Difference between revisions of "Regional geohashing maps/Canada2"

From Geohashing
imported>Wmcduff
m (+Yukon)
 
imported>CrystyB
m (filing under "C" in category)
 
(9 intermediate revisions by 2 users not shown)
Line 1: Line 1:
==Canada Map 1==
+
[[Category:Regional geohash map|C]]
 +
 
 +
==Canada 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"
 
{| 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"
Line 1,231: Line 1,233:
 
|[[62,-80|•]]
 
|[[62,-80|•]]
 
|[[62,-79|•]]
 
|[[62,-79|•]]
|[[62,-78|•]]
+
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|bgcolor="blue"|[[62,-77|•]]
|[[62,-76|•]]
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|bgcolor="blue"|[[62,-76|•]]
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|[[62,-72|•]]
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|bgcolor="blue"|[[62,-72|•]]
 
|[[62,-71|•]]
 
|[[62,-71|•]]
 
|[[62,-70|•]]
 
|[[62,-70|•]]
Line 1,301: Line 1,303:
 
|[[61,-80|•]]
 
|[[61,-80|•]]
 
|[[61,-79|•]]
 
|[[61,-79|•]]
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|bgcolor="blue"|[[61,-78|•]]
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|bgcolor="blue"|[[61,-77|•]]
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|bgcolor="blue"|[[61,-71|•]]
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|bgcolor="blue"|[[61,-70|•]]
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|bgcolor="blue"|[[61,-69|•]]
 
|colspan="2"|
 
|colspan="2"|
 
|[[61,-66|•]]
 
|[[61,-66|•]]
Line 1,365: Line 1,367:
 
|[[60,-94|•]]
 
|[[60,-94|•]]
 
|colspan="15"|
 
|colspan="15"|
|[[60,-78|•]]
+
|bgcolor="blue"|[[60,-78|•]]
|[[60,-77|•]]
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|bgcolor="blue"|[[60,-77|•]]
|[[60,-76|•]]
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|bgcolor="blue"|[[60,-76|•]]
|[[60,-75|•]]
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|bgcolor="blue"|[[60,-75|•]]
|[[60,-74|•]]
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|bgcolor="blue"|[[60,-74|•]]
|[[60,-73|•]]
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|bgcolor="blue"|[[60,-73|•]]
|[[60,-72|•]]
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|bgcolor="blue"|[[60,-72|•]]
|[[60,-71|•]]
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|bgcolor="blue"|[[60,-71|•]]
|[[60,-70|•]]
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|bgcolor="blue"|[[60,-70|•]]
|[[60,-69|•]]
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|bgcolor="blue"|[[60,-69|•]]
 
|[[60,-68|•]]
 
|[[60,-68|•]]
 
|[[60,-67|•]]
 
|[[60,-67|•]]
 
|colspan="1"|
 
|colspan="1"|
|[[60,-65|•]]
+
|bgcolor="blue"|[[60,-65|•]]
|[[60,-64|•]]
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|bgcolor="blue"|[[60,-64|•]]
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
Line 1,402: Line 1,404:
 
|[[59,-121|•]]
 
|[[59,-121|•]]
 
|[[59,-120|•]]
 
|[[59,-120|•]]
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|bgcolor="lime"|[[59,-110|•]]
 
|[[59,-109|•]]
 
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|[[59,-108|•]]
 
|[[59,-108|•]]
Line 1,420: Line 1,422:
 
|[[59,-103|•]]
 
|[[59,-103|•]]
 
|[[59,-102|•]]
 
|[[59,-102|•]]
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|bgcolor="gray"|[[59,-96|•]]
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|bgcolor="gray"|[[59,-95|•]]
|[[59,-94|•]]
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|bgcolor="gray"|[[59,-94|•]]
 
|colspan="13"|
 
|colspan="13"|
 
|[[59,-80|•]]
 
|[[59,-80|•]]
 
|[[59,-79|•]]
 
|[[59,-79|•]]
|[[59,-78|•]]
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|bgcolor="blue"|[[59,-78|•]]
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|bgcolor="blue"|[[59,-77|•]]
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|bgcolor="blue"|[[59,-69|•]]
 
|[[59,-68|•]]
 
|[[59,-68|•]]
 
|colspan="2"|
 
|colspan="2"|
|[[59,-65|•]]
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|bgcolor="blue"|[[59,-65|•]]
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|bgcolor="blue"|[[59,-64|•]]
 
|[[59,-63|•]]
 
|[[59,-63|•]]
 
|colspan="11"|
 
|colspan="11"|
Line 1,466: Line 1,468:
 
|[[58,-121|•]]
 
|[[58,-121|•]]
 
|[[58,-120|•]]
 
|[[58,-120|•]]
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|[[58,-118|•]]
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|bgcolor="lime"|[[58,-118|•]]
|[[58,-117|•]]
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|bgcolor="lime"|[[58,-110|•]]
 
|[[58,-109|•]]
 
