imported>Joannac (→Argentina) |
imported>Joannac m (→Colombia) |
||
Line 5: | Line 5: | ||
|- | |- | ||
|height = "15" colspan="20"| | |height = "15" colspan="20"| | ||
− | |[[12,-72|•]] | + | |bgcolor="blue"|[[12,-72|•]] |
− | |[[12,-71|•]] | + | |bgcolor="blue"|[[12,-71|•]] |
|[[12,-70|•]] | |[[12,-70|•]] | ||
|[[12,-69|•]] | |[[12,-69|•]] | ||
Line 12: | Line 12: | ||
|- | |- | ||
|height = "15" colspan="18"| | |height = "15" colspan="18"| | ||
− | |[[11,-74|•]] | + | |bgcolor="blue"|[[11,-74|•]] |
− | |[[11,-73|•]] | + | |bgcolor="blue"|[[11,-73|•]] |
− | |[[11,-72|•]] | + | |bgcolor="blue"|[[11,-72|•]] |
− | |[[11,-71|•]] | + | |bgcolor="blue"|[[11,-71|•]] |
|[[11,-70|•]] | |[[11,-70|•]] | ||
|[[11,-69|•]] | |[[11,-69|•]] | ||
Line 25: | Line 25: | ||
|- | |- | ||
|height = "15" colspan="17"| | |height = "15" colspan="17"| | ||
− | |[[10,-75|•]] | + | |bgcolor="blue"|[[10,-75|•]] |
− | |[[10,-74|•]] | + | |bgcolor="blue"|[[10,-74|•]] |
− | |[[10,-73|•]] | + | |bgcolor="blue"|[[10,-73|•]] |
− | |[[10,-72|•]] | + | |bgcolor="blue"|[[10,-72|•]] |
|[[10,-71|•]] | |[[10,-71|•]] | ||
|[[10,-70|•]] | |[[10,-70|•]] | ||
Line 43: | Line 43: | ||
|- | |- | ||
|height = "15" colspan="16"| | |height = "15" colspan="16"| | ||
− | |[[9,-76|•]] | + | |bgcolor="blue"|[[9,-76|•]] |
− | |[[9,-75|•]] | + | |bgcolor="blue"|[[9,-75|•]] |
− | |[[9,-74|•]] | + | |bgcolor="blue"|[[9,-74|•]] |
− | |[[9,-73|•]] | + | |bgcolor="blue"|[[9,-73|•]] |
− | |[[9,-72|•]] | + | |bgcolor="blue"|[[9,-72|•]] |
|[[9,-71|•]] | |[[9,-71|•]] | ||
|[[9,-70|•]] | |[[9,-70|•]] | ||
Line 63: | Line 63: | ||
|- | |- | ||
|height = "15" colspan="15"| | |height = "15" colspan="15"| | ||
− | |[[8,-77|•]] | + | |bgcolor="blue"|[[8,-77|•]] |
− | |[[8,-76|•]] | + | |bgcolor="blue"|[[8,-76|•]] |
− | |[[8,-75|•]] | + | |bgcolor="blue"|[[8,-75|•]] |
− | |[[8,-74|•]] | + | |bgcolor="blue"|[[8,-74|•]] |
− | |[[8,-73|•]] | + | |bgcolor="blue"|[[8,-73|•]] |
− | |[[8,-72|•]] | + | |bgcolor="blue"|[[8,-72|•]] |
|[[8,-71|•]] | |[[8,-71|•]] | ||
|[[8,-70|•]] | |[[8,-70|•]] | ||
Line 85: | Line 85: | ||
|- | |- | ||
|height = "15" colspan="15"| | |height = "15" colspan="15"| | ||
− | |[[7,-77|•]] | + | |bgcolor="blue"|[[7,-77|•]] |
− | |[[7,-76|•]] | + | |bgcolor="blue"|[[7,-76|•]] |
− | |[[7,-75|•]] | + | |bgcolor="blue"|[[7,-75|•]] |
− | |[[7,-74|•]] | + | |bgcolor="blue"|[[7,-74|•]] |
− | |[[7,-73|•]] | + | |bgcolor="blue"|[[7,-73|•]] |
− | |[[7,-72|•]] | + | |bgcolor="blue"|[[7,-72|•]] |
− | |[[7,-71|•]] | + | |bgcolor="blue"|[[7,-71|•]] |
− | |[[7,-70|•]] | + | |bgcolor="blue"|[[7,-70|•]] |
|[[7,-69|•]] | |[[7,-69|•]] | ||
