imported>Joannac m (→The Map 1) |
imported>Joannac (→The Map 1) |
||
Line 1,115: | Line 1,115: | ||
|[[-17,-71|•]] | |[[-17,-71|•]] | ||
|[[-17,-70|•]] | |[[-17,-70|•]] | ||
− | |[[-17,-69|•]] | + | |bgcolor="green"|[[-17,-69|•]] |
|[[-17,-68|•]] | |[[-17,-68|•]] | ||
|[[-17,-67|•]] | |[[-17,-67|•]] | ||
Line 1,149: | Line 1,149: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-18,-70|•]] | + | |bgcolor="green"|[[-18,-70|•]] |
− | |[[-18,-69|•]] | + | |bgcolor="green"|[[-18,-69|•]] |
− | |[[-18,-68|•]] | + | |bgcolor="green"|[[-18,-68|•]] |
|[[-18,-67|•]] | |[[-18,-67|•]] | ||
|[[-18,-66|•]] | |[[-18,-66|•]] | ||
Line 1,184: | Line 1,184: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-19,-70|•]] | + | |bgcolor="green"|[[-19,-70|•]] |
− | |[[-19,-69|•]] | + | |bgcolor="green"|[[-19,-69|•]] |
− | |[[-19,-68|•]] | + | |bgcolor="green"|[[-19,-68|•]] |
|[[-19,-67|•]] | |[[-19,-67|•]] | ||
|[[-19,-66|•]] | |[[-19,-66|•]] | ||
Line 1,219: | Line 1,219: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-20,-70|•]] | + | |bgcolor="green"|[[-20,-70|•]] |
− | |[[-20,-69|•]] | + | |bgcolor="green"|[[-20,-69|•]] |
− | |[[-20,-68|•]] | + | |bgcolor="green"|[[-20,-68|•]] |
|[[-20,-67|•]] | |[[-20,-67|•]] | ||
|[[-20,-66|•]] | |[[-20,-66|•]] | ||
Line 1,253: | Line 1,253: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-21,-70|•]] | + | |bgcolor="green"|[[-21,-70|•]] |
− | |[[-21,-69|•]] | + | |bgcolor="green"|[[-21,-69|•]] |
− | |[[-21,-68|•]] | + | |bgcolor="green"|[[-21,-68|•]] |
|[[-21,-67|•]] | |[[-21,-67|•]] | ||
|[[-21,-66|•]] | |[[-21,-66|•]] | ||
Line 1,287: | Line 1,287: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-22,-70|•]] | + | |bgcolor="green"|[[-22,-70|•]] |
− | |[[-22,-69|•]] | + | |bgcolor="green"|[[-22,-69|•]] |
− | |[[-22,-68|•]] | + | |bgcolor="green"|[[-22,-68|•]] |
− | |[[-22,-67|•]] | + | |bgcolor="green"|[[-22,-67|•]] |
|[[-22,-66|•]] | |[[-22,-66|•]] | ||
|[[-22,-65|•]] | |[[-22,-65|•]] | ||
Line 1,321: | Line 1,321: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-23,-70|•]] | + | |bgcolor="green"|[[-23,-70|•]] |
− | |[[-23,-69|•]] | + | |bgcolor="green"|[[-23,-69|•]] |
− | |[[-23,-68|•]] | + | |bgcolor="green"|[[-23,-68|•]] |
− | |[[-23,-67|•]] | + | |bgcolor="green"|[[-23,-67|•]] |
|[[-23,-66|•]] | |[[-23,-66|•]] | ||
|[[-23,-65|•]] | |[[-23,-65|•]] | ||
Line 1,354: | Line 1,354: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-24,-70|•]] | + | |bgcolor="green"|[[-24,-70|•]] |
− | |[[-24,-69|•]] | + | |bgcolor="green"|[[-24,-69|•]] |