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|[[58,-108|•]]
 
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Line 1,484: Line 1,486:
 
|[[58,-103|•]]
 
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|[[58,-102|•]]
 
|[[58,-102|•]]
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|bgcolor="gray"|[[58,-92|•]]
 
|colspan="13"|
 
|colspan="13"|
|[[58,-78|•]]
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|bgcolor="blue"|[[58,-78|•]]
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|bgcolor="blue"|[[58,-72|•]]
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|bgcolor="blue"|[[58,-71|•]]
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|bgcolor="blue"|[[58,-70|•]]
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|bgcolor="blue"|[[58,-69|•]]
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|bgcolor="blue"|[[58,-68|•]]
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|bgcolor="blue"|[[58,-67|•]]
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|bgcolor="blue"|[[58,-66|•]]
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|bgcolor="blue"|[[58,-65|•]]
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|bgcolor="blue"|[[58,-64|•]]
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|bgcolor="blue"|[[58,-63|•]]
 
|[[58,-62|•]]
 
|[[58,-62|•]]
 
|colspan="10"|
 
|colspan="10"|
Line 1,529: Line 1,531:
 
|[[57,-121|•]]
 
|[[57,-121|•]]
 
|[[57,-120|•]]
 
|[[57,-120|•]]
|[[57,-119|•]]
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|bgcolor="lime"|[[57,-119|•]]
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|bgcolor="lime"|[[57,-118|•]]
|[[57,-117|•]]
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|[[57,-109|•]]
 
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|[[57,-108|•]]
 
|[[57,-108|•]]
Line 1,547: Line 1,549:
 
|[[57,-103|•]]
 
|[[57,-103|•]]
 
|[[57,-102|•]]
 
|[[57,-102|•]]
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|bgcolor="gray"|[[57,-101|•]]
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|bgcolor="gray"|[[57,-89|•]]
 
|colspan="9"|
 
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|[[57,-79|•]]
 
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|[[57,-78|•]]
 
|[[57,-78|•]]
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Line 1,596: Line 1,598:
 
|[[56,-121|•]]
 
|[[56,-121|•]]
 
|[[56,-120|•]]
 
|[[56,-120|•]]
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|bgcolor="lime"|[[56,-118|•]]
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Line 1,614: Line 1,616:
 
|[[56,-103|•]]
 
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|colspan="6"|
 
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Line 1,634: Line 1,636:
 
|[[56,-78|•]]
 
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|[[56,-62|•]]
 
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|[[56,-61|•]]
 
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Line 1,665: Line 1,667:
 
|[[55,-121|•]]
 
|[[55,-121|•]]
 
|[[55,-120|•]]
 
|[[55,-120|•]]
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|bgcolor="lime"|[[55,-118|•]]
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|bgcolor="lime"|[[55,-112|•]]
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|bgcolor="lime"|[[55,-111|•]]
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|[[55,-109|•]]
 
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|[[55,-108|•]]
 
|[[55,-108|•]]
Line 1,683: Line 1,685:
 
|[[55,-103|•]]
 
|[[55,-103|•]]
 
|[[55,-102|•]]
 
|[[55,-102|•]]
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|bgcolor="gray"|[[55,-90|•]]
 
|[[55,-89|•]]
 
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|[[55,-88|•]]
 
|[[55,-88|•]]
Line 1,706: Line 1,708:
 
|[[55,-80|•]]
 
|[[55,-80|•]]
 
|[[55,-79|•]]
 
|[[55,-79|•]]
|[[55,-78|•]]
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|bgcolor="blue"|[[55,-78|•]]
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|bgcolor="blue"|[[55,-77|•]]
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|bgcolor="blue"|[[55,-76|•]]
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|bgcolor="blue"|[[55,-75|•]]
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|bgcolor="blue"|[[55,-74|•]]
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|bgcolor="blue"|[[55,-73|•]]
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|bgcolor="blue"|[[55,-72|•]]
|[[55,-71|•]]
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|bgcolor="blue"|[[55,-71|•]]
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|bgcolor="blue"|[[55,-70|•]]
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|bgcolor="blue"|[[55,-69|•]]
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|bgcolor="blue"|[[55,-68|•]]
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|bgcolor="blue"|[[55,-67|•]]
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|bgcolor="blue"|[[55,-66|•]]
|[[55,-65|•]]
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|bgcolor="blue"|[[55,-65|•]]
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|bgcolor="blue"|[[55,-64|•]]
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|bgcolor="blue"|[[55,-63|•]]
 
|[[55,-62|•]]
 
|[[55,-62|•]]
 
|[[55,-61|•]]
 
|[[55,-61|•]]
Line 1,744: Line 1,746:
 