|[[7,-68|•]] | |[[7,-68|•]] | ||
Line 108: | Line 108: | ||
|- | |- | ||
|height = "15" colspan="15"| | |height = "15" colspan="15"| | ||
− | |[[6,-77|•]] | + | |bgcolor="blue"|[[6,-77|•]] |
− | |[[6,-76|•]] | + | |bgcolor="blue"|[[6,-76|•]] |
− | |[[6,-75|•]] | + | |bgcolor="blue"|[[6,-75|•]] |
− | |[[6,-74|•]] | + | |bgcolor="blue"|[[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|•]] | |[[6,-66|•]] | ||
|[[6,-65|•]] | |[[6,-65|•]] | ||
Line 134: | Line 134: | ||
|- | |- | ||
|height = "15" colspan="15"| | |height = "15" colspan="15"| | ||
− | |[[5,-77|•]] | + | |bgcolor="blue"|[[5,-77|•]] |
− | |[[5,-76|•]] | + | |bgcolor="blue"|[[5,-76|•]] |
− | |[[5,-75|•]] | + | |bgcolor="blue"|[[5,-75|•]] |
− | |[[5,-74|•]] | + | |bgcolor="blue"|[[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|•]] | |[[5,-66|•]] | ||
|[[5,-65|•]] | |[[5,-65|•]] | ||
Line 163: | Line 163: | ||
|- | |- | ||
|height = "15" colspan="15"| | |height = "15" colspan="15"| | ||
− | |[[4,-77|•]] | + | |bgcolor="blue"|[[4,-77|•]] |
− | |[[4,-76|•]] | + | |bgcolor="blue"|[[4,-76|•]] |
− | |[[4,-75|•]] | + | |bgcolor="blue"|[[4,-75|•]] |
− | |[[4,-74|•]] | + | |bgcolor="blue"|[[4,-74|•]] |
− | |[[4,-73|•]] | + | |bgcolor="blue"|[[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|•]] | |[[4,-66|•]] | ||
|[[4,-65|•]] | |[[4,-65|•]] | ||
Line 193: | Line 193: | ||
|- | |- | ||
|height = "15" colspan="14"| | |height = "15" colspan="14"| | ||
− | |[[3,-78|•]] | + | |bgcolor="blue"|[[3,-78|•]] |
− | |[[3,-77|•]] | + | |bgcolor="blue"|[[3,-77|•]] |
− | |[[3,-76|•]] | + | |bgcolor="blue"|[[3,-76|•]] |
− | |[[3,-75|•]] | + | |bgcolor="blue"|[[3,-75|•]] |
− | |[[3,-74|•]] | + | |bgcolor="blue"|[[3,-74|•]] |
− | |[[3,-73|•]] | + | |bgcolor="blue"|[[3,-73|•]] |
− | |[[3,-72|•]] | + | |bgcolor="blue"|[[3,-72|•]] |
− | |[[3,-71|•]] | + | |bgcolor="blue"|[[3,-71|•]] |
− | |[[3,-70|•]] | + | |bgcolor="blue"|[[3,-70|•]] |
− | |[[3,-69|•]] | + | |bgcolor="blue"|[[3,-69|•]] |
− | |[[3,-68|•]] | + | |bgcolor="blue"|[[3,-68|•]] |
− | |[[3,-67|•]] | + | |bgcolor="blue"|[[3,-67|•]] |
|[[3,-66|•]] | |[[3,-66|•]] | ||
|[[3,-65|•]] | |[[3,-65|•]] | ||
Line 225: | Line 225: | ||
|- | |- | ||
|height = "15" colspan="14"| | |height = "15" colspan="14"| | ||
− | |[[2,-78|•]] | + | |bgcolor="blue"|[[2,-78|•]] |
− | |[[2,-77|•]] | + | |bgcolor="blue"|[[2,-77|•]] |
− | |[[2,-76|•]] | + | |bgcolor="blue"|[[2,-76|•]] |
− | |[[2,-75|•]] | + | |bgcolor="blue"|[[2,-75|•]] |
− | |[[2,-74|•]] | + | |bgcolor="blue"|[[2,-74|•]] |
− | |[[2,-73|•]] | + | |bgcolor="blue"|[[2,-73|•]] |
− | |[[2,-72|•]] | + | |bgcolor="blue"|[[2,-72|•]] |