− | |[[-24,-68|•]] | + | |bgcolor="green"|[[-24,-68|•]] |
− | |[[-24,-67|•]] | + | |bgcolor="green"|[[-24,-67|•]] |
|[[-24,-66|•]] | |[[-24,-66|•]] | ||
|[[-24,-65|•]] | |[[-24,-65|•]] | ||
Line 1,382: | Line 1,382: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-25,-70|•]] | + | |bgcolor="green"|[[-25,-70|•]] |
− | |[[-25,-69|•]] | + | |bgcolor="green"|[[-25,-69|•]] |
− | |[[-25,-68|•]] | + | |bgcolor="green"|[[-25,-68|•]] |
|[[-25,-67|•]] | |[[-25,-67|•]] | ||
|[[-25,-66|•]] | |[[-25,-66|•]] | ||
Line 1,409: | Line 1,409: | ||
|- | |- | ||
|height = "15" colspan="22"| | |height = "15" colspan="22"| | ||
− | |[[-26,-70|•]] | + | |bgcolor="green"|[[-26,-70|•]] |
− | |[[-26,-69|•]] | + | |bgcolor="green"|[[-26,-69|•]] |
− | |[[-26,-68|•]] | + | |bgcolor="green"|[[-26,-68|•]] |
|[[-26,-67|•]] | |[[-26,-67|•]] | ||
|[[-26,-66|•]] | |[[-26,-66|•]] | ||
Line 1,435: | Line 1,435: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-27,-71|•]] | + | |bgcolor="green"|[[-27,-71|•]] |
− | |[[-27,-70|•]] | + | |bgcolor="green"|[[-27,-70|•]] |
− | |[[-27,-69|•]] | + | |bgcolor="green"|[[-27,-69|•]] |
− | |[[-27,-68|•]] | + | |bgcolor="green"|[[-27,-68|•]] |
|[[-27,-67|•]] | |[[-27,-67|•]] | ||
|[[-27,-66|•]] | |[[-27,-66|•]] | ||
Line 1,462: | Line 1,462: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-28,-71|•]] | + | |bgcolor="green"|[[-28,-71|•]] |
− | |[[-28,-70|•]] | + | |bgcolor="green"|[[-28,-70|•]] |
− | |[[-28,-69|•]] | + | |bgcolor="green"|[[-28,-69|•]] |
|[[-28,-68|•]] | |[[-28,-68|•]] | ||
|[[-28,-67|•]] | |[[-28,-67|•]] | ||
Line 1,489: | Line 1,489: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-29,-71|•]] | + | |bgcolor="green"|[[-29,-71|•]] |
− | |[[-29,-70|•]] | + | |bgcolor="green"|[[-29,-70|•]] |
− | |[[-29,-69|•]] | + | |bgcolor="green"|[[-29,-69|•]] |
|[[-29,-68|•]] | |[[-29,-68|•]] | ||
|[[-29,-67|•]] | |[[-29,-67|•]] | ||
Line 1,515: | Line 1,515: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-30,-71|•]] | + | |bgcolor="green"|[[-30,-71|•]] |
− | |[[-30,-70|•]] | + | |bgcolor="green"|[[-30,-70|•]] |
− | |[[-30,-69|•]] | + | |bgcolor="green"|[[-30,-69|•]] |
|[[-30,-68|•]] | |[[-30,-68|•]] | ||
|[[-30,-67|•]] | |[[-30,-67|•]] | ||
Line 1,540: | Line 1,540: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-31,-71|•]] | + | |bgcolor="green"|[[-31,-71|•]] |
− | |[[-31,-70|•]] | + | |bgcolor="green"|[[-31,-70|•]] |
|[[-31,-69|•]] | |[[-31,-69|•]] | ||
|[[-31,-68|•]] | |[[-31,-68|•]] | ||
