolor="blue"|[[-1,-64|•]]
−
|[[-1,-63|•]]
+
|bgcolor="blue"|[[-1,-63|•]]
−
|[[-1,-62|•]]
+
|bgcolor="blue"|[[-1,-62|•]]
−
|[[-1,-61|•]]
+
|bgcolor="blue"|[[-1,-61|•]]
−
|[[-1,-60|•]]
+
|bgcolor="blue"|[[-1,-60|•]]
−
|[[-1,-59|•]]
+
|bgcolor="blue"|[[-1,-59|•]]
−
|[[-1,-58|•]]
+
|bgcolor="blue"|[[-1,-58|•]]
−
|[[-1,-57|•]]
+
|bgcolor="blue"|[[-1,-57|•]]
−
|[[-1,-56|•]]
+
|bgcolor="blue"|[[-1,-56|•]]
−
|[[-1,-55|•]]
+
|bgcolor="blue"|[[-1,-55|•]]
−
|[[-1,-54|•]]
+
|bgcolor="blue"|[[-1,-54|•]]
−
|[[-1,-53|•]]
+
|bgcolor="blue"|[[-1,-53|•]]
−
|[[-1,-52|•]]
+
|bgcolor="blue"|[[-1,-52|•]]
−
|[[-1,-51|•]]
+
|bgcolor="blue"|[[-1,-51|•]]
−
|[[-1,-50|•]]
+
|bgcolor="blue"|[[-1,-50|•]]
−
|[[-1,-49|•]]
+
|bgcolor="blue"|[[-1,-49|•]]
−
|[[-1,-48|•]]
+
|bgcolor="blue"|[[-1,-48|•]]
−
|[[-1,-47|•]]
+
|bgcolor="blue"|[[-1,-47|•]]
−
|[[-1,-46|•]]
+
|bgcolor="blue"|[[-1,-46|•]]
−
|[[-1,-45|•]]
+
|bgcolor="blue"|[[-1,-45|•]]
−
|[[-1,-44|•]]
+
|bgcolor="blue"|[[-1,-44|•]]
 
|colspan="10"|
 
|colspan="10"|
 
|-
 
|-
 
|height = "15" colspan="11"|
 
|height = "15" colspan="11"|
−
|[[-2,-81|•]]
+
|bgcolor="red"|[[-2,-81|•]]
−
|[[-2,-80|•]]
+
|bgcolor="red"|[[-2,-80|•]]
−
|[[-2,-79|•]]
+
|bgcolor="red"|[[-2,-79|•]]
−
|[[-2,-78|•]]
+
|bgcolor="red"|[[-2,-78|•]]
−
|[[-2,-77|•]]
+
|bgcolor="red"|[[-2,-77|•]]
−
|[[-2,-76|•]]
+
|bgcolor="red"|[[-2,-76|•]]
−
|[[-2,-75|•]]
+
|bgcolor="red"|[[-2,-75|•]]
 
|[[-2,-74|•]]
 
|[[-2,-74|•]]
 
|[[-2,-73|•]]
 
|[[-2,-73|•]]
Line 442: Line 443:
 
|[[-2,-71|•]]
 
|[[-2,-71|•]]
 
|[[-2,-70|•]]
 
|[[-2,-70|•]]
−
|[[-2,-69|•]]
+
|bgcolor="blue"|[[-2,-69|•]]
−
|[[-2,-68|•]]
+
|bgcolor="blue"|[[-2,-68|•]]
−
|[[-2,-67|•]]
+
|bgcolor="blue"|[[-2,-67|•]]
−
|[[-2,-66|•]]
+
|bgcolor="blue"|[[-2,-66|•]]
−
|[[-2,-65|•]]
+
|bgcolor="blue"|[[-2,-65|•]]
−
|[[-2,-64|•]]
+
|bgcolor="blue"|[[-2,-64|•]]
−
|[[-2,-63|•]]
+
|bgcolor="blue"|[[-2,-63|•]]
−
|[[-2,-62|•]]
+
|bgcolor="blue"|[[-2,-62|•]]
−
|[[-2,-61|•]]
+
|bgcolor="blue"|[[-2,-61|•]]
−
|[[-2,-60|•]]
+
|bgcolor="blue"|[[-2,-60|•]]
−
|[[-2,-59|•]]
+
|bgcolor="blue"|[[-2,-59|•]]
−
|[[-2,-58|•]]
+
|bgcolor="blue"|[[-2,-58|•]]
−
|[[-2,-57|•]]
+
|bgcolor="blue"|[[-2,-57|•]]
−
|[[-2,-56|•]]
+
|bgcolor="blue"|[[-2,-56|•]]
−
|[[-2,-55|•]]
+
|bgcolor="blue"|[[-2,-55|•]]
−
|[[-2,-54|•]]
+
|bgcolor="blue"|[[-2,-54|•]]
−
|[[-2,-53|•]]
+
|bgcolor="blue"|[[-2,-53|•]]
−
|[[-2,-52|•]]
+
|bgcolor="blue"|[[-2,-52|•]]
−
|[[-2,-51|•]]
+
|bgcolor="blue"|[[-2,-51|•]]
−
|[[-2,-50|•]]
+
|bgcolor="blue"|[[-2,-50|•]]
−
|[[-2,-49|•]]
+
|bgcolor="blue"|[[-2,-49|•]]
−
|[[-2,-48|•]]
+
|bgcolor="blue"|[[-2,-48|•]]
−
|[[-2,-47|•]]
+
|bgcolor="blue"|[[-2,-47|•]]
−
|[[-2,-46|•]]
+
|bgcolor="blue"|[[-2,-46|•]]
−
|[[-2,-45|•]]
+
|bgcolor="blue"|[[-2,-45|•]]
−
|[[-2,-44|•]]
+
|bgcolor="blue"|[[-2,-44|•]]
−
|[[-2,-43|•]]
+
|bgcolor="blue"|[[-2,-43|•]]
−
|[[-2,-42|•]]
+
|bgcolor="blue"|[[-2,-42|•]]
−
|[[-2,-41|•]]
+
|bgcolor="blue"|[[-2,-41|•]]
−
|[[-2,-40|•]]
+
|bgcolor="blue"|[[-2,-40|•]]
−
|[[-2,-39|•]]
+
|bgcolor="blue"|[[-2,-39|•]]
 
|colspan="5"|
 
|colspan="5"|
 
|-
 
|-
 
|height = "15" colspan="12"|
 
|height = "15" colspan="12"|
−
|[[-3,-80|•]]
+
|bgcolor="red"|[[-3,-80|•]]
−
|[[-3,-79|•]]
+
|bgcolor="red"|[[-3,-79|•]]
−
|[[-3,-78|•]]
+
|bgcolor="red"|[[-3,-78|•]]
−
|[[-3,-77|•]]
+
|bgcolor="red"|[[-3,-77|•]]
 
|[[-3,-76|•]]
 
|[[-3,-76|•]]
 
|[[-3,-75|•]]
 
|[[-3,-75|•]]
Line 487: Line 488:
 
|[[-3,-71|•]]
 
|[[-3,-71|•]]
 
|[[-3,-70|•]]
 
|[[-3,-70|•]]
−
|[[-3,-69|•]]
+
|bgcolor="blue"|[[-3,-69|•]]
−
|[[-3,-68|•]]
+
|bgcolor="blue"|[[-3,-68|•]]
−
|[[-3,-67|•]]
+
|bgcolor="blue"|[[-3,-67|•]]
−
|[[-3,-66|•]]
+
|bgcolor="blue"|[[-3,-66|•]]
−
|[[-3,-65|•]]
+
|bgcolor="blue"|[[-3,-65|•]]
−
|[[-3,-64|•]]
+
|bgcolor="blue"|[[-3,-64|•]]
−
|[[-3,-63|•]]
+
|bgcolor="blue"|[[-3,-63|•]]
−
|[[-3,-62|•]]
+
|bgcolor="blue"|[[-3,-62|•]]
−
|[[-3,-61|•]]
+
|bgcolor="blue"|[[-3,-61|•]]
−
|[[-3,-60|•]]
+
|bgcolor="blue"|[[-3,-60|•]]
−
|[[-3,-59|•]]
+
|bgcolor="blue"|[[-3,-59|•]]
−
|[[-3,-58|•]]
+
|bgcolor="blue"|[[-3,-58|•]]
−
|[[-3,-57|•]]
+
|bgcolor="blue"|[[-3,-57|•]]
−
|[[-3,-56|•]]
+
|bgcolor="blue"|[[-3,-56|•]]
−
|[[-3,-55|•]]
+
|bgcolor="blue"|[[-3,-55|•]]
−
|[[-3,-54|•]]
+
|bgcolor="blue"|[[-3,-54|•]]
−
|[[-3,-53|•]]
+
|bgcolor="blue"|[[-3,-53|•]]
−
|[[-3,-52|•]]
+
|bgcolor="blue"|[[-3,-52|•]]
−
|[[-3,-51|•]]
+
|bgcolor="blue"|[[-3,-51|•]]
−
|[[-3,-50|•]]
+
|bgcolor="blue"|[[-3,-50|•]]
−
|[[-3,-49|•]]
+
|bgcolor="blue"|[[-3,-49|•]]
−
|[[-3,-48|•]]
+
|bgcolor="blue"|[[-3,-48|•]]
−
|[[-3,-47|•]]
+
|bgcolor="blue"|[[-3,-47|•]]
−
|[[-3,-46|•]]
+
|bgcolor="blue"|[[-3,-46|•]]
−
|[[-3,-45|•]]
+
|bgcolor="blue"|[[-3,-45|•]]
−
|[[-3,-44|•]]
+
|bgcolor="blue"|[[-3,-44|•]]
−
|[[-3,-43|•]]
+
|bgcolor="blue"|[[-3,-43|•]]
−
|[[-3,-42|•]]
+
|bgcolor="blue"|[[-3,-42|•]]
−
|[[-3,-41|•]]
+
|bgcolor="blue"|[[-3,-41|•]]
−
|[[-3,-40|•]]
+
|bgcolor="blue"|[[-3,-40|•]]
−
|[[-3,-39|•]]
+
|bgcolor="blue"|[[-3,-39|•]]
−
|[[-3,-38|•]]
+
|bgcolor="blue"|[[-3,-38|•]]
 
|colspan="4"|
 
|colspan="4"|
 
|-
 
|-
 
|height = "15" colspan="11"|
 
|height = "15" colspan="11"|
−
|[[-4,-81|•]]
+
|bgcolor="red"|[[-4,-81|•]]
−
|[[-4,-80|•]]
+
|bgcolor="red"|[[-4,-80|•]]
−
|[[-4,-79|•]]
+
|bgcolor="red"|[[-4,-79|•]]
−
|[[-4,-78|•]]
+
|bgcolor="red"|[[-4,-78|•]]
−
|[[-4,-77|•]]
+
|[[-4,-77|•]]
 
|[[-4,-76|•]]
 
|[[-4,-76|•]]
 
|[[-4,-75|•]]
 
|[[-4,-75|•]]
 
|[[-4,-74|•]]
 
|[[-4,-74|•]]
 
|[[-4,-73|•]]
 
|[[-4,-73|•]]
−
|[[-4,-72|•]]
+
|bgcolor="blue"|[[-4,-72|•]]
−
|[[-4,-71|•]]
+
|bgcolor="blue"|[[-4,-71|•]]
−
|[[-4,-70|•]]
+
|bgcolor="blue"|[[-4,-70|•]]
−
|[[-4,-69|•]]
+
|bgcolor="blue"|[[-4,-69|•]]
−
|[[-4,-68|•]]
+
|bgcolor="blue"|[[-4,-68|•]]
−
|[[-4,-67|•]]
+
|bgcolor="blue"|[[-4,-67|•]]
−
|[[-4,-66|•]]
+
|bgcolor="blue"|[[-4,-66|•]]
−
|[[-4,-65|•]]
+
|bgcolor="blue"|[[-4,-65|•]]
−
|[[-4,-64|•]]
+
|bgcolor="blue"|[[-4,-64|•]]
−
|[[-4,-63|•]]
+
|bgcolor="blue"|[[-4,-63|•]]
−
|[[-4,-62|•]]
+
|bgcolor="blue"|[[-4,-62|•]]
−
|[[-4,-61|•]]
+
|bgcolor="blue"|[[-4,-61|•]]
−
|[[-4,-60|•]]
+
|bgcolor="blue"|[[-4,-60|•]]
−
|[[-4,-59|•]]
+
|bgcolor="blue"|[[-4,-59|•]]
−
|[[-4,-58|•]]
+
|bgcolor="blue"|[[-4,-58|•]]
−
|[[-4,-57|•]]
+
|bgcolor="blue"|[[-4,-57|•]]
−
|[[-4,-56|•]]
+
|bgcolor="blue"|[[-4,-56|•]]
−
|[[-4,-55|•]]
+
|bgcolor="blue"|[[-4,-55|•]]
−
|[[-4,-54|•]]
+
|bgcolor="blue"|[[-4,-54|•]]
−
|[[-4,-53|•]]
+
|bgcolor="blue"|[[-4,-53|•]]
−
|[[-4,-52|•]]
+
|bgcolor="blue"|[[-4,-52|•]]
−
|[[-4,-51|•]]
+
|bgcolor="blue"|[[-4,-51|•]]
−
|[[-4,-50|•]]
+
|bgcolor="blue"|[[-4,-50|•]]
−
|[[-4,-49|•]]
+
|bgcolor="blue"|[[-4,-49|•]]
−
|[[-4,-48|•]]
+
|bgcolor="blue"|[[-4,-48|•]]
−
|[[-4,-47|•]]
+
|bgcolor="blue"|[[-4,-47|•]]
−
|[[-4,-46|•]]
+
|bgcolor="blue"|[[-4,-46|•]]
−
|[[-4,-45|•]]
+
|bgcolor="blue"|[[-4,-45|•]]
−
|[[-4,-44|•]]
+
|bgcolor="blue"|[[-4,-44|•]]
−
|[[-4,-43|•]]
+
|bgcolor="blue"|[[-4,-43|•]]
−
|[[-4,-42|•]]
+
|bgcolor="blue"|[[-4,-42|•]]
−
|[[-4,-41|•]]
+
|bgcolor="blue"|[[-4,-41|•]]
−
|[[-4,-40|•]]
+
|bgcolor="blue"|[[-4,-40|•]]
−
|[[-4,-39|•]]
+
|bgcolor="blue"|[[-4,-39|•]]
−
|[[-4,-38|•]]
+
|bgcolor="blue"|[[-4,-38|•]]
−
|[[-4,-37|•]]
+
|bgcolor="blue"|[[-4,-37|•]]
−
|[[-4,-36|•]]
+
|bgcolor="blue"|[[-4,-36|•]]
 
|colspan="2"|
 
|colspan="2"|
 
|-
 
|-
Line 579: Line 580:
 
|[[-5,-75|•]]
 
|[[-5,-75|•]]
 
|[[-5,-74|•]]
 
|[[-5,-74|•]]
−
|[[-5,-73|•]]
+
|bgcolor="blue"|[[-5,-73|•]]
−
|[[-5,-72|•]]
+
|bgcolor="blue"|[[-5,-72|•]]
−
|[[-5,-71|•]]
+
|bgcolor="blue"|[[-5,-71|•]]
−
|[[-5,-70|•]]
+
|bgcolor="blue"|[[-5,-70|•]]
−
|[[-5,-69|•]]
+
|bgcolor="blue"|[[-5,-69|•]]
−
|[[-5,-68|•]]
+
|bgcolor="blue"|[[-5,-68|•]]
−
|[[-5,-67|•]]
+
|bgcolor="blue"|[[-5,-67|•]]
−
|[[-5,-66|•]]
+
|bgcolor="blue"|[[-5,-66|•]]
−
|[[-5,-65|•]]
+
|bgcolor="blue"|[[-5,-65|•]]
−
|[[-5,-64|•]]
+
|bgcolor="blue"|[[-5,-64|•]]
−
|[[-5,-63|•]]
+
|bgcolor="blue"|[[-5,-63|•]]
−
|[[-5,-62|•]]
+
|bgcolor="blue"|[[-5,-62|•]]
−
|[[-5,-61|•]]
+
|bgcolor="blue"|[[-5,-61|•]]
−
|[[-5,-60|•]]
+
|bgcolor="blue"|[[-5,-60|•]]
−
|[[-5,-59|•]]
+
|bgcolor="blue"|[[-5,-59|•]]
−
|[[-5,-58|•]]
+
|bgcolor="blue"|[[-5,-58|•]]
−
|[[-5,-57|•]]
+
|bgcolor="blue"|[[-5,-57|•]]
−
|[[-5,-56|•]]
+
|bgcolor="blue"|[[-5,-56|•]]
−
|[[-5,-55|•]]
+
|bgcolor="blue"|[[-5,-55|•]]
−
|[[-5,-54|•]]
+
|bgcolor="blue"|[[-5,-54|•]]
−
|[[-5,-53|•]]
+
|bgcolor="blue"|[[-5,-53|•]]
−
|[[-5,-52|•]]
+
|bgcolor="blue"|[[-5,-52|•]]
−
|[[-5,-51|•]]
+
|bgcolor="blue"|[[-5,-51|•]]
−
|[[-5,-50|•]]
+
|bgcolor="blue"|[[-5,-50|•]]
−
|[[-5,-49|•]]
+
|bgcolor="blue"|[[-5,-49|•]]
−
|[[-5,-48|•]]
+
|bgcolor="blue"|[[-5,-48|•]]
−
|[[-5,-47|•]]
+
|bgcolor="blue"|[[-5,-47|•]]
−
|[[-5,-46|•]]
+
|bgcolor="blue"|[[-5,-46|•]]
−
|[[-5,-45|•]]
+
|bgcolor="blue"|[[-5,-45|•]]
−
|[[-5,-44|•]]
+
|bgcolor="blue"|[[-5,-44|•]]
−
|[[-5,-43|•]]
+
|bgcolor="blue"|[[-5,-43|•]]
−
|[[-5,-42|•]]
+
|bgcolor="blue"|[[-5,-42|•]]
−
|[[-5,-41|•]]
+
|bgcolor="blue"|[[-5,-41|•]]
−
|[[-5,-40|•]]
+
|bgcolor="blue"|[[-5,-40|•]]
−
|[[-5,-39|•]]
+
|bgcolor="blue"|[[-5,-39|•]]
−
|[[-5,-38|•]]
+
|bgcolor="blue"|[[-5,-38|•]]
−
|[[-5,-37|•]]
+
|bgcolor="blue"|[[-5,-37|•]]
−
|[[-5,-36|•]]
+
|bgcolor="blue"|[[-5,-36|•]]
−
|[[-5,-35|•]]
+
|bgcolor="blue"|[[-5,-35|•]]
 
|colspan="1"|
 
|colspan="1"|
 
|-
 
|-
Line 629: Line 630:
 
|[[-6,-75|•]]
 
|[[-6,-75|•]]
 
|[[-6,-74|•]]
 
|[[-6,-74|•]]
−
|[[-6,-73|•]]
+
|bgcolor="blue"|[[-6,-73|•]]
−
|[[-6,-72|•]]
+
|bgcolor="blue"|[[-6,-72|•]]
−
|[[-6,-71|•]]
+
|bgcolor="blue"|[[-6,-71|•]]
−
|[[-6,-70|•]]
+
|bgcolor="blue"|[[-6,-70|•]]
−
|[[-6,-69|•]]
+
|bgcolor="blue"|[[-6,-69|•]]
−
|[[-6,-68|•]]
+
|bgcolor="blue"|[[-6,-68|•]]
−
|[[-6,-67|•]]
+
|bgcolor="blue"|[[-6,-67|•]]
−
|[[-6,-66|•]]
+
|bgcolor="blue"|[[-6,-66|•]]
−
|[[-6,-65|•]]
+
|bgcolor="blue"|[[-6,-65|•]]
−
|[[-6,-64|•]]
+
|bgcolor="blue"|[[-6,-64|•]]
−
|[[-6,-63|•]]
+
|bgcolor="blue"|[[-6,-63|•]]
−
|[[-6,-62|•]]
+
|bgcolor="blue"|[[-6,-62|•]]
−
|[[-6,-61|•]]
+
|bgcolor="blue"|[[-6,-61|•]]
−
|[[-6,-60|•]]
+
|bgcolor="blue"|[[-6,-60|•]]
−
|[[-6,-59|•]]
+
|bgcolor="blue"|[[-6,-59|•]]
−
|[[-6,-58|•]]
+
|bgcolor="blue"|[[-6,-58|•]]
−
|[[-6,-57|•]]
+
|bgcolor="blue"|[[-6,-57|•]]
−
|[[-6,-56|•]]
+
|bgcolor="blue"|[[-6,-56|•]]
−
|[[-6,-55|•]]
+
|bgcolor="blue"|[[-6,-55|•]]
−
|[[-6,-54|•]]
+
|bgcolor="blue"|[[-6,-54|•]]
−
|[[-6,-53|•]]
+
|bgcolor="blue"|[[-6,-53|•]]
−
|[[-6,-52|•]]
+
|bgcolor="blue"|[[-6,-52|•]]
−
|[[-6,-51|•]]
+
|bgcolor="blue"|[[-6,-51|•]]
−
|[[-6,-50|•]]
+
|bgcolor="blue"|[[-6,-50|•]]
−
|[[-6,-49|•]]
+
|bgcolor="blue"|[[-6,-49|•]]
−
|[[-6,-48|•]]
+
|bgcolor="blue"|[[-6,-48|•]]
−
|[[-6,-47|•]]
+
|bgcolor="blue"|[[-6,-47|•]]
−
|[[-6,-46|•]]
+
|bgcolor="blue"|[[-6,-46|•]]
−
|[[-6,-45|•]]
+
|bgcolor="blue"|[[-6,-45|•]]
−
|[[-6,-44|•]]
+
|bgcolor="blue"|[[-6,-44|•]]
−
|[[-6,-43|•]]
+
|bgcolor="blue"|[[-6,-43|•]]
−
|[[-6,-42|•]]
+
|bgcolor="blue"|[[-6,-42|•]]
−
|[[-6,-41|•]]
+
|bgcolor="blue"|[[-6,-41|•]]
−
|[[-6,-40|•]]
+
|bgcolor="blue"|[[-6,-40|•]]
−
|[[-6,-39|•]]
+
|bgcolor="blue"|[[-6,-39|•]]
−
|[[-6,-38|•]]
+
|bgcolor="blue"|[[-6,-38|•]]
−
|[[-6,-37|•]]
+
|bgcolor="blue"|[[-6,-37|•]]
−
|[[-6,-36|•]]
+
|bgcolor="blue"|[[-6,-36|•]]
−
|[[-6,-35|•]]
+
|bgcolor="blue"|[[-6,-35|•]]
−
|[[-6,-34|•]]
+
|bgcolor="blue"|[[-6,-34|•]]
 +
|-
 +
|height = "15" colspan="13"|
 +
|[[-7,-79|•]]
 +
|[[-7,-78|•]]
 +
|[[-7,-77|•]]
 +
|[[-7,-76|•]]
 +
|[[-7,-75|•]]
 +
|[[-7,-74|•]]
 +
|bgcolor="blue"|[[-7,-73|•]]
 +
|bgcolor="blue"|[[-7,-72|•]]
 +
|bgcolor="blue"|[[-7,-71|•]]
 +
|bgcolor="blue"|[[-7,-70|•]]
 +
|bgcolor="blue"|[[-7,-69|•]]
 +
|bgcolor="blue"|[[-7,-68|•]]
 +
|bgcolor="blue"|[[-7,-67|•]]
 +
|bgcolor="blue"|[[-7,-66|•]]
 +
|bgcolor="blue"|[[-7,-65|•]]
 +
|bgcolor="blue"|[[-7,-64|•]]
 +
|bgcolor="blue"|[[-7,-63|•]]
 +
|bgcolor="blue"|[[-7,-62|•]]
 +
|bgcolor="blue"|[[-7,-61|•]]
 +
|bgcolor="blue"|[[-7,-60|•]]
 +
|bgcolor="blue"|[[-7,-59|•]]
 +
|bgcolor="blue"|[[-7,-58|•]]
 +
|bgcolor="blue"|[[-7,-57|•]]
 +
|bgcolor="blue"|[[-7,-56|•]]
 +
|bgcolor="blue"|[[-7,-55|•]]
 +
|bgcolor="blue"|[[-7,-54|•]]
 +
|bgcolor="blue"|[[-7,-53|•]]
 +
|bgcolor="blue"|[[-7,-52|•]]
 +
|bgcolor="blue"|[[-7,-51|•]]
 +
|bgcolor="blue"|[[-7,-50|•]]
 +
|bgcolor="blue"|[[-7,-49|•]]
 +
|bgcolor="blue"|[[-7,-48|•]]
 +
|bgcolor="blue"|[[-7,-47|•]]
 +
|bgcolor="blue"|[[-7,-46|•]]
 +
|bgcolor="blue"|[[-7,-45|•]]
 +
|bgcolor="blue"|[[-7,-44|•]]
 +
|bgcolor="blue"|[[-7,-43|•]]
 +
|bgcolor="blue"|[[-7,-42|•]]
 +
|bgcolor="blue"|[[-7,-41|•]]
 +
|bgcolor="blue"|[[-7,-40|•]]
 +
|bgcolor="blue"|[[-7,-39|•]]
 +
|bgcolor="blue"|[[-7,-38|•]]
 +
|bgcolor="blue"|[[-7,-37|•]]
 +
|bgcolor="blue"|[[-7,-36|•]]
 +
|bgcolor="blue"|[[-7,-35|•]]
 +
|bgcolor="blue"|[[-7,-34|•]]
 +
|-
 +
|height = "15" colspan="13"|
 +
|[[-8,-79|•]]
 +
|[[-8,-78|•]]
 +
|[[-8,-77|•]]
 +
|[[-8,-76|•]]
 +
|[[-8,-75|•]]
 +
|[[-8,-74|•]]
 +
|bgcolor="blue"|[[-8,-73|•]]
 +
|bgcolor="blue"|[[-8,-72|•]]
 +
|bgcolor="blue"|[[-8,-71|•]]
 +
|bgcolor="blue"|[[-8,-70|•]]
 +
|bgcolor="blue"|[[-8,-69|•]]
 +
|bgcolor="blue"|[[-8,-68|•]]
 +
|bgcolor="blue"|[[-8,-67|•]]
 +
|bgcolor="blue"|[[-8,-66|•]]
 +
|bgcolor="blue"|[[-8,-65|•]]
 +
|bgcolor="blue"|[[-8,-64|•]]
 +
|bgcolor="blue"|[[-8,-63|•]]
 +
|bgcolor="blue"|[[-8,-62|•]]
 +
|bgcolor="blue"|[[-8,-61|•]]
 +
|bgcolor="blue"|[[-8,-60|•]]
 +
|bgcolor="blue"|[[-8,-59|•]]
 +
|bgcolor="blue"|[[-8,-58|•]]
 +
|bgcolor="blue"|[[-8,-57|•]]
 +
|bgcolor="blue"|[[-8,-56|•]]
 +
|bgcolor="blue"|[[-8,-55|•]]
 +
|bgcolor="blue"|[[-8,-54|•]]
 +
|bgcolor="blue"|[[-8,-53|•]]
 +
|bgcolor="blue"|[[-8,-52|•]]
 +
|bgcolor="blue"|[[-8,-51|•]]
 +
|bgcolor="blue"|[[-8,-50|•]]
 +
|bgcolor="blue"|[[-8,-49|•]]
 +
|bgcolor="blue"|[[-8,-48|•]]
 +
|bgcolor="blue"|[[-8,-47|•]]
 +
|bgcolor="blue"|[[-8,-46|•]]
 +
|bgcolor="blue"|[[-8,-45|•]]
 +
|bgcolor="blue"|[[-8,-44|•]]
 +
|bgcolor="blue"|[[-8,-43|•]]
 +
|bgcolor="blue"|[[-8,-42|•]]
 +
|bgcolor="blue"|[[-8,-41|•]]
 +
|bgcolor="blue"|[[-8,-40|•]]
 +
|bgcolor="blue"|[[-8,-39|•]]
 +
|bgcolor="blue"|[[-8,-38|•]]
 +
|bgcolor="blue"|[[-8,-37|•]]
 +
|bgcolor="blue"|[[-8,-36|•]]
 +
|bgcolor="blue"|[[-8,-35|•]]
 +
|bgcolor="blue"|[[-8,-34|•]]
 +
|-
 +
|height = "15" colspan="14"|
 +
|[[-9,-78|•]]
 +
|[[-9,-77|•]]
 +
|[[-9,-76|•]]
 +
|[[-9,-75|•]]
 +
|[[-9,-74|•]]
 +
|bgcolor="blue"|[[-9,-73|•]]
 +
|bgcolor="blue"|[[-9,-72|•]]
 +
|bgcolor="blue"|[[-9,-71|•]]
 +
|bgcolor="blue"|[[-9,-70|•]]
 +
|bgcolor="blue"|[[-9,-69|•]]
 +
|bgcolor="blue"|[[-9,-68|•]]
 +
|bgcolor="blue"|[[-9,-67|•]]
 +
|bgcolor="blue"|[[-9,-66|•]]
 +
|bgcolor="blue"|[[-9,-65|•]]
 +
|bgcolor="blue"|[[-9,-64|•]]
 +
|bgcolor="blue"|[[-9,-63|•]]
 +
|bgcolor="blue"|[[-9,-62|•]]
 +
|bgcolor="blue"|[[-9,-61|•]]
 +
|bgcolor="blue"|[[-9,-60|•]]
 +
|bgcolor="blue"|[[-9,-59|•]]
 +
|bgcolor="blue"|[[-9,-58|•]]
 +
|bgcolor="blue"|[[-9,-57|•]]
 +
|bgcolor="blue"|[[-9,-56|•]]
 +
|bgcolor="blue"|[[-9,-55|•]]
 +
|bgcolor="blue"|[[-9,-54|•]]
 +
|bgcolor="blue"|[[-9,-53|•]]
 +
|bgcolor="blue"|[[-9,-52|•]]
 +
|bgcolor="blue"|[[-9,-51|•]]
 +
|bgcolor="blue"|[[-9,-50|•]]
 +
|bgcolor="blue"|[[-9,-49|•]]
 +
|bgcolor="blue"|[[-9,-48|•]]
 +
|bgcolor="blue"|[[-9,-47|•]]
 +
|bgcolor="blue"|[[-9,-46|•]]
 +
|bgcolor="blue"|[[-9,-45|•]]
 +
|bgcolor="blue"|[[-9,-44|•]]
 +
|bgcolor="blue"|[[-9,-43|•]]
 +
|bgcolor="blue"|[[-9,-42|•]]
 +
|bgcolor="blue"|[[-9,-41|•]]
 +
|bgcolor="blue"|[[-9,-40|•]]
 +
|bgcolor="blue"|[[-9,-39|•]]
 +
|bgcolor="blue"|[[-9,-38|•]]
 +
|bgcolor="blue"|[[-9,-37|•]]
 +
|bgcolor="blue"|[[-9,-36|•]]
 +
|bgcolor="blue"|[[-9,-35|•]]
 +
|colspan="1"|
 