|[[54,-121|•]]
 
|[[54,-121|•]]
 
|[[54,-120|•]]
 
|[[54,-120|•]]
|[[54,-119|•]]
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|bgcolor="lime"|[[54,-119|•]]
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|bgcolor="lime"|[[54,-118|•]]
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|bgcolor="lime"|[[54,-117|•]]
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|bgcolor="lime"|[[54,-116|•]]
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|bgcolor="lime"|[[54,-115|•]]
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|bgcolor="lime"|[[54,-114|•]]
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|bgcolor="lime"|[[54,-113|•]]
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|bgcolor="lime"|[[54,-112|•]]
|[[54,-111|•]]
+
|bgcolor="lime"|[[54,-111|•]]
|[[54,-110|•]]
+
|bgcolor="lime"|[[54,-110|•]]
 
|[[54,-109|•]]
 
|[[54,-109|•]]
 
|[[54,-108|•]]
 
|[[54,-108|•]]
Line 1,762: Line 1,764:
 
|[[54,-103|•]]
 
|[[54,-103|•]]
 
|[[54,-102|•]]
 
|[[54,-102|•]]
|[[54,-101|•]]
+
|bgcolor="gray"|[[54,-101|•]]
|[[54,-100|•]]
+
|bgcolor="gray"|[[54,-100|•]]
|[[54,-99|•]]
+
|bgcolor="gray"|[[54,-99|•]]
|[[54,-98|•]]
+
|bgcolor="gray"|[[54,-98|•]]
|[[54,-97|•]]
+
|bgcolor="gray"|[[54,-97|•]]
|[[54,-96|•]]
+
|bgcolor="gray"|[[54,-96|•]]
|[[54,-95|•]]
+
|bgcolor="gray"|[[54,-95|•]]
|[[54,-94|•]]
+
|bgcolor="gray"|[[54,-94|•]]
|[[54,-93|•]]
+
|bgcolor="gray"|[[54,-93|•]]
|[[54,-92|•]]
+
|bgcolor="gray"|[[54,-92|•]]
|[[54,-91|•]]
+
|bgcolor="gray"|[[54,-91|•]]
 
|[[54,-90|•]]
 
|[[54,-90|•]]
 
|[[54,-89|•]]
 
|[[54,-89|•]]
Line 1,783: Line 1,785:
 
|[[54,-82|•]]
 
|[[54,-82|•]]
 
|colspan="2"|
 
|colspan="2"|
|[[54,-79|•]]
+
|bgcolor="blue"|[[54,-79|•]]
|[[54,-78|•]]
+
|bgcolor="blue"|[[54,-78|•]]
|[[54,-77|•]]
+
|bgcolor="blue"|[[54,-77|•]]
|[[54,-76|•]]
+
|bgcolor="blue"|[[54,-76|•]]
|[[54,-75|•]]
+
|bgcolor="blue"|[[54,-75|•]]
|[[54,-74|•]]
+
|bgcolor="blue"|[[54,-74|•]]
|[[54,-73|•]]
+
|bgcolor="blue"|[[54,-73|•]]
|[[54,-72|•]]
+
|bgcolor="blue"|[[54,-72|•]]
|[[54,-71|•]]
+
|bgcolor="blue"|[[54,-71|•]]
|[[54,-70|•]]
+
|bgcolor="blue"|[[54,-70|•]]
|[[54,-69|•]]
+
|bgcolor="blue"|[[54,-69|•]]
|[[54,-68|•]]
+
|bgcolor="blue"|[[54,-68|•]]
|[[54,-67|•]]
+
|bgcolor="blue"|[[54,-67|•]]
|[[54,-66|•]]
+
|bgcolor="blue"|[[54,-66|•]]
|[[54,-65|•]]
+
|bgcolor="blue"|[[54,-65|•]]
|[[54,-64|•]]
+
|bgcolor="blue"|[[54,-64|•]]
|[[54,-63|•]]
+
|bgcolor="blue"|[[54,-63|•]]
 
|[[54,-62|•]]
 
|[[54,-62|•]]
 
|[[54,-61|•]]
 
|[[54,-61|•]]
Line 1,823: Line 1,825:
 
|[[53,-121|•]]
 
|[[53,-121|•]]
 
|[[53,-120|•]]
 
|[[53,-120|•]]
|[[53,-119|•]]
+
|bgcolor="lime"|[[53,-119|•]]
|[[53,-118|•]]
+
|bgcolor="lime"|[[53,-118|•]]
|[[53,-117|•]]
+
|bgcolor="lime"|[[53,-117|•]]
|[[53,-116|•]]
+
|bgcolor="lime"|[[53,-116|•]]
|[[53,-115|•]]
+
|bgcolor="lime"|[[53,-115|•]]
|[[53,-114|•]]
+
|bgcolor="lime"|[[53,-114|•]]
|[[53,-113|•]]
+
|bgcolor="lime"|[[53,-113|•]]
|[[53,-112|•]]
+
|bgcolor="lime"|[[53,-112|•]]
|[[53,-111|•]]
+
|bgcolor="lime"|[[53,-111|•]]
|[[53,-110|•]]
+
|bgcolor="lime"|[[53,-110|•]]
 
