imported>Joannac m (→Ecuador) |
imported>Joannac (→The Map 2) |
||
| Line 1,950: | Line 1,950: | ||
|[[12,-72|•]] | |[[12,-72|•]] | ||
|[[12,-71|•]] | |[[12,-71|•]] | ||
| − | |[[12,-70|•]] | + | |bgcolor="purple"|[[12,-70|•]] |
| − | |[[12,-69|•]] | + | |bgcolor="purple"|[[12,-69|•]] |
|colspan="35"| | |colspan="35"| | ||
|- | |- | ||
| Line 1,957: | Line 1,957: | ||
|[[11,-74|•]] | |[[11,-74|•]] | ||
|[[11,-73|•]] | |[[11,-73|•]] | ||
| − | |[[11,-72|•]] | + | |bgcolor="purple"|[[11,-72|•]] |
| − | |[[11,-71|•]] | + | |bgcolor="purple"|[[11,-71|•]] |
| − | |[[11,-70|•]] | + | |bgcolor="purple"|[[11,-70|•]] |
| − | |[[11,-69|•]] | + | |bgcolor="purple"|[[11,-69|•]] |
| − | |[[11,-68|•]] | + | |bgcolor="purple"|[[11,-68|•]] |
|colspan="3"| | |colspan="3"| | ||
| − | |[[11,-64|•]] | + | |bgcolor="purple"|[[11,-64|•]] |
| − | |[[11,-63|•]] | + | |bgcolor="purple"|[[11,-63|•]] |
|colspan="29"| | |colspan="29"| | ||
|- | |- | ||
| Line 1,971: | Line 1,971: | ||
|[[10,-74|•]] | |[[10,-74|•]] | ||
|[[10,-73|•]] | |[[10,-73|•]] | ||
| − | |[[10,-72|•]] | + | |bgcolor="purple"|[[10,-72|•]] |
| − | |[[10,-71|•]] | + | |bgcolor="purple"|[[10,-71|•]] |
| − | |[[10,-70|•]] | + | |bgcolor="purple"|[[10,-70|•]] |
| − | |[[10,-69|•]] | + | |bgcolor="purple"|[[10,-69|•]] |
| − | |[[10,-68|•]] | + | |bgcolor="purple"|[[10,-68|•]] |
| − | |[[10,-67|•]] | + | |bgcolor="purple"|[[10,-67|•]] |
| − | |[[10,-66|•]] | + | |bgcolor="purple"|[[10,-66|•]] |
| − | |[[10,-65|•]] | + | |bgcolor="purple"|[[10,-65|•]] |
| − | |[[10,-64|•]] | + | |bgcolor="purple"|[[10,-64|•]] |
| − | |[[10,-63|•]] | + | |bgcolor="purple"|[[10,-63|•]] |
| − | |[[10,-62|•]] | + | |bgcolor="purple"|[[10,-62|•]] |
| − | |[[10,-61|•]] | + | |bgcolor="purple"|[[10,-61|•]] |
|colspan="27"| | |colspan="27"| | ||
|- | |- | ||
| Line 1,989: | Line 1,989: | ||
|[[9,-75|•]] | |[[9,-75|•]] | ||
|[[9,-74|•]] | |[[9,-74|•]] | ||
| − | |[[9,-73|•]] | + | |bgcolor="purple"|[[9,-73|•]] |
| − | |[[9,-72|•]] | + | |bgcolor="purple"|[[9,-72|•]] |
| − | |[[9,-71|•]] | + | |bgcolor="purple"|[[9,-71|•]] |
| − | |[[9,-70|•]] | + | |bgcolor="purple"|[[9,-70|•]] |
| − | |[[9,-69|•]] | + | |bgcolor="purple"|[[9,-69|•]] |