|-
 
|-
−
|height = "15" colspan="13"|
+
|height = "15" colspan="14"|
−
|[[-7,-79|•]]
+
|[[-10,-78|•]]
−
|[[-7,-78|•]]
+
|[[-10,-77|•]]
−
|[[-7,-77|•]]
+
|[[-10,-76|•]]
−
|[[-7,-76|•]]
+
|[[-10,-75|•]]
−
|[[-7,-75|•]]
+
|[[-10,-74|•]]
−
|[[-7,-74|•]]
+
|[[-10,-73|•]]
−
|[[-7,-73|•]]
+
|[[-10,-72|•]]
−
|[[-7,-72|•]]
+
|[[-10,-71|•]]
−
|[[-7,-71|•]]
+
|bgcolor="blue"|[[-10,-70|•]]
−
|[[-7,-70|•]]
+
|bgcolor="blue"|[[-10,-69|•]]
−
|[[-7,-69|•]]
+
|bgcolor="blue"|[[-10,-68|•]]
−
|[[-7,-68|•]]
+
|bgcolor="blue"|[[-10,-67|•]]
−
|[[-7,-67|•]]
+
|bgcolor="blue"|[[-10,-66|•]]
−
|[[-7,-66|•]]
+
|bgcolor="blue"|[[-10,-65|•]]
−
|[[-7,-65|•]]
+
|bgcolor="blue"|[[-10,-64|•]]
−
|[[-7,-64|•]]
+
|bgcolor="blue"|[[-10,-63|•]]
−
|[[-7,-63|•]]
+
|bgcolor="blue"|[[-10,-62|•]]
−
|[[-7,-62|•]]
+
|bgcolor="blue"|[[-10,-61|•]]
−
|[[-7,-61|•]]
+
|bgcolor="blue"|[[-10,-60|•]]
−
|[[-7,-60|•]]
+
|bgcolor="blue"|[[-10,-59|•]]
−
|[[-7,-59|•]]
+
|bgcolor="blue"|[[-10,-58|•]]
−
|[[-7,-58|•]]
+
|bgcolor="blue"|[[-10,-57|•]]
−
|[[-7,-57|•]]
+
|bgcolor="blue"|[[-10,-56|•]]
−
|[[-7,-56|•]]
+
|bgcolor="blue"|[[-10,-55|•]]
−
|[[-7,-55|•]]
+
|bgcolor="blue"|[[-10,-54|•]]
−
|[[-7,-54|•]]
+
|bgcolor="blue"|[[-10,-53|•]]
−
|[[-7,-53|•]]
+
|bgcolor="blue"|[[-10,-52|•]]
−
|[[-7,-52|•]]
+
|bgcolor="blue"|[[-10,-51|•]]
−
|[[-7,-51|•]]
+
|bgcolor="blue"|[[-10,-50|•]]
−
|[[-7,-50|•]]
+
|bgcolor="blue"|[[-10,-49|•]]
−
|[[-7,-49|•]]
+
|bgcolor="blue"|[[-10,-48|•]]
−
|[[-7,-48|•]]
+
|bgcolor="blue"|[[-10,-47|•]]
−
|[[-7,-47|•]]
+
|bgcolor="blue"|[[-10,-46|•]]
−
|[[-7,-46|•]]
+
|bgcolor="blue"|[[-10,-45|•]]
−
|[[-7,-45|•]]
+
|bgcolor="blue"|[[-10,-44|•]]
−
|[[-7,-44|•]]
+
|bgcolor="blue"|[[-10,-43|•]]
−
|[[-7,-43|•]]
+
|bgcolor="blue"|[[-10,-42|•]]
−
|[[-7,-42|•]]
+
|bgcolor="blue"|[[-10,-41|•]]
−
|[[-7,-41|•]]
+
|bgcolor="blue"|[[-10,-40|•]]
−
|[[-7,-40|•]]
+
|bgcolor="blue"|[[-10,-39|•]]
−
|[[-7,-39|•]]
+
|bgcolor="blue"|[[-10,-38|•]]
−
|[[-7,-38|•]]
+
|bgcolor="blue"|[[-10,-37|•]]
−
|[[-7,-37|•]]
+
|bgcolor="blue"|[[-10,-36|•]]
−
|[[-7,-36|•]]
+
|bgcolor="blue"|[[-10,-35|•]]
−
|[[-7,-35|•]]
+
|colspan="1"|
−
|[[-7,-34|•]]
+
|-
 +
|height = "15" colspan="15"|
 +
|[[-11,-77|•]]
 +
|[[-11,-76|•]]
 +
|[[-11,-75|•]]
 +
|[[-11,-74|•]]
 +
|[[-11,-73|•]]
 +
|[[-11,-72|•]]
 +
|[[-11,-71|•]]
 +
|bgcolor="blue"|[[-11,-70|•]]
 +
|bgcolor="blue"|[[-11,-69|•]]
 +
|bgcolor="blue"|[[-11,-68|•]]
 +
|[[-11,-67|•]]
 +
|[[-11,-66|•]]
 +
|bgcolor="blue"|[[-11,-65|•]]
 +
|bgcolor="blue"|[[-11,-64|•]]
 +
|bgcolor="blue"|[[-11,-63|•]]
 +
|bgcolor="blue"|[[-11,-62|•]]
 +
|bgcolor="blue"|[[-11,-61|•]]
 +
|bgcolor="blue"|[[-11,-60|•]]
 +
|bgcolor="blue"|[[-11,-59|•]]
 +
|bgcolor="blue"|[[-11,-58|•]]
 +
|bgcolor="blue"|[[-11,-57|•]]
 +
|bgcolor="blue"|[[-11,-56|•]]
 +
|bgcolor="blue"|[[-11,-55|•]]
 +
|bgcolor="blue"|[[-11,-54|•]]
 +
|bgcolor="blue"|[[-11,-53|•]]
 +
|bgcolor="blue"|[[-11,-52|•]]
 +
|bgcolor="blue"|[[-11,-51|•]]
 +
|bgcolor="blue"|[[-11,-50|•]]
 +
|bgcolor="blue"|[[-11,-49|•]]
 +
|bgcolor="blue"|[[-11,-48|•]]
 +
|bgcolor="blue"|[[-11,-47|•]]
 +
|bgcolor="blue"|[[-11,-46|•]]
 +
|bgcolor="blue"|[[-11,-45|•]]
 +
|bgcolor="blue"|[[-11,-44|•]]
 +
|bgcolor="blue"|[[-11,-43|•]]
 +
|bgcolor="blue"|[[-11,-42|•]]
 +
|bgcolor="blue"|[[-11,-41|•]]
 +
|bgcolor="blue"|[[-11,-40|•]]
 +
|bgcolor="blue"|[[-11,-39|•]]
 +
|bgcolor="blue"|[[-11,-38|•]]
 +
|bgcolor="blue"|[[-11,-37|•]]
 +
|colspan="3"|
 +
|-
 +
|height = "15" colspan="15"|
 +
|[[-12,-77|•]]
 +
|[[-12,-76|•]]
 +
|[[-12,-75|•]]
 +
|[[-12,-74|•]]
 +
|[[-12,-73|•]]
 +
|[[-12,-72|•]]
 +
|[[-12,-71|•]]
 +
|[[-12,-70|•]]
 +
|[[-12,-69|•]]
 +
|[[-12,-68|•]]
 +
|[[-12,-67|•]]
 +
|[[-12,-66|•]]
 +
|[[-12,-65|•]]
 +
|bgcolor="blue"|[[-12,-64|•]]
 +
|bgcolor="blue"|[[-12,-63|•]]
 +
|bgcolor="blue"|[[-12,-62|•]]
 +
|bgcolor="blue"|[[-12,-61|•]]
 +
|bgcolor="blue"|[[-12,-60|•]]
 +
|bgcolor="blue"|[[-12,-59|•]]
 +
|bgcolor="blue"|[[-12,-58|•]]
 +
|bgcolor="blue"|[[-12,-57|•]]
 +
|bgcolor="blue"|[[-12,-56|•]]
 +
|bgcolor="blue"|[[-12,-55|•]]
 +
|bgcolor="blue"|[[-12,-54|•]]
 +
|bgcolor="blue"|[[-12,-53|•]]
 +
|bgcolor="blue"|[[-12,-52|•]]
 +
|bgcolor="blue"|[[-12,-51|•]]
 +
|bgcolor="blue"|[[-12,-50|•]]
 +
|bgcolor="blue"|[[-12,-49|•]]
 +
|bgcolor="blue"|[[-12,-48|•]]
 +
|bgcolor="blue"|[[-12,-47|•]]
 +
|bgcolor="blue"|[[-12,-46|•]]
 +
|bgcolor="blue"|[[-12,-45|•]]
 +
|bgcolor="blue"|[[-12,-44|•]]
 +
|bgcolor="blue"|[[-12,-43|•]]
 +
|bgcolor="blue"|[[-12,-42|•]]
 +
|bgcolor="blue"|[[-12,-41|•]]
 +
|bgcolor="blue"|[[-12,-40|•]]
 +
|bgcolor="blue"|[[-12,-39|•]]
 +
|bgcolor="blue"|[[-12,-38|•]]
 +
|bgcolor="blue"|[[-12,-37|•]]
 +
|colspan="3"|
 
|-
 
|-
−
|height = "15" colspan="13"|
+
|height = "15" colspan="16"|
−
|[[-8,-79|•]]
+
|[[-13,-76|•]]
−
|[[-8,-78|•]]
+
|[[-13,-75|•]]
−
|[[-8,-77|•]]
+
|[[-13,-74|•]]
−
|[[-8,-76|•]]
+
|[[-13,-73|•]]
−
|[[-8,-75|•]]
+
|[[-13,-72|•]]
−
|[[-8,-74|•]]
+
|[[-13,-71|•]]
−
|[[-8,-73|•]]
+
|[[-13,-70|•]]
−
|[[-8,-72|•]]
+
|[[-13,-69|•]]
−
|[[-8,-71|•]]
+
|[[-13,-68|•]]
−
|[[-8,-70|•]]
+
|[[-13,-67|•]]
−
|[[-8,-69|•]]
+
|[[-13,-66|•]]
−
|[[-8,-68|•]]
+
|[[-13,-65|•]]
−
|[[-8,-67|•]]
+
|[[-13,-64|•]]
−
|[[-8,-66|•]]
+
|[[-13,-63|•]]
−
|[[-8,-65|•]]
+
|bgcolor="blue"|[[-13,-62|•]]
−
|[[-8,-64|•]]
+
|bgcolor="blue"|[[-13,-61|•]]
−
|[[-8,-63|•]]
+
|bgcolor="blue"|[[-13,-60|•]]
−
|[[-8,-62|•]]
+
|bgcolor="blue"|[[-13,-59|•]]
−
|[[-8,-61|•]]
+
|bgcolor="blue"|[[-13,-58|•]]
−
|[[-8,-60|•]]
+
|bgcolor="blue"|[[-13,-57|•]]
−
|[[-8,-59|•]]
+
|bgcolor="blue"|[[-13,-56|•]]
−
|[[-8,-58|•]]
+
|bgcolor="blue"|[[-13,-55|•]]
−
|[[-8,-57|•]]
+
|bgcolor="blue"|[[-13,-54|•]]
−
|[[-8,-56|•]]
+
|bgcolor="blue"|[[-13,-53|•]]
−
|[[-8,-55|•]]
+
|bgcolor="blue"|[[-13,-52|•]]
−
|[[-8,-54|•]]
+
|bgcolor="blue"|[[-13,-51|•]]
−
|[[-8,-53|•]]
+
|bgcolor="blue"|[[-13,-50|•]]
−
|[[-8,-52|•]]
+
|bgcolor="blue"|[[-13,-49|•]]
−
|[[-8,-51|•]]
+
|bgcolor="blue"|[[-13,-48|•]]
−
|[[-8,-50|•]]
+
|bgcolor="blue"|[[-13,-47|•]]
−
|[[-8,-49|•]]
+
|bgcolor="blue"|[[-13,-46|•]]
−
|[[-8,-48|•]]
+
|bgcolor="blue"|[[-13,-45|•]]
−
|[[-8,-47|•]]
+
|bgcolor="blue"|[[-13,-44|•]]
−
|[[-8,-46|•]]
+
|bgcolor="blue"|[[-13,-43|•]]
−
|[[-8,-45|•]]
+
|bgcolor="blue"|[[-13,-42|•]]
−
|[[-8,-44|•]]
+
|bgcolor="blue"|[[-13,-41|•]]
−
|[[-8,-43|•]]
+
|bgcolor="blue"|[[-13,-40|•]]
−
|[[-8,-42|•]]
+
|bgcolor="blue"|[[-13,-39|•]]
−
|[[-8,-41|•]]
+
|bgcolor="blue"|[[-13,-38|•]]
−
|[[-8,-40|•]]
+
|colspan="4"|
−
|[[-8,-39|•]]
+
|-
−
|[[-8,-38|•]]
+
|height = "15" colspan="16"|
−
|[[-8,-37|•]]
+
|[[-14,-76|•]]
−
|[[-8,-36|•]]
+
|[[-14,-75|•]]
−
|[[-8,-35|•]]
+
|[[-14,-74|•]]
−
|[[-8,-34|•]]
+
|[[-14,-73|•]]
 +
|[[-14,-72|•]]
 +
|[[-14,-71|•]]
 +
|[[-14,-70|•]]
 +
|[[-14,-69|•]]
 +
|[[-14,-68|•]]
 +
|[[-14,-67|•]]
 +
|[[-14,-66|•]]
 +
|[[-14,-65|•]]
 +
|[[-14,-64|•]]
 +
|[[-14,-63|•]]
 +
|[[-14,-62|•]]
 +
|[[-14,-61|•]]
 +
|bgcolor="blue"|[[-14,-60|•]]
 +
|bgcolor="blue"|[[-14,-59|•]]
 +
|bgcolor="blue"|[[-14,-58|•]]
 +
|bgcolor="blue"|[[-14,-57|•]]
 +
|bgcolor="blue"|[[-14,-56|•]]
 +
|bgcolor="blue"|[[-14,-55|•]]
 +
|bgcolor="blue"|[[-14,-54|•]]
 +
|bgcolor="blue"|[[-14,-53|•]]
 +
|bgcolor="blue"|[[-14,-52|•]]
 +
|bgcolor="blue"|[[-14,-51|•]]
 +
|bgcolor="blue"|[[-14,-50|•]]
 +
|bgcolor="blue"|[[-14,-49|•]]
 +
|bgcolor="blue"|[[-14,-48|•]]
 +
|bgcolor="blue"|[[-14,-47|•]]
 +
|bgcolor="blue"|[[-14,-46|•]]
 +
|bgcolor="blue"|[[-14,-45|•]]
 +
|bgcolor="blue"|[[-14,-44|•]]
 +
|bgcolor="blue"|[[-14,-43|•]]
 +
|bgcolor="blue"|[[-14,-42|•]]
 +
|bgcolor="blue"|[[-14,-41|•]]
 +
|bgcolor="blue"|[[-14,-40|•]]
 +
|bgcolor="blue"|[[-14,-39|•]]
 +
|bgcolor="blue"|[[-14,-38|•]]
 +
|colspan="4"|
 +
|-
 +
|height = "15" colspan="17"|
 +
|[[-15,-75|•]]
 +
|[[-15,-74|•]]
 +
|[[-15,-73|•]]
 +
|[[-15,-72|•]]
 +
|[[-15,-71|•]]
 +
|[[-15,-70|•]]
 +
|[[-15,-69|•]]
 +
|[[-15,-68|•]]
 +
|[[-15,-67|•]]
 +
|[[-15,-66|•]]
 +
|[[-15,-65|•]]
 +
|[[-15,-64|•]]
 +
|[[-15,-63|•]]
 +
|[[-15,-62|•]]
 +
|[[-15,-61|•]]
 +
|bgcolor="blue"|[[-15,-60|•]]
 +
|bgcolor="blue"|[[-15,-59|•]]
 +
|bgcolor="blue"|[[-15,-58|•]]
 +
|bgcolor="blue"|[[-15,-57|•]]
 +
|bgcolor="blue"|[[-15,-56|•]]
 +
|bgcolor="blue"|[[-15,-55|•]]
 +
|bgcolor="blue"|[[-15,-54|•]]
 +
|bgcolor="blue"|[[-15,-53|•]]
 +
|bgcolor="blue"|[[-15,-52|•]]
 +
|bgcolor="blue"|[[-15,-51|•]]
 +
|bgcolor="blue"|[[-15,-50|•]]
 +
|bgcolor="blue"|[[-15,-49|•]]
 +
|bgcolor="blue"|[[-15,-48|•]]
 +
|bgcolor="blue"|[[-15,-47|•]]
 +
|bgcolor="blue"|[[-15,-46|•]]
 +
|bgcolor="blue"|[[-15,-45|•]]
 +
|bgcolor="blue"|[[-15,-44|•]]
 +
|bgcolor="blue"|[[-15,-43|•]]
 +
|bgcolor="blue"|[[-15,-42|•]]
 +
|bgcolor="blue"|[[-15,-41|•]]
 +
|bgcolor="blue"|[[-15,-40|•]]
 +
|bgcolor="blue"|[[-15,-39|•]]
 +
|bgcolor="blue"|[[-15,-38|•]]
 +
|colspan="4"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="18"|
−
|[[-9,-78|•]]
+
|[[-16,-74|•]]
−
|[[-9,-77|•]]
+
|[[-16,-73|•]]
−
|[[-9,-76|•]]
+
|[[-16,-72|•]]
−
|[[-9,-75|•]]
+
|[[-16,-71|•]]
−
|[[-9,-74|•]]
+
|[[-16,-70|•]]
−
|[[-9,-73|•]]
+
|[[-16,-69|•]]
−
|[[-9,-72|•]]
+
|[[-16,-68|•]]
−
|[[-9,-71|•]]
+
|[[-16,-67|•]]
−
|[[-9,-70|•]]
+
|[[-16,-66|•]]
−
|[[-9,-69|•]]
+
|[[-16,-65|•]]
−
|[[-9,-68|•]]
+
|[[-16,-64|•]]
−
|[[-9,-67|•]]
+
|[[-16,-63|•]]
−
|[[-9,-66|•]]
+
|[[-16,-62|•]]
−
|[[-9,-65|•]]
+
|[[-16,-61|•]]
−
|[[-9,-64|•]]
+
|bgcolor="blue"|[[-16,-60|•]]
−
|[[-9,-63|•]]
+
|bgcolor="blue"|[[-16,-59|•]]
−
|[[-9,-62|•]]
+
|bgcolor="blue"|[[-16,-58|•]]
−
|[[-9,-61|•]]
+
|bgcolor="blue"|[[-16,-57|•]]
−
|[[-9,-60|•]]
+
|bgcolor="blue"|[[-16,-56|•]]
−
|[[-9,-59|•]]
+
|bgcolor="blue"|[[-16,-55|•]]
−
|[[-9,-58|•]]
+
|bgcolor="blue"|[[-16,-54|•]]
−
|[[-9,-57|•]]
+
|bgcolor="blue"|[[-16,-53|•]]
−
|[[-9,-56|•]]
+
|bgcolor="blue"|[[-16,-52|•]]
−
|[[-9,-55|•]]
+
|bgcolor="blue"|[[-16,-51|•]]
−
|[[-9,-54|•]]
+
|bgcolor="blue"|[[-16,-50|•]]
−
|[[-9,-53|•]]
+
|bgcolor="blue"|[[-16,-49|•]]
−
|[[-9,-52|•]]
+
|bgcolor="blue"|[[-16,-48|•]]
−
|[[-9,-51|•]]
+
|bgcolor="blue"|[[-16,-47|•]]
−
|[[-9,-50|•]]
+
|bgcolor="blue"|[[-16,-46|•]]
−
|[[-9,-49|•]]
+
|bgcolor="blue"|[[-16,-45|•]]
−
|[[-9,-48|•]]
+
|bgcolor="blue"|[[-16,-44|•]]
−
|[[-9,-47|•]]
+
|bgcolor="blue"|[[-16,-43|•]]
−
|[[-9,-46|•]]
+
|bgcolor="blue"|[[-16,-42|•]]
−
|[[-9,-45|•]]
+
|bgcolor="blue"|[[-16,-41|•]]
−
|[[-9,-44|•]]
+
|bgcolor="blue"|[[-16,-40|•]]
−
|[[-9,-43|•]]
+
|bgcolor="blue"|[[-16,-39|•]]
−
|[[-9,-42|•]]
+
|bgcolor="blue"|[[-16,-38|•]]
−
|[[-9,-41|•]]
+
|colspan="4"|
−
|[[-9,-40|•]]
+
|-
−
|[[-9,-39|•]]
+
|height = "15" colspan="21"|
−
|[[-9,-38|•]]
+
|[[-17,-71|•]]
−
|[[-9,-37|•]]
+
|[[-17,-70|•]]
−
|[[-9,-36|•]]
+
|bgcolor="green"|[[-17,-69|•]]
−
|[[-9,-35|•]]
+
|[[-17,-68|•]]
−
|colspan="1"|
+
|[[-17,-67|•]]
 +
|[[-17,-66|•]]
 +
|[[-17,-65|•]]
 +
|[[-17,-64|•]]
 +
|[[-17,-63|•]]
 +
|[[-17,-62|•]]
 +
|[[-17,-61|•]]
 +
|[[-17,-60|•]]
 +
|[[-17,-59|•]]
 +
|bgcolor="blue"|[[-17,-58|•]]
 +
|bgcolor="blue"|[[-17,-57|•]]
 +
|bgcolor="blue"|[[-17,-56|•]]
 +
|bgcolor="blue"|[[-17,-55|•]]
 +
|bgcolor="blue"|[[-17,-54|•]]
 +
|bgcolor="blue"|[[-17,-53|•]]
 +
|bgcolor="blue"|[[-17,-52|•]]
 +
|bgcolor="blue"|[[-17,-51|•]]
 +
|bgcolor="blue"|[[-17,-50|•]]
 +
|bgcolor="blue"|[[-17,-49|•]]
 +
|bgcolor="blue"|[[-17,-48|•]]
 +
|bgcolor="blue"|[[-17,-47|•]]
 +
|bgcolor="blue"|[[-17,-46|•]]
 +
|bgcolor="blue"|[[-17,-45|•]]
 +
|bgcolor="blue"|[[-17,-44|•]]
 +
|bgcolor="blue"|[[-17,-43|•]]
 +
|bgcolor="blue"|[[-17,-42|•]]
 +
|bgcolor="blue"|[[-17,-41|•]]
 +
|bgcolor="blue"|[[-17,-40|•]]
 +
|bgcolor="blue"|[[-17,-39|•]]
 +
|colspan="5"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="22"|
−
|[[-10,-78|•]]
+
|bgcolor="green"|[[-18,-70|•]]
−
|[[-10,-77|•]]
+
|bgcolor="green"|[[-18,-69|•]]
−
|[[-10,-76|•]]
+
|bgcolor="green"|[[-18,-68|•]]
−
|[[-10,-75|•]]
+
|[[-18,-67|•]]
−
|[[-10,-74|•]]
+
|[[-18,-66|•]]
−
|[[-10,-73|•]]
+
|[[-18,-65|•]]
−
|[[-10,-72|•]]
+
|[[-18,-64|•]]
−
|[[-10,-71|•]]
+
|[[-18,-63|•]]
−
|[[-10,-70|•]]
+
|[[-18,-62|•]]
−
|[[-10,-69|•]]
+
|[[-18,-61|•]]
−
|[[-10,-68|•]]
+
|[[-18,-60|•]]
−
|[[-10,-67|•]]
+
|[[-18,-59|•]]
−
|[[-10,-66|•]]
+
|[[-18,-58|•]]
−
|[[-10,-65|•]]
+
|bgcolor="blue"|[[-18,-57|•]]
−
|[[-10,-64|•]]
+
|bgcolor="blue"|[[-18,-56|•]]
−
|[[-10,-63|•]]
+
|bgcolor="blue"|[[-18,-55|•]]
−
|[[-10,-62|•]]
+
|bgcolor="blue"|[[-18,-54|•]]
−
|[[-10,-61|•]]
+
|bgcolor="blue"|[[-18,-53|•]]
−
|[[-10,-60|•]]
+
|bgcolor="blue"|[[-18,-52|•]]
−
|[[-10,-59|•]]
+
|bgcolor="blue"|[[-18,-51|•]]
−
|[[-10,-58|•]]
+
|bgcolor="blue"|[[-18,-50|•]]
−
|[[-10,-57|•]]
+
|bgcolor="blue"|[[-18,-49|•]]
−
|[[-10,-56|•]]
+
|bgcolor="blue"|[[-18,-48|•]]
−
|[[-10,-55|•]]
+
|bgcolor="blue"|[[-18,-47|•]]
−
|[[-10,-54|•]]
+
|bgcolor="blue"|[[-18,-46|•]]
−
|[[-10,-53|•]]
+
|bgcolor="blue"|[[-18,-45|•]]
−
|[[-10,-52|•]]
+
|bgcolor="blue"|[[-18,-44|•]]
−
|[[-10,-51|•]]
+
|bgcolor="blue"|[[-18,-43|•]]
−
|[[-10,-50|•]]
+
|bgcolor="blue"|[[-18,-42|•]]
−
|[[-10,-49|•]]
+
|bgcolor="blue"|[[-18,-41|•]]
−
|[[-10,-48|•]]
+
|bgcolor="blue"|[[-18,-40|•]]
−
|[[-10,-47|•]]
+
|bgcolor="blue"|[[-18,-39|•]]
−
|[[-10,-46|•]]
+
|colspan="5"|
−
|[[-10,-45|•]]
+
|-
−
|[[-10,-44|•]]
+
|height = "15" colspan="22"|
−
|[[-10,-43|•]]
+
|bgcolor="green"|[[-19,-70|•]]
−
|[[-10,-42|•]]
+
|bgcolor="green"|[[-19,-69|•]]
−
|[[-10,-41|•]]
+
|bgcolor="green"|[[-19,-68|•]]
−
|[[-10,-40|•]]
+
|[[-19,-67|•]]
−
|[[-10,-39|•]]
+
|[[-19,-66|•]]
−
|[[-10,-38|•]]
+
|[[-19,-65|•]]
−
|[[-10,-37|•]]
+
|[[-19,-64|•]]
−
|[[-10,-36|•]]
+
|[[-19,-63|•]]
−
|[[-10,-35|•]]
+
|[[-19,-62|•]]
−
|colspan="1"|
+
|[[-19,-61|•]]
 +
|[[-19,-60|•]]
 +
|[[-19,-59|•]]
 +
|bgcolor="blue"|[[-19,-58|•]]
 +
|bgcolor="blue"|[[-19,-57|•]]
 +
|bgcolor="blue"|[[-19,-56|•]]
 +
|bgcolor="blue"|[[-19,-55|•]]
 +
|bgcolor="blue"|[[-19,-54|•]]
 +
|bgcolor="blue"|[[-19,-53|•]]
 +
|bgcolor="blue"|[[-19,-52|•]]
 +
|bgcolor="blue"|[[-19,-51|•]]
 +
|bgcolor="blue"|[[-19,-50|•]]
 +
|bgcolor="blue"|[[-19,-49|•]]
 +
|bgcolor="blue"|[[-19,-48|•]]
 +
|bgcolor="blue"|[[-19,-47|•]]
 +
|bgcolor="blue"|[[-19,-46|•]]
 +
|bgcolor="blue"|[[-19,-45|•]]
 +
|bgcolor="blue"|[[-19,-44|•]]
 +
|bgcolor="blue"|[[-19,-43|•]]
 +
|bgcolor="blue"|[[-19,-42|•]]
 +
|bgcolor="blue"|[[-19,-41|•]]
 +
|bgcolor="blue"|[[-19,-40|•]]
 +
|bgcolor="blue"|[[-19,-39|•]]
 +
|colspan="5"|
 +
|-
 +
|height = "15" colspan="22"|
 +
|bgcolor="green"|[[-20,-70|•]]
 +
|bgcolor="green"|[[-20,-69|•]]
 +
|bgcolor="green"|[[-20,-68|•]]
 +
|[[-20,-67|•]]
 +
|[[-20,-66|•]]
 +
|[[-20,-65|•]]
 +
|[[-20,-64|•]]
 +
|[[-20,-63|•]]
 +
|[[-20,-62|•]]
 +
|[[-20,-61|•]]
 +
|[[-20,-60|•]]
 +
|[[-20,-59|•]]
 +
|bgcolor="blue"|[[-20,-58|•]]
 +
|bgcolor="blue"|[[-20,-57|•]]
 +
|bgcolor="blue"|[[-20,-56|•]]
 +
|bgcolor="blue"|[[-20,-55|•]]
 +
|bgcolor="blue"|[[-20,-54|•]]
 +
|bgcolor="blue"|[[-20,-53|•]]
 +
|bgcolor="blue"|[[-20,-52|•]]
 +
|bgcolor="blue"|[[-20,-51|•]]
 +
|bgcolor="blue"|[[-20,-50|•]]
 +
|bgcolor="blue"|[[-20,-49|•]]
 +
|bgcolor="blue"|[[-20,-48|•]]
 +
|bgcolor="blue"|[[-20,-47|•]]
 +
|bgcolor="blue"|[[-20,-46|•]]
 +
|bgcolor="blue"|[[-20,-45|•]]
 +
|bgcolor="blue"|[[-20,-44|•]]
 +
|bgcolor="blue"|[[-20,-43|•]]
 +
|bgcolor="blue"|[[-20,-42|•]]
 +
|bgcolor="blue"|[[-20,-41|•]]
 +
|bgcolor="blue"|[[-20,-40|•]]
 +
|colspan="6"|
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="22"|
−
|[[-11,-77|•]]
+
|bgcolor="green"|[[-21,-70|•]]
−
|[[-11,-76|•]]
+
|bgcolor="green"|[[-21,-69|•]]
−
|[[-11,-75|•]]
+
|bgcolor="green"|[[-21,-68|•]]
−
|[[-11,-74|•]]
+
|[[-21,-67|•]]
−
|[[-11,-73|•]]
+
|[[-21,-66|•]]
−
|[[-11,-72|•]]
+
|[[-21,-65|•]]
−
|[[-11,-71|•]]
+
|[[-21,-64|•]]
−
|[[-11,-70|•]]
+
|[[-21,-63|•]]
−
|[[-11,-69|•]]
+
|[[-21,-62|•]]
−
|[[-11,-68|•]]
+
|[[-21,-61|•]]
−
|[[-11,-67|•]]
+
|[[-21,-60|•]]
−
|[[-11,-66|•]]
+
|[[-21,-59|•]]
−
|[[-11,-65|•]]
+
|[[-21,-58|•]]
−
|[[-11,-64|•]]
+
|bgcolor="blue"|[[-21,-57|•]]
−
|[[-11,-63|•]]
+
|bgcolor="blue"|[[-21,-56|•]]
−
|[[-11,-62|•]]
+
|bgcolor="blue"|[[-21,-55|•]]
−
|[[-11,-61|•]]
+
|bgcolor="blue"|[[-21,-54|•]]
−
|[[-11,-60|•]]
+
|bgcolor="blue"|[[-21,-53|•]]
−
|[[-11,-59|•]]
+
|bgcolor="blue"|[[-21,-52|•]]
−
|[[-11,-58|•]]
+
|bgcolor="blue"|[[-21,-51|•]]
−
|[[-11,-57|•]]
+
|bgcolor="blue"|[[-21,-50|•]]
−
|[[-11,-56|•]]
+
|bgcolor="blue"|[[-21,-49|•]]
−
|[[-11,-55|•]]
+
|bgcolor="blue"|[[-21,-48|•]]
−
|[[-11,-54|•]]
+
|bgcolor="blue"|[[-21,-47|•]]
−
|[[-11,-53|•]]
+
|bgcolor="blue"|[[-21,-46|•]]
−
|[[-11,-52|•]]
+
|bgcolor="blue"|[[-21,-45|•]]
−
|[[-11,-51|•]]
+
|bgcolor="blue"|[[-21,-44|•]]
−
|[[-11,-50|•]]
+
|bgcolor="blue"|[[-21,-43|•]]
−
|[[-11,-49|•]]
+
|bgcolor="blue"|[[-21,-42|•]]
−
|[[-11,-48|•]]
+
|bgcolor="blue"|[[-21,-41|•]]
−
|[[-11,-47|•]]
+
|bgcolor="blue"|[[-21,-40|•]]
−
|[[-11,-46|•]]
+
|colspan="6"|
−
|[[-11,-45|•]]
+
|-
−
|[[-11,-44|•]]
+
|height = "15" colspan="22"|
−
|[[-11,-43|•]]
+
|bgcolor="green"|[[-22,-70|•]]
−
|[[-11,-42|•]]
+
|bgcolor="green"|[[-22,-69|•]]
−
|[[-11,-41|•]]
+
|bgcolor="green"|[[-22,-68|•]]
−
|[[-11,-40|•]]
+
|bgcolor="green"|[[-22,-67|•]]
−
|[[-11,-39|•]]
+
|[[-22,-66|•]]
−
|[[-11,-38|•]]
+
|[[-22,-65|•]]
−
|[[-11,-37|•]]
+
|[[-22,-64|•]]
−
|colspan="3"|
+
|[[-22,-63|•]]
 +
|[[-22,-62|•]]
 +
|[[-22,-61|•]]
 +
|[[-22,-60|•]]
 +
|[[-22,-59|•]]
 +
|bgcolor="blue"|[[-22,-58|•]]
 +
|bgcolor="blue"|[[-22,-57|•]]
 +
|bgcolor="blue"|[[-22,-56|•]]
 +
|bgcolor="blue"|[[-22,-55|•]]
 +
|bgcolor="blue"|[[-22,-54|•]]
 +
|bgcolor="blue"|[[-22,-53|•]]
 +
|bgcolor="blue"|[[-22,-52|•]]
 +
|bgcolor="blue"|[[-22,-51|•]]
 +
|bgcolor="blue"|[[-22,-50|•]]
 +
|bgcolor="blue"|[[-22,-49|•]]
 +
|bgcolor="blue"|[[-22,-48|•]]
 +
|bgcolor="blue"|[[-22,-47|•]]
 +
|bgcolor="blue"|[[-22,-46|•]]
 +
|bgcolor="blue"|[[-22,-45|•]]
 +
|bgcolor="blue"|[[-22,-44|•]]
 +
|bgcolor="blue"|[[-22,-43|•]]
 +
|bgcolor="blue"|[[-22,-42|•]]
 +
|bgcolor="blue"|[[-22,-41|•]]
 +
|bgcolor="blue"|[[-22,-40|•]]
 +
|colspan="6"|
 +
|-
 +
|height = "15" colspan="22"|
 +
|bgcolor="green"|[[-23,-70|•]]
 +
|bgcolor="green"|[[-23,-69|•]]
 +
|bgcolor="green"|[[-23,-68|•]]
 +
|bgcolor="green"|[[-23,-67|•]]
 +
|[[-23,-66|•]]
 +
|[[-23,-65|•]]
 +
|[[-23,-64|•]]
 +
|[[-23,-63|•]]
 +
|[[-23,-62|•]]
 +
|[[-23,-61|•]]
 +
|[[-23,-60|•]]
 +
|[[-23,-59|•]]
 +
|[[-23,-58|•]]
 +
|[[-23,-57|•]]
 +
|[[-23,-56|•]]
 +
|bgcolor="blue"|[[-23,-55|•]]
 +
|bgcolor="blue"|[[-23,-54|•]]
 +
|bgcolor="blue"|[[-23,-53|•]]
 +
|bgcolor="blue"|[[-23,-52|•]]
 +
|bgcolor="blue"|[[-23,-51|•]]
 +
|bgcolor="blue"|[[-23,-50|•]]
 +
|bgcolor="blue"|[[-23,-49|•]]
 +
|bgcolor="blue"|[[-23,-48|•]]
 +
|bgcolor="blue"|[[-23,-47|•]]
 +
|bgcolor="blue"|[[-23,-46|•]]
 +
|bgcolor="blue"|[[-23,-45|•]]
 +
|bgcolor="blue"|[[-23,-44|•]]
 +
|bgcolor="blue"|[[-23,-43|•]]
 +
|bgcolor="blue"|[[-23,-42|•]]
 +
|bgcolor="blue"|[[-23,-41|•]]
 +
|colspan="7"|
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="22"|
−
|[[-12,-77|•]]
+
|bgcolor="green"|[[-24,-70|•]]
−
|[[-12,-76|•]]
+
|bgcolor="green"|[[-24,-69|•]]
−
|[[-12,-75|•]]
+
|bgcolor="green"|[[-24,-68|•]]
−
|[[-12,-74|•]]
+
|bgcolor="green"|[[-24,-67|•]]
−
|[[-12,-73|•]]
+
|[[-24,-66|•]]
−
|[[-12,-72|•]]
+
|[[-24,-65|•]]
−
|[[-12,-71|•]]
+
|[[-24,-64|•]]
−
|[[-12,-70|•]]
+
|[[-24,-63|•]]
−
|[[-12,-69|•]]
+
|[[-24,-62|•]]
−
|[[-12,-68|•]]
+
|[[-24,-61|•]]
−
|[[-12,-67|•]]
+
|[[-24,-60|•]]
−
|[[-12,-66|•]]
+
|[[-24,-59|•]]
−
|[[-12,-65|•]]
+
|[[-24,-58|•]]
−
|[[-12,-64|•]]
+
|[[-24,-57|•]]
−
|[[-12,-63|•]]
+
|[[-24,-56|•]]
−
|[[-12,-62|•]]
+
|bgcolor="blue"|[[-24,-55|•]]
−
|[[-12,-61|•]]
+
|bgcolor="blue"|[[-24,-54|•]]
−
|[[-12,-60|•]]
+
|bgcolor="blue"|[[-24,-53|•]]
−
|[[-12,-59|•]]
+
|bgcolor="blue"|[[-24,-52|•]]
−
|[[-12,-58|•]]
+
|bgcolor="blue"|[[-24,-51|•]]
−
|[[-12,-57|•]]
+
|bgcolor="blue"|[[-24,-50|•]]
−
|[[-12,-56|•]]
+
|bgcolor="blue"|[[-24,-49|•]]
−
|[[-12,-55|•]]
+
|bgcolor="blue"|[[-24,-48|•]]
−
|[[-12,-54|•]]
+
|bgcolor="blue"|[[-24,-47|•]]
−
|[[-12,-53|•]]
+
|bgcolor="blue"|[[-24,-46|•]]
−
|[[-12,-52|•]]
+
|colspan="12"|
−
|[[-12,-51|•]]
+
|-
−
|[[-12,-50|•]]
+
|height = "15" colspan="22"|
−
|[[-12,-49|•]]
+
|bgcolor="green"|[[-25,-70|•]]
−
|[[-12,-48|•]]
+
|bgcolor="green"|[[-25,-69|•]]
−
|[[-12,-47|•]]
+
|bgcolor="green"|[[-25,-68|•]]
−
|[[-12,-46|•]]
+
|[[-25,-67|•]]
−
|[[-12,-45|•]]
+
|[[-25,-66|•]]
−
|[[-12,-44|•]]
+
|[[-25,-65|•]]
−
|[[-12,-43|•]]
+
|[[-25,-64|•]]
−
|[[-12,-42|•]]
+
|[[-25,-63|•]]
−
|[[-12,-41|•]]
+
|[[-25,-62|•]]
−
|[[-12,-40|•]]
+
|[[-25,-61|•]]
−
|[[-12,-39|•]]
+
|[[-25,-60|•]]
−
|[[-12,-38|•]]
+
|[[-25,-59|•]]
−
|[[-12,-37|•]]
+
|[[-25,-58|•]]
−
|colspan="3"|
+
|[[-25,-57|•]]
 +
|[[-25,-56|•]]
 +
|[[-25,-55|•]]
 +
|bgcolor="blue"|[[-25,-54|•]]
 +
|bgcolor="blue"|[[-25,-53|•]]
 +
|bgcolor="blue"|[[-25,-52|•]]
 +
|bgcolor="blue"|[[-25,-51|•]]
 +
|bgcolor="blue"|[[-25,-50|•]]
 +
|bgcolor="blue"|[[-25,-49|•]]
 +
|bgcolor="blue"|[[-25,-48|•]]
 +
|bgcolor="blue"|[[-25,-47|•]]
 +
|colspan="13"|
 