|[[53,-109|•]]
 
|[[53,-109|•]]
 
|[[53,-108|•]]
 
|[[53,-108|•]]
Line 1,841: Line 1,843:
 
|[[53,-103|•]]
 
|[[53,-103|•]]
 
|[[53,-102|•]]
 
|[[53,-102|•]]
|[[53,-101|•]]
+
|bgcolor="gray"|[[53,-101|•]]
|[[53,-100|•]]
+
|bgcolor="gray"|[[53,-100|•]]
|[[53,-99|•]]
+
|bgcolor="gray"|[[53,-99|•]]
|[[53,-98|•]]
+
|bgcolor="gray"|[[53,-98|•]]
|[[53,-97|•]]
+
|bgcolor="gray"|[[53,-97|•]]
|[[53,-96|•]]
+
|bgcolor="gray"|[[53,-96|•]]
|[[53,-95|•]]
+
|bgcolor="gray"|[[53,-95|•]]
|[[53,-94|•]]
+
|bgcolor="gray"|[[53,-94|•]]
|[[53,-93|•]]
+
|bgcolor="gray"|[[53,-93|•]]
 
|[[53,-92|•]]
 
|[[53,-92|•]]
 
|[[53,-91|•]]
 
|[[53,-91|•]]
Line 1,863: Line 1,865:
 
|[[53,-81|•]]
 
|[[53,-81|•]]
 
|[[53,-80|•]]
 
|[[53,-80|•]]
|[[53,-79|•]]
+
|bgcolor="blue"|[[53,-79|•]]
|[[53,-78|•]]
+
|bgcolor="blue"|[[53,-78|•]]
|[[53,-77|•]]
+
|bgcolor="blue"|[[53,-77|•]]
|[[53,-76|•]]
+
|bgcolor="blue"|[[53,-76|•]]
|[[53,-75|•]]
+
|bgcolor="blue"|[[53,-75|•]]
|[[53,-74|•]]
+
|bgcolor="blue"|[[53,-74|•]]
|[[53,-73|•]]
+
|bgcolor="blue"|[[53,-73|•]]
|[[53,-72|•]]
+
|bgcolor="blue"|[[53,-72|•]]
|[[53,-71|•]]
+
|bgcolor="blue"|[[53,-71|•]]
|[[53,-70|•]]
+
|bgcolor="blue"|[[53,-70|•]]
|[[53,-69|•]]
+
|bgcolor="blue"|[[53,-69|•]]
|[[53,-68|•]]
+
|bgcolor="blue"|[[53,-68|•]]
|[[53,-67|•]]
+
|bgcolor="blue"|[[53,-67|•]]
 
|[[53,-66|•]]
 
|[[53,-66|•]]
 
|[[53,-65|•]]
 
|[[53,-65|•]]
Line 1,905: Line 1,907:
 
|[[52,-120|•]]
 
|[[52,-120|•]]
 
|[[52,-119|•]]
 
|[[52,-119|•]]
|[[52,-118|•]]
+
|bgcolor="lime"|[[52,-118|•]]
|[[52,-117|•]]
+
|bgcolor="lime"|[[52,-117|•]]
|[[52,-116|•]]
+
|bgcolor="lime"|[[52,-116|•]]
|[[52,-115|•]]
+
|bgcolor="lime"|[[52,-115|•]]
|[[52,-114|•]]
+
|bgcolor="lime"|[[52,-114|•]]
|[[52,-113|•]]
+
|bgcolor="lime"|[[52,-113|•]]
|[[52,-112|•]]
+
|bgcolor="lime"|[[52,-112|•]]
|[[52,-111|•]]
+
|bgcolor="lime"|[[52,-111|•]]
|[[52,-110|•]]
+
|bgcolor="lime"|[[52,-110|•]]
 
|[[52,-109|•]]
 
|[[52,-109|•]]
 
|[[52,-108|•]]
 
|[[52,-108|•]]
Line 1,922: Line 1,924:
 
|[[52,-103|•]]
 
|[[52,-103|•]]
 
|[[52,-102|•]]
 