| − | |[[9,-68|•]] | + | |bgcolor="purple"|[[9,-68|•]] |
| − | |[[9,-67|•]] | + | |bgcolor="purple"|[[9,-67|•]] |
| − | |[[9,-66|•]] | + | |bgcolor="purple"|[[9,-66|•]] |
| − | |[[9,-65|•]] | + | |bgcolor="purple"|[[9,-65|•]] |
| − | |[[9,-64|•]] | + | |bgcolor="purple"|[[9,-64|•]] |
| − | |[[9,-63|•]] | + | |bgcolor="purple"|[[9,-63|•]] |
| − | |[[9,-62|•]] | + | |bgcolor="purple"|[[9,-62|•]] |
| − | |[[9,-61|•]] | + | |bgcolor="purple"|[[9,-61|•]] |
| − | |[[9,-60|•]] | + | |bgcolor="purple"|[[9,-60|•]] |
|colspan="26"| | |colspan="26"| | ||
|- | |- | ||
| Line 2,011: | Line 2,011: | ||
|[[8,-74|•]] | |[[8,-74|•]] | ||
|[[8,-73|•]] | |[[8,-73|•]] | ||
| − | |[[8,-72|•]] | + | |bgcolor="purple"|[[8,-72|•]] |
| − | |[[8,-71|•]] | + | |bgcolor="purple"|[[8,-71|•]] |
| − | |[[8,-70|•]] | + | |bgcolor="purple"|[[8,-70|•]] |
| − | |[[8,-69|•]] | + | |bgcolor="purple"|[[8,-69|•]] |
| − | |[[8,-68|•]] | + | |bgcolor="purple"|[[8,-68|•]] |
| − | |[[8,-67|•]] | + | |bgcolor="purple"|[[8,-67|•]] |
| − | |[[8,-66|•]] | + | |bgcolor="purple"|[[8,-66|•]] |
| − | |[[8,-65|•]] | + | |bgcolor="purple"|[[8,-65|•]] |
| − | |[[8,-64|•]] | + | |bgcolor="purple"|[[8,-64|•]] |
| − | |[[8,-63|•]] | + | |bgcolor="purple"|[[8,-63|•]] |
| − | |[[8,-62|•]] | + | |bgcolor="purple"|[[8,-62|•]] |
| − | |[[8,-61|•]] | + | |bgcolor="purple"|[[8,-61|•]] |
| − | |[[8,-60|•]] | + | |bgcolor="purple"|[[8,-60|•]] |
| − | |[[8,-59|•]] | + | |bgcolor="purple"|[[8,-59|•]] |
|colspan="25"| | |colspan="25"| | ||
|- | |- | ||
| Line 2,033: | Line 2,033: | ||
|[[7,-74|•]] | |[[7,-74|•]] | ||
|[[7,-73|•]] | |[[7,-73|•]] | ||
| − | |[[7,-72|•]] | + | |bgcolor="purple"|[[7,-72|•]] |
| − | |[[7,-71|•]] | + | |bgcolor="purple"|[[7,-71|•]] |
| − | |[[7,-70|•]] | + | |bgcolor="purple"|[[7,-70|•]] |
| − | |[[7,-69|•]] | + | |bgcolor="purple"|[[7,-69|•]] |
| − | |[[7,-68|•]] | + | |bgcolor="purple"|[[7,-68|•]] |
| − | |[[7,-67|•]] | + | |bgcolor="purple"|[[7,-67|•]] |
| − | |[[7,-66|•]] | + | |bgcolor="purple"|[[7,-66|•]] |
| − | |[[7,-65|•]] | + | |bgcolor="purple"|[[7,-65|•]] |
| − | |[[7,-64|•]] | + | |bgcolor="purple"|[[7,-64|•]] |
| − | |[[7,-63|•]] | + | |bgcolor="purple"|[[7,-63|•]] |