Line 1,565: | Line 1,565: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-32,-71|•]] | + | |bgcolor="green"|[[-32,-71|•]] |
− | |[[-32,-70|•]] | + | |bgcolor="green"|[[-32,-70|•]] |
− | |[[-32,-69|•]] | + | |bgcolor="green"|[[-32,-69|•]] |
|[[-32,-68|•]] | |[[-32,-68|•]] | ||
|[[-32,-67|•]] | |[[-32,-67|•]] | ||
Line 1,589: | Line 1,589: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-33,-71|•]] | + | |bgcolor="green"|[[-33,-71|•]] |
− | |[[-33,-70|•]] | + | |bgcolor="green"|[[-33,-70|•]] |
− | |[[-33,-69|•]] | + | |bgcolor="green"|[[-33,-69|•]] |
|[[-33,-68|•]] | |[[-33,-68|•]] | ||
|[[-33,-67|•]] | |[[-33,-67|•]] | ||
Line 1,612: | Line 1,612: | ||
|- | |- | ||
|height = "15" colspan="20"| | |height = "15" colspan="20"| | ||
− | |[[-34,-72|•]] | + | |bgcolor="green"|[[-34,-72|•]] |
− | |[[-34,-71|•]] | + | |bgcolor="green"|[[-34,-71|•]] |
− | |[[-34,-70|•]] | + | |bgcolor="green"|[[-34,-70|•]] |
− | |[[-34,-69|•]] | + | |bgcolor="green"|[[-34,-69|•]] |
|[[-34,-68|•]] | |[[-34,-68|•]] | ||
|[[-34,-67|•]] | |[[-34,-67|•]] | ||
Line 1,635: | Line 1,635: | ||
|- | |- | ||
|height = "15" colspan="20"| | |height = "15" colspan="20"| | ||
− | |[[-35,-72|•]] | + | |bgcolor="green"|[[-35,-72|•]] |
− | |[[-35,-71|•]] | + | |bgcolor="green"|[[-35,-71|•]] |
− | |[[-35,-70|•]] | + | |bgcolor="green"|[[-35,-70|•]] |
|[[-35,-69|•]] | |[[-35,-69|•]] | ||
|[[-35,-68|•]] | |[[-35,-68|•]] | ||
Line 1,654: | Line 1,654: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-36,-73|•]] | + | |bgcolor="green"|[[-36,-73|•]] |
− | |[[-36,-72|•]] | + | |bgcolor="green"|[[-36,-72|•]] |
− | |[[-36,-71|•]] | + | |bgcolor="green"|[[-36,-71|•]] |
− | |[[-36,-70|•]] | + | |bgcolor="green"|[[-36,-70|•]] |
|[[-36,-69|•]] | |[[-36,-69|•]] | ||
|[[-36,-68|•]] | |[[-36,-68|•]] | ||
Line 1,675: | Line 1,675: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-37,-73|•]] | + | |bgcolor="green"|[[-37,-73|•]] |
− | |[[-37,-72|•]] | + | |bgcolor="green"|[[-37,-72|•]] |
− | |[[-37,-71|•]] | + | |bgcolor="green"|[[-37,-71|•]] |
|[[-37,-70|•]] | |[[-37,-70|•]] | ||
|[[-37,-69|•]] | |[[-37,-69|•]] | ||
Line 1,696: | Line 1,696: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-38,-73|•]] | + | |bgcolor="green"|[[-38,-73|•]] |
− | |[[-38,-72|•]] | + | |bgcolor="green"|[[-38,-72|•]] |
− | |[[-38,-71|•]] | + | |bgcolor="green"|[[-38,-71|•]] |
− | |[[-38,-70|•]] | + | |bgcolor="green"|[[-38,-70|•]] |
|[[-38,-69|•]] | |[[-38,-69|•]] | ||
|[[-38,-68|•]] | |[[-38,-68|•]] | ||
Line 1,716: | Line 1,716: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-39,-73|•]] | + | |bgcolor="green"|[[-39,-73|•]] |