|[[52,-102|•]]
|[[52,-101|•]]
+
|bgcolor="gray"|[[52,-101|•]]
|[[52,-100|•]]
+
|bgcolor="gray"|[[52,-100|•]]
|[[52,-99|•]]
+
|bgcolor="gray"|[[52,-99|•]]
|[[52,-98|•]]
+
|bgcolor="gray"|[[52,-98|•]]
|[[52,-97|•]]
+
|bgcolor="gray"|[[52,-97|•]]
|[[52,-96|•]]
+
|bgcolor="gray"|[[52,-96|•]]
|[[52,-95|•]]
+
|bgcolor="gray"|[[52,-95|•]]
|[[52,-94|•]]
+
|bgcolor="gray"|[[52,-94|•]]
 
|[[52,-93|•]]
 
|[[52,-93|•]]
 
|[[52,-92|•]]
 
|[[52,-92|•]]
Line 1,945: Line 1,947:
 
|[[52,-80|•]]
 
|[[52,-80|•]]
 
|[[52,-79|•]]
 
|[[52,-79|•]]
|[[52,-78|•]]
+
|bgcolor="blue"|[[52,-78|•]]
|[[52,-77|•]]
+
|bgcolor="blue"|[[52,-77|•]]
|[[52,-76|•]]
+
|bgcolor="blue"|[[52,-76|•]]
|[[52,-75|•]]
+
|bgcolor="blue"|[[52,-75|•]]
|[[52,-74|•]]
+
|bgcolor="blue"|[[52,-74|•]]
|[[52,-73|•]]
+
|bgcolor="blue"|[[52,-73|•]]
|[[52,-72|•]]
+
|bgcolor="blue"|[[52,-72|•]]
|[[52,-71|•]]
+
|bgcolor="blue"|[[52,-71|•]]
|[[52,-70|•]]
+
|bgcolor="blue"|[[52,-70|•]]
|[[52,-69|•]]
+
|bgcolor="blue"|[[52,-69|•]]
|[[52,-68|•]]
+
|bgcolor="blue"|[[52,-68|•]]
|[[52,-67|•]]
+
|bgcolor="blue"|[[52,-67|•]]
|[[52,-66|•]]
+
|bgcolor="blue"|[[52,-66|•]]
|[[52,-65|•]]
+
|bgcolor="blue"|[[52,-65|•]]
|[[52,-64|•]]
+
|bgcolor="blue"|[[52,-64|•]]
|[[52,-63|•]]
+
|bgcolor="blue"|[[52,-63|•]]
 
|[[52,-62|•]]
 
|[[52,-62|•]]
 
|[[52,-61|•]]
 
|[[52,-61|•]]
Line 1,986: Line 1,988:
 
|[[51,-119|•]]
 
|[[51,-119|•]]
 
|[[51,-118|•]]
 
|[[51,-118|•]]
|[[51,-117|•]]
+
|bgcolor="lime"|[[51,-117|•]]
|[[51,-116|•]]
+
|bgcolor="lime"|[[51,-116|•]]
|[[51,-115|•]]
+
|bgcolor="lime"|[[51,-115|•]]
|[[51,-114|•]]
+
|bgcolor="lime"|[[51,-114|•]]
|[[51,-113|•]]
+
|bgcolor="lime"|[[51,-113|•]]
|[[51,-112|•]]
+
|bgcolor="lime"|[[51,-112|•]]
|[[51,-111|•]]
+
|bgcolor="lime"|[[51,-111|•]]
|[[51,-110|•]]
+
|bgcolor="lime"|[[51,-110|•]]
 
|[[51,-109|•]]
 
|[[51,-109|•]]
 
|[[51,-108|•]]
 
|[[51,-108|•]]
Line 2,002: Line 2,004:
 
|[[51,-103|•]]
 
|[[51,-103|•]]
 
|[[51,-102|•]]
 
|[[51,-102|•]]
|[[51,-101|•]]
+
|bgcolor="gray"|[[51,-101|•]]
|[[51,-100|•]]
+
|bgcolor="gray"|[[51,-100|•]]
|[[51,-99|•]]
+
|bgcolor="gray"|[[51,-99|•]]
|[[51,-98|•]]
+
|bgcolor="gray"|[[51,-98|•]]
|[[51,-97|•]]
+
|bgcolor="gray"|[[51,-97|•]]
|[[51,-96|•]]
+
|bgcolor="gray"|[[51,-96|•]]
|[[51,-95|•]]
+
|bgcolor="gray"|[[51,-95|•]]
 
|[[51,-94|•]]
 
|[[51,-94|•]]
 
|[[51,-93|•]]
 
|[[51,-93|•]]
Line 2,024: Line 2,026:
 
|[[51,-81|•]]
 
|[[51,-81|•]]
 
|[[51,-80|•]]
 