|-
 
|-
−
|height = "15" colspan="16"|
+
|height = "15" colspan="22"|
−
|[[-13,-76|•]]
+
|bgcolor="green"|[[-26,-70|•]]
−
|[[-13,-75|•]]
+
|bgcolor="green"|[[-26,-69|•]]
−
|[[-13,-74|•]]
+
|bgcolor="green"|[[-26,-68|•]]
−
|[[-13,-73|•]]
+
|[[-26,-67|•]]
−
|[[-13,-72|•]]
+
|[[-26,-66|•]]
−
|[[-13,-71|•]]
+
|[[-26,-65|•]]
−
|[[-13,-70|•]]
+
|[[-26,-64|•]]
−
|[[-13,-69|•]]
+
|[[-26,-63|•]]
−
|[[-13,-68|•]]
+
|[[-26,-62|•]]
−
|[[-13,-67|•]]
+
|[[-26,-61|•]]
−
|[[-13,-66|•]]
+
|[[-26,-60|•]]
−
|[[-13,-65|•]]
+
|[[-26,-59|•]]
−
|[[-13,-64|•]]
+
|[[-26,-58|•]]
−
|[[-13,-63|•]]
+
|[[-26,-57|•]]
−
|[[-13,-62|•]]
+
|[[-26,-56|•]]
−
|[[-13,-61|•]]
+
|[[-26,-55|•]]
−
|[[-13,-60|•]]
+
|[[-26,-54|•]]
−
|[[-13,-59|•]]
+
|bgcolor="blue"|[[-26,-53|•]]
−
|[[-13,-58|•]]
+
|bgcolor="blue"|[[-26,-52|•]]
−
|[[-13,-57|•]]
+
|bgcolor="blue"|[[-26,-51|•]]
−
|[[-13,-56|•]]
+
|bgcolor="blue"|[[-26,-50|•]]
−
|[[-13,-55|•]]
+
|bgcolor="blue"|[[-26,-49|•]]
−
|[[-13,-54|•]]
+
|bgcolor="blue"|[[-26,-48|•]]
−
|[[-13,-53|•]]
+
|colspan="14"|
−
|[[-13,-52|•]]
+
|-
−
|[[-13,-51|•]]
+
|height = "15" colspan="21"|
−
|[[-13,-50|•]]
+
|bgcolor="green"|[[-27,-71|•]]
−
|[[-13,-49|•]]
+
|bgcolor="green"|[[-27,-70|•]]
−
|[[-13,-48|•]]
+
|bgcolor="green"|[[-27,-69|•]]
−
|[[-13,-47|•]]
+
|bgcolor="green"|[[-27,-68|•]]
−
|[[-13,-46|•]]
+
|[[-27,-67|•]]
−
|[[-13,-45|•]]
+
|[[-27,-66|•]]
−
|[[-13,-44|•]]
+
|[[-27,-65|•]]
−
|[[-13,-43|•]]
+
|[[-27,-64|•]]
−
|[[-13,-42|•]]
+
|[[-27,-63|•]]
−
|[[-13,-41|•]]
+
|[[-27,-62|•]]
−
|[[-13,-40|•]]
+
|[[-27,-61|•]]
−
|[[-13,-39|•]]
+
|[[-27,-60|•]]
−
|[[-13,-38|•]]
+
|[[-27,-59|•]]
−
|colspan="4"|
+
|[[-27,-58|•]]
 +
|[[-27,-57|•]]
 +
|[[-27,-56|•]]
 +
|bgcolor="blue"|[[-27,-55|•]]
 +
|bgcolor="blue"|[[-27,-54|•]]
 +
|bgcolor="blue"|[[-27,-53|•]]
 +
|bgcolor="blue"|[[-27,-52|•]]
 +
|bgcolor="blue"|[[-27,-51|•]]
 +
|bgcolor="blue"|[[-27,-50|•]]
 +
|bgcolor="blue"|[[-27,-49|•]]
 +
|bgcolor="blue"|[[-27,-48|•]]
 +
|colspan="14"|
 
|-
 
|-
−
|height = "15" colspan="16"|
+
|height = "15" colspan="21"|
−
|[[-14,-76|•]]
+
|bgcolor="green"|[[-28,-71|•]]
−
|[[-14,-75|•]]
+
|bgcolor="green"|[[-28,-70|•]]
−
|[[-14,-74|•]]
+
|bgcolor="green"|[[-28,-69|•]]
−
|[[-14,-73|•]]
+
|[[-28,-68|•]]
−
|[[-14,-72|•]]
+
|[[-28,-67|•]]
−
|[[-14,-71|•]]
+
|[[-28,-66|•]]
−
|[[-14,-70|•]]
+
|[[-28,-65|•]]
−
|[[-14,-69|•]]
+
|[[-28,-64|•]]
−
|[[-14,-68|•]]
+
|[[-28,-63|•]]
−
|[[-14,-67|•]]
+
|[[-28,-62|•]]
−
|[[-14,-66|•]]
+
|[[-28,-61|•]]
−
|[[-14,-65|•]]
+
|[[-28,-60|•]]
−
|[[-14,-64|•]]
+
|[[-28,-59|•]]
−
|[[-14,-63|•]]
+
|[[-28,-58|•]]
−
|[[-14,-62|•]]
+
|[[-28,-57|•]]
−
|[[-14,-61|•]]
+
|bgcolor="blue"|[[-28,-56|•]]
−
|[[-14,-60|•]]
+
|bgcolor="blue"|[[-28,-55|•]]
−
|[[-14,-59|•]]
+
|bgcolor="blue"|[[-28,-54|•]]
−
|[[-14,-58|•]]
+
|bgcolor="blue"|[[-28,-53|•]]
−
|[[-14,-57|•]]
+
|bgcolor="blue"|[[-28,-52|•]]
−
|[[-14,-56|•]]
+
|bgcolor="blue"|[[-28,-51|•]]
−
|[[-14,-55|•]]
+
|bgcolor="blue"|[[-28,-50|•]]
−
|[[-14,-54|•]]
+
|bgcolor="blue"|[[-28,-49|•]]
−
|[[-14,-53|•]]
+
|bgcolor="blue"|[[-28,-48|•]]
−
|[[-14,-52|•]]
+
|colspan="14"|
−
|[[-14,-51|•]]
+
|-
−
|[[-14,-50|•]]
+
|height = "15" colspan="21"|
−
|[[-14,-49|•]]
+
|bgcolor="green"|[[-29,-71|•]]
−
|[[-14,-48|•]]
+
|bgcolor="green"|[[-29,-70|•]]
−
|[[-14,-47|•]]
+
|bgcolor="green"|[[-29,-69|•]]
−
|[[-14,-46|•]]
+
|[[-29,-68|•]]
−
|[[-14,-45|•]]
+
|[[-29,-67|•]]
−
|[[-14,-44|•]]
+
|[[-29,-66|•]]
−
|[[-14,-43|•]]
+
|[[-29,-65|•]]
−
|[[-14,-42|•]]
+
|[[-29,-64|•]]
−
|[[-14,-41|•]]
+
|[[-29,-63|•]]
−
|[[-14,-40|•]]
+
|[[-29,-62|•]]
−
|[[-14,-39|•]]
+
|[[-29,-61|•]]
−
|[[-14,-38|•]]
+
|[[-29,-60|•]]
−
|colspan="4"|
+
|[[-29,-59|•]]
 +
|[[-29,-58|•]]
 +
|bgcolor="blue"|[[-29,-57|•]]
 +
|bgcolor="blue"|[[-29,-56|•]]
 +
|bgcolor="blue"|[[-29,-55|•]]
 +
|bgcolor="blue"|[[-29,-54|•]]
 +
|bgcolor="blue"|[[-29,-53|•]]
 +
|bgcolor="blue"|[[-29,-52|•]]
 +
|bgcolor="blue"|[[-29,-51|•]]
 +
|bgcolor="blue"|[[-29,-50|•]]
 +
|bgcolor="blue"|[[-29,-49|•]]
 +
|colspan="15"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="21"|
−
|[[-15,-75|•]]
+
|bgcolor="green"|[[-30,-71|•]]
−
|[[-15,-74|•]]
+
|bgcolor="green"|[[-30,-70|•]]
−
|[[-15,-73|•]]
+
|bgcolor="green"|[[-30,-69|•]]
−
|[[-15,-72|•]]
+
|[[-30,-68|•]]
−
|[[-15,-71|•]]
+
|[[-30,-67|•]]
−
|[[-15,-70|•]]
+
|[[-30,-66|•]]
−
|[[-15,-69|•]]
+
|[[-30,-65|•]]
−
|[[-15,-68|•]]
+
|[[-30,-64|•]]
−
|[[-15,-67|•]]
+
|[[-30,-63|•]]
−
|[[-15,-66|•]]
+
|[[-30,-62|•]]
−
|[[-15,-65|•]]
+
|[[-30,-61|•]]
−
|[[-15,-64|•]]
+
|[[-30,-60|•]]
−
|[[-15,-63|•]]
+
|[[-30,-59|•]]
−
|[[-15,-62|•]]
+
|[[-30,-58|•]]
−
|[[-15,-61|•]]
+
|bgcolor="blue"|[[-30,-57|•]]
−
|[[-15,-60|•]]
+
|bgcolor="blue"|[[-30,-56|•]]
−
|[[-15,-59|•]]
+
|bgcolor="blue"|[[-30,-55|•]]
−
|[[-15,-58|•]]
+
|bgcolor="blue"|[[-30,-54|•]]
−
|[[-15,-57|•]]
+
|bgcolor="blue"|[[-30,-53|•]]
−
|[[-15,-56|•]]
+
|bgcolor="blue"|[[-30,-52|•]]
−
|[[-15,-55|•]]
+
|bgcolor="blue"|[[-30,-51|•]]
−
|[[-15,-54|•]]
+
|bgcolor="blue"|[[-30,-50|•]]
−
|[[-15,-53|•]]
+
|colspan="16"|
−
|[[-15,-52|•]]
+
|-
−
|[[-15,-51|•]]
+
|height = "15" colspan="21"|
−
|[[-15,-50|•]]
+
|bgcolor="green"|[[-31,-71|•]]
−
|[[-15,-49|•]]
+
|bgcolor="green"|[[-31,-70|•]]
−
|[[-15,-48|•]]
+
|[[-31,-69|•]]
−
|[[-15,-47|•]]
+
|[[-31,-68|•]]
−
|[[-15,-46|•]]
+
|[[-31,-67|•]]
−
|[[-15,-45|•]]
+
|[[-31,-66|•]]
−
|[[-15,-44|•]]
+
|[[-31,-65|•]]
−
|[[-15,-43|•]]
+
|[[-31,-64|•]]
−
|[[-15,-42|•]]
+
|[[-31,-63|•]]
−
|[[-15,-41|•]]
+
|[[-31,-62|•]]
−
|[[-15,-40|•]]
+
|[[-31,-61|•]]
−
|[[-15,-39|•]]
+
|[[-31,-60|•]]
−
|[[-15,-38|•]]
+
|[[-31,-59|•]]
−
|colspan="4"|
+
|[[-31,-58|•]]
 +
|[[-31,-57|•]]
 +
|bgcolor="blue"|[[-31,-56|•]]
 +
|bgcolor="blue"|[[-31,-55|•]]
 +
|bgcolor="blue"|[[-31,-54|•]]
 +
|bgcolor="blue"|[[-31,-53|•]]
 +
|bgcolor="blue"|[[-31,-52|•]]
 +
|bgcolor="blue"|[[-31,-51|•]]
 +
|bgcolor="blue"|[[-31,-50|•]]
 +
|colspan="16"|
 
|-
 
|-
−
|height = "15" colspan="18"|
+
|height = "15" colspan="21"|
−
|[[-16,-74|•]]
+
|bgcolor="green"|[[-32,-71|•]]
−
|[[-16,-73|•]]
+
|bgcolor="green"|[[-32,-70|•]]
−
|[[-16,-72|•]]
+
|bgcolor="green"|[[-32,-69|•]]
−
|[[-16,-71|•]]
+
|[[-32,-68|•]]
−
|[[-16,-70|•]]
+
|[[-32,-67|•]]
−
|[[-16,-69|•]]
+
|[[-32,-66|•]]
−
|[[-16,-68|•]]
+
|[[-32,-65|•]]
−
|[[-16,-67|•]]
+
|[[-32,-64|•]]
−
|[[-16,-66|•]]
+
|[[-32,-63|•]]
−
|[[-16,-65|•]]
+
|[[-32,-62|•]]
−
|[[-16,-64|•]]
+
|[[-32,-61|•]]
−
|[[-16,-63|•]]
+
|[[-32,-60|•]]
−
|[[-16,-62|•]]
+
|[[-32,-59|•]]
−
|[[-16,-61|•]]
+
|[[-32,-58|•]]
−
|[[-16,-60|•]]
+
|[[-32,-57|•]]
−
|[[-16,-59|•]]
+
|[[-32,-56|•]]
−
|[[-16,-58|•]]
+
|[[-32,-55|•]]
−
|[[-16,-57|•]]
+
|[[-32,-54|•]]
−
|[[-16,-56|•]]
+
|bgcolor="blue"|[[-32,-53|•]]
−
|[[-16,-55|•]]
+
|bgcolor="blue"|[[-32,-52|•]]
−
|[[-16,-54|•]]
+
|bgcolor="blue"|[[-32,-51|•]]
−
|[[-16,-53|•]]
+
|colspan="17"|
−
|[[-16,-52|•]]
 
−
|[[-16,-51|•]]
 
−
|[[-16,-50|•]]
 
−
|[[-16,-49|•]]
 
−
|[[-16,-48|•]]
 
−
|[[-16,-47|•]]
 
−
|[[-16,-46|•]]
 
−
|[[-16,-45|•]]
 
−
|[[-16,-44|•]]
 
−
|[[-16,-43|•]]
 
−
|[[-16,-42|•]]
 
−
|[[-16,-41|•]]
 
−
|[[-16,-40|•]]
 
−
|[[-16,-39|•]]
 
−
|[[-16,-38|•]]
 
−
|colspan="4"|
 
 
|-
 
|-
 
|height = "15" colspan="21"|
 
|height = "15" colspan="21"|
−
|[[-17,-71|•]]
+
|bgcolor="green"|[[-33,-71|•]]
−
|[[-17,-70|•]]
+
|bgcolor="green"|[[-33,-70|•]]
−
|[[-17,-69|•]]
+
|bgcolor="green"|[[-33,-69|•]]
−
|[[-17,-68|•]]
+
|[[-33,-68|•]]
−
|[[-17,-67|•]]
+
|[[-33,-67|•]]
−
|[[-17,-66|•]]
+
|[[-33,-66|•]]
−
|[[-17,-65|•]]
+
|[[-33,-65|•]]
−
|[[-17,-64|•]]
+
|[[-33,-64|•]]
−
|[[-17,-63|•]]
+
|[[-33,-63|•]]
−
|[[-17,-62|•]]
+
|[[-33,-62|•]]
−
|[[-17,-61|•]]
+
|[[-33,-61|•]]
−
|[[-17,-60|•]]
+
|[[-33,-60|•]]
−
|[[-17,-59|•]]
+
|[[-33,-59|•]]
−
|[[-17,-58|•]]
+
|[[-33,-58|•]]
−
|[[-17,-57|•]]
+
|[[-33,-57|•]]
−
|[[-17,-56|•]]
+
|[[-33,-56|•]]
−
|[[-17,-55|•]]
+
|[[-33,-55|•]]
−
|[[-17,-54|•]]
+
|[[-33,-54|•]]
−
|[[-17,-53|•]]
+
|bgcolor="blue"|[[-33,-53|•]]
−
|[[-17,-52|•]]
+
|bgcolor="blue"|[[-33,-52|•]]
−
|[[-17,-51|•]]
+
|colspan="18"|
−
|[[-17,-50|•]]
+
|-
−
|[[-17,-49|•]]
+
|height = "15" colspan="20"|
−
|[[-17,-48|•]]
+
|bgcolor="green"|[[-34,-72|•]]
−
|[[-17,-47|•]]
+
|bgcolor="green"|[[-34,-71|•]]
−
|[[-17,-46|•]]
+
|bgcolor="green"|[[-34,-70|•]]
−
|[[-17,-45|•]]
+
|bgcolor="green"|[[-34,-69|•]]
−
|[[-17,-44|•]]
+
|[[-34,-68|•]]
−
|[[-17,-43|•]]
+
|[[-34,-67|•]]
−
|[[-17,-42|•]]
+
|[[-34,-66|•]]
−
|[[-17,-41|•]]
+
|[[-34,-65|•]]
−
|[[-17,-40|•]]
+
|[[-34,-64|•]]
−
|[[-17,-39|•]]
+
|[[-34,-63|•]]
−
|colspan="5"|
+
|[[-34,-62|•]]
 +
|[[-34,-61|•]]
 +
|[[-34,-60|•]]
 +
|[[-34,-59|•]]
 +
|[[-34,-58|•]]
 +
|[[-34,-57|•]]
 +
|[[-34,-56|•]]
 +
|[[-34,-55|•]]
 +
|[[-34,-54|•]]
 +
|[[-34,-53|•]]
 +
|colspan="19"|
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="20"|
−
|[[-18,-70|•]]
+
|bgcolor="green"|[[-35,-72|•]]
−
|[[-18,-69|•]]
+
|bgcolor="green"|[[-35,-71|•]]
−
|[[-18,-68|•]]
+
|bgcolor="green"|[[-35,-70|•]]
−
|[[-18,-67|•]]
+
|[[-35,-69|•]]
−
|[[-18,-66|•]]
+
|[[-35,-68|•]]
−
|[[-18,-65|•]]
+
|[[-35,-67|•]]
−
|[[-18,-64|•]]
+
|[[-35,-66|•]]
−
|[[-18,-63|•]]
+
|[[-35,-65|•]]
−
|[[-18,-62|•]]
+
|[[-35,-64|•]]
−
|[[-18,-61|•]]
+
|[[-35,-63|•]]
−
|[[-18,-60|•]]
+
|[[-35,-62|•]]
−
|[[-18,-59|•]]
+
|[[-35,-61|•]]
−
|[[-18,-58|•]]
+
|[[-35,-60|•]]
−
|[[-18,-57|•]]
+
|[[-35,-59|•]]
−
|[[-18,-56|•]]
+
|[[-35,-58|•]]
−
|[[-18,-55|•]]
+
|[[-35,-57|•]]
−
|[[-18,-54|•]]
+
|colspan="23"|
−
|[[-18,-53|•]]
+
|-
−
|[[-18,-52|•]]
+
|height = "15" colspan="19"|
−
|[[-18,-51|•]]
+
|bgcolor="green"|[[-36,-73|•]]
−
|[[-18,-50|•]]
+
|bgcolor="green"|[[-36,-72|•]]
−
|[[-18,-49|•]]
+
|bgcolor="green"|[[-36,-71|•]]
−
|[[-18,-48|•]]
+
|bgcolor="green"|[[-36,-70|•]]
−
|[[-18,-47|•]]
+
|[[-36,-69|•]]
−
|[[-18,-46|•]]
+
|[[-36,-68|•]]
−
|[[-18,-45|•]]
+
|[[-36,-67|•]]
−
|[[-18,-44|•]]
+
|[[-36,-66|•]]
−
|[[-18,-43|•]]
+
|[[-36,-65|•]]
−
|[[-18,-42|•]]
+
|[[-36,-64|•]]
−
|[[-18,-41|•]]
+
|[[-36,-63|•]]
−
|[[-18,-40|•]]
+
|[[-36,-62|•]]
−
|[[-18,-39|•]]
+
|[[-36,-61|•]]
−
|colspan="5"|
+
|[[-36,-60|•]]
 +
|[[-36,-59|•]]
 +
|[[-36,-58|•]]
 +
|[[-36,-57|•]]
 +
|[[-36,-56|•]]
 +
|colspan="22"|
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="19"|
−
|[[-19,-70|•]]
+
|bgcolor="green"|[[-37,-73|•]]
−
|[[-19,-69|•]]
+
|bgcolor="green"|[[-37,-72|•]]
−
|[[-19,-68|•]]
+
|bgcolor="green"|[[-37,-71|•]]
−
|[[-19,-67|•]]
+
|[[-37,-70|•]]
−
|[[-19,-66|•]]
+
|[[-37,-69|•]]
−
|[[-19,-65|•]]
+
|[[-37,-68|•]]
−
|[[-19,-64|•]]
+
|[[-37,-67|•]]
−
|[[-19,-63|•]]
+
|[[-37,-66|•]]
−
|[[-19,-62|•]]
+
|[[-37,-65|•]]
−
|[[-19,-61|•]]
+
|[[-37,-64|•]]
−
|[[-19,-60|•]]
+
|[[-37,-63|•]]
−
|[[-19,-59|•]]
+
|[[-37,-62|•]]
−
|[[-19,-58|•]]
+
|[[-37,-61|•]]
−
|[[-19,-57|•]]
+
|[[-37,-60|•]]
−
|[[-19,-56|•]]
+
|[[-37,-59|•]]
−
|[[-19,-55|•]]
+
|[[-37,-58|•]]
−
|[[-19,-54|•]]
+
|[[-37,-57|•]]
−
|[[-19,-53|•]]
+
|[[-37,-56|•]]
−
|[[-19,-52|•]]
+
|colspan="22"|
−
|[[-19,-51|•]]
 
−
|[[-19,-50|•]]
 
−
|[[-19,-49|•]]
 
−
|[[-19,-48|•]]
 
−
|[[-19,-47|•]]
 
−
|[[-19,-46|•]]
 
−
|[[-19,-45|•]]
 
−
|[[-19,-44|•]]
 
−
|[[-19,-43|•]]
 
−
|[[-19,-42|•]]
 
−
|[[-19,-41|•]]
 
−
|[[-19,-40|•]]
 
−
|[[-19,-39|•]]
 
−
|colspan="5"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="19"|
−
|[[-20,-70|•]]
+
|bgcolor="green"|[[-38,-73|•]]
−
|[[-20,-69|•]]
+
|bgcolor="green"|[[-38,-72|•]]
−
|[[-20,-68|•]]
+
|bgcolor="green"|[[-38,-71|•]]
−
|[[-20,-67|•]]
+
|bgcolor="green"|[[-38,-70|•]]
−
|[[-20,-66|•]]
+
|[[-38,-69|•]]
−
|[[-20,-65|•]]
+
|[[-38,-68|•]]
−
|[[-20,-64|•]]
+
|[[-38,-67|•]]
−
|[[-20,-63|•]]
+
|[[-38,-66|•]]
−
|[[-20,-62|•]]
+
|[[-38,-65|•]]
−
|[[-20,-61|•]]
+
|[[-38,-64|•]]
−
|[[-20,-60|•]]
+
|[[-38,-63|•]]
−
|[[-20,-59|•]]
+
|[[-38,-62|•]]
−
|[[-20,-58|•]]
+
|[[-38,-61|•]]
−
|[[-20,-57|•]]
+
|[[-38,-60|•]]
−
|[[-20,-56|•]]
+
|[[-38,-59|•]]
−
|[[-20,-55|•]]
+
|[[-38,-58|•]]
−
|[[-20,-54|•]]
+
|[[-38,-57|•]]
−
|[[-20,-53|•]]
+
|colspan="23"|
−
|[[-20,-52|•]]
+
|-
−
|[[-20,-51|•]]
+
|height = "15" colspan="19"|
−
|[[-20,-50|•]]
+
|bgcolor="green"|[[-39,-73|•]]
−
|[[-20,-49|•]]
+
|bgcolor="green"|[[-39,-72|•]]
−
|[[-20,-48|•]]
+
|bgcolor="green"|[[-39,-71|•]]
−
|[[-20,-47|•]]
+
|[[-39,-70|•]]
−
|[[-20,-46|•]]
+
|[[-39,-69|•]]
−
|[[-20,-45|•]]
+
|[[-39,-68|•]]
−
|[[-20,-44|•]]
+
|[[-39,-67|•]]
−
|[[-20,-43|•]]
+
|[[-39,-66|•]]
−
|[[-20,-42|•]]
+
|[[-39,-65|•]]
−
|[[-20,-41|•]]
+
|[[-39,-64|•]]
−
|[[-20,-40|•]]
+
|[[-39,-63|•]]
−
|colspan="6"|
+
|[[-39,-62|•]]
 +
|[[-39,-61|•]]
 +
|colspan="27"|
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="19"|
−
|[[-21,-70|•]]
+
|bgcolor="green"|[[-40,-73|•]]
−
|[[-21,-69|•]]
+
|bgcolor="green"|[[-40,-72|•]]
−
|[[-21,-68|•]]
+
|bgcolor="green"|[[-40,-71|•]]
−
|[[-21,-67|•]]
+
|[[-40,-70|•]]
−
|[[-21,-66|•]]
+
|[[-40,-69|•]]
−
|[[-21,-65|•]]
+
|[[-40,-68|•]]
−
|[[-21,-64|•]]
+
|[[-40,-67|•]]
−
|[[-21,-63|•]]
+
|[[-40,-66|•]]
−
|[[-21,-62|•]]
+
|[[-40,-65|•]]
−
|[[-21,-61|•]]
+
|[[-40,-64|•]]
−
|[[-21,-60|•]]
+
|[[-40,-63|•]]
−
|[[-21,-59|•]]
+
|[[-40,-62|•]]
−
|[[-21,-58|•]]
+
|colspan="28"|
−
|[[-21,-57|•]]
 
−
|[[-21,-56|•]]
 
−
|[[-21,-55|•]]
 
−
|[[-21,-54|•]]
 
−
|[[-21,-53|•]]
 
−
|[[-21,-52|•]]
 
−
|[[-21,-51|•]]
 
−
|[[-21,-50|•]]
 
−
|[[-21,-49|•]]
 
−
|[[-21,-48|•]]
 
−
|[[-21,-47|•]]
 
−
|[[-21,-46|•]]
 
−
|[[-21,-45|•]]
 
−
|[[-21,-44|•]]
 
−
|[[-21,-43|•]]
 
−
|[[-21,-42|•]]
 
−
|[[-21,-41|•]]
 
−
|[[-21,-40|•]]
 
−
|colspan="6"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="18"|
−
|[[-22,-70|•]]
+
|bgcolor="green"|[[-41,-74|•]]
−
|[[-22,-69|•]]
+
|bgcolor="green"|[[-41,-73|•]]
−
|[[-22,-68|•]]
+
|bgcolor="green"|[[-41,-72|•]]
−
|[[-22,-67|•]]
+
|bgcolor="green"|[[-41,-71|•]]
−
|[[-22,-66|•]]
+
|[[-41,-70|•]]
−
|[[-22,-65|•]]
+
|[[-41,-69|•]]
−
|[[-22,-64|•]]
+
|[[-41,-68|•]]
−
|[[-22,-63|•]]
+
|[[-41,-67|•]]
−
|[[-22,-62|•]]
+
|[[-41,-66|•]]
−
|[[-22,-61|•]]
+
|[[-41,-65|•]]
−
|[[-22,-60|•]]
+
|[[-41,-64|•]]
−
|[[-22,-59|•]]
+
|[[-41,-63|•]]
−
|[[-22,-58|•]]
+
|[[-41,-62|•]]
−
|[[-22,-57|•]]
+
|colspan="28"|
−
|[[-22,-56|•]]
 
−
|[[-22,-55|•]]
 
−
|[[-22,-54|•]]
 
−
|[[-22,-53|•]]
 
−
|[[-22,-52|•]]
 
−
|[[-22,-51|•]]
 
−
|[[-22,-50|•]]
 
−
|[[-22,-49|•]]
 
−
|[[-22,-48|•]]
 
−
|[[-22,-47|•]]
 
−
|[[-22,-46|•]]
 
−
|[[-22,-45|•]]
 
−
|[[-22,-44|•]]
 
−
|[[-22,-43|•]]
 
−
|[[-22,-42|•]]
 
−
|[[-22,-41|•]]
 
−
|[[-22,-40|•]]
 
−
|colspan="6"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="18"|
−
|[[-23,-70|•]]
+
|bgcolor="green"|[[-42,-74|•]]
−
|[[-23,-69|•]]
+
|bgcolor="green"|[[-42,-73|•]]
−
|[[-23,-68|•]]
+
|bgcolor="green"|[[-42,-72|•]]
−
|[[-23,-67|•]]
+
|bgcolor="green"|[[-42,-71|•]]
−
|[[-23,-66|•]]
+
|[[-42,-70|•]]
−
|[[-23,-65|•]]
+
|[[-42,-69|•]]
−
|[[-23,-64|•]]
+
|[[-42,-68|•]]
−
|[[-23,-63|•]]
+
|[[-42,-67|•]]
−
|[[-23,-62|•]]
+
|[[-42,-66|•]]
−
|[[-23,-61|•]]
+
|[[-42,-65|•]]
−
|[[-23,-60|•]]
+
|[[-42,-64|•]]
−
|[[-23,-59|•]]
+
|[[-42,-63|•]]
−
|[[-23,-58|•]]
+
|colspan="29"|
−
|[[-23,-57|•]]
 
−
|[[-23,-56|•]]
 
−
|[[-23,-55|•]]
 
−
|[[-23,-54|•]]
 
−
|[[-23,-53|•]]
 
−
|[[-23,-52|•]]
 
−
|[[-23,-51|•]]
 
−
|[[-23,-50|•]]
 
−
|[[-23,-49|•]]
 
−
|[[-23,-48|•]]
 
−
|[[-23,-47|•]]
 
−
|[[-23,-46|•]]
 
−
|[[-23,-45|•]]
 
−
|[[-23,-44|•]]
 
−
|[[-23,-43|•]]
 
−
|[[-23,-42|•]]
 
−
|[[-23,-41|•]]
 
−
|colspan="7"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="18"|
−
|[[-24,-70|•]]
+
|bgcolor="green"|[[-43,-74|•]]
−
|[[-24,-69|•]]
+
|bgcolor="green"|[[-43,-73|•]]
−
|[[-24,-68|•]]
+
|bgcolor="green"|[[-43,-72|•]]
−
|[[-24,-67|•]]
+
|bgcolor="green"|[[-43,-71|•]]
−
|[[-24,-66|•]]
+
|[[-43,-70|•]]
−
|[[-24,-65|•]]
+
|[[-43,-69|•]]
−
|[[-24,-64|•]]
+
|[[-43,-68|•]]
−
|[[-24,-63|•]]
+
|[[-43,-67|•]]
−
|[[-24,-62|•]]
+
|[[-43,-66|•]]
−
|[[-24,-61|•]]
+
|[[-43,-65|•]]
−
|[[-24,-60|•]]
+
|[[-43,-64|•]]
−
|[[-24,-59|•]]
+
|colspan="30"|
−
|[[-24,-58|•]]
 
−
|[[-24,-57|•]]
 
−
|[[-24,-56|•]]
 
−
|[[-24,-55|•]]
 
−
|[[-24,-54|•]]
 
−
|[[-24,-53|•]]
 
−
|[[-24,-52|•]]
 
−
|[[-24,-51|•]]
 
−
|[[-24,-50|•]]
 
−
|[[-24,-49|•]]
 
−
|[[-24,-48|•]]
 
−
|[[-24,-47|•]]
 
−
|[[-24,-46|•]]
 
−
|colspan="12"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="17"|
−
|[[-25,-70|•]]
+
|bgcolor="green"|[[-44,-75|•]]
−
|[[-25,-69|•]]
+
|bgcolor="green"|[[-44,-74|•]]
−
|[[-25,-68|•]]
+
|bgcolor="green"|[[-44,-73|•]]
−
|[[-25,-67|•]]
+
|bgcolor="green"|[[-44,-72|•]]
−
|[[-25,-66|•]]
+
|bgcolor="green"|[[-44,-71|•]]
−
|[[-25,-65|•]]
+
|[[-44,-70|•]]
−
|[[-25,-64|•]]
+
|[[-44,-69|•]]
−
|[[-25,-63|•]]
+
|[[-44,-68|•]]
−
|[[-25,-62|•]]
+
|[[-44,-67|•]]
−
|[[-25,-61|•]]
+
|[[-44,-66|•]]
−
|[[-25,-60|•]]
+
|[[-44,-65|•]]
−
|[[-25,-59|•]]
+
|colspan="31"|
−
|[[-25,-58|•]]
 
−
|[[-25,-57|•]]
 
−
|[[-25,-56|•]]
 
−
|[[-25,-55|•]]
 
−
|[[-25,-54|•]]
 
−
|[[-25,-53|•]]
 
−
|[[-25,-52|•]]
 
−
|[[-25,-51|•]]
 
−
|[[-25,-50|•]]
 
−
|[[-25,-49|•]]
 
−
|[[-25,-48|•]]
 
−
|[[-25,-47|•]]
 