− | |[[-39,-72|•]] | + | |bgcolor="green"|[[-39,-72|•]] |
− | |[[-39,-71|•]] | + | |bgcolor="green"|[[-39,-71|•]] |
|[[-39,-70|•]] | |[[-39,-70|•]] | ||
|[[-39,-69|•]] | |[[-39,-69|•]] | ||
Line 1,732: | Line 1,732: | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-40,-73|•]] | + | |bgcolor="green"|[[-40,-73|•]] |
− | |[[-40,-72|•]] | + | |bgcolor="green"|[[-40,-72|•]] |
− | |[[-40,-71|•]] | + | |bgcolor="green"|[[-40,-71|•]] |
|[[-40,-70|•]] | |[[-40,-70|•]] | ||
|[[-40,-69|•]] | |[[-40,-69|•]] | ||
Line 1,747: | Line 1,747: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[-41,-74|•]] | + | |bgcolor="green"|[[-41,-74|•]] |
− | |[[-41,-73|•]] | + | |bgcolor="green"|[[-41,-73|•]] |
− | |[[-41,-72|•]] | + | |bgcolor="green"|[[-41,-72|•]] |
− | |[[-41,-71|•]] | + | |bgcolor="green"|[[-41,-71|•]] |
|[[-41,-70|•]] | |[[-41,-70|•]] | ||
|[[-41,-69|•]] | |[[-41,-69|•]] | ||
Line 1,763: | Line 1,763: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[-42,-74|•]] | + | |bgcolor="green"|[[-42,-74|•]] |
− | |[[-42,-73|•]] | + | |bgcolor="green"|[[-42,-73|•]] |
− | |[[-42,-72|•]] | + | |bgcolor="green"|[[-42,-72|•]] |
− | |[[-42,-71|•]] | + | |bgcolor="green"|[[-42,-71|•]] |
|[[-42,-70|•]] | |[[-42,-70|•]] | ||
|[[-42,-69|•]] | |[[-42,-69|•]] | ||
Line 1,778: | Line 1,778: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[-43,-74|•]] | + | |bgcolor="green"|[[-43,-74|•]] |
− | |[[-43,-73|•]] | + | |bgcolor="green"|[[-43,-73|•]] |
− | |[[-43,-72|•]] | + | |bgcolor="green"|[[-43,-72|•]] |
− | |[[-43,-71|•]] | + | |bgcolor="green"|[[-43,-71|•]] |
|[[-43,-70|•]] | |[[-43,-70|•]] | ||
|[[-43,-69|•]] | |[[-43,-69|•]] | ||
Line 1,792: | Line 1,792: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-44,-75|•]] | + | |bgcolor="green"|[[-44,-75|•]] |
− | |[[-44,-74|•]] | + | |bgcolor="green"|[[-44,-74|•]] |
− | |[[-44,-73|•]] | + | |bgcolor="green"|[[-44,-73|•]] |
− | |[[-44,-72|•]] | + | |bgcolor="green"|[[-44,-72|•]] |
− | |[[-44,-71|•]] | + | |bgcolor="green"|[[-44,-71|•]] |
|[[-44,-70|•]] | |[[-44,-70|•]] | ||
|[[-44,-69|•]] | |[[-44,-69|•]] | ||
Line 1,806: | Line 1,806: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[-45,-74|•]] | + | |bgcolor="green"|[[-45,-74|•]] |
− | |[[-45,-73|•]] | + | |bgcolor="green"|[[-45,-73|•]] |
− | |[[-45,-72|•]] | + | |bgcolor="green"|[[-45,-72|•]] |
− | |[[-45,-71|•]] | + | |bgcolor="green"|[[-45,-71|•]] |
|[[-45,-70|•]] | |[[-45,-70|•]] | ||
|[[-45,-69|•]] | |[[-45,-69|•]] | ||