|[[51,-80|•]]
|[[51,-79|•]]
+
|bgcolor="blue"|[[51,-79|•]]
|[[51,-78|•]]
+
|bgcolor="blue"|[[51,-78|•]]
|[[51,-77|•]]
+
|bgcolor="blue"|[[51,-77|•]]
|[[51,-76|•]]
+
|bgcolor="blue"|[[51,-76|•]]
|[[51,-75|•]]
+
|bgcolor="blue"|[[51,-75|•]]
|[[51,-74|•]]
+
|bgcolor="blue"|[[51,-74|•]]
|[[51,-73|•]]
+
|bgcolor="blue"|[[51,-73|•]]
|[[51,-72|•]]
+
|bgcolor="blue"|[[51,-72|•]]
|[[51,-71|•]]
+
|bgcolor="blue"|[[51,-71|•]]
|[[51,-70|•]]
+
|bgcolor="blue"|[[51,-70|•]]
|[[51,-69|•]]
+
|bgcolor="blue"|[[51,-69|•]]
|[[51,-68|•]]
+
|bgcolor="blue"|[[51,-68|•]]
|[[51,-67|•]]
+
|bgcolor="blue"|[[51,-67|•]]
|[[51,-66|•]]
+
|bgcolor="blue"|[[51,-66|•]]
|[[51,-65|•]]
+
|bgcolor="blue"|[[51,-65|•]]
|[[51,-64|•]]
+
|bgcolor="blue"|[[51,-64|•]]
|[[51,-63|•]]
+
|bgcolor="blue"|[[51,-63|•]]
|[[51,-62|•]]
+
|bgcolor="blue"|[[51,-62|•]]
|[[51,-61|•]]
+
|bgcolor="blue"|[[51,-61|•]]
|[[51,-60|•]]
+
|bgcolor="blue"|[[51,-60|•]]
|[[51,-59|•]]
+
|bgcolor="blue"|[[51,-59|•]]
|[[51,-58|•]]
+
|bgcolor="blue"|[[51,-58|•]]
|[[51,-57|•]]
+
|bgcolor="blue"|[[51,-57|•]]
 
|[[51,-56|•]]
 
|[[51,-56|•]]
 
|[[51,-55|•]]
 
|[[51,-55|•]]
Line 2,065: Line 2,067:
 
|[[50,-117|•]]
 
|[[50,-117|•]]
 
|[[50,-116|•]]
 
|[[50,-116|•]]
|[[50,-115|•]]
+
|bgcolor="lime"|[[50,-115|•]]
|[[50,-114|•]]
+
|bgcolor="lime"|[[50,-114|•]]
|[[50,-113|•]]
+
|bgcolor="lime"|[[50,-113|•]]
|[[50,-112|•]]
+
|bgcolor="lime"|[[50,-112|•]]
|[[50,-111|•]]
+
|bgcolor="lime"|[[50,-111|•]]
|[[50,-110|•]]
+
|bgcolor="lime"|[[50,-110|•]]
 
|[[50,-109|•]]
 
|[[50,-109|•]]
 
|[[50,-108|•]]
 
|[[50,-108|•]]
Line 2,079: Line 2,081:
 
|[[50,-103|•]]
 
|[[50,-103|•]]
 
|[[50,-102|•]]
 
|[[50,-102|•]]
|[[50,-101|•]]
+
|bgcolor="gray"|[[50,-101|•]]
|[[50,-100|•]]
+
|bgcolor="gray"|[[50,-100|•]]
|[[50,-99|•]]
+
|bgcolor="gray"|[[50,-99|•]]
|[[50,-98|•]]
+
|bgcolor="gray"|[[50,-98|•]]
|[[50,-97|•]]
+
|bgcolor="gray"|[[50,-97|•]]
|[[50,-96|•]]
+
|bgcolor="gray"|[[50,-96|•]]
|[[50,-95|•]]
+
|bgcolor="gray"|[[50,-95|•]]
 
|[[50,-94|•]]
 
|[[50,-94|•]]
 
|[[50,-93|•]]
 
|[[50,-93|•]]
Line 2,101: Line 2,103:
 
|[[50,-81|•]]
 
|[[50,-81|•]]
 
|[[50,-80|•]]
 