−
|colspan="13"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="18"|
−
|[[-26,-70|•]]
+
|bgcolor="green"|[[-45,-74|•]]
−
|[[-26,-69|•]]
+
|bgcolor="green"|[[-45,-73|•]]
−
|[[-26,-68|•]]
+
|bgcolor="green"|[[-45,-72|•]]
−
|[[-26,-67|•]]
+
|bgcolor="green"|[[-45,-71|•]]
−
|[[-26,-66|•]]
+
|[[-45,-70|•]]
−
|[[-26,-65|•]]
+
|[[-45,-69|•]]
−
|[[-26,-64|•]]
+
|[[-45,-68|•]]
−
|[[-26,-63|•]]
+
|[[-45,-67|•]]
−
|[[-26,-62|•]]
+
|[[-45,-66|•]]
−
|[[-26,-61|•]]
+
|[[-45,-65|•]]
−
|[[-26,-60|•]]
+
|colspan="31"|
−
|[[-26,-59|•]]
+
|-
−
|[[-26,-58|•]]
+
|height = "15" colspan="17"|
−
|[[-26,-57|•]]
+
|bgcolor="green"|[[-46,-75|•]]
−
|[[-26,-56|•]]
+
|bgcolor="green"|[[-46,-74|•]]
−
|[[-26,-55|•]]
+
|bgcolor="green"|[[-46,-73|•]]
−
|[[-26,-54|•]]
+
|bgcolor="green"|[[-46,-72|•]]
−
|[[-26,-53|•]]
+
|bgcolor="green"|[[-46,-71|•]]
−
|[[-26,-52|•]]
+
|[[-46,-70|•]]
−
|[[-26,-51|•]]
+
|[[-46,-69|•]]
−
|[[-26,-50|•]]
+
|[[-46,-68|•]]
−
|[[-26,-49|•]]
+
|[[-46,-67|•]]
−
|[[-26,-48|•]]
+
|[[-46,-66|•]]
−
|colspan="14"|
+
|colspan="32"|
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="17"|
−
|[[-27,-71|•]]
+
|bgcolor="green"|[[-47,-75|•]]
−
|[[-27,-70|•]]
+
|bgcolor="green"|[[-47,-74|•]]
−
|[[-27,-69|•]]
+
|bgcolor="green"|[[-47,-73|•]]
−
|[[-27,-68|•]]
+
|bgcolor="green"|[[-47,-72|•]]
−
|[[-27,-67|•]]
+
|bgcolor="green"|[[-47,-71|•]]
−
|[[-27,-66|•]]
+
|[[-47,-70|•]]
−
|[[-27,-65|•]]
+
|[[-47,-69|•]]
−
|[[-27,-64|•]]
+
|[[-47,-68|•]]
−
|[[-27,-63|•]]
+
|[[-47,-67|•]]
−
|[[-27,-62|•]]
+
|[[-47,-66|•]]
−
|[[-27,-61|•]]
+
|[[-47,-65|•]]
−
|[[-27,-60|•]]
+
|colspan="31"|
−
|[[-27,-59|•]]
 
−
|[[-27,-58|•]]
 
−
|[[-27,-57|•]]
 
−
|[[-27,-56|•]]
 
−
|[[-27,-55|•]]
 
−
|[[-27,-54|•]]
 
−
|[[-27,-53|•]]
 
−
|[[-27,-52|•]]
 
−
|[[-27,-51|•]]
 
−
|[[-27,-50|•]]
 
−
|[[-27,-49|•]]
 
−
|[[-27,-48|•]]
 
−
|colspan="14"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="17"|
−
|[[-28,-71|•]]
+
|bgcolor="green"|[[-48,-75|•]]
−
|[[-28,-70|•]]
+
|bgcolor="green"|[[-48,-74|•]]
−
|[[-28,-69|•]]
+
|bgcolor="green"|[[-48,-73|•]]
−
|[[-28,-68|•]]
+
|bgcolor="green"|[[-48,-72|•]]
−
|[[-28,-67|•]]
+
|[[-48,-71|•]]
−
|[[-28,-66|•]]
+
|[[-48,-70|•]]
−
|[[-28,-65|•]]
+
|[[-48,-69|•]]
−
|[[-28,-64|•]]
+
|[[-48,-68|•]]
−
|[[-28,-63|•]]
+
|[[-48,-67|•]]
−
|[[-28,-62|•]]
+
|[[-48,-66|•]]
−
|[[-28,-61|•]]
+
|[[-48,-65|•]]
−
|[[-28,-60|•]]
+
|colspan="31"|
−
|[[-28,-59|•]]
+
|-
−
|[[-28,-58|•]]
+
|height = "15" colspan="17"|
−
|[[-28,-57|•]]
+
|bgcolor="green"|[[-49,-75|•]]
−
|[[-28,-56|•]]
+
|bgcolor="green"|[[-49,-74|•]]
−
|[[-28,-55|•]]
+
|bgcolor="green"|[[-49,-73|•]]
−
|[[-28,-54|•]]
+
|bgcolor="green"|[[-49,-72|•]]
−
|[[-28,-53|•]]
+
|[[-49,-71|•]]
−
|[[-28,-52|•]]
+
|[[-49,-70|•]]
−
|[[-28,-51|•]]
+
|[[-49,-69|•]]
−
|[[-28,-50|•]]
+
|[[-49,-68|•]]
−
|[[-28,-49|•]]
+
|[[-49,-67|•]]
−
|[[-28,-48|•]]
+
|colspan="33"|
−
|colspan="14"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="17"|
−
|[[-29,-71|•]]
+
|bgcolor="green"|[[-50,-75|•]]
−
|[[-29,-70|•]]
+
|bgcolor="green"|[[-50,-74|•]]
−
|[[-29,-69|•]]
+
|bgcolor="green"|[[-50,-73|•]]
−
|[[-29,-68|•]]
+
|bgcolor="green"|[[-50,-72|•]]
−
|[[-29,-67|•]]
+
|[[-50,-71|•]]
−
|[[-29,-66|•]]
+
|[[-50,-70|•]]
−
|[[-29,-65|•]]
+
|[[-50,-69|•]]
−
|[[-29,-64|•]]
+
|[[-50,-68|•]]
−
|[[-29,-63|•]]
+
|[[-50,-67|•]]
−
|[[-29,-62|•]]
+
|colspan="33"|
−
|[[-29,-61|•]]
+
|-
−
|[[-29,-60|•]]
+
|height = "15" colspan="17"|
−
|[[-29,-59|•]]
+
|bgcolor="green"|[[-51,-75|•]]
−
|[[-29,-58|•]]
+
|bgcolor="green"|[[-51,-74|•]]
−
|[[-29,-57|•]]
+
|bgcolor="green"|[[-51,-73|•]]
−
|[[-29,-56|•]]
+
|bgcolor="green"|[[-51,-72|•]]
−
|[[-29,-55|•]]
+
|bgcolor="green"|[[-51,-71|•]]
−
|[[-29,-54|•]]
+
|[[-51,-70|•]]
−
|[[-29,-53|•]]
+
|[[-51,-69|•]]
−
|[[-29,-52|•]]
+
|[[-51,-68|•]]
−
|[[-29,-51|•]]
+
|colspan="34"|
−
|[[-29,-50|•]]
 
−
|[[-29,-49|•]]
 
−
|colspan="15"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="17"|
−
|[[-30,-71|•]]
+
|bgcolor="green"|[[-52,-75|•]]
−
|[[-30,-70|•]]
+
|bgcolor="green"|[[-52,-74|•]]
−
|[[-30,-69|•]]
+
|bgcolor="green"|[[-52,-73|•]]
−
|[[-30,-68|•]]
+
|bgcolor="green"|[[-52,-72|•]]
−
|[[-30,-67|•]]
+
|bgcolor="green"|[[-52,-71|•]]
−
|[[-30,-66|•]]
+
|bgcolor="green"|[[-52,-70|•]]
−
|[[-30,-65|•]]
+
|bgcolor="green"|[[-52,-69|•]]
−
|[[-30,-64|•]]
+
|bgcolor="green"|[[-52,-68|•]]
−
|[[-30,-63|•]]
+
|colspan="34"|
−
|[[-30,-62|•]]
+
|-
−
|[[-30,-61|•]]
+
|height = "15" colspan="18"|
−
|[[-30,-60|•]]
+
|bgcolor="green"|[[-53,-74|•]]
−
|[[-30,-59|•]]
+
|bgcolor="green"|[[-53,-73|•]]
−
|[[-30,-58|•]]
+
|bgcolor="green"|[[-53,-72|•]]
−
|[[-30,-57|•]]
+
|bgcolor="green"|[[-53,-71|•]]
−
|[[-30,-56|•]]
+
|bgcolor="green"|[[-53,-70|•]]
−
|[[-30,-55|•]]
+
|bgcolor="green"|[[-53,-69|•]]
−
|[[-30,-54|•]]
+
|bgcolor="green"|[[-53,-68|•]]
−
|[[-30,-53|•]]
+
|[[-53,-67|•]]
−
|[[-30,-52|•]]
+
|colspan="33"|
−
|[[-30,-51|•]]
+
|-
−
|[[-30,-50|•]]
+
|height = "15" colspan="19"|
−
|colspan="16"|
+
|bgcolor="green"|[[-54,-73|•]]
 +
|bgcolor="green"|[[-54,-72|•]]
 +
|bgcolor="green"|[[-54,-71|•]]
 +
|bgcolor="green"|[[-54,-70|•]]
 +
|bgcolor="green"|[[-54,-69|•]]
 +
|bgcolor="green"|[[-54,-68|•]]
 +
|bgcolor="green"|[[-54,-67|•]]
 +
|bgcolor="green"|[[-54,-66|•]]
 +
|[[-54,-65|•]]
 +
|[[-54,-64|•]]
 +
|[[-54,-63|•]]
 +
|colspan="29"|
 
|-
 
|-
 
|height = "15" colspan="21"|
 
|height = "15" colspan="21"|
−
|[[-31,-71|•]]
+
|bgcolor="green"|[[-55,-71|•]]
−
|[[-31,-70|•]]
+
|bgcolor="green"|[[-55,-70|•]]
−
|[[-31,-69|•]]
+
|bgcolor="green"|[[-55,-69|•]]
−
|[[-31,-68|•]]
+
|bgcolor="green"|[[-55,-68|•]]
−
|[[-31,-67|•]]
+
|bgcolor="green"|[[-55,-67|•]]
−
|[[-31,-66|•]]
+
|bgcolor="green"|[[-55,-66|•]]
−
|[[-31,-65|•]]
+
|colspan="32"|
−
|[[-31,-64|•]]
+
|-
−
|[[-31,-63|•]]
+
|}
−
|[[-31,-62|•]]
+
 
−
|[[-31,-61|•]]
+
{|
−
|[[-31,-60|•]]
+
|-
−
|[[-31,-59|•]]
+
|bgcolor="red"|[[•]]
−
|[[-31,-58|•]]
+
|Ecuador
−
|[[-31,-57|•]]
+
|-
−
|[[-31,-56|•]]
+
|bgcolor="blue"|[[•]]
−
|[[-31,-55|•]]
+
|Brazil
−
|[[-31,-54|•]]
+
|-
−
|[[-31,-53|•]]
+
|bgcolor="green"|[[•]]
−
|[[-31,-52|•]]
+
|Chile
−
|[[-31,-51|•]]
+
|-
−
|[[-31,-50|•]]
+
|}
−
|colspan="16"|
+
 
 +
==The Map 2==
 +
 
 +
{| style="border-top:1px solid green; border-right:1px solid green; border-bottom:2px solid green; border-left:1px solid green; font-size:6pt; white-space:pre;" border="1" cellpadding="5" cellspacing="0"
 +
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="20"|
−
|[[-32,-71|•]]
+
|[[12,-72|•]]
−
|[[-32,-70|•]]
+
|[[12,-71|•]]
−
|[[-32,-69|•]]
+
|bgcolor="purple"|[[12,-70|•]]
−
|[[-32,-68|•]]
+
|bgcolor="purple"|[[12,-69|•]]
−
|[[-32,-67|•]]
+
|colspan="35"|
−
|[[-32,-66|•]]
 
−
|[[-32,-65|•]]
 
−
|[[-32,-64|•]]
 
−
|[[-32,-63|•]]
 
−
|[[-32,-62|•]]
 
−
|[[-32,-61|•]]
 
−
|[[-32,-60|•]]
 
−
|[[-32,-59|•]]
 
−
|[[-32,-58|•]]
 
−
|[[-32,-57|•]]
 
−
|[[-32,-56|•]]
 
−
|[[-32,-55|•]]
 
−
|[[-32,-54|•]]
 
−
|[[-32,-53|•]]
 
−
|[[-32,-52|•]]
 
−
|[[-32,-51|•]]
 
−
|colspan="17"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="18"|
−
|[[-33,-71|•]]
+
|[[11,-74|•]]
−
|[[-33,-70|•]]
+
|[[11,-73|•]]
−
|[[-33,-69|•]]
+
|bgcolor="purple"|[[11,-72|•]]
−
|[[-33,-68|•]]
+
|bgcolor="purple"|[[11,-71|•]]
−
|[[-33,-67|•]]
+
|bgcolor="purple"|[[11,-70|•]]
−
|[[-33,-66|•]]
+
|bgcolor="purple"|[[11,-69|•]]
−
|[[-33,-65|•]]
+
|bgcolor="purple"|[[11,-68|•]]
−
|[[-33,-64|•]]
+
|colspan="3"|
−
|[[-33,-63|•]]
+
|bgcolor="purple"|[[11,-64|•]]
−
|[[-33,-62|•]]
+
|bgcolor="purple"|[[11,-63|•]]
−
|[[-33,-61|•]]
+
|colspan="29"|
−
|[[-33,-60|•]]
 
−
|[[-33,-59|•]]
 
−
|[[-33,-58|•]]
 
−
|[[-33,-57|•]]
 
−
|[[-33,-56|•]]
 
−
|[[-33,-55|•]]
 
−
|[[-33,-54|•]]
 
−
|[[-33,-53|•]]
 
−
|[[-33,-52|•]]
 
−
|colspan="18"|
 
 
|-
 
|-
−
|height = "15" colspan="20"|
+
|height = "15" colspan="17"|
−
|[[-34,-72|•]]
+
|[[10,-75|•]]
−
|[[-34,-71|•]]
+
|[[10,-74|•]]
−
|[[-34,-70|•]]
+
|[[10,-73|•]]
−
|[[-34,-69|•]]
+
|bgcolor="purple"|[[10,-72|•]]
−
|[[-34,-68|•]]
+
|bgcolor="purple"|[[10,-71|•]]
−
|[[-34,-67|•]]
+
|bgcolor="purple"|[[10,-70|•]]
−
|[[-34,-66|•]]
+
|bgcolor="purple"|[[10,-69|•]]
−
|[[-34,-65|•]]
+
|bgcolor="purple"|[[10,-68|•]]
−
|[[-34,-64|•]]
+
|bgcolor="purple"|[[10,-67|•]]
−
|[[-34,-63|•]]
+
|bgcolor="purple"|[[10,-66|•]]
−
|[[-34,-62|•]]
+
|bgcolor="purple"|[[10,-65|•]]
−
|[[-34,-61|•]]
+
|bgcolor="purple"|[[10,-64|•]]
−
|[[-34,-60|•]]
+
|bgcolor="purple"|[[10,-63|•]]
−
|[[-34,-59|•]]
+
|bgcolor="purple"|[[10,-62|•]]
−
|[[-34,-58|•]]
+
|bgcolor="purple"|[[10,-61|•]]
−
|[[-34,-57|•]]
+
|colspan="27"|
−
|[[-34,-56|•]]
 
−
|[[-34,-55|•]]
 
−
|[[-34,-54|•]]
 
−
|[[-34,-53|•]]
 
−
|colspan="19"|
 
 
|-
 
|-
−
|height = "15" colspan="20"|
+
|height = "15" colspan="16"|
−
|[[-35,-72|•]]
+
|[[9,-76|•]]
−
|[[-35,-71|•]]
+
|[[9,-75|•]]
−
|[[-35,-70|•]]
+
|[[9,-74|•]]
−
|[[-35,-69|•]]
+
|bgcolor="purple"|[[9,-73|•]]
−
|[[-35,-68|•]]
+
|bgcolor="purple"|[[9,-72|•]]
−
|[[-35,-67|•]]
+
|bgcolor="purple"|[[9,-71|•]]
−
|[[-35,-66|•]]
+
|bgcolor="purple"|[[9,-70|•]]
−
|[[-35,-65|•]]
+
|bgcolor="purple"|[[9,-69|•]]
−
|[[-35,-64|•]]
+
|bgcolor="purple"|[[9,-68|•]]
−
|[[-35,-63|•]]
+
|bgcolor="purple"|[[9,-67|•]]
−
|[[-35,-62|•]]
+
|bgcolor="purple"|[[9,-66|•]]
−
|[[-35,-61|•]]
+
|bgcolor="purple"|[[9,-65|•]]
−
|[[-35,-60|•]]
+
|bgcolor="purple"|[[9,-64|•]]
−
|[[-35,-59|•]]
+
|bgcolor="purple"|[[9,-63|•]]
−
|[[-35,-58|•]]
+
|bgcolor="purple"|[[9,-62|•]]
−
|[[-35,-57|•]]
+
|bgcolor="purple"|[[9,-61|•]]
−
|colspan="23"|
+
|bgcolor="purple"|[[9,-60|•]]
 +
|colspan="26"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="15"|
−
|[[-36,-73|•]]
+
|[[8,-77|•]]
−
|[[-36,-72|•]]
+
|[[8,-76|•]]
−
|[[-36,-71|•]]
+
|[[8,-75|•]]
−
|[[-36,-70|•]]
+
|[[8,-74|•]]
−
|[[-36,-69|•]]
+
|[[8,-73|•]]
−
|[[-36,-68|•]]
+
|bgcolor="purple"|[[8,-72|•]]
−
|[[-36,-67|•]]
+
|bgcolor="purple"|[[8,-71|•]]
−
|[[-36,-66|•]]
+
|bgcolor="purple"|[[8,-70|•]]
−
|[[-36,-65|•]]
+
|bgcolor="purple"|[[8,-69|•]]
−
|[[-36,-64|•]]
+
|bgcolor="purple"|[[8,-68|•]]
−
|[[-36,-63|•]]
+
|bgcolor="purple"|[[8,-67|•]]
−
|[[-36,-62|•]]
+
|bgcolor="purple"|[[8,-66|•]]
−
|[[-36,-61|•]]
+
|bgcolor="purple"|[[8,-65|•]]
−
|[[-36,-60|•]]
+
|bgcolor="purple"|[[8,-64|•]]
−
|[[-36,-59|•]]
+
|bgcolor="purple"|[[8,-63|•]]
−
|[[-36,-58|•]]
+
|bgcolor="purple"|[[8,-62|•]]
−
|[[-36,-57|•]]
+
|bgcolor="purple"|[[8,-61|•]]
−
|[[-36,-56|•]]
+
|bgcolor="purple"|[[8,-60|•]]
−
|colspan="22"|
+
|bgcolor="purple"|[[8,-59|•]]
 +
|colspan="25"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="15"|
−
|[[-37,-73|•]]
+
|[[7,-77|•]]
−
|[[-37,-72|•]]
+
|[[7,-76|•]]
−
|[[-37,-71|•]]
+
|[[7,-75|•]]
−
|[[-37,-70|•]]
+
|[[7,-74|•]]
−
|[[-37,-69|•]]
+
|[[7,-73|•]]
−
|[[-37,-68|•]]
+
|bgcolor="purple"|[[7,-72|•]]
−
|[[-37,-67|•]]
+
|bgcolor="purple"|[[7,-71|•]]
−
|[[-37,-66|•]]
+
|bgcolor="purple"|[[7,-70|•]]
−
|[[-37,-65|•]]
+
|bgcolor="purple"|[[7,-69|•]]
−
|[[-37,-64|•]]
+
|bgcolor="purple"|[[7,-68|•]]
−
|[[-37,-63|•]]
+
|bgcolor="purple"|[[7,-67|•]]
−
|[[-37,-62|•]]
+
|bgcolor="purple"|[[7,-66|•]]
−
|[[-37,-61|•]]
+
|bgcolor="purple"|[[7,-65|•]]
−
|[[-37,-60|•]]
+
|bgcolor="purple"|[[7,-64|•]]
−
|[[-37,-59|•]]
+
|bgcolor="purple"|[[7,-63|•]]
−
|[[-37,-58|•]]
+
|bgcolor="purple"|[[7,-62|•]]
−
|[[-37,-57|•]]
+
|bgcolor="purple"|[[7,-61|•]]
−
|[[-37,-56|•]]
+
|bgcolor="purple"|[[7,-60|•]]
−
|colspan="22"|
+
|[[7,-59|•]]
 +
|[[7,-58|•]]
 +
|colspan="24"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="15"|
−
|[[-38,-73|•]]
+
|[[6,-77|•]]
−
|[[-38,-72|•]]
+
|[[6,-76|•]]
−
|[[-38,-71|•]]
+
|[[6,-75|•]]
−
|[[-38,-70|•]]
+
|[[6,-74|•]]
−
|[[-38,-69|•]]
+
|[[6,-73|•]]
−
|[[-38,-68|•]]
+
|[[6,-72|•]]
−
|[[-38,-67|•]]
+
|bgcolor="purple"|[[6,-71|•]]
−
|[[-38,-66|•]]
+
|bgcolor="purple"|[[6,-70|•]]
−
|[[-38,-65|•]]
+
|bgcolor="purple"|[[6,-69|•]]
−
|[[-38,-64|•]]
+
|bgcolor="purple"|[[6,-68|•]]
−
|[[-38,-63|•]]
+
|bgcolor="purple"|[[6,-67|•]]
−
|[[-38,-62|•]]
+
|bgcolor="purple"|[[6,-66|•]]
−
|[[-38,-61|•]]
+
|bgcolor="purple"|[[6,-65|•]]
−
|[[-38,-60|•]]
+
|bgcolor="purple"|[[6,-64|•]]
−
|[[-38,-59|•]]
+
|bgcolor="purple"|[[6,-63|•]]
−
|[[-38,-58|•]]
+
|bgcolor="purple"|[[6,-62|•]]
−
|[[-38,-57|•]]
+
|bgcolor="purple"|[[6,-61|•]]
−
|colspan="23"|
+
|bgcolor="purple"|[[6,-60|•]]
 +
|[[6,-59|•]]
 +
|[[6,-58|•]]
 +
|bgcolor="aqua"|[[6,-57|•]]
 +
|bgcolor="aqua"|[[6,-56|•]]
 +
|bgcolor="aqua"|[[6,-55|•]]
 +
|colspan="21"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="15"|
−
|[[-39,-73|•]]
+
|[[5,-77|•]]
−
|[[-39,-72|•]]
+
|[[5,-76|•]]
−
|[[-39,-71|•]]
+
|[[5,-75|•]]
−
|[[-39,-70|•]]
+
|[[5,-74|•]]
−
|[[-39,-69|•]]
+
|[[5,-73|•]]
−
|[[-39,-68|•]]
+
|[[5,-72|•]]
−
|[[-39,-67|•]]
+
|[[5,-71|•]]
−
|[[-39,-66|•]]
+
|[[5,-70|•]]
−
|[[-39,-65|•]]
+
|[[5,-69|•]]
−
|[[-39,-64|•]]
+
|[[5,-68|•]]
−
|[[-39,-63|•]]
+
|bgcolor="purple"|[[5,-67|•]]
−
|[[-39,-62|•]]
+
|bgcolor="purple"|[[5,-66|•]]
−
|[[-39,-61|•]]
+
|bgcolor="purple"|[[5,-65|•]]
−
|colspan="27"|
+
|bgcolor="purple"|[[5,-64|•]]
 +
|bgcolor="purple"|[[5,-63|•]]
 +
|bgcolor="purple"|[[5,-62|•]]
 +
|bgcolor="purple"|[[5,-61|•]]
 +
|bgcolor="purple"|[[5,-60|•]]
 +
|[[5,-59|•]]
 +
|[[5,-58|•]]
 +
|bgcolor="aqua"|[[5,-57|•]]
 +
|bgcolor="aqua"|[[5,-56|•]]
 +
|bgcolor="aqua"|[[5,-55|•]]
 +
|bgcolor="aqua"|[[5,-54|•]]
 +
|bgcolor="aqua"|[[5,-53|•]]
 +
|[[5,-52|•]]
 +
|colspan="18"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="15"|
−
|[[-40,-73|•]]
+
|[[4,-77|•]]
−
|[[-40,-72|•]]
+
|[[4,-76|•]]
−
|[[-40,-71|•]]
+
|[[4,-75|•]]
−
|[[-40,-70|•]]
+
|[[4,-74|•]]
−
|[[-40,-69|•]]
+
|[[4,-73|•]]
−
|[[-40,-68|•]]
+
|[[4,-72|•]]
−
|[[-40,-67|•]]
+
|[[4,-71|•]]
−
|[[-40,-66|•]]
+
|[[4,-70|•]]
−
|[[-40,-65|•]]
+
|[[4,-69|•]]
−
|[[-40,-64|•]]
+
|[[4,-68|•]]
−
|[[-40,-63|•]]
+
|bgcolor="purple"|[[4,-67|•]]
−
|[[-40,-62|•]]
+
|bgcolor="purple"|[[4,-66|•]]
−
|colspan="28"|
+
|bgcolor="purple"|[[4,-65|•]]
−
|-
+
|bgcolor="purple"|[[4,-64|•]]
−
|height = "15" colspan="18"|
+
|bgcolor="purple"|[[4,-63|•]]
−
|[[-41,-74|•]]
+
|bgcolor="purple"|[[4,-62|•]]
−
|[[-41,-73|•]]
+
|bgcolor="purple"|[[4,-61|•]]
−
|[[-41,-72|•]]
+
|bgcolor="purple"|[[4,-60|•]]
−
|[[-41,-71|•]]
+
|[[4,-59|•]]
−
|[[-41,-70|•]]
+
|bgcolor="aqua"|[[4,-58|•]]
−
|[[-41,-69|•]]
+
|bgcolor="aqua"|[[4,-57|•]]
−
|[[-41,-68|•]]
+
|bgcolor="aqua"|[[4,-56|•]]
−
|[[-41,-67|•]]
+
|bgcolor="aqua"|[[4,-55|•]]
−
|[[-41,-66|•]]
+
|bgcolor="aqua"|[[4,-54|•]]
−
|[[-41,-65|•]]
+
|[[4,-53|•]]
−
|[[-41,-64|•]]
+
|[[4,-52|•]]
−
|[[-41,-63|•]]
+
|[[4,-51|•]]
−
|[[-41,-62|•]]
+
|colspan="17"|
−
|colspan="28"|
 
 
|-
 
|-
−
|height = "15" colspan="18"|
+
|height = "15" colspan="14"|
−
|[[-42,-74|•]]
+
|[[3,-78|•]]
−
|[[-42,-73|•]]
+
|[[3,-77|•]]
−
|[[-42,-72|•]]
+
|[[3,-76|•]]
−
|[[-42,-71|•]]
+
|[[3,-75|•]]
−
|[[-42,-70|•]]
+
|[[3,-74|•]]
−
|[[-42,-69|•]]
+
|[[3,-73|•]]
−
|[[-42,-68|•]]
+
|[[3,-72|•]]
−
|[[-42,-67|•]]
+
|[[3,-71|•]]
−
|[[-42,-66|•]]
+
|[[3,-70|•]]
−
|[[-42,-65|•]]
+
|[[3,-69|•]]
−
|[[-42,-64|•]]
+
|[[3,-68|•]]
−
|[[-42,-63|•]]
+
|bgcolor="purple"|[[3,-67|•]]
−
|colspan="29"|
+
|bgcolor="purple"|[[3,-66|•]]
 +
|bgcolor="purple"|[[3,-65|•]]
 +
|bgcolor="purple"|[[3,-64|•]]
 +
|bgcolor="purple"|[[3,-63|•]]
 +
|bgcolor="purple"|[[3,-62|•]]
 +
|[[3,-61|•]]
 +
|[[3,-60|•]]
 +
|[[3,-59|•]]
 +
|bgcolor="aqua"|[[3,-58|•]]
 +
|bgcolor="aqua"|[[3,-57|•]]
 +
|bgcolor="aqua"|[[3,-56|•]]
 +
|bgcolor="aqua"|[[3,-55|•]]
 +
|bgcolor="aqua"|[[3,-54|•]]
 +
|bgcolor="aqua"|[[3,-53|•]]
 +
|[[3,-52|•]]
 +
|[[3,-51|•]]
 +
|[[3,-50|•]]
 +
|colspan="16"|
 