Line 1,819: | Line 1,819: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-46,-75|•]] | + | |bgcolor="green"|[[-46,-75|•]] |
− | |[[-46,-74|•]] | + | |bgcolor="green"|[[-46,-74|•]] |
− | |[[-46,-73|•]] | + | |bgcolor="green"|[[-46,-73|•]] |
− | |[[-46,-72|•]] | + | |bgcolor="green"|[[-46,-72|•]] |
− | |[[-46,-71|•]] | + | |bgcolor="green"|[[-46,-71|•]] |
|[[-46,-70|•]] | |[[-46,-70|•]] | ||
|[[-46,-69|•]] | |[[-46,-69|•]] | ||
Line 1,832: | Line 1,832: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-47,-75|•]] | + | |bgcolor="green"|[[-47,-75|•]] |
− | |[[-47,-74|•]] | + | |bgcolor="green"|[[-47,-74|•]] |
− | |[[-47,-73|•]] | + | |bgcolor="green"|[[-47,-73|•]] |
− | |[[-47,-72|•]] | + | |bgcolor="green"|[[-47,-72|•]] |
− | |[[-47,-71|•]] | + | |bgcolor="green"|[[-47,-71|•]] |
|[[-47,-70|•]] | |[[-47,-70|•]] | ||
|[[-47,-69|•]] | |[[-47,-69|•]] | ||
Line 1,846: | Line 1,846: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-48,-75|•]] | + | |bgcolor="green"|[[-48,-75|•]] |
− | |[[-48,-74|•]] | + | |bgcolor="green"|[[-48,-74|•]] |
− | |[[-48,-73|•]] | + | |bgcolor="green"|[[-48,-73|•]] |
− | |[[-48,-72|•]] | + | |bgcolor="green"|[[-48,-72|•]] |
|[[-48,-71|•]] | |[[-48,-71|•]] | ||
|[[-48,-70|•]] | |[[-48,-70|•]] | ||
Line 1,860: | Line 1,860: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-49,-75|•]] | + | |bgcolor="green"|[[-49,-75|•]] |
− | |[[-49,-74|•]] | + | |bgcolor="green"|[[-49,-74|•]] |
− | |[[-49,-73|•]] | + | |bgcolor="green"|[[-49,-73|•]] |
− | |[[-49,-72|•]] | + | |bgcolor="green"|[[-49,-72|•]] |
|[[-49,-71|•]] | |[[-49,-71|•]] | ||
|[[-49,-70|•]] | |[[-49,-70|•]] | ||
Line 1,872: | Line 1,872: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-50,-75|•]] | + | |bgcolor="green"|[[-50,-75|•]] |
− | |[[-50,-74|•]] | + | |bgcolor="green"|[[-50,-74|•]] |
− | |[[-50,-73|•]] | + | |bgcolor="green"|[[-50,-73|•]] |
− | |[[-50,-72|•]] | + | |bgcolor="green"|[[-50,-72|•]] |
|[[-50,-71|•]] | |[[-50,-71|•]] | ||
|[[-50,-70|•]] | |[[-50,-70|•]] | ||
Line 1,884: | Line 1,884: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-51,-75|•]] | + | |bgcolor="green"|[[-51,-75|•]] |
− | |[[-51,-74|•]] | + | |bgcolor="green"|[[-51,-74|•]] |
− | |[[-51,-73|•]] | + | |bgcolor="green"|[[-51,-73|•]] |
− | |[[-51,-72|•]] | + | |bgcolor="green"|[[-51,-72|•]] |
− | |[[-51,-71|•]] | + | |bgcolor="green"|[[-51,-71|•]] |
|[[-51,-70|•]] | |[[-51,-70|•]] | ||
|[[-51,-69|•]] | |[[-51,-69|•]] | ||
Line 1,895: | Line 1,895: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[-52,-75|•]] | + | |bgcolor="green"|[[-52,-75|•]] |