|[[50,-80|•]]
|[[50,-79|•]]
+
|bgcolor="blue"|[[50,-79|•]]
|[[50,-78|•]]
+
|bgcolor="blue"|[[50,-78|•]]
|[[50,-77|•]]
+
|bgcolor="blue"|[[50,-77|•]]
|[[50,-76|•]]
+
|bgcolor="blue"|[[50,-76|•]]
|[[50,-75|•]]
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|bgcolor="blue"|[[50,-75|•]]
|[[50,-74|•]]
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|bgcolor="blue"|[[50,-74|•]]
|[[50,-73|•]]
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|bgcolor="blue"|[[50,-73|•]]
|[[50,-72|•]]
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|bgcolor="blue"|[[50,-72|•]]
|[[50,-71|•]]
+
|bgcolor="blue"|[[50,-71|•]]
|[[50,-70|•]]
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|bgcolor="blue"|[[50,-70|•]]
|[[50,-69|•]]
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|bgcolor="blue"|[[50,-69|•]]
|[[50,-68|•]]
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|bgcolor="blue"|[[50,-68|•]]
|[[50,-67|•]]
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|bgcolor="blue"|[[50,-67|•]]
|[[50,-66|•]]
+
|bgcolor="blue"|[[50,-66|•]]
|[[50,-65|•]]
+
|bgcolor="blue"|[[50,-65|•]]
|[[50,-64|•]]
+
|bgcolor="blue"|[[50,-64|•]]
|[[50,-63|•]]
+
|bgcolor="blue"|[[50,-63|•]]
|[[50,-62|•]]
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|bgcolor="blue"|[[50,-62|•]]
|[[50,-61|•]]
+
|bgcolor="blue"|[[50,-61|•]]
|[[50,-60|•]]
+
|bgcolor="blue"|[[50,-60|•]]
|[[50,-59|•]]
+
|bgcolor="blue"|[[50,-59|•]]
|[[50,-58|•]]
+
|bgcolor="blue"|[[50,-58|•]]
 
|[[50,-57|•]]
 
|[[50,-57|•]]
 
|[[50,-56|•]]
 
|[[50,-56|•]]
Line 2,142: Line 2,144:
 
|[[49,-116|•]]
 
|[[49,-116|•]]
 
|[[49,-115|•]]
 
|[[49,-115|•]]
|[[49,-114|•]]
+
|bgcolor="lime"|[[49,-114|•]]
|[[49,-113|•]]
+
|bgcolor="lime"|[[49,-113|•]]
|[[49,-112|•]]
+
|bgcolor="lime"|[[49,-112|•]]
|[[49,-111|•]]
+
|bgcolor="lime"|[[49,-111|•]]
|[[49,-110|•]]
+
|bgcolor="lime"|[[49,-110|•]]
 
|[[49,-109|•]]
 
|[[49,-109|•]]
 
|[[49,-108|•]]
 
|[[49,-108|•]]
Line 2,155: Line 2,157:
 
|[[49,-103|•]]
 
|[[49,-103|•]]
 
|[[49,-102|•]]
 
|[[49,-102|•]]
|[[49,-101|•]]
+
|bgcolor="gray"|[[49,-101|•]]
|[[49,-100|•]]
+
|bgcolor="gray"|[[49,-100|•]]
|[[49,-99|•]]
+
|bgcolor="gray"|[[49,-99|•]]
|[[49,-98|•]]
+
|bgcolor="gray"|[[49,-98|•]]
|[[49,-97|•]]
+
|bgcolor="gray"|[[49,-97|•]]
|[[49,-96|•]]
+
|bgcolor="gray"|[[49,-96|•]]
|[[49,-95|•]]
+
|bgcolor="gray"|[[49,-95|•]]
 
|[[49,-94|•]]
 
|[[49,-94|•]]
 
|[[49,-93|•]]
 
|[[49,-93|•]]
Line 2,177: Line 2,179:
 
|[[49,-81|•]]
 
|[[49,-81|•]]
 
|[[49,-80|•]]
 
|[[49,-80|•]]
|[[49,-79|•]]
+
|bgcolor="blue"|[[49,-79|•]]
|[[49,-78|•]]
+
|bgcolor="blue"|[[49,-78|•]]
|[[49,-77|•]]
+
|bgcolor="blue"|[[49,-77|•]]
|[[49,-76|•]]
+
|bgcolor="blue"|[[49,-76|•]]
|[[49,-75|•]]
+
|bgcolor="blue"|[[49,-75|•]]
|[[49,-74|•]]
+
|bgcolor="blue"|[[49,-74|•]]
|[[49,-73|•]]
+
|bgcolor="blue"|[[49,-73|•]]
|[[49,-72|•]]
+
|bgcolor="blue"|[[49,-72|•]]
|[[49,-71|•]]
+
|bgcolor="blue"|[[49,-71|•]]
|[[49,-70|•]]
+
|bgcolor="blue"|[[49,-70|•]]
|[[49,-69|•]]
+
|bgcolor="blue"|[[49,-69|•]]
|[[49,-68|•]]
+
|bgcolor="blue"|[[49,-68|•]]
|[[49,-67|•]]
+
|bgcolor="blue"|[[49,-67|•]]
|[[49,-66|•]]
+
|bgcolor="blue"|[[49,-66|•]]
|[[49,-65|•]]
+
|bgcolor="blue"|[[49,-65|•]]
|[[49,-64|•]]
+
|bgcolor="blue"|[[49,-64|•]]
|[[49,-63|•]]
+
|bgcolor="blue"|[[49,-63|•]]
|[[49,-62|•]]
+
|bgcolor="blue"|[[49,-62|•]]
|[[49,-61|•]]
+
|bgcolor="blue"|[[49,-61|•]]
 