− | |[[2,-71|•]] | + | |bgcolor="blue"|[[2,-71|•]] |
− | |[[2,-70|•]] | + | |bgcolor="blue"|[[2,-70|•]] |
− | |[[2,-69|•]] | + | |bgcolor="blue"|[[2,-69|•]] |
− | |[[2,-68|•]] | + | |bgcolor="blue"|[[2,-68|•]] |
− | |[[2,-67|•]] | + | |bgcolor="blue"|[[2,-67|•]] |
|[[2,-66|•]] | |[[2,-66|•]] | ||
|[[2,-65|•]] | |[[2,-65|•]] | ||
Line 269: | Line 269: | ||
|[[Sea|•]] | |[[Sea|•]] | ||
|[[Sea|•]] | |[[Sea|•]] | ||
− | |[[1,-79|•]] | + | |bgcolor="blue"|[[1,-79|•]] |
− | |[[1,-78|•]] | + | |bgcolor="blue"|[[1,-78|•]] |
− | |[[1,-77|•]] | + | |bgcolor="blue"|[[1,-77|•]] |
− | |[[1,-76|•]] | + | |bgcolor="blue"|[[1,-76|•]] |
− | |[[1,-75|•]] | + | |bgcolor="blue"|[[1,-75|•]] |
− | |[[1,-74|•]] | + | |bgcolor="blue"|[[1,-74|•]] |
− | |[[1,-73|•]] | + | |bgcolor="blue"|[[1,-73|•]] |
− | |[[1,-72|•]] | + | |bgcolor="blue"|[[1,-72|•]] |
− | |[[1,-71|•]] | + | |bgcolor="blue"|[[1,-71|•]] |
− | |[[1,-70|•]] | + | |bgcolor="blue"|[[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|•]] | |[[1,-65|•]] | ||
|[[1,-64|•]] | |[[1,-64|•]] | ||
Line 309: | Line 309: | ||
|[[0,-80|•]] | |[[0,-80|•]] | ||
|[[0,-79|•]] | |[[0,-79|•]] | ||
− | |[[0,-78|•]] | + | |bgcolor="blue"|[[0,-78|•]] |
− | |[[0,-77|•]] | + | |bgcolor="blue"|[[0,-77|•]] |
− | |[[0,-76|•]] | + | |bgcolor="blue"|[[0,-76|•]] |
− | |[[0,-75|•]] | + | |bgcolor="blue"|[[0,-75|•]] |
− | |[[0,-74|•]] | + | |bgcolor="blue"|[[0,-74|•]] |
− | |[[0,-73|•]] | + | |bgcolor="blue"|[[0,-73|•]] |
− | |[[0,-72|•]] | + | |bgcolor="blue"|[[0,-72|•]] |
− | |[[0,-71|•]] | + | |bgcolor="blue"|[[0,-71|•]] |
− | |[[0,-70|•]] | + | |bgcolor="blue"|[[0,-70|•]] |
− | |[[0,-69|•]] | + | |bgcolor="blue"|[[0,-69|•]] |
|[[0,-68|•]] | |[[0,-68|•]] | ||
|[[0,-67|•]] | |[[0,-67|•]] | ||
Line 342: | Line 342: | ||
|- | |- | ||
|height = "15" colspan="1"| | |height = "15" colspan="1"| | ||
− | |[[0,-91|•]] | + | |[[-0,-91|•]] |
− | |[[0,-90|•]] | + | |[[-0,-90|•]] |
− | |[[0,-89|•]] | + | |[[-0,-89|•]] |
|colspan="8"| | |colspan="8"| | ||
− | |[[0,-80|•]] | + | |[[-0,-80|•]] |
− | |[[0,-79|•]] | + | |[[-0,-79|•]] |
− | |[[0,-78|•]] | + | |[[-0,-78|•]] |
− | |[[0,-77|•]] | + | |[[-0,-77|•]] |
− | |[[0,-76|•]] | + | |[[-0,-76|•]] |
− | |[[0,-75|•]] | + | |bgcolor="blue"|[[-0,-75|•]] |
− | |[[0,-74|•]] | + | |bgcolor="blue"|[[-0,-74|•]] |
− | |[[0,-73|•]] | + | |bgcolor="blue"|[[-0,-73|•]] |
− | |[[0,-72|•]] | + | |bgcolor="blue"|[[-0,-72|•]] |
− | |[[0,-71|•]] | + | |bgcolor="blue"|[[-0,-71|•]] |
− | |[[0,-70|•]] | + | |bgcolor="blue"|[[-0,-70|•]] |
− | |[[0,-69|•]] | + | |bgcolor="blue"|[[-0,-69|•]] |
− | |[[0,-68|•]] | + | |[[-0,-68|•]] |
− | |[[0,-67|•]] | + | |[[-0,-67|•]] |