− | |[[-52,-74|•]] | + | |bgcolor="green"|[[-52,-74|•]] |
− | |[[-52,-73|•]] | + | |bgcolor="green"|[[-52,-73|•]] |
− | |[[-52,-72|•]] | + | |bgcolor="green"|[[-52,-72|•]] |
− | |[[-52,-71|•]] | + | |bgcolor="green"|[[-52,-71|•]] |
− | |[[-52,-70|•]] | + | |bgcolor="green"|[[-52,-70|•]] |
− | |[[-52,-69|•]] | + | |bgcolor="green"|[[-52,-69|•]] |
− | |[[-52,-68|•]] | + | |bgcolor="green"|[[-52,-68|•]] |
|colspan="34"| | |colspan="34"| | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[-53,-74|•]] | + | |bgcolor="green"|[[-53,-74|•]] |
− | |[[-53,-73|•]] | + | |bgcolor="green"|[[-53,-73|•]] |
− | |[[-53,-72|•]] | + | |bgcolor="green"|[[-53,-72|•]] |
− | |[[-53,-71|•]] | + | |bgcolor="green"|[[-53,-71|•]] |
− | |[[-53,-70|•]] | + | |bgcolor="green"|[[-53,-70|•]] |
− | |[[-53,-69|•]] | + | |bgcolor="green"|[[-53,-69|•]] |
− | |[[-53,-68|•]] | + | |bgcolor="green"|[[-53,-68|•]] |
|[[-53,-67|•]] | |[[-53,-67|•]] | ||
|colspan="33"| | |colspan="33"| | ||
|- | |- | ||
|height = "15" colspan="19"| | |height = "15" colspan="19"| | ||
− | |[[-54,-73|•]] | + | |bgcolor="green"|[[-54,-73|•]] |
− | |[[-54,-72|•]] | + | |bgcolor="green"|[[-54,-72|•]] |
− | |[[-54,-71|•]] | + | |bgcolor="green"|[[-54,-71|•]] |
− | |[[-54,-70|•]] | + | |bgcolor="green"|[[-54,-70|•]] |
− | |[[-54,-69|•]] | + | |bgcolor="green"|[[-54,-69|•]] |
− | |[[-54,-68|•]] | + | |bgcolor="green"|[[-54,-68|•]] |
− | |[[-54,-67|•]] | + | |bgcolor="green"|[[-54,-67|•]] |
− | |[[-54,-66|•]] | + | |bgcolor="green"|[[-54,-66|•]] |
|[[-54,-65|•]] | |[[-54,-65|•]] | ||
|[[-54,-64|•]] | |[[-54,-64|•]] | ||
Line 1,931: | Line 1,931: | ||
|- | |- | ||
|height = "15" colspan="21"| | |height = "15" colspan="21"| | ||
− | |[[-55,-71|•]] | + | |bgcolor="green"|[[-55,-71|•]] |
− | |[[-55,-70|•]] | + | |bgcolor="green"|[[-55,-70|•]] |
− | |[[-55,-69|•]] | + | |bgcolor="green"|[[-55,-69|•]] |
− | |[[-55,-68|•]] | + | |bgcolor="green"|[[-55,-68|•]] |
− | |[[-55,-67|•]] | + | |bgcolor="green"|[[-55,-67|•]] |
− | |[[-55,-66|•]] | + | |bgcolor="green"|[[-55,-66|•]] |
|colspan="32"| | |colspan="32"| | ||
|- | |- | ||
Line 1,948: | Line 1,948: | ||
|bgcolor="blue"|[[•]] | |bgcolor="blue"|[[•]] | ||
|Brazil | |Brazil | ||
+ | |- | ||
+ | |bgcolor="green"|[[•]] | ||
+ | |Chile | ||
|- | |- | ||
|} | |} |
Revision as of 09:27, 23 October 2008
The Map 1
• | Ecuador |
• | Brazil |
• | Chile |
The Map 2
• | Galapagos Islands |
• | The sea (wiki tables don't like extra empty cells) |
• | Peru |
• | Venezuela |
• | Suriname |
• | Paraguay |
• | Uraguay |