| − | |[[7,-62|•]] | + | |bgcolor="purple"|[[7,-62|•]] |
| − | |[[7,-61|•]] | + | |bgcolor="purple"|[[7,-61|•]] |
| − | |[[7,-60|•]] | + | |bgcolor="purple"|[[7,-60|•]] |
|[[7,-59|•]] | |[[7,-59|•]] | ||
|[[7,-58|•]] | |[[7,-58|•]] | ||
| Line 2,057: | Line 2,057: | ||
|[[6,-73|•]] | |[[6,-73|•]] | ||
|[[6,-72|•]] | |[[6,-72|•]] | ||
| − | |[[6,-71|•]] | + | |bgcolor="purple"|[[6,-71|•]] |
| − | |[[6,-70|•]] | + | |bgcolor="purple"|[[6,-70|•]] |
| − | |[[6,-69|•]] | + | |bgcolor="purple"|[[6,-69|•]] |
| − | |[[6,-68|•]] | + | |bgcolor="purple"|[[6,-68|•]] |
| − | |[[6,-67|•]] | + | |bgcolor="purple"|[[6,-67|•]] |
| − | |[[6,-66|•]] | + | |bgcolor="purple"|[[6,-66|•]] |
| − | |[[6,-65|•]] | + | |bgcolor="purple"|[[6,-65|•]] |
| − | |[[6,-64|•]] | + | |bgcolor="purple"|[[6,-64|•]] |
| − | |[[6,-63|•]] | + | |bgcolor="purple"|[[6,-63|•]] |
| − | |[[6,-62|•]] | + | |bgcolor="purple"|[[6,-62|•]] |
| − | |[[6,-61|•]] | + | |bgcolor="purple"|[[6,-61|•]] |
| − | |[[6,-60|•]] | + | |bgcolor="purple"|[[6,-60|•]] |
|[[6,-59|•]] | |[[6,-59|•]] | ||
|[[6,-58|•]] | |[[6,-58|•]] | ||
| Line 2,087: | Line 2,087: | ||
|[[5,-69|•]] | |[[5,-69|•]] | ||
|[[5,-68|•]] | |[[5,-68|•]] | ||
| − | |[[5,-67|•]] | + | |bgcolor="purple"|[[5,-67|•]] |
| − | |[[5,-66|•]] | + | |bgcolor="purple"|[[5,-66|•]] |
| − | |[[5,-65|•]] | + | |bgcolor="purple"|[[5,-65|•]] |
| − | |[[5,-64|•]] | + | |bgcolor="purple"|[[5,-64|•]] |
| − | |[[5,-63|•]] | + | |bgcolor="purple"|[[5,-63|•]] |
| − | |[[5,-62|•]] | + | |bgcolor="purple"|[[5,-62|•]] |
| − | |[[5,-61|•]] | + | |bgcolor="purple"|[[5,-61|•]] |
| − | |[[5,-60|•]] | + | |bgcolor="purple"|[[5,-60|•]] |
|[[5,-59|•]] | |[[5,-59|•]] | ||
|[[5,-58|•]] | |[[5,-58|•]] | ||
| Line 2,116: | Line 2,116: | ||
|[[4,-69|•]] | |[[4,-69|•]] | ||
|[[4,-68|•]] | |[[4,-68|•]] | ||
| − | |[[4,-67|•]] | + | |bgcolor="purple"|[[4,-67|•]] |
| − | |[[4,-66|•]] | + | |bgcolor="purple"|[[4,-66|•]] |
| − | |[[4,-65|•]] | + | |bgcolor="purple"|[[4,-65|•]] |
| − | |[[4,-64|•]] | + | |bgcolor="purple"|[[4,-64|•]] |
| − | |[[4,-63|•]] | + | |bgcolor="purple"|[[4,-63|•]] |
| − | |[[4,-62|•]] | + | |bgcolor="purple"|[[4,-62|•]] |
| − | |[[4,-61|•]] | + | |bgcolor="purple"|[[4,-61|•]] |