|-
 
|-
−
|height = "15" colspan="18"|
+
|height = "15" colspan="14"|
−
|[[-43,-74|•]]
+
|[[2,-78|•]]
−
|[[-43,-73|•]]
+
|[[2,-77|•]]
−
|[[-43,-72|•]]
+
|[[2,-76|•]]
−
|[[-43,-71|•]]
+
|[[2,-75|•]]
−
|[[-43,-70|•]]
+
|[[2,-74|•]]
−
|[[-43,-69|•]]
+
|[[2,-73|•]]
−
|[[-43,-68|•]]
+
|[[2,-72|•]]
−
|[[-43,-67|•]]
+
|[[2,-71|•]]
−
|[[-43,-66|•]]
+
|[[2,-70|•]]
−
|[[-43,-65|•]]
+
|[[2,-69|•]]
−
|[[-43,-64|•]]
+
|[[2,-68|•]]
−
|colspan="30"|
+
|bgcolor="purple"|[[2,-67|•]]
 +
|bgcolor="purple"|[[2,-66|•]]
 +
|bgcolor="purple"|[[2,-65|•]]
 +
|bgcolor="purple"|[[2,-64|•]]
 +
|bgcolor="purple"|[[2,-63|•]]
 +
|[[2,-62|•]]
 +
|[[2,-61|•]]
 +
|[[2,-60|•]]
 +
|[[2,-59|•]]
 +
|[[2,-58|•]]
 +
|bgcolor="aqua"|[[2,-57|•]]
 +
|bgcolor="aqua"|[[2,-56|•]]
 +
|bgcolor="aqua"|[[2,-55|•]]
 +
|bgcolor="aqua"|[[2,-54|•]]
 +
|[[2,-53|•]]
 +
|[[2,-52|•]]
 +
|[[2,-51|•]]
 +
|[[2,-50|•]]
 +
|colspan="16"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" bgcolor="orange"|[[1,-92|•]]
−
|[[-44,-75|•]]
+
|bgcolor="orange"|[[1,-91|•]]
−
|[[-44,-74|•]]
+
|bgcolor="blue"|[[1,-90|•]]
−
|[[-44,-73|•]]
+
|bgcolor="blue"|[[1,-89|•]]
−
|[[-44,-72|•]]
+
|bgcolor="blue"|[[1,-88|•]]
−
|[[-44,-71|•]]
+
|bgcolor="blue"|[[1,-87|•]]
−
|[[-44,-70|•]]
+
|bgcolor="blue"|[[1,-86|•]]
−
|[[-44,-69|•]]
+
|bgcolor="blue"|[[1,-85|•]]
−
|[[-44,-68|•]]
+
|bgcolor="blue"|[[1,-84|•]]
−
|[[-44,-67|•]]
+
|bgcolor="blue"|[[1,-83|•]]
−
|[[-44,-66|•]]
+
|bgcolor="blue"|[[1,-82|•]]
−
|[[-44,-65|•]]
+
|bgcolor="blue"|[[1,-81|•]]
−
|colspan="31"|
+
|bgcolor="blue"|[[1,-80|•]]
−
|-
+
|[[1,-79|•]]
−
|height = "15" colspan="18"|
+
|[[1,-78|•]]
−
|[[-45,-74|•]]
+
|[[1,-77|•]]
−
|[[-45,-73|•]]
+
|[[1,-76|•]]
−
|[[-45,-72|•]]
+
|[[1,-75|•]]
−
|[[-45,-71|•]]
+
|[[1,-74|•]]
−
|[[-45,-70|•]]
+
|[[1,-73|•]]
−
|[[-45,-69|•]]
+
|[[1,-72|•]]
−
|[[-45,-68|•]]
+
|[[1,-71|•]]
−
|[[-45,-67|•]]
+
|[[1,-70|•]]
−
|[[-45,-66|•]]
+
|[[1,-69|•]]
−
|[[-45,-65|•]]
+
|[[1,-68|•]]
−
|colspan="31"|
+
|bgcolor="purple"|[[1,-67|•]]
 +
|bgcolor="purple"|[[1,-66|•]]
 +
|bgcolor="purple"|[[1,-65|•]]
 +
|bgcolor="purple"|[[1,-64|•]]
 +
|bgcolor="purple"|[[1,-63|•]]
 +
|[[1,-62|•]]
 +
|[[1,-61|•]]
 +
|[[1,-60|•]]
 +
|[[1,-59|•]]
 +
|[[1,-58|•]]
 +
|[[1,-57|•]]
 +
|bgcolor="aqua"|[[1,-56|•]]
 +
|bgcolor="aqua"|[[1,-55|•]]
 +
|[[1,-54|•]]
 +
|[[1,-53|•]]
 +
|[[1,-52|•]]
 +
|[[1,-51|•]]
 +
|[[1,-50|•]]
 +
|[[1,-49|•]]
 +
|colspan="15"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="1"|
−
|[[-46,-75|•]]
+
|bgcolor="orange"|[[0,-91|•]]
−
|[[-46,-74|•]]
+
|bgcolor="orange"|[[0,-90|•]]
−
|[[-46,-73|•]]
+
|bgcolor="orange"|[[0,-89|•]]
−
|[[-46,-72|•]]
+
|colspan="8"|
−
|[[-46,-71|•]]
+
|[[0,-80|•]]
−
|[[-46,-70|•]]
+
|[[0,-79|•]]
−
|[[-46,-69|•]]
+
|[[0,-78|•]]
−
|[[-46,-68|•]]
+
|[[0,-77|•]]
−
|[[-46,-67|•]]
+
|[[0,-76|•]]
−
|[[-46,-66|•]]
+
|[[0,-75|•]]
−
|colspan="32"|
+
|[[0,-74|•]]
 +
|[[0,-73|•]]
 +
|[[0,-72|•]]
 +
|[[0,-71|•]]
 +
|[[0,-70|•]]
 +
|[[0,-69|•]]
 +
|[[0,-68|•]]
 +
|[[0,-67|•]]
 +
|bgcolor="purple"|[[0,-66|•]]
 +
|bgcolor="purple"|[[0,-65|•]]
 +
|[[0,-64|•]]
 +
|[[0,-63|•]]
 +
|[[0,-62|•]]
 +
|[[0,-61|•]]
 +
|[[0,-60|•]]
 +
|[[0,-59|•]]
 +
|[[0,-58|•]]
 +
|[[0,-57|•]]
 +
|[[0,-56|•]]
 +
|[[0,-55|•]]
 +
|[[0,-54|•]]
 +
|[[0,-53|•]]
 +
|[[0,-52|•]]
 +
|[[0,-51|•]]
 +
|[[0,-50|•]]
 +
|[[0,-49|•]]
 +
|colspan="15"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="1"|
−
|[[-47,-75|•]]
+
|bgcolor="orange"|[[-0,-91|•]]
−
|[[-47,-74|•]]
+
|bgcolor="orange"|[[-0,-90|•]]
−
|[[-47,-73|•]]
+
|bgcolor="orange"|[[-0,-89|•]]
−
|[[-47,-72|•]]
+
|colspan="8"|
−
|[[-47,-71|•]]
+
|[[-0,-80|•]]
−
|[[-47,-70|•]]
+
|[[-0,-79|•]]
−
|[[-47,-69|•]]
+
|[[-0,-78|•]]
−
|[[-47,-68|•]]
+
|[[-0,-77|•]]
−
|[[-47,-67|•]]
+
|[[-0,-76|•]]
−
|[[-47,-66|•]]
+
|bgcolor="red"|[[-0,-75|•]]
−
|[[-47,-65|•]]
+
|bgcolor="red"|[[-0,-74|•]]
−
|colspan="31"|
+
|[[-0,-73|•]]
 +
|[[-0,-72|•]]
 +
|[[-0,-71|•]]
 +
|[[-0,-70|•]]
 +
|[[-0,-69|•]]
 +
|[[-0,-68|•]]
 +
|[[-0,-67|•]]
 +
|[[-0,-66|•]]
 +
|[[-0,-65|•]]
 +
|[[-0,-64|•]]
 +
|[[-0,-63|•]]
 +
|[[-0,-62|•]]
 +
|[[-0,-61|•]]
 +
|[[-0,-60|•]]
 +
|[[-0,-59|•]]
 +
|[[-0,-58|•]]
 +
|[[-0,-57|•]]
 +
|[[-0,-56|•]]
 +
|[[-0,-55|•]]
 +
|[[-0,-54|•]]
 +
|[[-0,-53|•]]
 +
|[[-0,-52|•]]
 +
|[[-0,-51|•]]
 +
|[[-0,-50|•]]
 +
|[[-0,-49|•]]
 +
|[[-0,-48|•]]
 +
|[[-0,-47|•]]
 +
|[[-0,-46|•]]
 +
|colspan="12"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="1"|
−
|[[-48,-75|•]]
+
|bgcolor="orange"|[[-1,-91|•]]
−
|[[-48,-74|•]]
+
|bgcolor="orange"|[[-1,-90|•]]
−
|[[-48,-73|•]]
+
|bgcolor="orange"|[[-1,-89|•]]
−
|[[-48,-72|•]]
+
|colspan="7"|
−
|[[-48,-71|•]]
+
|[[-1,-81|•]]
−
|[[-48,-70|•]]
+
|[[-1,-80|•]]
−
|[[-48,-69|•]]
+
|[[-1,-79|•]]
−
|[[-48,-68|•]]
+
|[[-1,-78|•]]
−
|[[-48,-67|•]]
+
|[[-1,-77|•]]
−
|[[-48,-66|•]]
+
|[[-1,-76|•]]
−
|[[-48,-65|•]]
+
|bgcolor="red"|[[-1,-75|•]]
−
|colspan="31"|
+
|bgcolor="red"|[[-1,-74|•]]
 +
|bgcolor="red"|[[-1,-73|•]]
 +
|[[-1,-72|•]]
 +
|[[-1,-71|•]]
 +
|[[-1,-70|•]]
 +
|[[-1,-69|•]]
 +
|[[-1,-68|•]]
 +
|[[-1,-67|•]]
 +
|[[-1,-66|•]]
 +
|[[-1,-65|•]]
 +
|[[-1,-64|•]]
 +
|[[-1,-63|•]]
 +
|[[-1,-62|•]]
 +
|[[-1,-61|•]]
 +
|[[-1,-60|•]]
 +
|[[-1,-59|•]]
 +
|[[-1,-58|•]]
 +
|[[-1,-57|•]]
 +
|[[-1,-56|•]]
 +
|[[-1,-55|•]]
 +
|[[-1,-54|•]]
 +
|[[-1,-53|•]]
 +
|[[-1,-52|•]]
 +
|[[-1,-51|•]]
 +
|[[-1,-50|•]]
 +
|[[-1,-49|•]]
 +
|[[-1,-48|•]]
 +
|[[-1,-47|•]]
 +
|[[-1,-46|•]]
 +
|[[-1,-45|•]]
 +
|[[-1,-44|•]]
 +
|colspan="10"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="11"|
−
|[[-49,-75|•]]
+
|[[-2,-81|•]]
−
|[[-49,-74|•]]
+
|[[-2,-80|•]]
−
|[[-49,-73|•]]
+
|[[-2,-79|•]]
−
|[[-49,-72|•]]
+
|[[-2,-78|•]]
−
|[[-49,-71|•]]
+
|[[-2,-77|•]]
−
|[[-49,-70|•]]
+
|bgcolor="red"|[[-2,-76|•]]
−
|[[-49,-69|•]]
+
|bgcolor="red"|[[-2,-75|•]]
−
|[[-49,-68|•]]
+
|bgcolor="red"|[[-2,-74|•]]
−
|[[-49,-67|•]]
+
|bgcolor="red"|[[-2,-73|•]]
−
|colspan="33"|
+
|bgcolor="red"|[[-2,-72|•]]
−
|-
+
|bgcolor="red"|[[-2,-71|•]]
−
|height = "15" colspan="17"|
+
|bgcolor="red"|[[-2,-70|•]]
−
|[[-50,-75|•]]
+
|[[-2,-69|•]]
−
|[[-50,-74|•]]
+
|[[-2,-68|•]]
−
|[[-50,-73|•]]
+
|[[-2,-67|•]]
−
|[[-50,-72|•]]
+
|[[-2,-66|•]]
−
|[[-50,-71|•]]
+
|[[-2,-65|•]]
−
|[[-50,-70|•]]
+
|[[-2,-64|•]]
−
|[[-50,-69|•]]
+
|[[-2,-63|•]]
−
|[[-50,-68|•]]
+
|[[-2,-62|•]]
−
|[[-50,-67|•]]
+
|[[-2,-61|•]]
−
|colspan="33"|
+
|[[-2,-60|•]]
 +
|[[-2,-59|•]]
 +
|[[-2,-58|•]]
 +
|[[-2,-57|•]]
 +
|[[-2,-56|•]]
 +
|[[-2,-55|•]]
 +
|[[-2,-54|•]]
 +
|[[-2,-53|•]]
 +
|[[-2,-52|•]]
 +
|[[-2,-51|•]]
 +
|[[-2,-50|•]]
 +
|[[-2,-49|•]]
 +
|[[-2,-48|•]]
 +
|[[-2,-47|•]]
 +
|[[-2,-46|•]]
 +
|[[-2,-45|•]]
 +
|[[-2,-44|•]]
 +
|[[-2,-43|•]]
 +
|[[-2,-42|•]]
 +
|[[-2,-41|•]]
 +
|[[-2,-40|•]]
 +
|[[-2,-39|•]]
 +
|colspan="5"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="12"|
−
|[[-51,-75|•]]
+
|bgcolor="red"|[[-3,-80|•]]
−
|[[-51,-74|•]]
+
|[[-3,-79|•]]
−
|[[-51,-73|•]]
+
|bgcolor="red"|[[-3,-78|•]]
−
|[[-51,-72|•]]
+
|bgcolor="red"|[[-3,-77|•]]
−
|[[-51,-71|•]]
+
|bgcolor="red"|[[-3,-76|•]]
−
|[[-51,-70|•]]
+
|bgcolor="red"|[[-3,-75|•]]
−
|[[-51,-69|•]]
+
|bgcolor="red"|[[-3,-74|•]]
−
|[[-51,-68|•]]
+
|bgcolor="red"|[[-3,-73|•]]
−
|colspan="34"|
+
|bgcolor="red"|[[-3,-72|•]]
 +
|bgcolor="red"|[[-3,-71|•]]
 +
|bgcolor="red"|[[-3,-70|•]]
 +
|[[-3,-69|•]]
 +
|[[-3,-68|•]]
 +
|[[-3,-67|•]]
 +
|[[-3,-66|•]]
 +
|[[-3,-65|•]]
 +
|[[-3,-64|•]]
 +
|[[-3,-63|•]]
 +
|[[-3,-62|•]]
 +
|[[-3,-61|•]]
 +
|[[-3,-60|•]]
 +
|[[-3,-59|•]]
 +
|[[-3,-58|•]]
 +
|[[-3,-57|•]]
 +
|[[-3,-56|•]]
 +
|[[-3,-55|•]]
 +
|[[-3,-54|•]]
 +
|[[-3,-53|•]]
 +
|[[-3,-52|•]]
 +
|[[-3,-51|•]]
 +
|[[-3,-50|•]]
 +
|[[-3,-49|•]]
 +
|[[-3,-48|•]]
 +
|[[-3,-47|•]]
 +
|[[-3,-46|•]]
 +
|[[-3,-45|•]]
 +
|[[-3,-44|•]]
 +
|[[-3,-43|•]]
 +
|[[-3,-42|•]]
 +
|[[-3,-41|•]]
 +
|[[-3,-40|•]]
 +
|[[-3,-39|•]]
 +
|[[-3,-38|•]]
 +
|colspan="4"|
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="11"|
−
|[[-52,-75|•]]
+
|bgcolor="red"|[[-4,-81|•]]
−
|[[-52,-74|•]]
+
|bgcolor="red"|[[-4,-80|•]]
−
|[[-52,-73|•]]
+
|bgcolor="red"|[[-4,-79|•]]
−
|[[-52,-72|•]]
+
|bgcolor="red"|[[-4,-78|•]]
−
|[[-52,-71|•]]
+
|bgcolor="red"|[[-4,-77|•]]
−
|[[-52,-70|•]]
+
|bgcolor="red"|[[-4,-76|•]]
−
|[[-52,-69|•]]
+
|bgcolor="red"|[[-4,-75|•]]
−
|[[-52,-68|•]]
+
|bgcolor="red"|[[-4,-74|•]]
−
|colspan="34"|
+
|bgcolor="red"|[[-4,-73|•]]
−
|-
+
|bgcolor="red"|[[-4,-72|•]]
−
|height = "15" colspan="18"|
+
|bgcolor="red"|[[-4,-71|•]]
−
|[[-53,-74|•]]
+
|bgcolor="red"|[[-4,-70|•]]
−
|[[-53,-73|•]]
+
|bgcolor="red"|[[-4,-69|•]]
−
|[[-53,-72|•]]
+
|[[-4,-68|•]]
−
|[[-53,-71|•]]
+
|[[-4,-67|•]]
−
|[[-53,-70|•]]
+
|[[-4,-66|•]]
−
|[[-53,-69|•]]
+
|[[-4,-65|•]]
−
|[[-53,-68|•]]
+
|[[-4,-64|•]]
−
|[[-53,-67|•]]
+
|[[-4,-63|•]]
−
|colspan="33"|
+
|[[-4,-62|•]]
 +
|[[-4,-61|•]]
 +
|[[-4,-60|•]]
 +
|[[-4,-59|•]]
 +
|[[-4,-58|•]]
 +
|[[-4,-57|•]]
 +
|[[-4,-56|•]]
 +
|[[-4,-55|•]]
 +
|[[-4,-54|•]]
 +
|[[-4,-53|•]]
 +
|[[-4,-52|•]]
 +
|[[-4,-51|•]]
 +
|[[-4,-50|•]]
 +
|[[-4,-49|•]]
 +
|[[-4,-48|•]]
 +
|[[-4,-47|•]]
 +
|[[-4,-46|•]]
 +
|[[-4,-45|•]]
 +
|[[-4,-44|•]]
 +
|[[-4,-43|•]]
 +
|[[-4,-42|•]]
 +
|[[-4,-41|•]]
 +
|[[-4,-40|•]]
 +
|[[-4,-39|•]]
 +
|[[-4,-38|•]]
 +
|[[-4,-37|•]]
 +
|[[-4,-36|•]]
 +
|colspan="2"|
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|height = "15" colspan="11"|
−
|[[-54,-73|•]]
+
|bgcolor="red"|[[-5,-81|•]]
−
|[[-54,-72|•]]
+
|bgcolor="red"|[[-5,-80|•]]
−
|[[-54,-71|•]]
+
|bgcolor="red"|[[-5,-79|•]]
−
|[[-54,-70|•]]
+
|bgcolor="red"|[[-5,-78|•]]
−
|[[-54,-69|•]]
+
|bgcolor="red"|[[-5,-77|•]]
−
|[[-54,-68|•]]
+
|bgcolor="red"|[[-5,-76|•]]
−
|[[-54,-67|•]]
+
|bgcolor="red"|[[-5,-75|•]]
−
|[[-54,-66|•]]
+
|bgcolor="red"|[[-5,-74|•]]
−
|[[-54,-65|•]]
+
|bgcolor="red"|[[-5,-73|•]]
−
|[[-54,-64|•]]
+
|bgcolor="red"|[[-5,-72|•]]
−
|[[-54,-63|•]]
+
|[[-5,-71|•]]
−
|colspan="29"|
+
|[[-5,-70|•]]
 +
|[[-5,-69|•]]
 +
|[[-5,-68|•]]
 +
|[[-5,-67|•]]
 +
|[[-5,-66|•]]
 +
|[[-5,-65|•]]
 +
|[[-5,-64|•]]
 +
|[[-5,-63|•]]
 +
|[[-5,-62|•]]
 +
|[[-5,-61|•]]
 +
|[[-5,-60|•]]
 +
|[[-5,-59|•]]
 +
|[[-5,-58|•]]
 +
|[[-5,-57|•]]
 +
|[[-5,-56|•]]
 +
|[[-5,-55|•]]
 +
|[[-5,-54|•]]
 +
|[[-5,-53|•]]
 +
|[[-5,-52|•]]
 +
|[[-5,-51|•]]
 +
|[[-5,-50|•]]
 +
|[[-5,-49|•]]
 +
|[[-5,-48|•]]
 +
|[[-5,-47|•]]
 +
|[[-5,-46|•]]
 +
|[[-5,-45|•]]
 +
|[[-5,-44|•]]
 +
|[[-5,-43|•]]
 +
|[[-5,-42|•]]
 +
|[[-5,-41|•]]
 +
|[[-5,-40|•]]
 +
|[[-5,-39|•]]
 +
|[[-5,-38|•]]
 +
|[[-5,-37|•]]
 +
|[[-5,-36|•]]
 +
|[[-5,-35|•]]
 +
|colspan="1"|
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="11"|
−
|[[-55,-71|•]]
+
|bgcolor="red"|[[-6,-81|•]]
−
|[[-55,-70|•]]
+
|bgcolor="red"|[[-6,-80|•]]
−
|[[-55,-69|•]]
+
|bgcolor="red"|[[-6,-79|•]]
−
|[[-55,-68|•]]
+
|bgcolor="red"|[[-6,-78|•]]
−
|[[-55,-67|•]]
+
|bgcolor="red"|[[-6,-77|•]]
−
|[[-55,-66|•]]
+
|bgcolor="red"|[[-6,-76|•]]
−
|colspan="32"|
+
|bgcolor="red"|[[-6,-75|•]]
−
|-
+
|bgcolor="red"|[[-6,-74|•]]
−
|}
+
|bgcolor="red"|[[-6,-73|•]]
−
 
+
|[[-6,-72|•]]
−
==The Map 2==
+
|[[-6,-71|•]]
−
 
+
|[[-6,-70|•]]
−
{| style="border-top:1px solid green; border-right:1px solid green; border-bottom:2px solid green; border-left:1px solid green; font-size:6pt; white-space:pre;" border="1" cellpadding="5" cellspacing="0"
+
|[[-6,-69|•]]
−
 
+
|[[-6,-68|•]]
−
|-
+
|[[-6,-67|•]]
−
|height = "15" colspan="20"|
+
|[[-6,-66|•]]
−
|[[12,-72|•]]
+
|[[-6,-65|•]]
−
|[[12,-71|•]]
+
|[[-6,-64|•]]
−
|bgcolor="purple"|[[12,-70|•]]
+
|[[-6,-63|•]]
−
|bgcolor="purple"|[[12,-69|•]]
+
|[[-6,-62|•]]
−
|colspan="35"|
+
|[[-6,-61|•]]
 +
|[[-6,-60|•]]
 +
|[[-6,-59|•]]
 +
|[[-6,-58|•]]
 +
|[[-6,-57|•]]
 +
|[[-6,-56|•]]
 +
|[[-6,-55|•]]
 +
|[[-6,-54|•]]
 +
|[[-6,-53|•]]
 +
|[[-6,-52|•]]
 +
|[[-6,-51|•]]
 +
|[[-6,-50|•]]
 +
|[[-6,-49|•]]
 +
|[[-6,-48|•]]
 +
|[[-6,-47|•]]
 +
|[[-6,-46|•]]
 +
|[[-6,-45|•]]
 +
|[[-6,-44|•]]
 +
|[[-6,-43|•]]
 +
|[[-6,-42|•]]
 +
|[[-6,-41|•]]
 +
|[[-6,-40|•]]
 +
|[[-6,-39|•]]
 +
|[[-6,-38|•]]
 +
|[[-6,-37|•]]
 +
|[[-6,-36|•]]
 +
|[[-6,-35|•]]
 +
|[[-6,-34|•]]
 
|-
 
|-
−
|height = "15" colspan="18"|
+
|height = "15" colspan="13"|
−
|[[11,-74|•]]
+
|bgcolor="red"|[[-7,-79|•]]
−
|[[11,-73|•]]
+
|bgcolor="red"|[[-7,-78|•]]
−
|bgcolor="purple"|[[11,-72|•]]
+
|bgcolor="red"|[[-7,-77|•]]
−
|bgcolor="purple"|[[11,-71|•]]
+
|bgcolor="red"|[[-7,-76|•]]
−
|bgcolor="purple"|[[11,-70|•]]
+
|bgcolor="red"|[[-7,-75|•]]
−
|bgcolor="purple"|[[11,-69|•]]
+
|bgcolor="red"|[[-7,-74|•]]
−
|bgcolor="purple"|[[11,-68|•]]
+
|bgcolor="red"|[[-7,-73|•]]
−
|colspan="3"|
+
|[[-7,-72|•]]
−
|bgcolor="purple"|[[11,-64|•]]
+
|[[-7,-71|•]]
−
|bgcolor="purple"|[[11,-63|•]]
+
|[[-7,-70|•]]
−
|colspan="29"|
+
|[[-7,-69|•]]
 +
|[[-7,-68|•]]
 +
|[[-7,-67|•]]
 +
|[[-7,-66|•]]
 +
|[[-7,-65|•]]
 +
|[[-7,-64|•]]
 +
|[[-7,-63|•]]
 +
|[[-7,-62|•]]
 +
|[[-7,-61|•]]
 +
|[[-7,-60|•]]
 +
|[[-7,-59|•]]
 +
|[[-7,-58|•]]
 +
|[[-7,-57|•]]
 +
|[[-7,-56|•]]
 +
|[[-7,-55|•]]
 +
|[[-7,-54|•]]
 +
|[[-7,-53|•]]
 +
|[[-7,-52|•]]
 +
|[[-7,-51|•]]
 +
|[[-7,-50|•]]
 +
|[[-7,-49|•]]
 +
|[[-7,-48|•]]
 +
|[[-7,-47|•]]
 +
|[[-7,-46|•]]
 +
|[[-7,-45|•]]
 +
|[[-7,-44|•]]
 +
|[[-7,-43|•]]
 +
|[[-7,-42|•]]
 +
|[[-7,-41|•]]
 +
|[[-7,-40|•]]
 +
|[[-7,-39|•]]
 +
|[[-7,-38|•]]
 +
|[[-7,-37|•]]
 +
|[[-7,-36|•]]
 +
|[[-7,-35|•]]
 +
|[[-7,-34|•]]
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="13"|
−
|[[10,-75|•]]
+
|bgcolor="red"|[[-8,-79|•]]
−
|[[10,-74|•]]
+
|bgcolor="red"|[[-8,-78|•]]
−
|[[10,-73|•]]
+
|bgcolor="red"|[[-8,-77|•]]
−
|bgcolor="purple"|[[10,-72|•]]
+
|bgcolor="red"|[[-8,-76|•]]
−
|bgcolor="purple"|[[10,-71|•]]
+
|bgcolor="red"|[[-8,-75|•]]
−
|bgcolor="purple"|[[10,-70|•]]
+
|bgcolor="red"|[[-8,-74|•]]
−
|bgcolor="purple"|[[10,-69|•]]
+
|bgcolor="red"|[[-8,-73|•]]
−
|bgcolor="purple"|[[10,-68|•]]
+
|bgcolor="red"|[[-8,-72|•]]
−
|bgcolor="purple"|[[10,-67|•]]
+
|[[-8,-71|•]]
−
|bgcolor="purple"|[[10,-66|•]]
+
|[[-8,-70|•]]
−
|bgcolor="purple"|[[10,-65|•]]
+
|[[-8,-69|•]]
−
|bgcolor="purple"|[[10,-64|•]]
+
|[[-8,-68|•]]
−
|bgcolor="purple"|[[10,-63|•]]
+
|[[-8,-67|•]]
−
|bgcolor="purple"|[[10,-62|•]]
+
|[[-8,-66|•]]
−
|bgcolor="purple"|[[10,-61|•]]
+
|[[-8,-65|•]]
−
|colspan="27"|
+
|[[-8,-64|•]]
−
|-
+
|[[-8,-63|•]]
−
|height = "15" colspan="16"|
+
|[[-8,-62|•]]
−
|[[9,-76|•]]
+
|[[-8,-61|•]]
−
|[[9,-75|•]]
+
|[[-8,-60|•]]
−
|[[9,-74|•]]
+
|[[-8,-59|•]]
−
|bgcolor="purple"|[[9,-73|•]]
+
|[[-8,-58|•]]
−
|bgcolor="purple"|[[9,-72|•]]
+
|[[-8,-57|•]]
−
|bgcolor="purple"|[[9,-71|•]]
+
|[[-8,-56|•]]
−
|bgcolor="purple"|[[9,-70|•]]
+
|[[-8,-55|•]]
−
|bgcolor="purple"|[[9,-69|•]]
+
|[[-8,-54|•]]
−
|bgcolor="purple"|[[9,-68|•]]
+
|[[-8,-53|•]]
−
|bgcolor="purple"|[[9,-67|•]]
+
|[[-8,-52|•]]
−
|bgcolor="purple"|[[9,-66|•]]
+
|[[-8,-51|•]]
−
|bgcolor="purple"|[[9,-65|•]]
+
|[[-8,-50|•]]
−
|bgcolor="purple"|[[9,-64|•]]
+
|[[-8,-49|•]]
−
|bgcolor="purple"|[[9,-63|•]]
+
|[[-8,-48|•]]
−
|bgcolor="purple"|[[9,-62|•]]
+
|[[-8,-47|•]]
−
|bgcolor="purple"|[[9,-61|•]]
+
|[[-8,-46|•]]
−
|bgcolor="purple"|[[9,-60|•]]
+
|[[-8,-45|•]]
−
|colspan="26"|
+
|[[-8,-44|•]]
 +
|[[-8,-43|•]]
 +
|[[-8,-42|•]]
 +
|[[-8,-41|•]]
 +
|[[-8,-40|•]]
 +
|[[-8,-39|•]]
 +
|[[-8,-38|•]]
 +
|[[-8,-37|•]]
 +
|[[-8,-36|•]]
 +
|[[-8,-35|•]]
 +
|[[-8,-34|•]]
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="14"|
−
|[[8,-77|•]]
+
|bgcolor="red"|[[-9,-78|•]]
−
|[[8,-76|•]]
+
|bgcolor="red"|[[-9,-77|•]]
−
|[[8,-75|•]]
+
|bgcolor="red"|[[-9,-76|•]]
−
|[[8,-74|•]]
+
|bgcolor="red"|[[-9,-75|•]]
−
|[[8,-73|•]]
+
|bgcolor="red"|[[-9,-74|•]]
−
|bgcolor="purple"|[[8,-72|•]]
+
|bgcolor="red"|[[-9,-73|•]]
−
|bgcolor="purple"|[[8,-71|•]]
+
|bgcolor="red"|[[-9,-72|•]]
−
|bgcolor="purple"|[[8,-70|•]]
+
|bgcolor="red"|[[-9,-71|•]]
−
|bgcolor="purple"|[[8,-69|•]]
+
|bgcolor="red"|[[-9,-70|•]]
−
|bgcolor="purple"|[[8,-68|•]]
+
|[[-9,-69|•]]
−
|bgcolor="purple"|[[8,-67|•]]
+
|[[-9,-68|•]]
−
|bgcolor="purple"|[[8,-66|•]]
+
|[[-9,-67|•]]
−
|bgcolor="purple"|[[8,-65|•]]
+
|[[-9,-66|•]]
−
|bgcolor="purple"|[[8,-64|•]]
+
|[[-9,-65|•]]
−
|bgcolor="purple"|[[8,-63|•]]
+
|[[-9,-64|•]]
−
|bgcolor="purple"|[[8,-62|•]]
+
|[[-9,-63|•]]
−
|bgcolor="purple"|[[8,-61|•]]
+
|[[-9,-62|•]]
−
|bgcolor="purple"|[[8,-60|•]]
+
|[[-9,-61|•]]
−
|bgcolor="purple"|[[8,-59|•]]
+
|[[-9,-60|•]]
−
|colspan="25"|
+
|[[-9,-59|•]]
 +
|[[-9,-58|•]]
 +
|[[-9,-57|•]]
 +
|[[-9,-56|•]]
 +
|[[-9,-55|•]]
 +
|[[-9,-54|•]]
 +
|[[-9,-53|•]]
 +
|[[-9,-52|•]]
 +
|[[-9,-51|•]]
 +
|[[-9,-50|•]]
 +
|[[-9,-49|•]]
 +
|[[-9,-48|•]]
 +
|[[-9,-47|•]]
 +
|[[-9,-46|•]]
 +
|[[-9,-45|•]]
 +
|[[-9,-44|•]]
 +
|[[-9,-43|•]]
 +
|[[-9,-42|•]]
 +
|[[-9,-41|•]]
 +
|[[-9,-40|•]]
 +
|[[-9,-39|•]]
 +
|[[-9,-38|•]]
 +
|[[-9,-37|•]]
 +
|[[-9,-36|•]]
 +
|[[-9,-35|•]]
 +
|colspan="1"|
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="14"|
−
|[[7,-77|•]]
+
|bgcolor="red"|[[-10,-78|•]]
−
|[[7,-76|•]]
+
|bgcolor="red"|[[-10,-77|•]]
−
|[[7,-75|•]]
+
|bgcolor="red"|[[-10,-76|•]]
−
|[[7,-74|•]]
+
|bgcolor="red"|[[-10,-75|•]]
−
|[[7,-73|•]]
+
|bgcolor="red"|[[-10,-74|•]]
−
|bgcolor="purple"|[[7,-72|•]]
+
|bgcolor="red"|[[-10,-73|•]]
−
|bgcolor="purple"|[[7,-71|•]]
+
|bgcolor="red"|[[-10,-72|•]]
−
|bgcolor="purple"|[[7,-70|•]]
+
|bgcolor="red"|[[-10,-71|•]]
−
|bgcolor="purple"|[[7,-69|•]]
+
|bgcolor="red"|[[-10,-70|•]]
−
|bgcolor="purple"|[[7,-68|•]]
+
|bgcolor="red"|[[-10,-69|•]]
−
|bgcolor="purple"|[[7,-67|•]]
+
|[[-10,-68|•]]
−
|bgcolor="purple"|[[7,-66|•]]
+
|[[-10,-67|•]]
−
|bgcolor="purple"|[[7,-65|•]]
+
|[[-10,-66|•]]
−
|bgcolor="purple"|[[7,-64|•]]
+
|[[-10,-65|•]]
−
|bgcolor="purple"|[[7,-63|•]]
+
|[[-10,-64|•]]
−
|bgcolor="purple"|[[7,-62|•]]
+
|[[-10,-63|•]]
−
|bgcolor="purple"|[[7,-61|•]]
+
|[[-10,-62|•]]
−
|bgcolor="purple"|[[7,-60|•]]
+
|[[-10,-61|•]]
−
|[[7,-59|•]]
+
|[[-10,-60|•]]
−
|[[7,-58|•]]
+
|[[-10,-59|•]]
−
|colspan="24"|
+
|[[-10,-58|•]]
−
|-
+
|[[-10,-57|•]]
−
|height = "15" colspan="15"|
+
|[[-10,-56|•]]
−
|[[6,-77|•]]
+
|[[-10,-55|•]]
−
|[[6,-76|•]]
+
|[[-10,-54|•]]
−
|[[6,-75|•]]
+
|[[-10,-53|•]]
−
|[[6,-74|•]]
+
|[[-10,-52|•]]
−
|[[6,-73|•]]
+
|[[-10,-51|•]]
−
|[[6,-72|•]]
+
|[[-10,-50|•]]
−
|bgcolor="purple"|[[6,-71|•]]
+
|[[-10,-49|•]]
−
|bgcolor="purple"|[[6,-70|•]]
+
|[[-10,-48|•]]
−
|bgcolor="purple"|[[6,-69|•]]
+
|[[-10,-47|•]]
−
|bgcolor="purple"|[[6,-68|•]]
+
|[[-10,-46|•]]
−
|bgcolor="purple"|[[6,-67|•]]
+
|[[-10,-45|•]]
−
|bgcolor="purple"|[[6,-66|•]]
+
|[[-10,-44|•]]
−
|bgcolor="purple"|[[6,-65|•]]
+
|[[-10,-43|•]]
−
|bgcolor="purple"|[[6,-64|•]]
+
|[[-10,-42|•]]
−
|bgcolor="purple"|[[6,-63|•]]
+
|[[-10,-41|•]]
−
|bgcolor="purple"|[[6,-62|•]]
+
|[[-10,-40|•]]
−
|bgcolor="purple"|[[6,-61|•]]
+
|[[-10,-39|•]]
−
|bgcolor="purple"|[[6,-60|•]]
+
|[[-10,-38|•]]
−
|[[6,-59|•]]
+
|[[-10,-37|•]]
−
|[[6,-58|•]]
+
|[[-10,-36|•]]
−
|bgcolor="aqua"|[[6,-57|•]]
+
|[[-10,-35|•]]
−
|bgcolor="aqua"|[[6,-56|•]]
+
|colspan="1"|
−
|bgcolor="aqua"|[[6,-55|•]]
 
−
|colspan="21"|
 
 
|-
 
|-
 
|height = "15" colspan="15"|
 
|height = "15" colspan="15"|
−
|[[5,-77|•]]
+
|bgcolor="red"|[[-11,-77|•]]
−
|[[5,-76|•]]
+
|bgcolor="red"|[[-11,-76|•]]
−
|[[5,-75|•]]
+
|bgcolor="red"|[[-11,-75|•]]
−
|[[5,-74|•]]
+
|bgcolor="red"|[[-11,-74|•]]
−
|[[5,-73|•]]
+
|bgcolor="red"|[[-11,-73|•]]
−
|[[5,-72|•]]
+
|bgcolor="red"|[[-11,-72|•]]
−
|[[5,-71|•]]
+
|bgcolor="red"|[[-11,-71|•]]
−
|[[5,-70|•]]
+
|bgcolor="red"|[[-11,-70|•]]
−
|[[5,-69|•]]
+
|bgcolor="red"|[[-11,-69|•]]
−
|[[5,-68|•]]
+
|bgcolor="red"|[[-11,-68|•]]
−
|bgcolor="purple"|[[5,-67|•]]
+
|[[-11,-67|•]]
−
|bgcolor="purple"|[[5,-66|•]]
+
|[[-11,-66|•]]
−
|bgcolor="purple"|[[5,-65|•]]
+
|[[-11,-65|•]]
−
|bgcolor="purple"|[[5,-64|•]]
+
|[[-11,-64|•]]
−
|bgcolor="purple"|[[5,-63|•]]
+
|[[-11,-63|•]]
−
|bgcolor="purple"|[[5,-62|•]]
+
|[[-11,-62|•]]
−
|bgcolor="purple"|[[5,-61|•]]
+
|[[-11,-61|•]]
−
|bgcolor="purple"|[[5,-60|•]]
+
|[[-11,-60|•]]
−
|[[5,-59|•]]
+
|[[-11,-59|•]]
−
|[[5,-58|•]]
+
|[[-11,-58|•]]
−
|bgcolor="aqua"|[[5,-57|•]]
+
|[[-11,-57|•]]
−
|bgcolor="aqua"|[[5,-56|•]]
+
|[[-11,-56|•]]
−
|bgcolor="aqua"|[[5,-55|•]]
+
|[[-11,-55|•]]
−
|bgcolor="aqua"|[[5,-54|•]]
+
|[[-11,-54|•]]
−
|bgcolor="aqua"|[[5,-53|•]]
+
|[[-11,-53|•]]
−
|[[5,-52|•]]
+
|[[-11,-52|•]]
−
|colspan="18"|
+
|[[-11,-51|•]]
 +
|[[-11,-50|•]]
 +
|[[-11,-49|•]]
 +
|[[-11,-48|•]]
 +
|[[-11,-47|•]]
 +
|[[-11,-46|•]]
 +
|[[-11,-45|•]]
 +
|[[-11,-44|•]]
 +
|[[-11,-43|•]]
 +
|[[-11,-42|•]]
 +
|[[-11,-41|•]]
 +
|[[-11,-40|•]]
 +
|[[-11,-39|•]]
 +
|[[-11,-38|•]]
 +
|[[-11,-37|•]]
 +
|colspan="3"|
 