− | |[[0,-66|•]] | + | |[[-0,-66|•]] |
− | |[[0,-65|•]] | + | |[[-0,-65|•]] |
− | |[[0,-64|•]] | + | |[[-0,-64|•]] |
− | |[[0,-63|•]] | + | |[[-0,-63|•]] |
− | |[[0,-62|•]] | + | |[[-0,-62|•]] |
− | |[[0,-61|•]] | + | |[[-0,-61|•]] |
− | |[[0,-60|•]] | + | |[[-0,-60|•]] |
− | |[[0,-59|•]] | + | |[[-0,-59|•]] |
− | |[[0,-58|•]] | + | |[[-0,-58|•]] |
− | |[[0,-57|•]] | + | |[[-0,-57|•]] |
− | |[[0,-56|•]] | + | |[[-0,-56|•]] |
− | |[[0,-55|•]] | + | |[[-0,-55|•]] |
− | |[[0,-54|•]] | + | |[[-0,-54|•]] |
− | |[[0,-53|•]] | + | |[[-0,-53|•]] |
− | |[[0,-52|•]] | + | |[[-0,-52|•]] |
− | |[[0,-51|•]] | + | |[[-0,-51|•]] |
− | |[[0,-50|•]] | + | |[[-0,-50|•]] |
− | |[[0,-49|•]] | + | |[[-0,-49|•]] |
− | |[[0,-48|•]] | + | |[[-0,-48|•]] |
− | |[[0,-47|•]] | + | |[[-0,-47|•]] |
− | |[[0,-46|•]] | + | |[[-0,-46|•]] |
|colspan="12"| | |colspan="12"| | ||
|- | |- | ||
Line 395: | Line 395: | ||
|[[-1,-76|•]] | |[[-1,-76|•]] | ||
|[[-1,-75|•]] | |[[-1,-75|•]] | ||
− | |[[-1,-74|•]] | + | |bgcolor="blue"|[[-1,-74|•]] |
− | |[[-1,-73|•]] | + | |bgcolor="blue"|[[-1,-73|•]] |
− | |[[-1,-72|•]] | + | |bgcolor="blue"|[[-1,-72|•]] |
− | |[[-1,-71|•]] | + | |bgcolor="blue"|[[-1,-71|•]] |
− | |[[-1,-70|•]] | + | |bgcolor="blue"|[[-1,-70|•]] |
− | |[[-1,-69|•]] | + | |bgcolor="blue"|[[-1,-69|•]] |
|[[-1,-68|•]] | |[[-1,-68|•]] | ||
|[[-1,-67|•]] | |[[-1,-67|•]] | ||
Line 437: | Line 437: | ||
|[[-2,-75|•]] | |[[-2,-75|•]] | ||
|[[-2,-74|•]] | |[[-2,-74|•]] | ||
− | |[[-2,-73|•]] | + | |bgcolor="blue"|[[-2,-73|•]] |
− | |[[-2,-72|•]] | + | |bgcolor="blue"|[[-2,-72|•]] |
− | |[[-2,-71|•]] | + | |bgcolor="blue"|[[-2,-71|•]] |
− | |[[-2,-70|•]] | + | |bgcolor="blue"|[[-2,-70|•]] |
− | |[[-2,-69|•]] | + | |bgcolor="blue"|[[-2,-69|•]] |
|[[-2,-68|•]] | |[[-2,-68|•]] | ||
|[[-2,-67|•]] | |[[-2,-67|•]] | ||
Line 485: | Line 485: | ||
|[[-3,-72|•]] | |[[-3,-72|•]] | ||
|[[-3,-71|•]] | |[[-3,-71|•]] | ||
− | |[[-3,-70|•]] | + | |bgcolor="blue"|[[-3,-70|•]] |
− | |[[-3,-69|•]] | + | |bgcolor="blue"|[[-3,-69|•]] |
|[[-3,-68|•]] | |[[-3,-68|•]] | ||
|[[-3,-67|•]] | |[[-3,-67|•]] | ||
Line 532: | Line 532: | ||
|[[-4,-72|•]] | |[[-4,-72|•]] | ||
|[[-4,-71|•]] | |[[-4,-71|•]] | ||
− | |[[-4,-70|•]] | + | |bgcolor="blue"|[[-4,-70|•]] |
− | |[[-4,-69|•]] | + | |bgcolor="blue"|[[-4,-69|•]] |
|[[-4,-68|•]] | |[[-4,-68|•]] | ||
|[[-4,-67|•]] | |[[-4,-67|•]] | ||
Line 1,945: | Line 1,945: | ||
|bgcolor="red"|[[•]] | |bgcolor="red"|[[•]] | ||
|Argentina | |Argentina | ||
+ | |- | ||
+ | |bgcolor="blue"|[[•]] | ||
+ | |Colombia | ||
|- | |- | ||
|} | |} |
Revision as of 09:59, 23 October 2008
The Map
• | Argentina |
• | Colombia |