| − | |[[4,-60|•]] | + | |bgcolor="purple"|[[4,-60|•]] |
|[[4,-59|•]] | |[[4,-59|•]] | ||
|[[4,-58|•]] | |[[4,-58|•]] | ||
| Line 2,147: | Line 2,147: | ||
|[[3,-69|•]] | |[[3,-69|•]] | ||
|[[3,-68|•]] | |[[3,-68|•]] | ||
| − | |[[3,-67|•]] | + | |bgcolor="purple"|[[3,-67|•]] |
| − | |[[3,-66|•]] | + | |bgcolor="purple"|[[3,-66|•]] |
| − | |[[3,-65|•]] | + | |bgcolor="purple"|[[3,-65|•]] |
| − | |[[3,-64|•]] | + | |bgcolor="purple"|[[3,-64|•]] |
| − | |[[3,-63|•]] | + | |bgcolor="purple"|[[3,-63|•]] |
| − | |[[3,-62|•]] | + | |bgcolor="purple"|[[3,-62|•]] |
|[[3,-61|•]] | |[[3,-61|•]] | ||
|[[3,-60|•]] | |[[3,-60|•]] | ||
| Line 2,179: | Line 2,179: | ||
|[[2,-69|•]] | |[[2,-69|•]] | ||
|[[2,-68|•]] | |[[2,-68|•]] | ||
| − | |[[2,-67|•]] | + | |bgcolor="purple"|[[2,-67|•]] |
| − | |[[2,-66|•]] | + | |bgcolor="purple"|[[2,-66|•]] |
| − | |[[2,-65|•]] | + | |bgcolor="purple"|[[2,-65|•]] |
| − | |[[2,-64|•]] | + | |bgcolor="purple"|[[2,-64|•]] |
| − | |[[2,-63|•]] | + | |bgcolor="purple"|[[2,-63|•]] |
|[[2,-62|•]] | |[[2,-62|•]] | ||
|[[2,-61|•]] | |[[2,-61|•]] | ||
| Line 2,224: | Line 2,224: | ||
|[[1,-69|•]] | |[[1,-69|•]] | ||
|[[1,-68|•]] | |[[1,-68|•]] | ||
| − | |[[1,-67|•]] | + | |bgcolor="purple"|[[1,-67|•]] |
| − | |[[1,-66|•]] | + | |bgcolor="purple"|[[1,-66|•]] |
| − | |[[1,-65|•]] | + | |bgcolor="purple"|[[1,-65|•]] |
| − | |[[1,-64|•]] | + | |bgcolor="purple"|[[1,-64|•]] |
| − | |[[1,-63|•]] | + | |bgcolor="purple"|[[1,-63|•]] |
|[[1,-62|•]] | |[[1,-62|•]] | ||
|[[1,-61|•]] | |[[1,-61|•]] | ||
| Line 2,264: | Line 2,264: | ||
|[[0,-68|•]] | |[[0,-68|•]] | ||
|[[0,-67|•]] | |[[0,-67|•]] | ||
| − | |[[0,-66|•]] | + | |bgcolor="purple"|[[0,-66|•]] |
| − | |[[0,-65|•]] | + | |bgcolor="purple"|[[0,-65|•]] |
|[[0,-64|•]] | |[[0,-64|•]] | ||
|[[0,-63|•]] | |[[0,-63|•]] | ||
| Line 3,894: | Line 3,894: | ||
|bgcolor="red"|[[•]] | |bgcolor="red"|[[•]] | ||
|Ecuador | |Ecuador | ||
| + | |- | ||
| + | |bgcolor="purple"|[[•]] | ||
| + | |Venezuela | ||
|- | |- | ||
|} | |} | ||
Revision as of 07:17, 23 October 2008
The Map 1
The Map 2
| • | Galapogas Islands |
| • | The sea (wiki tables don't like extra empty cells) |
| • | Ecuador |
| • | Venezuela |