|-
 
|-
 
|height = "15" colspan="15"|
 
|height = "15" colspan="15"|
−
|[[4,-77|•]]
+
|bgcolor="red"|[[-12,-77|•]]
−
|[[4,-76|•]]
+
|bgcolor="red"|[[-12,-76|•]]
−
|[[4,-75|•]]
+
|bgcolor="red"|[[-12,-75|•]]
−
|[[4,-74|•]]
+
|bgcolor="red"|[[-12,-74|•]]
−
|[[4,-73|•]]
+
|bgcolor="red"|[[-12,-73|•]]
−
|[[4,-72|•]]
+
|bgcolor="red"|[[-12,-72|•]]
−
|[[4,-71|•]]
+
|bgcolor="red"|[[-12,-71|•]]
−
|[[4,-70|•]]
+
|bgcolor="red"|[[-12,-70|•]]
−
|[[4,-69|•]]
+
|bgcolor="red"|[[-12,-69|•]]
−
|[[4,-68|•]]
+
|bgcolor="red"|[[-12,-68|•]]
−
|bgcolor="purple"|[[4,-67|•]]
+
|[[-12,-67|•]]
−
|bgcolor="purple"|[[4,-66|•]]
+
|[[-12,-66|•]]
−
|bgcolor="purple"|[[4,-65|•]]
+
|[[-12,-65|•]]
−
|bgcolor="purple"|[[4,-64|•]]
+
|[[-12,-64|•]]
−
|bgcolor="purple"|[[4,-63|•]]
+
|[[-12,-63|•]]
−
|bgcolor="purple"|[[4,-62|•]]
+
|[[-12,-62|•]]
−
|bgcolor="purple"|[[4,-61|•]]
+
|[[-12,-61|•]]
−
|bgcolor="purple"|[[4,-60|•]]
+
|[[-12,-60|•]]
−
|[[4,-59|•]]
+
|[[-12,-59|•]]
−
|bgcolor="aqua"|[[4,-58|•]]
+
|[[-12,-58|•]]
−
|bgcolor="aqua"|[[4,-57|•]]
+
|[[-12,-57|•]]
−
|bgcolor="aqua"|[[4,-56|•]]
+
|[[-12,-56|•]]
−
|bgcolor="aqua"|[[4,-55|•]]
+
|[[-12,-55|•]]
−
|bgcolor="aqua"|[[4,-54|•]]
+
|[[-12,-54|•]]
−
|[[4,-53|•]]
+
|[[-12,-53|•]]
−
|[[4,-52|•]]
+
|[[-12,-52|•]]
−
|[[4,-51|•]]
+
|[[-12,-51|•]]
−
|colspan="17"|
+
|[[-12,-50|•]]
 +
|[[-12,-49|•]]
 +
|[[-12,-48|•]]
 +
|[[-12,-47|•]]
 +
|[[-12,-46|•]]
 +
|[[-12,-45|•]]
 +
|[[-12,-44|•]]
 +
|[[-12,-43|•]]
 +
|[[-12,-42|•]]
 +
|[[-12,-41|•]]
 +
|[[-12,-40|•]]
 +
|[[-12,-39|•]]
 +
|[[-12,-38|•]]
 +
|[[-12,-37|•]]
 +
|colspan="3"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="16"|
−
|[[3,-78|•]]
+
|bgcolor="red"|[[-13,-76|•]]
−
|[[3,-77|•]]
+
|bgcolor="red"|[[-13,-75|•]]
−
|[[3,-76|•]]
+
|bgcolor="red"|[[-13,-74|•]]
−
|[[3,-75|•]]
+
|bgcolor="red"|[[-13,-73|•]]
−
|[[3,-74|•]]
+
|bgcolor="red"|[[-13,-72|•]]
−
|[[3,-73|•]]
+
|bgcolor="red"|[[-13,-71|•]]
−
|[[3,-72|•]]
+
|bgcolor="red"|[[-13,-70|•]]
−
|[[3,-71|•]]
+
|bgcolor="red"|[[-13,-69|•]]
−
|[[3,-70|•]]
+
|bgcolor="red"|[[-13,-68|•]]
−
|[[3,-69|•]]
+
|[[-13,-67|•]]
−
|[[3,-68|•]]
+
|[[-13,-66|•]]
−
|bgcolor="purple"|[[3,-67|•]]
+
|[[-13,-65|•]]
−
|bgcolor="purple"|[[3,-66|•]]
+
|[[-13,-64|•]]
−
|bgcolor="purple"|[[3,-65|•]]
+
|[[-13,-63|•]]
−
|bgcolor="purple"|[[3,-64|•]]
+
|[[-13,-62|•]]
−
|bgcolor="purple"|[[3,-63|•]]
+
|[[-13,-61|•]]
−
|bgcolor="purple"|[[3,-62|•]]
+
|[[-13,-60|•]]
−
|[[3,-61|•]]
+
|[[-13,-59|•]]
−
|[[3,-60|•]]
+
|[[-13,-58|•]]
−
|[[3,-59|•]]
+
|[[-13,-57|•]]
−
|bgcolor="aqua"|[[3,-58|•]]
+
|[[-13,-56|•]]
−
|bgcolor="aqua"|[[3,-57|•]]
+
|[[-13,-55|•]]
−
|bgcolor="aqua"|[[3,-56|•]]
+
|[[-13,-54|•]]
−
|bgcolor="aqua"|[[3,-55|•]]
+
|[[-13,-53|•]]
−
|bgcolor="aqua"|[[3,-54|•]]
+
|[[-13,-52|•]]
−
|bgcolor="aqua"|[[3,-53|•]]
+
|[[-13,-51|•]]
−
|[[3,-52|•]]
+
|[[-13,-50|•]]
−
|[[3,-51|•]]
+
|[[-13,-49|•]]
−
|[[3,-50|•]]
+
|[[-13,-48|•]]
−
|colspan="16"|
+
|[[-13,-47|•]]
 +
|[[-13,-46|•]]
 +
|[[-13,-45|•]]
 +
|[[-13,-44|•]]
 +
|[[-13,-43|•]]
 +
|[[-13,-42|•]]
 +
|[[-13,-41|•]]
 +
|[[-13,-40|•]]
 +
|[[-13,-39|•]]
 +
|[[-13,-38|•]]
 +
|colspan="4"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="16"|
−
|[[2,-78|•]]
+
|bgcolor="red"|[[-14,-76|•]]
−
|[[2,-77|•]]
+
|bgcolor="red"|[[-14,-75|•]]
−
|[[2,-76|•]]
+
|bgcolor="red"|[[-14,-74|•]]
−
|[[2,-75|•]]
+
|bgcolor="red"|[[-14,-73|•]]
−
|[[2,-74|•]]
+
|bgcolor="red"|[[-14,-72|•]]
−
|[[2,-73|•]]
+
|bgcolor="red"|[[-14,-71|•]]
−
|[[2,-72|•]]
+
|bgcolor="red"|[[-14,-70|•]]
−
|[[2,-71|•]]
+
|bgcolor="red"|[[-14,-69|•]]
−
|[[2,-70|•]]
+
|bgcolor="red"|[[-14,-68|•]]
−
|[[2,-69|•]]
+
|[[-14,-67|•]]
−
|[[2,-68|•]]
+
|[[-14,-66|•]]
−
|bgcolor="purple"|[[2,-67|•]]
+
|[[-14,-65|•]]
−
|bgcolor="purple"|[[2,-66|•]]
+
|[[-14,-64|•]]
−
|bgcolor="purple"|[[2,-65|•]]
+
|[[-14,-63|•]]
−
|bgcolor="purple"|[[2,-64|•]]
+
|[[-14,-62|•]]
−
|bgcolor="purple"|[[2,-63|•]]
+
|[[-14,-61|•]]
−
|[[2,-62|•]]
+
|[[-14,-60|•]]
−
|[[2,-61|•]]
+
|[[-14,-59|•]]
−
|[[2,-60|•]]
+
|[[-14,-58|•]]
−
|[[2,-59|•]]
+
|[[-14,-57|•]]
−
|[[2,-58|•]]
+
|[[-14,-56|•]]
−
|bgcolor="aqua"|[[2,-57|•]]
+
|[[-14,-55|•]]
−
|bgcolor="aqua"|[[2,-56|•]]
+
|[[-14,-54|•]]
−
|bgcolor="aqua"|[[2,-55|•]]
+
|[[-14,-53|•]]
−
|bgcolor="aqua"|[[2,-54|•]]
+
|[[-14,-52|•]]
−
|[[2,-53|•]]
+
|[[-14,-51|•]]
−
|[[2,-52|•]]
+
|[[-14,-50|•]]
−
|[[2,-51|•]]
+
|[[-14,-49|•]]
−
|[[2,-50|•]]
+
|[[-14,-48|•]]
−
|colspan="16"|
+
|[[-14,-47|•]]
 +
|[[-14,-46|•]]
 +
|[[-14,-45|•]]
 +
|[[-14,-44|•]]
 +
|[[-14,-43|•]]
 +
|[[-14,-42|•]]
 +
|[[-14,-41|•]]
 +
|[[-14,-40|•]]
 +
|[[-14,-39|•]]
 +
|[[-14,-38|•]]
 +
|colspan="4"|
 
|-
 
|-
−
|height = "15" bgcolor="orange"|[[1,-92|•]]
+
|height = "15" colspan="17"|
−
|bgcolor="orange"|[[1,-91|•]]
+
|bgcolor="red"|[[-15,-75|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-74|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-73|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-72|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-71|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-70|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|bgcolor="red"|[[-15,-69|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|[[-15,-68|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|[[-15,-67|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|[[-15,-66|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|[[-15,-65|•]]
−
|bgcolor="blue"|[[Sea|•]]
+
|[[-15,-64|•]]
−
|bgcolor="red"|[[1,-79|•]]
+
|[[-15,-63|•]]
−
|bgcolor="red"|[[1,-78|•]]
+
|[[-15,-62|•]]
−
|[[1,-77|•]]
+
|[[-15,-61|•]]
−
|[[1,-76|•]]
+
|[[-15,-60|•]]
−
|[[1,-75|•]]
+
|[[-15,-59|•]]
−
|[[1,-74|•]]
+
|[[-15,-58|•]]
−
|[[1,-73|•]]
+
|[[-15,-57|•]]
−
|[[1,-72|•]]
+
|[[-15,-56|•]]
−
|[[1,-71|•]]
+
|[[-15,-55|•]]
−
|[[1,-70|•]]
+
|[[-15,-54|•]]
−
|[[1,-69|•]]
+
|[[-15,-53|•]]
−
|[[1,-68|•]]
+
|[[-15,-52|•]]
−
|bgcolor="purple"|[[1,-67|•]]
+
|[[-15,-51|•]]
−
|bgcolor="purple"|[[1,-66|•]]
+
|[[-15,-50|•]]
−
|bgcolor="purple"|[[1,-65|•]]
+
|[[-15,-49|•]]
−
|bgcolor="purple"|[[1,-64|•]]
+
|[[-15,-48|•]]
−
|bgcolor="purple"|[[1,-63|•]]
+
|[[-15,-47|•]]
−
|[[1,-62|•]]
+
|[[-15,-46|•]]
−
|[[1,-61|•]]
+
|[[-15,-45|•]]
−
|[[1,-60|•]]
+
|[[-15,-44|•]]
−
|[[1,-59|•]]
+
|[[-15,-43|•]]
−
|[[1,-58|•]]
+
|[[-15,-42|•]]
−
|[[1,-57|•]]
+
|[[-15,-41|•]]
−
|bgcolor="aqua"|[[1,-56|•]]
+
|[[-15,-40|•]]
−
|bgcolor="aqua"|[[1,-55|•]]
+
|[[-15,-39|•]]
−
|[[1,-54|•]]
+
|[[-15,-38|•]]
−
|[[1,-53|•]]
+
|colspan="4"|
−
|[[1,-52|•]]
 
−
|[[1,-51|•]]
 
−
|[[1,-50|•]]
 
−
|[[1,-49|•]]
 
−
|colspan="15"|
 
 
|-
 
|-
−
|height = "15" colspan="1"|
+
|height = "15" colspan="18"|
−
|bgcolor="orange"|[[0,-91|•]]
+
|bgcolor="red"|[[-16,-74|•]]
−
|bgcolor="orange"|[[0,-90|•]]
+
|bgcolor="red"|[[-16,-73|•]]
−
|bgcolor="orange"|[[0,-89|•]]
+
|bgcolor="red"|[[-16,-72|•]]
−
|colspan="8"|
+
|bgcolor="red"|[[-16,-71|•]]
−
|bgcolor="red"|[[0,-80|•]]
+
|bgcolor="red"|[[-16,-70|•]]
−
|bgcolor="red"|[[0,-79|•]]
+
|bgcolor="red"|[[-16,-69|•]]
−
|bgcolor="red"|[[0,-78|•]]
+
|bgcolor="red"|[[-16,-68|•]]
−
|bgcolor="red"|[[0,-77|•]]
+
|[[-16,-67|•]]
−
|bgcolor="red"|[[0,-76|•]]
+
|[[-16,-66|•]]
−
|bgcolor="red"|[[0,-75|•]]
+
|[[-16,-65|•]]
−
|[[0,-74|•]]
+
|[[-16,-64|•]]
−
|[[0,-73|•]]
+
|[[-16,-63|•]]
−
|[[0,-72|•]]
+
|[[-16,-62|•]]
−
|[[0,-71|•]]
+
|[[-16,-61|•]]
−
|[[0,-70|•]]
+
|[[-16,-60|•]]
−
|[[0,-69|•]]
+
|[[-16,-59|•]]
−
|[[0,-68|•]]
+
|[[-16,-58|•]]
−
|[[0,-67|•]]
+
|[[-16,-57|•]]
−
|bgcolor="purple"|[[0,-66|•]]
+
|[[-16,-56|•]]
−
|bgcolor="purple"|[[0,-65|•]]
+
|[[-16,-55|•]]
−
|[[0,-64|•]]
+
|[[-16,-54|•]]
−
|[[0,-63|•]]
+
|[[-16,-53|•]]
−
|[[0,-62|•]]
+
|[[-16,-52|•]]
−
|[[0,-61|•]]
+
|[[-16,-51|•]]
−
|[[0,-60|•]]
+
|[[-16,-50|•]]
−
|[[0,-59|•]]
+
|[[-16,-49|•]]
−
|[[0,-58|•]]
+
|[[-16,-48|•]]
−
|[[0,-57|•]]
+
|[[-16,-47|•]]
−
|[[0,-56|•]]
+
|[[-16,-46|•]]
−
|[[0,-55|•]]
+
|[[-16,-45|•]]
−
|[[0,-54|•]]
+
|[[-16,-44|•]]
−
|[[0,-53|•]]
+
|[[-16,-43|•]]
−
|[[0,-52|•]]
+
|[[-16,-42|•]]
−
|[[0,-51|•]]
+
|[[-16,-41|•]]
−
|[[0,-50|•]]
+
|[[-16,-40|•]]
−
|[[0,-49|•]]
+
|[[-16,-39|•]]
−
|colspan="15"|
+
|[[-16,-38|•]]
 +
|colspan="4"|
 
|-
 
|-
−
|height = "15" colspan="1"|
+
|height = "15" colspan="20"|
−
|bgcolor="orange"|[[0,-91|•]]
+
|bgcolor="red"|[[-17,-72|•]]
−
|bgcolor="orange"|[[0,-90|•]]
+
|bgcolor="red"|[[-17,-71|•]]
−
|bgcolor="orange"|[[0,-89|•]]
+
|bgcolor="red"|[[-17,-70|•]]
−
|colspan="8"|
+
|bgcolor="red"|[[-17,-69|•]]
−
|bgcolor="red"|[[0,-80|•]]
+
|[[-17,-68|•]]
−
|bgcolor="red"|[[0,-79|•]]
+
|[[-17,-67|•]]
−
|bgcolor="red"|[[0,-78|•]]
+
|[[-17,-66|•]]
−
|bgcolor="red"|[[0,-77|•]]
+
|[[-17,-65|•]]
−
|bgcolor="red"|[[0,-76|•]]
+
|[[-17,-64|•]]
−
|bgcolor="red"|[[0,-75|•]]
+
|[[-17,-63|•]]
−
|[[0,-74|•]]
+
|[[-17,-62|•]]
−
|[[0,-73|•]]
+
|[[-17,-61|•]]
−
|[[0,-72|•]]
+
|[[-17,-60|•]]
−
|[[0,-71|•]]
+
|[[-17,-59|•]]
−
|[[0,-70|•]]
+
|[[-17,-58|•]]
−
|[[0,-69|•]]
+
|[[-17,-57|•]]
−
|[[0,-68|•]]
+
|[[-17,-56|•]]
−
|[[0,-67|•]]
+
|[[-17,-55|•]]
−
|[[0,-66|•]]
+
|[[-17,-54|•]]
−
|[[0,-65|•]]
+
|[[-17,-53|•]]
−
|[[0,-64|•]]
+
|[[-17,-52|•]]
−
|[[0,-63|•]]
+
|[[-17,-51|•]]
−
|[[0,-62|•]]
+
|[[-17,-50|•]]
−
|[[0,-61|•]]
+
|[[-17,-49|•]]
−
|[[0,-60|•]]
+
|[[-17,-48|•]]
−
|[[0,-59|•]]
+
|[[-17,-47|•]]
−
|[[0,-58|•]]
+
|[[-17,-46|•]]
−
|[[0,-57|•]]
+
|[[-17,-45|•]]
−
|[[0,-56|•]]
+
|[[-17,-44|•]]
−
|[[0,-55|•]]
+
|[[-17,-43|•]]
−
|[[0,-54|•]]
+
|[[-17,-42|•]]
−
|[[0,-53|•]]
+
|[[-17,-41|•]]
−
|[[0,-52|•]]
+
|[[-17,-40|•]]
−
|[[0,-51|•]]
+
|[[-17,-39|•]]
−
|[[0,-50|•]]
+
|colspan="5"|
−
|[[0,-49|•]]
+
|-
−
|[[0,-48|•]]
+
|height = "15" colspan="22"|
−
|[[0,-47|•]]
+
|bgcolor="red"|[[-18,-70|•]]
−
|[[0,-46|•]]
+
|bgcolor="red"|[[-18,-69|•]]
−
|colspan="12"|
+
|[[-18,-68|•]]
 +
|[[-18,-67|•]]
 +
|[[-18,-66|•]]
 +
|[[-18,-65|•]]
 +
|[[-18,-64|•]]
 +
|[[-18,-63|•]]
 +
|[[-18,-62|•]]
 +
|[[-18,-61|•]]
 +
|[[-18,-60|•]]
 +
|[[-18,-59|•]]
 +
|[[-18,-58|•]]
 +
|[[-18,-57|•]]
 +
|[[-18,-56|•]]
 +
|[[-18,-55|•]]
 +
|[[-18,-54|•]]
 +
|[[-18,-53|•]]
 +
|[[-18,-52|•]]
 +
|[[-18,-51|•]]
 +
|[[-18,-50|•]]
 +
|[[-18,-49|•]]
 +
|[[-18,-48|•]]
 +
|[[-18,-47|•]]
 +
|[[-18,-46|•]]
 +
|[[-18,-45|•]]
 +
|[[-18,-44|•]]
 +
|[[-18,-43|•]]
 +
|[[-18,-42|•]]
 +
|[[-18,-41|•]]
 +
|[[-18,-40|•]]
 +
|[[-18,-39|•]]
 +
|colspan="5"|
 
|-
 
|-
−
|height = "15" colspan="1"|
+
|height = "15" colspan="22"|
−
|bgcolor="orange"|[[-1,-91|•]]
+
|[[-19,-70|•]]
−
|bgcolor="orange"|[[-1,-90|•]]
+
|[[-19,-69|•]]
−
|bgcolor="orange"|[[-1,-89|•]]
+
|[[-19,-68|•]]
−
|colspan="7"|
+
|[[-19,-67|•]]
−
|bgcolor="red"|[[-1,-81|•]]
+
|[[-19,-66|•]]
−
|bgcolor="red"|[[-1,-80|•]]
+
|[[-19,-65|•]]
−
|bgcolor="red"|[[-1,-79|•]]
+
|[[-19,-64|•]]
−
|bgcolor="red"|[[-1,-78|•]]
+
|[[-19,-63|•]]
−
|bgcolor="red"|[[-1,-77|•]]
+
|[[-19,-62|•]]
−
|bgcolor="red"|[[-1,-76|•]]
+
|bgcolor="lime"|[[-19,-61|•]]
−
|bgcolor="red"|[[-1,-75|•]]
+
|bgcolor="lime"|[[-19,-60|•]]
−
|[[-1,-74|•]]
+
|bgcolor="lime"|[[-19,-59|•]]
−
|[[-1,-73|•]]
+
|bgcolor="lime"|[[-19,-58|•]]
−
|[[-1,-72|•]]
+
|[[-19,-57|•]]
−
|[[-1,-71|•]]
+
|[[-19,-56|•]]
−
|[[-1,-70|•]]
+
|[[-19,-55|•]]
−
|[[-1,-69|•]]
+
|[[-19,-54|•]]
−
|[[-1,-68|•]]
+
|[[-19,-53|•]]
−
|[[-1,-67|•]]
+
|[[-19,-52|•]]
−
|[[-1,-66|•]]
+
|[[-19,-51|•]]
−
|[[-1,-65|•]]
+
|[[-19,-50|•]]
−
|[[-1,-64|•]]
+
|[[-19,-49|•]]
−
|[[-1,-63|•]]
+
|[[-19,-48|•]]
−
|[[-1,-62|•]]
+
|[[-19,-47|•]]
−
|[[-1,-61|•]]
+
|[[-19,-46|•]]
−
|[[-1,-60|•]]
+
|[[-19,-45|•]]
−
|[[-1,-59|•]]
+
|[[-19,-44|•]]
−
|[[-1,-58|•]]
+
|[[-19,-43|•]]
−
|[[-1,-57|•]]
+
|[[-19,-42|•]]
−
|[[-1,-56|•]]
+
|[[-19,-41|•]]
−
|[[-1,-55|•]]
+
|[[-19,-40|•]]
−
|[[-1,-54|•]]
+
|[[-19,-39|•]]
−
|[[-1,-53|•]]
+
|colspan="5"|
−
|[[-1,-52|•]]
 
−
|[[-1,-51|•]]
 
−
|[[-1,-50|•]]
 
−
|[[-1,-49|•]]
 
−
|[[-1,-48|•]]
 
−
|[[-1,-47|•]]
 
−
|[[-1,-46|•]]
 
−
|[[-1,-45|•]]
 
−
|[[-1,-44|•]]
 
−
|colspan="10"|
 
 
|-
 
|-
−
|height = "15" colspan="11"|
+
|height = "15" colspan="22"|
−
|bgcolor="red"|[[-2,-81|•]]
+
|[[-20,-70|•]]
−
|bgcolor="red"|[[-2,-80|•]]
+
|[[-20,-69|•]]
−
|bgcolor="red"|[[-2,-79|•]]
+
|[[-20,-68|•]]
−
|bgcolor="red"|[[-2,-78|•]]
+
|[[-20,-67|•]]
−
|bgcolor="red"|[[-2,-77|•]]
+
|[[-20,-66|•]]
−
|bgcolor="red"|[[-2,-76|•]]
+
|[[-20,-65|•]]
−
|bgcolor="red"|[[-2,-75|•]]
+
|[[-20,-64|•]]
−
|[[-2,-74|•]]
+
|[[-20,-63|•]]
−
|[[-2,-73|•]]
+
|bgcolor="lime"|[[-20,-62|•]]
−
|[[-2,-72|•]]
+
|bgcolor="lime"|[[-20,-61|•]]
−
|[[-2,-71|•]]
+
|bgcolor="lime"|[[-20,-60|•]]
−
|[[-2,-70|•]]
+
|bgcolor="lime"|[[-20,-59|•]]
−
|[[-2,-69|•]]
+
|bgcolor="lime"|[[-20,-58|•]]
−
|[[-2,-68|•]]
+
|bgcolor="lime"|[[-20,-57|•]]
−
|[[-2,-67|•]]
+
|[[-20,-56|•]]
−
|[[-2,-66|•]]
+
|[[-20,-55|•]]
−
|[[-2,-65|•]]
+
|[[-20,-54|•]]
−
|[[-2,-64|•]]
+
|[[-20,-53|•]]
−
|[[-2,-63|•]]
+
|[[-20,-52|•]]
−
|[[-2,-62|•]]
+
|[[-20,-51|•]]
−
|[[-2,-61|•]]
+
|[[-20,-50|•]]
−
|[[-2,-60|•]]
+
|[[-20,-49|•]]
−
|[[-2,-59|•]]
+
|[[-20,-48|•]]
−
|[[-2,-58|•]]
+
|[[-20,-47|•]]
−
|[[-2,-57|•]]
+
|[[-20,-46|•]]
−
|[[-2,-56|•]]
+
|[[-20,-45|•]]
−
|[[-2,-55|•]]
+
|[[-20,-44|•]]
−
|[[-2,-54|•]]
+
|[[-20,-43|•]]
−
|[[-2,-53|•]]
+
|[[-20,-42|•]]
−
|[[-2,-52|•]]
+
|[[-20,-41|•]]
−
|[[-2,-51|•]]
+
|[[-20,-40|•]]
−
|[[-2,-50|•]]
+
|colspan="6"|
−
|[[-2,-49|•]]
 
−
|[[-2,-48|•]]
 
−
|[[-2,-47|•]]
 
−
|[[-2,-46|•]]
 
−
|[[-2,-45|•]]
 
−
|[[-2,-44|•]]
 
−
|[[-2,-43|•]]
 
−
|[[-2,-42|•]]
 
−
|[[-2,-41|•]]
 
−
|[[-2,-40|•]]
 
−
|[[-2,-39|•]]
 
−
|colspan="5"|
 
 
|-
 
|-
−
|height = "15" colspan="12"|
+
|height = "15" colspan="22"|
−
|bgcolor="red"|[[-3,-80|•]]
+
|[[-21,-70|•]]
−
|bgcolor="red"|[[-3,-79|•]]
+
|[[-21,-69|•]]
−
|bgcolor="red"|[[-3,-78|•]]
+
|[[-21,-68|•]]
−
|bgcolor="red"|[[-3,-77|•]]
+
|[[-21,-67|•]]
−
|[[-3,-76|•]]
+
|[[-21,-66|•]]
−
|[[-3,-75|•]]
+
|[[-21,-65|•]]
−
|[[-3,-74|•]]
+
|[[-21,-64|•]]
−
|[[-3,-73|•]]
+
|[[-21,-63|•]]
−
|[[-3,-72|•]]
+
|bgcolor="lime"|[[-21,-62|•]]
−
|[[-3,-71|•]]
+
|bgcolor="lime"|[[-21,-61|•]]
−
|[[-3,-70|•]]
+
|bgcolor="lime"|[[-21,-60|•]]
−
|[[-3,-69|•]]
+
|bgcolor="lime"|[[-21,-59|•]]
−
|[[-3,-68|•]]
+
|bgcolor="lime"|[[-21,-58|•]]
−
|[[-3,-67|•]]
+
|bgcolor="lime"|[[-21,-57|•]]
−
|[[-3,-66|•]]
+
|[[-21,-56|•]]
−
|[[-3,-65|•]]
+
|[[-21,-55|•]]
−
|[[-3,-64|•]]
+
|[[-21,-54|•]]
−
|[[-3,-63|•]]
+
|[[-21,-53|•]]
−
|[[-3,-62|•]]
+
|[[-21,-52|•]]
−
|[[-3,-61|•]]
+
|[[-21,-51|•]]
−
|[[-3,-60|•]]
+
|[[-21,-50|•]]
−
|[[-3,-59|•]]
+
|[[-21,-49|•]]
−
|[[-3,-58|•]]
+
|[[-21,-48|•]]
−
|[[-3,-57|•]]
+
|[[-21,-47|•]]
−
|[[-3,-56|•]]
+
|[[-21,-46|•]]
−
|[[-3,-55|•]]
+
|[[-21,-45|•]]
−
|[[-3,-54|•]]
+
|[[-21,-44|•]]
−
|[[-3,-53|•]]
+
|[[-21,-43|•]]
−
|[[-3,-52|•]]
+
|[[-21,-42|•]]
−
|[[-3,-51|•]]
+
|[[-21,-41|•]]
−
|[[-3,-50|•]]
+
|[[-21,-40|•]]
−
|[[-3,-49|•]]
+
|colspan="6"|
−
|[[-3,-48|•]]
 
−
|[[-3,-47|•]]
 
−
|[[-3,-46|•]]
 
−
|[[-3,-45|•]]
 
−
|[[-3,-44|•]]
 
−
|[[-3,-43|•]]
 
−
|[[-3,-42|•]]
 
−
|[[-3,-41|•]]
 
−
|[[-3,-40|•]]
 
−
|[[-3,-39|•]]
 
−
|[[-3,-38|•]]
 
−
|colspan="4"|
 
 
|-
 
|-
−
|height = "15" colspan="11"|
+
|height = "15" colspan="22"|
−
|bgcolor="red"|[[-4,-81|•]]
+
|[[-22,-70|•]]
−
|bgcolor="red"|[[-4,-80|•]]
+
|[[-22,-69|•]]
−
|bgcolor="red"|[[-4,-79|•]]
+
|[[-22,-68|•]]
−
|bgcolor="red"|[[-4,-78|•]]
+
|[[-22,-67|•]]
−
|[[-4,-77|•]]
+
|[[-22,-66|•]]
−
|[[-4,-76|•]]
+
|[[-22,-65|•]]
−
|[[-4,-75|•]]
+
|[[-22,-64|•]]
−
|[[-4,-74|•]]
+
|[[-22,-63|•]]
−
|[[-4,-73|•]]
+
|bgcolor="lime"|[[-22,-62|•]]
−
|[[-4,-72|•]]
+
|bgcolor="lime"|[[-22,-61|•]]
−
|[[-4,-71|•]]
+
|bgcolor="lime"|[[-22,-60|•]]
−
|[[-4,-70|•]]
+
|bgcolor="lime"|[[-22,-59|•]]
−
|[[-4,-69|•]]
+
|bgcolor="lime"|[[-22,-58|•]]
−
|[[-4,-68|•]]
+
|bgcolor="lime"|[[-22,-57|•]]
−
|[[-4,-67|•]]
+
|bgcolor="lime"|[[-22,-56|•]]
−
|[[-4,-66|•]]
+
|bgcolor="lime"|[[-22,-55|•]]
−
|[[-4,-65|•]]
+
|[[-22,-54|•]]
−
|[[-4,-64|•]]
+
|[[-22,-53|•]]
−
|[[-4,-63|•]]
+
|[[-22,-52|•]]
−
|[[-4,-62|•]]
+
|[[-22,-51|•]]
−
|[[-4,-61|•]]
+
|[[-22,-50|•]]
−
|[[-4,-60|•]]
+
|[[-22,-49|•]]
−
|[[-4,-59|•]]
+
|[[-22,-48|•]]
−
|[[-4,-58|•]]
+
|[[-22,-47|•]]
−
|[[-4,-57|•]]
+
|[[-22,-46|•]]
−
|[[-4,-56|•]]
+
|[[-22,-45|•]]
−
|[[-4,-55|•]]
+
|[[-22,-44|•]]
−
|[[-4,-54|•]]
+
|[[-22,-43|•]]
−
|[[-4,-53|•]]
+
|[[-22,-42|•]]
−
|[[-4,-52|•]]
+
|[[-22,-41|•]]
−
|[[-4,-51|•]]
+
|[[-22,-40|•]]
−
|[[-4,-50|•]]
+
|colspan="6"|
−
|[[-4,-49|•]]
 
−
|[[-4,-48|•]]
 
−
|[[-4,-47|•]]
 
−
|[[-4,-46|•]]
 
−
|[[-4,-45|•]]
 
−
|[[-4,-44|•]]
 
−
|[[-4,-43|•]]
 
−
|[[-4,-42|•]]
 
−
|[[-4,-41|•]]
 
−
|[[-4,-40|•]]
 
−
|[[-4,-39|•]]
 
−
|[[-4,-38|•]]
 
−
|[[-4,-37|•]]
 
−
|[[-4,-36|•]]
 
−
|colspan="2"|
 
 
|-
 
|-
−
|height = "15" colspan="11"|
+
|height = "15" colspan="22"|
−
|[[-5,-81|•]]
+
|[[-23,-70|•]]
−
|[[-5,-80|•]]
+
|[[-23,-69|•]]
−
|[[-5,-79|•]]
+
|[[-23,-68|•]]
−
|[[-5,-78|•]]
+
|[[-23,-67|•]]
−
|[[-5,-77|•]]
+
|[[-23,-66|•]]
−
|[[-5,-76|•]]
+
|[[-23,-65|•]]
−
|[[-5,-75|•]]
+
|[[-23,-64|•]]
−
|[[-5,-74|•]]
+
|[[-23,-63|•]]
−
|[[-5,-73|•]]
+
|[[-23,-62|•]]
−
|[[-5,-72|•]]
+
|bgcolor="lime"|[[-23,-61|•]]
−
|[[-5,-71|•]]
+
|bgcolor="lime"|[[-23,-60|•]]
−
|[[-5,-70|•]]
+
|bgcolor="lime"|[[-23,-59|•]]
−
|[[-5,-69|•]]
+
|bgcolor="lime"|[[-23,-58|•]]
−
|[[-5,-68|•]]
+
|bgcolor="lime"|[[-23,-57|•]]
−
|[[-5,-67|•]]
+
|bgcolor="lime"|[[-23,-56|•]]
−
|[[-5,-66|•]]
+
|bgcolor="lime"|[[-23,-55|•]]
−
|[[-5,-65|•]]
+
|bgcolor="lime"|[[-23,-54|•]]
−
|[[-5,-64|•]]
+
|[[-23,-53|•]]
−
|[[-5,-63|•]]
+
|[[-23,-52|•]]
−
|[[-5,-62|•]]
+
|[[-23,-51|•]]
−
|[[-5,-61|•]]
+
|[[-23,-50|•]]
−
|[[-5,-60|•]]
+
|[[-23,-49|•]]
−
|[[-5,-59|•]]
+
|[[-23,-48|•]]
−
|[[-5,-58|•]]
+
|[[-23,-47|•]]
−
|[[-5,-57|•]]
+
|[[-23,-46|•]]
−
|[[-5,-56|•]]
+
|[[-23,-45|•]]
−
|[[-5,-55|•]]
+
|[[-23,-44|•]]
−
|[[-5,-54|•]]
+
|[[-23,-43|•]]
−
|[[-5,-53|•]]
+
|[[-23,-42|•]]
−
|[[-5,-52|•]]
+
|[[-23,-41|•]]
−
|[[-5,-51|•]]
+
|colspan="7"|
−
|[[-5,-50|•]]
+
|-
−
|[[-5,-49|•]]
+
|height = "15" colspan="22"|
−
|[[-5,-48|•]]
+
|[[-24,-70|•]]
−
|[[-5,-47|•]]
+
|[[-24,-69|•]]
−
|[[-5,-46|•]]
+
|[[-24,-68|•]]
−
|[[-5,-45|•]]
+
|[[-24,-67|•]]
−
|[[-5,-44|•]]
+
|[[-24,-66|•]]
−
|[[-5,-43|•]]
+
|[[-24,-65|•]]
−
|[[-5,-42|•]]
+
|[[-24,-64|•]]
−
|[[-5,-41|•]]
+
|[[-24,-63|•]]
−
|[[-5,-40|•]]
+
|[[-24,-62|•]]
−
|[[-5,-39|•]]
+
|[[-24,-61|•]]
−
|[[-5,-38|•]]
+
|bgcolor="lime"|[[-24,-60|•]]
−
|[[-5,-37|•]]
+
|bgcolor="lime"|[[-24,-59|•]]
−
|[[-5,-36|•]]
+
|bgcolor="lime"|[[-24,-58|•]]
−
|[[-5,-35|•]]
+
|bgcolor="lime"|[[-24,-57|•]]
−
|colspan="1"|
+
|bgcolor="lime"|[[-24,-56|•]]
 +
|bgcolor="lime"|[[-24,-55|•]]
 +
|bgcolor="lime"|[[-24,-54|•]]
 +
|[[-24,-53|•]]
 +
|[[-24,-52|•]]
 +
|[[-24,-51|•]]
 +
|[[-24,-50|•]]
 +
|[[-24,-49|•]]
 +
|[[-24,-48|•]]
 +
|[[-24,-47|•]]
 +
|[[-24,-46|•]]
 +
|colspan="12"|
 
|-
 
|-
−
|height = "15" colspan="11"|
+
|height = "15" colspan="22"|
−
|[[-6,-81|•]]
+
|[[-25,-70|•]]
−
|[[-6,-80|•]]
+
|[[-25,-69|•]]
−
|[[-6,-79|•]]
+
|[[-25,-68|•]]
−
|[[-6,-78|•]]
+
|[[-25,-67|•]]
−
|[[-6,-77|•]]
+
|[[-25,-66|•]]
−
|[[-6,-76|•]]
+
|[[-25,-65|•]]
−
|[[-6,-75|•]]
+
|[[-25,-64|•]]
−
|[[-6,-74|•]]
+
|[[-25,-63|•]]
−
|[[-6,-73|•]]
+
|[[-25,-62|•]]
−
|[[-6,-72|•]]
+
|[[-25,-61|•]]
−
|[[-6,-71|•]]
+
|[[-25,-60|•]]
−
|[[-6,-70|•]]
+
|[[-25,-59|•]]
−
|[[-6,-69|•]]
+
|bgcolor="lime"|[[-25,-58|•]]
−
|[[-6,-68|•]]
+
|bgcolor="lime"|[[-25,-57|•]]
−
|[[-6,-67|•]]
+
|bgcolor="lime"|[[-25,-56|•]]
−
|[[-6,-66|•]]
+
|bgcolor="lime"|[[-25,-55|•]]
−
|[[-6,-65|•]]
+
|bgcolor="lime"|[[-25,-54|•]]
−
|[[-6,-64|•]]
+
|[[-25,-53|•]]
−
|[[-6,-63|•]]
+
|[[-25,-52|•]]
−
|[[-6,-62|•]]
+
|[[-25,-51|•]]
−
|[[-6,-61|•]]
+
|[[-25,-50|•]]
−
|[[-6,-60|•]]
+
|[[-25,-49|•]]
−
|[[-6,-59|•]]
+
|[[-25,-48|•]]
−
|[[-6,-58|•]]
+
|[[-25,-47|•]]
−
|[[-6,-57|•]]
+
|colspan="13"|
−
|[[-6,-56|•]]
+
|-
−
|[[-6,-55|•]]
+
|height = "15" colspan="22"|
−
|[[-6,-54|•]]
+
|[[-26,-70|•]]
−
|[[-6,-53|•]]
+
|[[-26,-69|•]]
−
|[[-6,-52|•]]
+
|[[-26,-68|•]]
−
|[[-6,-51|•]]
+
|[[-26,-67|•]]
−
|[[-6,-50|•]]
+
|[[-26,-66|•]]
−
|[[-6,-49|•]]
+
|[[-26,-65|•]]
−
|[[-6,-48|•]]
+
|[[-26,-64|•]]
−
|[[-6,-47|•]]
+
|[[-26,-63|•]]
−
|[[-6,-46|•]]
+
|[[-26,-62|•]]
−
|[[-6,-45|•]]
+
|[[-26,-61|•]]
−
|[[-6,-44|•]]
+
|[[-26,-60|•]]
−
|[[-6,-43|•]]
+
|[[-26,-59|•]]
−
|[[-6,-42|•]]
+
|bgcolor="lime"|[[-26,-58|•]]
−
|[[-6,-41|•]]
+
|bgcolor="lime"|[[-26,-57|•]]
−
|[[-6,-40|•]]
+
|bgcolor="lime"|[[-26,-56|•]]
−
|[[-6,-39|•]]
+
|bgcolor="lime"|[[-26,-55|•]]
−
|[[-6,-38|•]]
+
|bgcolor="lime"|[[-26,-54|•]]
−
|[[-6,-37|•]]
+
|[[-26,-53|•]]
−
|[[-6,-36|•]]
+
|[[-26,-52|•]]
−
|[[-6,-35|•]]
+
|[[-26,-51|•]]
−
|[[-6,-34|•]]
+
|[[-26,-50|•]]
 +
|[[-26,-49|•]]
 +
|[[-26,-48|•]]
 +
|colspan="14"|
 
|-
 
|-
−
|height = "15" colspan="13"|
+
|height = "15" colspan="21"|
−
|[[-7,-79|•]]
+
|[[-27,-71|•]]
−
|[[-7,-78|•]]
+
|[[-27,-70|•]]
−
|[[-7,-77|•]]
+
|[[-27,-69|•]]
−
|[[-7,-76|•]]
+
|[[-27,-68|•]]
−
|[[-7,-75|•]]
+
|[[-27,-67|•]]
−
|[[-7,-74|•]]
+
|[[-27,-66|•]]
−
|[[-7,-73|•]]
+
|[[-27,-65|•]]
−
|[[-7,-72|•]]
+
|[[-27,-64|•]]
−
|[[-7,-71|•]]
+
|[[-27,-63|•]]
−
|[[-7,-70|•]]
+
|[[-27,-62|•]]
−
|[[-7,-69|•]]
+
|[[-27,-61|•]]
−
|[[-7,-68|•]]
+
|[[-27,-60|•]]
−
|[[-7,-67|•]]
+
|[[-27,-59|•]]
−
|[[-7,-66|•]]
+
|bgcolor="lime"|[[-27,-58|•]]
−
|[[-7,-65|•]]
+
|bgcolor="lime"|[[-27,-57|•]]
−
|[[-7,-64|•]]
+
|bgcolor="lime"|[[-27,-56|•]]
−
|[[-7,-63|•]]
+
|bgcolor="lime"|[[-27,-55|•]]
−
|[[-7,-62|•]]
+
|[[-27,-54|•]]
−
|[[-7,-61|•]]
+
|[[-27,-53|•]]
−
|[[-7,-60|•]]
+
|[[-27,-52|•]]
−
|[[-7,-59|•]]
+
|[[-27,-51|•]]
−
|[[-7,-58|•]]
+
|[[-27,-50|•]]
−
|[[-7,-57|•]]
+
|[[-27,-49|•]]
−
|[[-7,-56|•]]
+
|[[-27,-48|•]]
−
|[[-7,-55|•]]
+
|colspan="14"|
−
|[[-7,-54|•]]
+
|-
−
|[[-7,-53|•]]
+
|height = "15" colspan="21"|
−
|[[-7,-52|•]]
+
|[[-28,-71|•]]
−
|[[-7,-51|•]]
+
|[[-28,-70|•]]
−
|[[-7,-50|•]]
+
|[[-28,-69|•]]
−
|[[-7,-49|•]]
+
|[[-28,-68|•]]
−
|[[-7,-48|•]]
+
|[[-28,-67|•]]
−
|[[-7,-47|•]]
+
|[[-28,-66|•]]
−
|[[-7,-46|•]]
+
|[[-28,-65|•]]
−
|[[-7,-45|•]]
+
|[[-28,-64|•]]
−
|[[-7,-44|•]]
+
|[[-28,-63|•]]
−
|[[-7,-43|•]]
+
|[[-28,-62|•]]
−
|[[-7,-42|•]]
+
|[[-28,-61|•]]
−
|[[-7,-41|•]]
+
|[[-28,-60|•]]
−
|[[-7,-40|•]]
+
|[[-28,-59|•]]
−
|[[-7,-39|•]]
+
|[[-28,-58|•]]
−
|[[-7,-38|•]]
+
|[[-28,-57|•]]
−
|[[-7,-37|•]]
+
|[[-28,-56|•]]
−
|[[-7,-36|•]]
+
|[[-28,-55|•]]
−
|[[-7,-35|•]]
+
|[[-28,-54|•]]
−
|[[-7,-34|•]]
+
|[[-28,-53|•]]
 +
|[[-28,-52|•]]
 +
|[[-28,-51|•]]
 +
|[[-28,-50|•]]
 +
|[[-28,-49|•]]
 +
|[[-28,-48|•]]
 +
|colspan="14"|
 
|-
 
|-
−
|height = "15" colspan="13"|
+
|height = "15" colspan="21"|
−
|[[-8,-79|•]]
+
|[[-29,-71|•]]
−
|[[-8,-78|•]]
+
|[[-29,-70|•]]
−
|[[-8,-77|•]]
+
|[[-29,-69|•]]
−
|[[-8,-76|•]]
+
|[[-29,-68|•]]
−
|[[-8,-75|•]]
+
|[[-29,-67|•]]
−
|[[-8,-74|•]]
+
|[[-29,-66|•]]
−
|[[-8,-73|•]]
+
|[[-29,-65|•]]
−
|[[-8,-72|•]]
+
|[[-29,-64|•]]
−
|[[-8,-71|•]]
+
|[[-29,-63|•]]
−
|[[-8,-70|•]]
+
|[[-29,-62|•]]
−
|[[-8,-69|•]]
+
|[[-29,-61|•]]
−
|[[-8,-68|•]]
+
|[[-29,-60|•]]
−
|[[-8,-67|•]]
+
|[[-29,-59|•]]
−
|[[-8,-66|•]]
+
|[[-29,-58|•]]
−
|[[-8,-65|•]]
+
|[[-29,-57|•]]
−
|[[-8,-64|•]]
+
|[[-29,-56|•]]
−
|[[-8,-63|•]]
+
|[[-29,-55|•]]
−
|[[-8,-62|•]]
+
|[[-29,-54|•]]
−
|[[-8,-61|•]]
+
|[[-29,-53|•]]
−
|[[-8,-60|•]]
+
|[[-29,-52|•]]
−
|[[-8,-59|•]]
+
|[[-29,-51|•]]
−
|[[-8,-58|•]]
+
|[[-29,-50|•]]
−
|[[-8,-57|•]]
+
|[[-29,-49|•]]
−
|[[-8,-56|•]]
+
|colspan="15"|
−
|[[-8,-55|•]]
+
|-
−
|[[-8,-54|•]]
+
|height = "15" colspan="21"|
−
|[[-8,-53|•]]
+
|[[-30,-71|•]]
−
|[[-8,-52|•]]
+
|[[-30,-70|•]]
−
|[[-8,-51|•]]
+
|[[-30,-69|•]]
−
|[[-8,-50|•]]
+
|[[-30,-68|•]]
−
|[[-8,-49|•]]
+
|[[-30,-67|•]]
−
|[[-8,-48|•]]
+
|[[-30,-66|•]]
−
|[[-8,-47|•]]
+
|[[-30,-65|•]]
−
|[[-8,-46|•]]
+
|[[-30,-64|•]]
−
|[[-8,-45|•]]
+
|[[-30,-63|•]]
−
|[[-8,-44|•]]
+
|[[-30,-62|•]]
−
|[[-8,-43|•]]
+
|[[-30,-61|•]]
−
|[[-8,-42|•]]
+
|[[-30,-60|•]]
−
|[[-8,-41|•]]
+
|[[-30,-59|•]]
−
|[[-8,-40|•]]
+
|[[-30,-58|•]]
−
|[[-8,-39|•]]
+
|bgcolor="yellow"|[[-30,-57|•]]
−
|[[-8,-38|•]]
+
|bgcolor="yellow"|[[-30,-56|•]]
−
|[[-8,-37|•]]
+
|bgcolor="yellow"|[[-30,-55|•]]
−
|[[-8,-36|•]]
+
|[[-30,-54|•]]
−
|[[-8,-35|•]]
+
|[[-30,-53|•]]
−
|[[-8,-34|•]]
+
|[[-30,-52|•]]
 +
|[[-30,-51|•]]
 +
|[[-30,-50|•]]
 +
|colspan="16"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="21"|
−
|[[-9,-78|•]]
+
|[[-31,-71|•]]
−
|[[-9,-77|•]]
+
|[[-31,-70|•]]
−
|[[-9,-76|•]]
+
|[[-31,-69|•]]
−
|[[-9,-75|•]]
+
|[[-31,-68|•]]
−
|[[-9,-74|•]]
+
|[[-31,-67|•]]
−
|[[-9,-73|•]]
+
|[[-31,-66|•]]
−
|[[-9,-72|•]]
+
|[[-31,-65|•]]
−
|[[-9,-71|•]]
+
|[[-31,-64|•]]
−
|[[-9,-70|•]]
+
|[[-31,-63|•]]
−
|[[-9,-69|•]]
+
|[[-31,-62|•]]
−
|[[-9,-68|•]]
+
|[[-31,-61|•]]
−
|[[-9,-67|•]]
+
|[[-31,-60|•]]
−
|[[-9,-66|•]]
+
|[[-31,-59|•]]
−
|[[-9,-65|•]]
+
|bgcolor="yellow"|[[-31,-58|•]]
−
|[[-9,-64|•]]
+
|bgcolor="yellow"|[[-31,-57|•]]
−
|[[-9,-63|•]]
+
|bgcolor="yellow"|[[-31,-56|•]]
−
|[[-9,-62|•]]
+
|bgcolor="yellow"|[[-31,-55|•]]
−
|[[-9,-61|•]]
+
|bgcolor="yellow"|[[-31,-54|•]]
−
|[[-9,-60|•]]
+
|bgcolor="yellow"|[[-31,-53|•]]
−
|[[-9,-59|•]]
+
|[[-31,-52|•]]
−
|[[-9,-58|•]]
+
|[[-31,-51|•]]
−
|[[-9,-57|•]]
+
|[[-31,-50|•]]
−
|[[-9,-56|•]]
+
|colspan="16"|
−
|[[-9,-55|•]]
+
|-
−
|[[-9,-54|•]]
+
|height = "15" colspan="21"|
−
|[[-9,-53|•]]
+
|[[-32,-71|•]]
−
|[[-9,-52|•]]
+
|[[-32,-70|•]]
−
|[[-9,-51|•]]
+
|[[-32,-69|•]]
−
|[[-9,-50|•]]
+
|[[-32,-68|•]]
−
|[[-9,-49|•]]
+
|[[-32,-67|•]]
−
|[[-9,-48|•]]
+
|[[-32,-66|•]]
−
|[[-9,-47|•]]
+
|[[-32,-65|•]]
−
|[[-9,-46|•]]
+
|[[-32,-64|•]]
−
|[[-9,-45|•]]
+
|[[-32,-63|•]]
−
|[[-9,-44|•]]
+
|[[-32,-62|•]]
−
|[[-9,-43|•]]
+
|[[-32,-61|•]]
−
|[[-9,-42|•]]
+
|[[-32,-60|•]]
−
|[[-9,-41|•]]
+
|[[-32,-59|•]]
−
|[[-9,-40|•]]
+
|bgcolor="yellow"|[[-32,-58|•]]
−
|[[-9,-39|•]]
+
|bgcolor="yellow"|[[-32,-57|•]]
−
|[[-9,-38|•]]
+
|bgcolor="yellow"|[[-32,-56|•]]
−
|[[-9,-37|•]]
+
|bgcolor="yellow"|[[-32,-55|•]]
−
|[[-9,-36|•]]
+
|bgcolor="yellow"|[[-32,-54|•]]
−
|[[-9,-35|•]]
+
|bgcolor="yellow"|[[-32,-53|•]]
−
|colspan="1"|
+
|[[-32,-52|•]]
 +
|[[-32,-51|•]]
 +
|colspan="17"|
 
|-
 
|-
−
|height = "15" colspan="14"|
+
|height = "15" colspan="21"|
−
|[[-10,-78|•]]
+
|[[-33,-71|•]]
−
|[[-10,-77|•]]
+
|[[-33,-70|•]]
−
|[[-10,-76|•]]
+
|[[-33,-69|•]]
−
|[[-10,-75|•]]
+
|[[-33,-68|•]]
−
|[[-10,-74|•]]
+
|[[-33,-67|•]]
−
|[[-10,-73|•]]
+
|[[-33,-66|•]]
−
|[[-10,-72|•]]
+
|[[-33,-65|•]]
−
|[[-10,-71|•]]
+
|[[-33,-64|•]]
−
|[[-10,-70|•]]
+
|[[-33,-63|•]]
−
|[[-10,-69|•]]
+
|[[-33,-62|•]]
−
|[[-10,-68|•]]
+
|[[-33,-61|•]]
−
|[[-10,-67|•]]
+
|[[-33,-60|•]]
−
|[[-10,-66|•]]
+
|[[-33,-59|•]]
−
|[[-10,-65|•]]
+
|bgcolor="yellow"|[[-33,-58|•]]
−
|[[-10,-64|•]]
+
|bgcolor="yellow"|[[-33,-57|•]]
−
|[[-10,-63|•]]
+
|bgcolor="yellow"|[[-33,-56|•]]
−
|[[-10,-62|•]]
+
|bgcolor="yellow"|[[-33,-55|•]]
−
|[[-10,-61|•]]
+
|bgcolor="yellow"|[[-33,-54|•]]
−
|[[-10,-60|•]]
+
|bgcolor="yellow"|[[-33,-53|•]]
−
|[[-10,-59|•]]
+
|[[-33,-52|•]]
−
|[[-10,-58|•]]
+
|colspan="18"|
−
|[[-10,-57|•]]
+
|-
−
|[[-10,-56|•]]
+
|height = "15" colspan="20"|
−
|[[-10,-55|•]]
+
|[[-34,-72|•]]
−
|[[-10,-54|•]]
+
|[[-34,-71|•]]
−
|[[-10,-53|•]]
+
|[[-34,-70|•]]
−
|[[-10,-52|•]]
+
|[[-34,-69|•]]
−
|[[-10,-51|•]]
+
|[[-34,-68|•]]
−
|[[-10,-50|•]]
+
|[[-34,-67|•]]
−
|[[-10,-49|•]]
+
|[[-34,-66|•]]
−
|[[-10,-48|•]]
+
|[[-34,-65|•]]
−
|[[-10,-47|•]]
+
|[[-34,-64|•]]
−
|[[-10,-46|•]]
+
|[[-34,-63|•]]
−
|[[-10,-45|•]]
+
|[[-34,-62|•]]
−
|[[-10,-44|•]]
+
|[[-34,-61|•]]
−
|[[-10,-43|•]]
+
|[[-34,-60|•]]
−
|[[-10,-42|•]]
+
|[[-34,-59|•]]
−
|[[-10,-41|•]]
+
|bgcolor="yellow"|[[-34,-58|•]]
−
|[[-10,-40|•]]
+
|bgcolor="yellow"|[[-34,-57|•]]
−
|[[-10,-39|•]]
+
|bgcolor="yellow"|[[-34,-56|•]]
−
|[[-10,-38|•]]
+
|bgcolor="yellow"|[[-34,-55|•]]
−
|[[-10,-37|•]]
+
|bgcolor="yellow"|[[-34,-54|•]]
−
|[[-10,-36|•]]
+
|bgcolor="yellow"|[[-34,-53|•]]
−
|[[-10,-35|•]]
+
|colspan="19"|
−
|colspan="1"|
 
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="20"|
−
|[[-11,-77|•]]
+
|[[-35,-72|•]]
−
|[[-11,-76|•]]
+
|[[-35,-71|•]]
−
|[[-11,-75|•]]
+
|[[-35,-70|•]]
−
|[[-11,-74|•]]
+
|[[-35,-69|•]]
−
|[[-11,-73|•]]
+
|[[-35,-68|•]]
−
|[[-11,-72|•]]
+
|[[-35,-67|•]]
−
|[[-11,-71|•]]
+
|[[-35,-66|•]]
−
|[[-11,-70|•]]
+
|[[-35,-65|•]]
−
|[[-11,-69|•]]
+
|[[-35,-64|•]]
−
|[[-11,-68|•]]
+
|[[-35,-63|•]]
−
|[[-11,-67|•]]
+
|[[-35,-62|•]]
−
|[[-11,-66|•]]
+
|[[-35,-61|•]]
−
|[[-11,-65|•]]
+
|[[-35,-60|•]]
−
|[[-11,-64|•]]
+
|[[-35,-59|•]]
−
|[[-11,-63|•]]
+
|[[-35,-58|•]]
−
|[[-11,-62|•]]
+
|[[-35,-57|•]]
−
|[[-11,-61|•]]
+
|colspan="23"|
−
|[[-11,-60|•]]
+
|-
−
|[[-11,-59|•]]
+
|height = "15" colspan="19"|
−
|[[-11,-58|•]]
+
|[[-36,-73|•]]
−
|[[-11,-57|•]]
+
|[[-36,-72|•]]
−
|[[-11,-56|•]]
+
|[[-36,-71|•]]
−
|[[-11,-55|•]]
+
|[[-36,-70|•]]
−
|[[-11,-54|•]]
+
|[[-36,-69|•]]
−
|[[-11,-53|•]]
+
|[[-36,-68|•]]
−
|[[-11,-52|•]]
+
|[[-36,-67|•]]
−
|[[-11,-51|•]]
+
|[[-36,-66|•]]
−
|[[-11,-50|•]]
+
|[[-36,-65|•]]
−
|[[-11,-49|•]]
+
|[[-36,-64|•]]
−
|[[-11,-48|•]]
+
|[[-36,-63|•]]
−
|[[-11,-47|•]]
+
|[[-36,-62|•]]
−
|[[-11,-46|•]]
+
|[[-36,-61|•]]
−
|[[-11,-45|•]]
+
|[[-36,-60|•]]
−
|[[-11,-44|•]]
+
|[[-36,-59|•]]
−
|[[-11,-43|•]]
+
|[[-36,-58|•]]
−
|[[-11,-42|•]]
+
|[[-36,-57|•]]
−
|[[-11,-41|•]]
+
|[[-36,-56|•]]
−
|[[-11,-40|•]]
+
|colspan="22"|
−
|[[-11,-39|•]]
 
−
|[[-11,-38|•]]
 
−
|[[-11,-37|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
−
|height = "15" colspan="15"|
+
|height = "15" colspan="19"|
−
|[[-12,-77|•]]
+
|[[-37,-73|•]]
−
|[[-12,-76|•]]
+
|[[-37,-72|•]]
−
|[[-12,-75|•]]
+
|[[-37,-71|•]]
−
|[[-12,-74|•]]
+
|[[-37,-70|•]]
−
|[[-12,-73|•]]
+
|[[-37,-69|•]]
−
|[[-12,-72|•]]
+
|[[-37,-68|•]]
−
|[[-12,-71|•]]
+
|[[-37,-67|•]]
−
|[[-12,-70|•]]
+
|[[-37,-66|•]]
−
|[[-12,-69|•]]
+
|[[-37,-65|•]]
−
|[[-12,-68|•]]
+
|[[-37,-64|•]]
−
|[[-12,-67|•]]
+
|[[-37,-63|•]]
−
|[[-12,-66|•]]
+
|[[-37,-62|•]]
−
|[[-12,-65|•]]
+
|[[-37,-61|•]]
−
|[[-12,-64|•]]
+
|[[-37,-60|•]]
−
|[[-12,-63|•]]
+
|[[-37,-59|•]]
−
|[[-12,-62|•]]
+
|[[-37,-58|•]]
−
|[[-12,-61|•]]
+
|[[-37,-57|•]]
−
|[[-12,-60|•]]
+
|[[-37,-56|•]]
−
|[[-12,-59|•]]
+
|colspan="22"|
−
|[[-12,-58|•]]
 
−
|[[-12,-57|•]]
 
−
|[[-12,-56|•]]
 
−
|[[-12,-55|•]]
 
−
|[[-12,-54|•]]
 
−
|[[-12,-53|•]]
 
−
|[[-12,-52|•]]
 
−
|[[-12,-51|•]]
 
−
|[[-12,-50|•]]
 
−
|[[-12,-49|•]]
 
−
|[[-12,-48|•]]
 
−
|[[-12,-47|•]]
 
−
|[[-12,-46|•]]
 
−
|[[-12,-45|•]]
 
−
|[[-12,-44|•]]
 
−
|[[-12,-43|•]]
 
−
|[[-12,-42|•]]
 
−
|[[-12,-41|•]]
 
−
|[[-12,-40|•]]
 
−
|[[-12,-39|•]]
 
−
|[[-12,-38|•]]
 
−
|[[-12,-37|•]]
 
−
|colspan="3"|
 
 
|-
 
|-
−
|height = "15" colspan="16"|
+
|height = "15" colspan="19"|
−
|[[-13,-76|•]]
+
|[[-38,-73|•]]
−
|[[-13,-75|•]]
+
|[[-38,-72|•]]
−
|[[-13,-74|•]]
+
|[[-38,-71|•]]
−
|[[-13,-73|•]]
+
|[[-38,-70|•]]
−
|[[-13,-72|•]]
+
|[[-38,-69|•]]
−
|[[-13,-71|•]]
+
|[[-38,-68|•]]
−
|[[-13,-70|•]]
+
|[[-38,-67|•]]
−
|[[-13,-69|•]]
+
|[[-38,-66|•]]
−
|[[-13,-68|•]]
+
|[[-38,-65|•]]
−
|[[-13,-67|•]]
+
|[[-38,-64|•]]
−
|[[-13,-66|•]]
+
|[[-38,-63|•]]
−
|[[-13,-65|•]]
+
|[[-38,-62|•]]
−
|[[-13,-64|•]]
+
|[[-38,-61|•]]
−
|[[-13,-63|•]]
+
|[[-38,-60|•]]
−
|[[-13,-62|•]]
+
|[[-38,-59|•]]
−
|[[-13,-61|•]]
+
|[[-38,-58|•]]
−
|[[-13,-60|•]]
+
|[[-38,-57|•]]
−
|[[-13,-59|•]]
+
|colspan="23"|
−
|[[-13,-58|•]]
+
|-
−
|[[-13,-57|•]]
+
|height = "15" colspan="19"|
−
|[[-13,-56|•]]
+
|[[-39,-73|•]]
−
|[[-13,-55|•]]
+
|[[-39,-72|•]]
−
|[[-13,-54|•]]
+
|[[-39,-71|•]]
−
|[[-13,-53|•]]
+
|[[-39,-70|•]]
−
|[[-13,-52|•]]
+
|[[-39,-69|•]]
−
|[[-13,-51|•]]
+
|[[-39,-68|•]]
−
|[[-13,-50|•]]
+
|[[-39,-67|•]]
−
|[[-13,-49|•]]
+
|[[-39,-66|•]]
−
|[[-13,-48|•]]
+
|[[-39,-65|•]]
−
|[[-13,-47|•]]
+
|[[-39,-64|•]]
−
|[[-13,-46|•]]
+
|[[-39,-63|•]]
−
|[[-13,-45|•]]
+
|[[-39,-62|•]]
−
|[[-13,-44|•]]
+
|[[-39,-61|•]]
−
|[[-13,-43|•]]
+
|colspan="27"|
−
|[[-13,-42|•]]
 
−
|[[-13,-41|•]]
 
−
|[[-13,-40|•]]
 
−
|[[-13,-39|•]]
 
−
|[[-13,-38|•]]
 
−
|colspan="4"|
 
 
|-
 
|-
−
|height = "15" colspan="16"|
+
|height = "15" colspan="19"|
−
|[[-14,-76|•]]
+
|[[-40,-73|•]]
−
|[[-14,-75|•]]
+
|[[-40,-72|•]]
−
|[[-14,-74|•]]
+
|[[-40,-71|•]]
−
|[[-14,-73|•]]
+
|[[-40,-70|•]]
−
|[[-14,-72|•]]
+
|[[-40,-69|•]]
−
|[[-14,-71|•]]
+
|[[-40,-68|•]]
−
|[[-14,-70|•]]
+
|[[-40,-67|•]]
−
|[[-14,-69|•]]
+
|[[-40,-66|•]]
−
|[[-14,-68|•]]
+
|[[-40,-65|•]]
−
|[[-14,-67|•]]
+
|[[-40,-64|•]]
−
|[[-14,-66|•]]
+
|[[-40,-63|•]]
−
|[[-14,-65|•]]
+
|[[-40,-62|•]]
−
|[[-14,-64|•]]
+
|colspan="28"|
−
|[[-14,-63|•]]
+
|-
−
|[[-14,-62|•]]
+
|height = "15" colspan="18"|
−
|[[-14,-61|•]]
+
|[[-41,-74|•]]
−
|[[-14,-60|•]]
+
|[[-41,-73|•]]
−
|[[-14,-59|•]]
+
|[[-41,-72|•]]
−
|[[-14,-58|•]]
+
|[[-41,-71|•]]
−
|[[-14,-57|•]]
+
|[[-41,-70|•]]
−
|[[-14,-56|•]]
+
|[[-41,-69|•]]
−
|[[-14,-55|•]]
+
|[[-41,-68|•]]
−
|[[-14,-54|•]]
+
|[[-41,-67|•]]
−
|[[-14,-53|•]]
+
|[[-41,-66|•]]
−
|[[-14,-52|•]]
+
|[[-41,-65|•]]
−
|[[-14,-51|•]]
+
|[[-41,-64|•]]
−
|[[-14,-50|•]]
+
|[[-41,-63|•]]
−
|[[-14,-49|•]]
+
|[[-41,-62|•]]
−
|[[-14,-48|•]]
+
|colspan="28"|
−
|[[-14,-47|•]]
 
−
|[[-14,-46|•]]
 
−
|[[-14,-45|•]]
 
−
|[[-14,-44|•]]
 
−
|[[-14,-43|•]]
 
−
|[[-14,-42|•]]
 
−
|[[-14,-41|•]]
 
−
|[[-14,-40|•]]
 
−
|[[-14,-39|•]]
 
−
|[[-14,-38|•]]
 
−
|colspan="4"|
 
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|height = "15" colspan="18"|
−
|[[-15,-75|•]]
+
|[[-42,-74|•]]
−
|[[-15,-74|•]]
+
|[[-42,-73|•]]
−
|[[-15,-73|•]]
+
|[[-42,-72|•]]
−
|[[-15,-72|•]]
+
|[[-42,-71|•]]
−
|[[-15,-71|•]]
+
|[[-42,-70|•]]
−
|[[-15,-70|•]]
+
|[[-42,-69|•]]
−
|[[-15,-69|•]]
+
|[[-42,-68|•]]
−
|[[-15,-68|•]]
+
|[[-42,-67|•]]
−
|[[-15,-67|•]]
+
|[[-42,-66|•]]
−
|[[-15,-66|•]]
+
|[[-42,-65|•]]
−
|[[-15,-65|•]]
+
|[[-42,-64|•]]
−
|[[-15,-64|•]]
+
|[[-42,-63|•]]
−
|[[-15,-63|•]]
+
|colspan="29"|
−
|[[-15,-62|•]]
+
|-
−
|[[-15,-61|•]]
+
|height = "15" colspan="18"|
−
|[[-15,-60|•]]
+
|[[-43,-74|•]]
−
|[[-15,-59|•]]
+
|[[-43,-73|•]]
−
|[[-15,-58|•]]
+
|[[-43,-72|•]]
−
|[[-15,-57|•]]
+
|[[-43,-71|•]]
−
|[[-15,-56|•]]
+
|[[-43,-70|•]]
−
|[[-15,-55|•]]
+
|[[-43,-69|•]]
−
|[[-15,-54|•]]
+
|[[-43,-68|•]]
−
|[[-15,-53|•]]
+
|[[-43,-67|•]]
−
|[[-15,-52|•]]
+
|[[-43,-66|•]]
−
|[[-15,-51|•]]
+
|[[-43,-65|•]]
−
|[[-15,-50|•]]
+
|[[-43,-64|•]]
−
|[[-15,-49|•]]
+
|colspan="30"|
−
|[[-15,-48|•]]
+
|-
−
|[[-15,-47|•]]
+
|height = "15" colspan="17"|
−
|[[-15,-46|•]]
+
|[[-44,-75|•]]
−
|[[-15,-45|•]]
+
|[[-44,-74|•]]
−
|[[-15,-44|•]]
+
|[[-44,-73|•]]
−
|[[-15,-43|•]]
+
|[[-44,-72|•]]
−
|[[-15,-42|•]]
+
|[[-44,-71|•]]
−
|[[-15,-41|•]]
+
|[[-44,-70|•]]
−
|[[-15,-40|•]]
+
|[[-44,-69|•]]
−
|[[-15,-39|•]]
+
|[[-44,-68|•]]
−
|[[-15,-38|•]]
+
|[[-44,-67|•]]
−
|colspan="4"|
+
|[[-44,-66|•]]
 +
|[[-44,-65|•]]
 +
|colspan="31"|
 
|-
 
|-
 
|height = "15" colspan="18"|
 
|height = "15" colspan="18"|
−
|[[-16,-74|•]]
+
|[[-45,-74|•]]
−
|[[-16,-73|•]]
+
|[[-45,-73|•]]
−
|[[-16,-72|•]]
+
|[[-45,-72|•]]
−
|[[-16,-71|•]]
+
|[[-45,-71|•]]
−
|[[-16,-70|•]]
+
|[[-45,-70|•]]
−
|[[-16,-69|•]]
+
|[[-45,-69|•]]
−
|[[-16,-68|•]]
+
|[[-45,-68|•]]
−
|[[-16,-67|•]]
+
|[[-45,-67|•]]
−
|[[-16,-66|•]]
+
|[[-45,-66|•]]
−
|[[-16,-65|•]]
+
|[[-45,-65|•]]
−
|[[-16,-64|•]]
+
|colspan="31"|
−
|[[-16,-63|•]]
+
|-
−
|[[-16,-62|•]]
+
|height = "15" colspan="17"|
−
|[[-16,-61|•]]
+
|[[-46,-75|•]]
−
|[[-16,-60|•]]
+
|[[-46,-74|•]]
−
|[[-16,-59|•]]
+
|[[-46,-73|•]]
−
|[[-16,-58|•]]
+
|[[-46,-72|•]]
−
|[[-16,-57|•]]
+
|[[-46,-71|•]]
−
|[[-16,-56|•]]
+
|[[-46,-70|•]]
−
|[[-16,-55|•]]
+
|[[-46,-69|•]]
−
|[[-16,-54|•]]
+
|[[-46,-68|•]]
−
|[[-16,-53|•]]
+
|[[-46,-67|•]]
−
|[[-16,-52|•]]
+
|[[-46,-66|•]]
−
|[[-16,-51|•]]
+
|colspan="32"|
−
|[[-16,-50|•]]
 
−
|[[-16,-49|•]]
 
−
|[[-16,-48|•]]
 
−
|[[-16,-47|•]]
 
−
|[[-16,-46|•]]
 
−
|[[-16,-45|•]]
 
−
|[[-16,-44|•]]
 
−
|[[-16,-43|•]]
 
−
|[[-16,-42|•]]
 
−
|[[-16,-41|•]]
 
−
|[[-16,-40|•]]
 
−
|[[-16,-39|•]]
 
−
|[[-16,-38|•]]
 
−
|colspan="4"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|height = "15" colspan="17"|
−
|[[-17,-71|•]]
+
|[[-47,-75|•]]
−
|[[-17,-70|•]]
+
|[[-47,-74|•]]
−
|[[-17,-69|•]]
+
|[[-47,-73|•]]
−
|[[-17,-68|•]]
+
|[[-47,-72|•]]
−
|[[-17,-67|•]]
+
|[[-47,-71|•]]
−
|[[-17,-66|•]]
+
|[[-47,-70|•]]
−
|[[-17,-65|•]]
+
|[[-47,-69|•]]
−
|[[-17,-64|•]]
+
|[[-47,-68|•]]
−
|[[-17,-63|•]]
+
|[[-47,-67|•]]
−
|[[-17,-62|•]]
+
|[[-47,-66|•]]
−
|[[-17,-61|•]]
+
|[[-47,-65|•]]
−
|[[-17,-60|•]]
+
|colspan="31"|
−
|[[-17,-59|•]]
 
−
|[[-17,-58|•]]
 
−
|[[-17,-57|•]]
 
−
|[[-17,-56|•]]
 
−
|[[-17,-55|•]]
 
−
|[[-17,-54|•]]
 
−
|[[-17,-53|•]]
 
−
|[[-17,-52|•]]
 
−
|[[-17,-51|•]]
 
−
|[[-17,-50|•]]
 
−
|[[-17,-49|•]]
 
−
|[[-17,-48|•]]
 
−
|[[-17,-47|•]]
 
−
|[[-17,-46|•]]
 
−
|[[-17,-45|•]]
 
−
|[[-17,-44|•]]
 
−
|[[-17,-43|•]]
 
−
|[[-17,-42|•]]
 
−
|[[-17,-41|•]]
 
−
|[[-17,-40|•]]
 
−
|[[-17,-39|•]]
 
−
|colspan="5"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="17"|
−
|[[-18,-70|•]]
+
|[[-48,-75|•]]
−
|[[-18,-69|•]]
+
|[[-48,-74|•]]
−
|[[-18,-68|•]]
+
|[[-48,-73|•]]
−
|[[-18,-67|•]]
+
|[[-48,-72|•]]
−
|[[-18,-66|•]]
+
|[[-48,-71|•]]
−
|[[-18,-65|•]]
+
|[[-48,-70|•]]
−
|[[-18,-64|•]]
+
|[[-48,-69|•]]
−
|[[-18,-63|•]]
+
|[[-48,-68|•]]
−
|[[-18,-62|•]]
+
|[[-48,-67|•]]
−
|[[-18,-61|•]]
+
|[[-48,-66|•]]
−
|[[-18,-60|•]]
+
|[[-48,-65|•]]
−
|[[-18,-59|•]]
+
|colspan="31"|
−
|[[-18,-58|•]]
+
|-
−
|[[-18,-57|•]]
+
|height = "15" colspan="17"|
−
|[[-18,-56|•]]
+
|[[-49,-75|•]]
−
|[[-18,-55|•]]
+
|[[-49,-74|•]]
−
|[[-18,-54|•]]
+
|[[-49,-73|•]]
−
|[[-18,-53|•]]
+
|[[-49,-72|•]]
−
|[[-18,-52|•]]
+
|[[-49,-71|•]]
−
|[[-18,-51|•]]
+
|[[-49,-70|•]]
−
|[[-18,-50|•]]
+
|[[-49,-69|•]]
−
|[[-18,-49|•]]
+
|[[-49,-68|•]]
−
|[[-18,-48|•]]
+
|[[-49,-67|•]]
−
|[[-18,-47|•]]
+
|colspan="33"|
−
|[[-18,-46|•]]
+
|-
−
|[[-18,-45|•]]
+
|height = "15" colspan="17"|
−
|[[-18,-44|•]]
+
|[[-50,-75|•]]
−
|[[-18,-43|•]]
+
|[[-50,-74|•]]
−
|[[-18,-42|•]]
+
|[[-50,-73|•]]
−
|[[-18,-41|•]]
+
|[[-50,-72|•]]
−
|[[-18,-40|•]]
+
|[[-50,-71|•]]
−
|[[-18,-39|•]]
+
|[[-50,-70|•]]
−
|colspan="5"|
+
|[[-50,-69|•]]
 +
|[[-50,-68|•]]
 +
|[[-50,-67|•]]
 +
|colspan="33"|
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="17"|
−
|[[-19,-70|•]]
+
|[[-51,-75|•]]
−
|[[-19,-69|•]]
+
|[[-51,-74|•]]
−
|[[-19,-68|•]]
+
|[[-51,-73|•]]
−
|[[-19,-67|•]]
+
|[[-51,-72|•]]
−
|[[-19,-66|•]]
+
|[[-51,-71|•]]
−
|[[-19,-65|•]]
+
|[[-51,-70|•]]
−
|[[-19,-64|•]]
+
|[[-51,-69|•]]
−
|[[-19,-63|•]]
+
|[[-51,-68|•]]
−
|[[-19,-62|•]]
+
|colspan="34"|
−
|[[-19,-61|•]]
 
−
|[[-19,-60|•]]
 
−
|[[-19,-59|•]]
 
−
|[[-19,-58|•]]
 
−
|[[-19,-57|•]]
 
−
|[[-19,-56|•]]
 
−
|[[-19,-55|•]]
 
−
|[[-19,-54|•]]
 
−
|[[-19,-53|•]]
 
−
|[[-19,-52|•]]
 
−
|[[-19,-51|•]]
 
−
|[[-19,-50|•]]
 
−
|[[-19,-49|•]]
 
−
|[[-19,-48|•]]
 
−
|[[-19,-47|•]]
 
−
|[[-19,-46|•]]
 
−
|[[-19,-45|•]]
 
−
|[[-19,-44|•]]
 
−
|[[-19,-43|•]]
 
−
|[[-19,-42|•]]
 
−
|[[-19,-41|•]]
 
−
|[[-19,-40|•]]
 
−
|[[-19,-39|•]]
 
−
|colspan="5"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="17"|
−
|[[-20,-70|•]]
+
|[[-52,-75|•]]
−
|[[-20,-69|•]]
+
|[[-52,-74|•]]
−
|[[-20,-68|•]]
+
|[[-52,-73|•]]
−
|[[-20,-67|•]]
+
|[[-52,-72|•]]
−
|[[-20,-66|•]]
+
|[[-52,-71|•]]
−
|[[-20,-65|•]]
+
|[[-52,-70|•]]
−
|[[-20,-64|•]]
+
|[[-52,-69|•]]
−
|[[-20,-63|•]]
+
|[[-52,-68|•]]
−
|[[-20,-62|•]]
+
|colspan="34"|
−
|[[-20,-61|•]]
 
−
|[[-20,-60|•]]
 
−
|[[-20,-59|•]]
 
−
|[[-20,-58|•]]
 
−
|[[-20,-57|•]]
 
−
|[[-20,-56|•]]
 
−
|[[-20,-55|•]]
 
−
|[[-20,-54|•]]
 
−
|[[-20,-53|•]]
 
−
|[[-20,-52|•]]
 
−
|[[-20,-51|•]]
 
−
|[[-20,-50|•]]
 
−
|[[-20,-49|•]]
 
−
|[[-20,-48|•]]
 
−
|[[-20,-47|•]]
 
−
|[[-20,-46|•]]
 
−
|[[-20,-45|•]]
 
−
|[[-20,-44|•]]
 
−
|[[-20,-43|•]]
 
−
|[[-20,-42|•]]
 
−
|[[-20,-41|•]]
 
−
|[[-20,-40|•]]
 
−
|colspan="6"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|height = "15" colspan="18"|
−
|[[-21,-70|•]]
+
|[[-53,-74|•]]
−
|[[-21,-69|•]]
+
|[[-53,-73|•]]
−
|[[-21,-68|•]]
+
|[[-53,-72|•]]
−
|[[-21,-67|•]]
+
|[[-53,-71|•]]
−
|[[-21,-66|•]]
+
|[[-53,-70|•]]
−
|[[-21,-65|•]]
+
|[[-53,-69|•]]
−
|[[-21,-64|•]]
+
|[[-53,-68|•]]
−
|[[-21,-63|•]]
+
|[[-53,-67|•]]
−
|[[-21,-62|•]]
+
|colspan="33"|
−
|[[-21,-61|•]]
+
|-
−
|[[-21,-60|•]]
+
|height = "15" colspan="19"|
−
|[[-21,-59|•]]
+
|[[-54,-73|•]]
−
|[[-21,-58|•]]
+
|[[-54,-72|•]]
−
|[[-21,-57|•]]
+
|[[-54,-71|•]]
−
|[[-21,-56|•]]
+
|[[-54,-70|•]]
−
|[[-21,-55|•]]
+
|[[-54,-69|•]]
−
|[[-21,-54|•]]
+
|[[-54,-68|•]]
−
|[[-21,-53|•]]
+
|[[-54,-67|•]]
−
|[[-21,-52|•]]
+
|[[-54,-66|•]]
−
|[[-21,-51|•]]
+
|[[-54,-65|•]]
−
|[[-21,-50|•]]
+
|[[-54,-64|•]]
−
|[[-21,-49|•]]
+
|[[-54,-63|•]]
−
|[[-21,-48|•]]
+
|colspan="29"|
−
|[[-21,-47|•]]
+
|-
−
|[[-21,-46|•]]
+
|height = "15" colspan="21"|
−
|[[-21,-45|•]]
+
|[[-55,-71|•]]
−
|[[-21,-44|•]]
+
|[[-55,-70|•]]
−
|[[-21,-43|•]]
+
|[[-55,-69|•]]
−
|[[-21,-42|•]]
+
|[[-55,-68|•]]
−
|[[-21,-41|•]]
+
|[[-55,-67|•]]
−
|[[-21,-40|•]]
+
|[[-55,-66|•]]
−
|colspan="6"|
+
|colspan="32"|
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|}
−
|[[-22,-70|•]]
+
 
−
|[[-22,-69|•]]
+
{|
−
|[[-22,-68|•]]
 
−
|[[-22,-67|•]]
 
−
|[[-22,-66|•]]
 
−
|[[-22,-65|•]]
 
−
|[[-22,-64|•]]
 
−
|[[-22,-63|•]]
 
−
|[[-22,-62|•]]
 
−
|[[-22,-61|•]]
 
−
|[[-22,-60|•]]
 
−
|[[-22,-59|•]]
 
−
|[[-22,-58|•]]
 
−
|[[-22,-57|•]]
 
−
|[[-22,-56|•]]
 
−
|[[-22,-55|•]]
 
−
|[[-22,-54|•]]
 
−
|[[-22,-53|•]]
 
−
|[[-22,-52|•]]
 
−
|[[-22,-51|•]]
 
−
|[[-22,-50|•]]
 
−
|[[-22,-49|•]]
 
−
|[[-22,-48|•]]
 
−
|[[-22,-47|•]]
 
−
|[[-22,-46|•]]
 
−
|[[-22,-45|•]]
 
−
|[[-22,-44|•]]
 
−
|[[-22,-43|•]]
 
−
|[[-22,-42|•]]
 
−
|[[-22,-41|•]]
 
−
|[[-22,-40|•]]
 
−
|colspan="6"|
 
 
|-
 
|-
−
|height = "15" colspan="22"|
+
|bgcolor="orange"|[[•]]
−
|[[-23,-70|•]]
+
|Galapagos Islands
−
|[[-23,-69|•]]
+
|-
−
|[[-23,-68|•]]
+
|bgcolor="blue"|[[•]]
−
|[[-23,-67|•]]
+
|The sea (wiki tables don't like extra empty cells)
−
|[[-23,-66|•]]
 
−
|[[-23,-65|•]]
 
−
|[[-23,-64|•]]
 
−
|[[-23,-63|•]]
 
−
|[[-23,-62|•]]
 
−
|[[-23,-61|•]]
 
−
|[[-23,-60|•]]
 
−
|[[-23,-59|•]]
 
−
|[[-23,-58|•]]
 
−
|[[-23,-57|•]]
 
−
|[[-23,-56|•]]
 
−
|[[-23,-55|•]]
 
−
|[[-23,-54|•]]
 
−
|[[-23,-53|•]]
 
−
|[[-23,-52|•]]
 
−
|[[-23,-51|•]]
 
−
|[[-23,-50|•]]
 
−
|[[-23,-49|•]]
 
−
|[[-23,-48|•]]
 
−
|[[-23,-47|•]]
 
−
|[[-23,-46|•]]
 
−
|[[-23,-45|•]]
 
−
|[[-23,-44|•]]
 
−
|[[-23,-43|•]]
 
−
|[[-23,-42|•]]
 
−
|[[-23,-41|•]]
 
−
|colspan="7"|
 
−
|-
 
−
|height = "15" colspan="22"|
 
−
|[[-24,-70|•]]
 
−
|[[-24,-69|•]]
 
−
|[[-24,-68|•]]
 
−
|[[-24,-67|•]]
 
−
|[[-24,-66|•]]
 
−
|[[-24,-65|•]]
 
−
|[[-24,-64|•]]
 
−
|[[-24,-63|•]]
 
−
|[[-24,-62|•]]
 
−
|[[-24,-61|•]]
 
−
|[[-24,-60|•]]
 
−
|[[-24,-59|•]]
 
−
|[[-24,-58|•]]
 
−
|[[-24,-57|•]]
 
−
|[[-24,-56|•]]
 
−
|[[-24,-55|•]]
 
−
|[[-24,-54|•]]
 
−
|[[-24,-53|•]]
 
−
|[[-24,-52|•]]
 
−
|[[-24,-51|•]]
 
−
|[[-24,-50|•]]
 
−
|[[-24,-49|•]]
 
−
|[[-24,-48|•]]
 
−
|[[-24,-47|•]]
 
−
|[[-24,-46|•]]
 
−
|colspan="12"|
 
−
|-
 
−
|height = "15" colspan="22"|
 
−
|[[-25,-70|•]]
 
−
|[[-25,-69|•]]
 
−
|[[-25,-68|•]]
 
−
|[[-25,-67|•]]
 
−
|[[-25,-66|•]]
 
−
|[[-25,-65|•]]
 
−
|[[-25,-64|•]]
 
−
|[[-25,-63|•]]
 
−
|[[-25,-62|•]]
 
−
|[[-25,-61|•]]
 
−
|[[-25,-60|•]]
 
−
|[[-25,-59|•]]
 
−
|[[-25,-58|•]]
 
−
|[[-25,-57|•]]
 
−
|[[-25,-56|•]]
 
−
|[[-25,-55|•]]
 
−
|[[-25,-54|•]]
 
−
|[[-25,-53|•]]
 
−
|[[-25,-52|•]]
 
−
|[[-25,-51|•]]
 
−
|[[-25,-50|•]]
 
−
|[[-25,-49|•]]
 
−
|[[-25,-48|•]]
 
−
|[[-25,-47|•]]
 
−
|colspan="13"|
 
−
|-
 
−
|height = "15" colspan="22"|
 
−
|[[-26,-70|•]]
 
−
|[[-26,-69|•]]
 
−
|[[-26,-68|•]]
 
−
|[[-26,-67|•]]
 
−
|[[-26,-66|•]]
 
−
|[[-26,-65|•]]
 
−
|[[-26,-64|•]]
 
−
|[[-26,-63|•]]
 
−
|[[-26,-62|•]]
 
−
|[[-26,-61|•]]
 
−
|[[-26,-60|•]]
 
−
|[[-26,-59|•]]
 
−
|[[-26,-58|•]]
 
−
|[[-26,-57|•]]
 
−
|[[-26,-56|•]]
 
−
|[[-26,-55|•]]
 
−
|[[-26,-54|•]]
 
−
|[[-26,-53|•]]
 
−
|[[-26,-52|•]]
 
−
|[[-26,-51|•]]
 
−
|[[-26,-50|•]]
 
−
|[[-26,-49|•]]
 
−
|[[-26,-48|•]]
 
−
|colspan="14"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-27,-71|•]]
 
−
|[[-27,-70|•]]
 
−
|[[-27,-69|•]]
 
−
|[[-27,-68|•]]
 
−
|[[-27,-67|•]]
 
−
|[[-27,-66|•]]
 
−
|[[-27,-65|•]]
 
−
|[[-27,-64|•]]
 
−
|[[-27,-63|•]]
 
−
|[[-27,-62|•]]
 
−
|[[-27,-61|•]]
 
−
|[[-27,-60|•]]
 
−
|[[-27,-59|•]]
 
−
|[[-27,-58|•]]
 
−
|[[-27,-57|•]]
 
−
|[[-27,-56|•]]
 
−
|[[-27,-55|•]]
 
−
|[[-27,-54|•]]
 
−
|[[-27,-53|•]]
 
−
|[[-27,-52|•]]
 
−
|[[-27,-51|•]]
 
−
|[[-27,-50|•]]
 
−
|[[-27,-49|•]]
 
−
|[[-27,-48|•]]
 
−
|colspan="14"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-28,-71|•]]
 
−
|[[-28,-70|•]]
 
−
|[[-28,-69|•]]
 
−
|[[-28,-68|•]]
 
−
|[[-28,-67|•]]
 
−
|[[-28,-66|•]]
 
−
|[[-28,-65|•]]
 
−
|[[-28,-64|•]]
 
−
|[[-28,-63|•]]
 
−
|[[-28,-62|•]]
 
−
|[[-28,-61|•]]
 
−
|[[-28,-60|•]]
 
−
|[[-28,-59|•]]
 
−
|[[-28,-58|•]]
 
−
|[[-28,-57|•]]
 
−
|[[-28,-56|•]]
 
−
|[[-28,-55|•]]
 
−
|[[-28,-54|•]]
 
−
|[[-28,-53|•]]
 
−
|[[-28,-52|•]]
 
−
|[[-28,-51|•]]
 
−
|[[-28,-50|•]]
 
−
|[[-28,-49|•]]
 
−
|[[-28,-48|•]]
 
−
|colspan="14"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-29,-71|•]]
 
−
|[[-29,-70|•]]
 
−
|[[-29,-69|•]]
 
−
|[[-29,-68|•]]
 
−
|[[-29,-67|•]]
 
−
|[[-29,-66|•]]
 
−
|[[-29,-65|•]]
 
−
|[[-29,-64|•]]
 
−
|[[-29,-63|•]]
 
−
|[[-29,-62|•]]
 
−
|[[-29,-61|•]]
 
−
|[[-29,-60|•]]
 
−
|[[-29,-59|•]]
 
−
|[[-29,-58|•]]
 
−
|[[-29,-57|•]]
 
−
|[[-29,-56|•]]
 
−
|[[-29,-55|•]]
 
−
|[[-29,-54|•]]
 
−
|[[-29,-53|•]]
 
−
|[[-29,-52|•]]
 
−
|[[-29,-51|•]]
 
−
|[[-29,-50|•]]
 
−
|[[-29,-49|•]]
 
−
|colspan="15"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-30,-71|•]]
 
−
|[[-30,-70|•]]
 
−
|[[-30,-69|•]]
 
−
|[[-30,-68|•]]
 
−
|[[-30,-67|•]]
 
−
|[[-30,-66|•]]
 
−
|[[-30,-65|•]]
 
−
|[[-30,-64|•]]
 
−
|[[-30,-63|•]]
 
−
|[[-30,-62|•]]
 
−
|[[-30,-61|•]]
 
−
|[[-30,-60|•]]
 
−
|[[-30,-59|•]]
 
−
|[[-30,-58|•]]
 
−
|[[-30,-57|•]]
 
−
|[[-30,-56|•]]
 
−
|[[-30,-55|•]]
 
−
|[[-30,-54|•]]
 
−
|[[-30,-53|•]]
 
−
|[[-30,-52|•]]
 
−
|[[-30,-51|•]]
 
−
|[[-30,-50|•]]
 
−
|colspan="16"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-31,-71|•]]
 
−
|[[-31,-70|•]]
 
−
|[[-31,-69|•]]
 
−
|[[-31,-68|•]]
 
−
|[[-31,-67|•]]
 
−
|[[-31,-66|•]]
 
−
|[[-31,-65|•]]
 
−
|[[-31,-64|•]]
 
−
|[[-31,-63|•]]
 
−
|[[-31,-62|•]]
 
−
|[[-31,-61|•]]
 
−
|[[-31,-60|•]]
 
−
|[[-31,-59|•]]
 
−
|[[-31,-58|•]]
 
−
|[[-31,-57|•]]
 
−
|[[-31,-56|•]]
 
−
|[[-31,-55|•]]
 
−
|[[-31,-54|•]]
 
−
|[[-31,-53|•]]
 
−
|[[-31,-52|•]]
 
−
|[[-31,-51|•]]
 
−
|[[-31,-50|•]]
 
−
|colspan="16"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-32,-71|•]]
 
−
|[[-32,-70|•]]
 
−
|[[-32,-69|•]]
 
−
|[[-32,-68|•]]
 
−
|[[-32,-67|•]]
 
−
|[[-32,-66|•]]
 
−
|[[-32,-65|•]]
 
−
|[[-32,-64|•]]
 
−
|[[-32,-63|•]]
 
−
|[[-32,-62|•]]
 
−
|[[-32,-61|•]]
 
−
|[[-32,-60|•]]
 
−
|[[-32,-59|•]]
 
−
|[[-32,-58|•]]
 
−
|[[-32,-57|•]]
 
−
|[[-32,-56|•]]
 
−
|[[-32,-55|•]]
 
−
|[[-32,-54|•]]
 
−
|[[-32,-53|•]]
 
−
|[[-32,-52|•]]
 
−
|[[-32,-51|•]]
 
−
|colspan="17"|
 
−
|-
 
−
|height = "15" colspan="21"|
 
−
|[[-33,-71|•]]
 
−
|[[-33,-70|•]]
 
−
|[[-33,-69|•]]
 
−
|[[-33,-68|•]]
 
−
|[[-33,-67|•]]
 
−
|[[-33,-66|•]]
 
−
|[[-33,-65|•]]
 
−
|[[-33,-64|•]]
 
−
|[[-33,-63|•]]
 
−
|[[-33,-62|•]]
 
−
|[[-33,-61|•]]
 
−
|[[-33,-60|•]]
 
−
|[[-33,-59|•]]
 
−
|[[-33,-58|•]]
 
−
|[[-33,-57|•]]
 
−
|[[-33,-56|•]]
 
−
|[[-33,-55|•]]
 
−
|[[-33,-54|•]]
 
−
|[[-33,-53|•]]
 
−
|[[-33,-52|•]]
 
−
|colspan="18"|
 
−
|-
 
−
|height = "15" colspan="20"|
 
−
|[[-34,-72|•]]
 
−
|[[-34,-71|•]]
 
−
|[[-34,-70|•]]
 
−
|[[-34,-69|•]]
 
−
|[[-34,-68|•]]
 
−
|[[-34,-67|•]]
 
−
|[[-34,-66|•]]
 
−
|[[-34,-65|•]]
 
−
|[[-34,-64|•]]
 
−
|[[-34,-63|•]]
 
−
|[[-34,-62|•]]
 
−
|[[-34,-61|•]]
 
−
|[[-34,-60|•]]
 
−
|[[-34,-59|•]]
 
−
|[[-34,-58|•]]
 
−
|[[-34,-57|•]]
 
−
|[[-34,-56|•]]
 
−
|[[-34,-55|•]]
 
−
|[[-34,-54|•]]
 
−
|[[-34,-53|•]]
 
−
|colspan="19"|
 
−
|-
 
−
|height = "15" colspan="20"|
 
−
|[[-35,-72|•]]
 
−
|[[-35,-71|•]]
 
−
|[[-35,-70|•]]
 
−
|[[-35,-69|•]]
 
−
|[[-35,-68|•]]
 
−
|[[-35,-67|•]]
 
−
|[[-35,-66|•]]
 
−
|[[-35,-65|•]]
 
−
|[[-35,-64|•]]
 
−
|[[-35,-63|•]]
 
−
|[[-35,-62|•]]
 
−
|[[-35,-61|•]]
 
−
|[[-35,-60|•]]
 
−
|[[-35,-59|•]]
 
−
|[[-35,-58|•]]
 
−
|[[-35,-57|•]]
 
−
|colspan="23"|
 
−
|-
 
−
|height = "15" colspan="19"|
 
−
|[[-36,-73|•]]
 
−
|[[-36,-72|•]]
 
−
|[[-36,-71|•]]
 
−
|[[-36,-70|•]]
 
−
|[[-36,-69|•]]
 
−
|[[-36,-68|•]]
 
−
|[[-36,-67|•]]
 
−
|[[-36,-66|•]]
 
−
|[[-36,-65|•]]
 
−
|[[-36,-64|•]]
 
−
|[[-36,-63|•]]
 
−
|[[-36,-62|•]]
 
−
|[[-36,-61|•]]
 
−
|[[-36,-60|•]]
 
−
|[[-36,-59|•]]
 
−
|[[-36,-58|•]]
 
−
|[[-36,-57|•]]
 
−
|[[-36,-56|•]]
 
−
|colspan="22"|
 
−
|-
 
−
|height = "15" colspan="19"|
 
−
|[[-37,-73|•]]
 
−
|[[-37,-72|•]]
 
−
|[[-37,-71|•]]
 
−
|[[-37,-70|•]]
 
−
|[[-37,-69|•]]
 
−
|[[-37,-68|•]]
 
−
|[[-37,-67|•]]
 
−
|[[-37,-66|•]]
 
−
|[[-37,-65|•]]
 
−
|[[-37,-64|•]]
 
−
|[[-37,-63|•]]
 
−
|[[-37,-62|•]]
 
−
|[[-37,-61|•]]
 
−
|[[-37,-60|•]]
 
−
|[[-37,-59|•]]
 
−
|[[-37,-58|•]]
 
−
|[[-37,-57|•]]
 
−
|[[-37,-56|•]]
 
−
|colspan="22"|
 
−
|-
 
−
|height = "15" colspan="19"|
 
−
|[[-38,-73|•]]
 
−
|[[-38,-72|•]]
 
−
|[[-38,-71|•]]
 
−
|[[-38,-70|•]]
 
−
|[[-38,-69|•]]
 
−
|[[-38,-68|•]]
 
−
|[[-38,-67|•]]
 
−
|[[-38,-66|•]]
 
−
|[[-38,-65|•]]
 
−
|[[-38,-64|•]]
 
−
|[[-38,-63|•]]
 
−
|[[-38,-62|•]]
 
−
|[[-38,-61|•]]
 
−
|[[-38,-60|•]]
 
−
|[[-38,-59|•]]
 
−
|[[-38,-58|•]]
 
−
|[[-38,-57|•]]
 
−
|colspan="23"|
 
−
|-
 
−
|height = "15" colspan="19"|
 
−
|[[-39,-73|•]]
 
−
|[[-39,-72|•]]
 
−
|[[-39,-71|•]]
 
−
|[[-39,-70|•]]
 
−
|[[-39,-69|•]]
 
−
|[[-39,-68|•]]
 
−
|[[-39,-67|•]]
 
−
|[[-39,-66|•]]
 
−
|[[-39,-65|•]]
 
−
|[[-39,-64|•]]
 
−
|[[-39,-63|•]]
 
−
|[[-39,-62|•]]
 
−
|[[-39,-61|•]]
 
−
|colspan="27"|
 
−
|-
 
−
|height = "15" colspan="19"|
 
−
|[[-40,-73|•]]
 
−
|[[-40,-72|•]]
 
−
|[[-40,-71|•]]
 
−
|[[-40,-70|•]]
 
−
|[[-40,-69|•]]
 
−
|[[-40,-68|•]]
 
−
|[[-40,-67|•]]
 
−
|[[-40,-66|•]]
 
−
|[[-40,-65|•]]
 
−
|[[-40,-64|•]]
 
−
|[[-40,-63|•]]
 
−
|[[-40,-62|•]]
 
−
|colspan="28"|
 
−
|-
 
−
|height = "15" colspan="18"|
 
−
|[[-41,-74|•]]
 
−
|[[-41,-73|•]]
 
−
|[[-41,-72|•]]
 
−
|[[-41,-71|•]]
 
−
|[[-41,-70|•]]
 
−
|[[-41,-69|•]]
 
−
|[[-41,-68|•]]
 
−
|[[-41,-67|•]]
 
−
|[[-41,-66|•]]
 
−
|[[-41,-65|•]]
 
−
|[[-41,-64|•]]
 
−
|[[-41,-63|•]]
 
−
|[[-41,-62|•]]
 
−
|colspan="28"|
 
−
|-
 
−
|height = "15" colspan="18"|
 
−
|[[-42,-74|•]]
 
−
|[[-42,-73|•]]
 
−
|[[-42,-72|•]]
 
−
|[[-42,-71|•]]
 
−
|[[-42,-70|•]]
 
−
|[[-42,-69|•]]
 
−
|[[-42,-68|•]]
 
−
|[[-42,-67|•]]
 
−
|[[-42,-66|•]]
 
−
|[[-42,-65|•]]
 
−
|[[-42,-64|•]]
 
−
|[[-42,-63|•]]
 
−
|colspan="29"|
 
−
|-
 
−
|height = "15" colspan="18"|
 
−
|[[-43,-74|•]]
 
−
|[[-43,-73|•]]
 
−
|[[-43,-72|•]]
 
−
|[[-43,-71|•]]
 
−
|[[-43,-70|•]]
 
−
|[[-43,-69|•]]
 
−
|[[-43,-68|•]]
 
−
|[[-43,-67|•]]
 
−
|[[-43,-66|•]]
 
−
|[[-43,-65|•]]
 
−
|[[-43,-64|•]]
 
−
|colspan="30"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-44,-75|•]]
 
−
|[[-44,-74|•]]
 
−
|[[-44,-73|•]]
 
−
|[[-44,-72|•]]
 
−
|[[-44,-71|•]]
 
−
|[[-44,-70|•]]
 
−
|[[-44,-69|•]]
 
−
|[[-44,-68|•]]
 
−
|[[-44,-67|•]]
 
−
|[[-44,-66|•]]
 
−
|[[-44,-65|•]]
 
−
|colspan="31"|
 
−
|-
 
−
|height = "15" colspan="18"|
 
−
|[[-45,-74|•]]
 
−
|[[-45,-73|•]]
 
−
|[[-45,-72|•]]
 
−
|[[-45,-71|•]]
 
−
|[[-45,-70|•]]
 
−
|[[-45,-69|•]]
 
−
|[[-45,-68|•]]
 
−
|[[-45,-67|•]]
 
−
|[[-45,-66|•]]
 
−
|[[-45,-65|•]]
 
−
|colspan="31"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-46,-75|•]]
 
−
|[[-46,-74|•]]
 
−
|[[-46,-73|•]]
 
−
|[[-46,-72|•]]
 
−
|[[-46,-71|•]]
 
−
|[[-46,-70|•]]
 
−
|[[-46,-69|•]]
 
−
|[[-46,-68|•]]
 
−
|[[-46,-67|•]]
 
−
|[[-46,-66|•]]
 
−
|colspan="32"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-47,-75|•]]
 
−
|[[-47,-74|•]]
 
−
|[[-47,-73|•]]
 
−
|[[-47,-72|•]]
 
−
|[[-47,-71|•]]
 
−
|[[-47,-70|•]]
 
−
|[[-47,-69|•]]
 
−
|[[-47,-68|•]]
 
−
|[[-47,-67|•]]
 
−
|[[-47,-66|•]]
 
−
|[[-47,-65|•]]
 
−
|colspan="31"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-48,-75|•]]
 
−
|[[-48,-74|•]]
 
−
|[[-48,-73|•]]
 
−
|[[-48,-72|•]]
 
−
|[[-48,-71|•]]
 
−
|[[-48,-70|•]]
 
−
|[[-48,-69|•]]
 
−
|[[-48,-68|•]]
 
−
|[[-48,-67|•]]
 
−
|[[-48,-66|•]]
 
−
|[[-48,-65|•]]
 
−
|colspan="31"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-49,-75|•]]
 
−
|[[-49,-74|•]]
 
−
|[[-49,-73|•]]
 
−
|[[-49,-72|•]]
 
−
|[[-49,-71|•]]
 
−
|[[-49,-70|•]]
 
−
|[[-49,-69|•]]
 
−
|[[-49,-68|•]]
 
−
|[[-49,-67|•]]
 
−
|colspan="33"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-50,-75|•]]
 
−
|[[-50,-74|•]]
 
−
|[[-50,-73|•]]
 
−
|[[-50,-72|•]]
 
−
|[[-50,-71|•]]
 
−
|[[-50,-70|•]]
 
−
|[[-50,-69|•]]
 
−
|[[-50,-68|•]]
 
−
|[[-50,-67|•]]
 
−
|colspan="33"|
 
−
|-
 
−
|height = "15" colspan="17"|
 
−
|[[-51,-75|•]]
 
−
|[[-51,-74|•]]
 
−
|[[-51,-73|•]]
 
−
|[[-51,-72|•]]
 
−
|[[-51,-71|•]]
 
−
|[[-51,-70|•]]
 
−
|[[-51,-69|•]]
 
−
|[[-51,-68|•]]
 
−
|colspan="34"|
 
 
|-
 
|-
−
|height = "15" colspan="17"|
+
|bgcolor="red"|[[•]]
−
|[[-52,-75|•]]
+
|Peru
−
|[[-52,-74|•]]
 
−
|[[-52,-73|•]]
 
−
|[[-52,-72|•]]
 
−
|[[-52,-71|•]]
 
−
|[[-52,-70|•]]
 
−
|[[-52,-69|•]]
 
−
|[[-52,-68|•]]
 
−
|colspan="34"|
 
 
|-
 
|-
−
|height = "15" colspan="18"|
+
|bgcolor="purple"|[[•]]
−
|[[-53,-74|•]]
+
|Venezuela
−
|[[-53,-73|•]]
 
−
|[[-53,-72|•]]
 
−
|[[-53,-71|•]]
 
−
|[[-53,-70|•]]
 
−
|[[-53,-69|•]]
 
−
|[[-53,-68|•]]
 
−
|[[-53,-67|•]]
 
−
|colspan="33"|
 
 
|-
 
|-
−
|height = "15" colspan="19"|
+
|bgcolor="aqua"|[[•]]
−
|[[-54,-73|•]]
+
|Suriname
−
|[[-54,-72|•]]
 
−
|[[-54,-71|•]]
 
−
|[[-54,-70|•]]
 
−
|[[-54,-69|•]]
 
−
|[[-54,-68|•]]
 
−
|[[-54,-67|•]]
 
−
|[[-54,-66|•]]
 
−
|[[-54,-65|•]]
 
−
|[[-54,-64|•]]
 
−
|[[-54,-63|•]]
 
−
|colspan="29"|
 
 
|-
 
|-
−
|height = "15" colspan="21"|
+
|bgcolor="lime"|[[•]]
−
|[[-55,-71|•]]
+
|Paraguay
−
|[[-55,-70|•]]
 
−
|[[-55,-69|•]]
 
−
|[[-55,-68|•]]
 
−
|[[-55,-67|•]]
 
−
|[[-55,-66|•]]
 
−
|colspan="32"|
 
−
|-
 
−
|}
 
−
 
 
−
{|
 
−
|-
 
−
|bgcolor="orange"|[[•]]
 
−
|Galapogas Islands
 
−
|-
 
−
|bgcolor="blue"|[[•]]
 
−
|The sea (wiki tables don't like extra empty cells)
 
 
|-
 
|-
−
|bgcolor="red"|[[•]]
+
|bgcolor="yellow"|[[•]]
−
|Ecuador
+
|Uruguay
−
|-
 
−
|bgcolor="purple"|[[•]]
 
−
|Venezuela
 
−
|-
 
−
|bgcolor="aqua"|[[•]]
 
−
|Suriname
 
 
|-
 
|-
 
|}
 
|}

Latest revision as of 20:24, 5 March 2020

Note: The South Georgia and South Sandwich Islands, and the Falkland Islands, were left out because I couldn't be bothered getting the spacing to work. So :P

The Map 1

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• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
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• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
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• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • •
• • • • • • • • • • • • •
• • • • • • • • • • • •
• • • • • • • • • • • • •
• • • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • •
• • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • •
• • • • • • • • •
• • • • • • • •
• • • • • • • •
• • • • • • • •
• • • • • • • • • • •
• • • • • •
• Ecuador
• Brazil
• Chile

The Map 2

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• • • • • • • • •
• • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • • •
• • • • • • • • • • • • • • • • •
• • • • • • • • • • • • •
• • • • • • • • • • • •
• • • • • • • • • • • • •
• • • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • •
• • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • • • •
• • • • • • • • •
• • • • • • • • •
• • • • • • • •
• • • • • • • •
• • • • • • • •
• • • • • • • • • • •
• • • • • •
• Galapagos Islands
• The sea (wiki tables don't like extra empty cells)
• Peru
• Venezuela
• Suriname
• Paraguay
• Uruguay
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