|colspan="2"|
 
|colspan="2"|
 
|[[49,-58|•]]
 
|[[49,-58|•]]
Line 2,225: Line 2,227:
 
|[[48,-81|•]]
 
|[[48,-81|•]]
 
|[[48,-80|•]]
 
|[[48,-80|•]]
|[[48,-79|•]]
+
|bgcolor="blue"|[[48,-79|•]]
|[[48,-78|•]]
+
|bgcolor="blue"|[[48,-78|•]]
|[[48,-77|•]]
+
|bgcolor="blue"|[[48,-77|•]]
|[[48,-76|•]]
+
|bgcolor="blue"|[[48,-76|•]]
|[[48,-75|•]]
+
|bgcolor="blue"|[[48,-75|•]]
|[[48,-74|•]]
+
|bgcolor="blue"|[[48,-74|•]]
|[[48,-73|•]]
+
|bgcolor="blue"|[[48,-73|•]]
|[[48,-72|•]]
+
|bgcolor="blue"|[[48,-72|•]]
|[[48,-71|•]]
+
|bgcolor="blue"|[[48,-71|•]]
|[[48,-70|•]]
+
|bgcolor="blue"|[[48,-70|•]]
|[[48,-69|•]]
+
|bgcolor="blue"|[[48,-69|•]]
|[[48,-68|•]]
+
|bgcolor="blue"|[[48,-68|•]]
|[[48,-67|•]]
+
|bgcolor="blue"|[[48,-67|•]]
|[[48,-66|•]]
+
|bgcolor="blue"|[[48,-66|•]]
|[[48,-65|•]]
+
|bgcolor="blue"|[[48,-65|•]]
|[[48,-64|•]]
+
|bgcolor="blue"|[[48,-64|•]]
 
|colspan="4"|
 
|colspan="4"|
 
|[[48,-59|•]]
 
|[[48,-59|•]]
Line 2,260: Line 2,262:
 
|[[47,-81|•]]
 
|[[47,-81|•]]
 
|[[47,-80|•]]
 
|[[47,-80|•]]
|[[47,-79|•]]
+
|bgcolor="blue"|[[47,-79|•]]
|[[47,-78|•]]
+
|bgcolor="blue"|[[47,-78|•]]
|[[47,-77|•]]
+
|bgcolor="blue"|[[47,-77|•]]
|[[47,-76|•]]
+
|bgcolor="blue"|[[47,-76|•]]
|[[47,-75|•]]
+
|bgcolor="blue"|[[47,-75|•]]
|[[47,-74|•]]
+
|bgcolor="blue"|[[47,-74|•]]
|[[47,-73|•]]
+
|bgcolor="blue"|[[47,-73|•]]
|[[47,-72|•]]
+
|bgcolor="blue"|[[47,-72|•]]
|[[47,-71|•]]
+
|bgcolor="blue"|[[47,-71|•]]
|[[47,-70|•]]
+
|bgcolor="blue"|[[47,-70|•]]
|[[47,-69|•]]
+
|bgcolor="blue"|[[47,-69|•]]
|[[47,-68|•]]
+
|bgcolor="blue"|[[47,-68|•]]
|[[47,-67|•]]
+
|bgcolor="blue"|[[47,-67|•]]
|[[47,-66|•]]
+
|bgcolor="blue"|[[47,-66|•]]
 
|[[47,-65|•]]
 
|[[47,-65|•]]
 
|[[47,-64|•]]
 
|[[47,-64|•]]
Line 2,279: Line 2,281:
 
|[[47,-62|•]]
 
|[[47,-62|•]]
 
|[[47,-61|•]]
 
|[[47,-61|•]]
|[[47,-60|•]]
+
|bgcolor="navy"|[[47,-60|•]]
 
|[[47,-59|•]]
 
|[[47,-59|•]]
 
|[[47,-58|•]]
 
|[[47,-58|•]]
Line 2,295: Line 2,297:
 
|[[46,-81|•]]
 
|[[46,-81|•]]
 
|[[46,-80|•]]
 
|[[46,-80|•]]
|[[46,-79|•]]
+
|bgcolor="blue"|[[46,-79|•]]
|[[46,-78|•]]
+
|bgcolor="blue"|[[46,-78|•]]
|[[46,-77|•]]
+
|bgcolor="blue"|[[46,-77|•]]
|[[46,-76|•]]
+
|bgcolor="blue"|[[46,-76|•]]
|[[46,-75|•]]
+
|bgcolor="blue"|[[46,-75|•]]
|[[46,-74|•]]
+
|bgcolor="blue"|[[46,-74|•]]
|[[46,-73|•]]
+
|bgcolor="blue"|[[46,-73|•]]
|[[46,-72|•]]
+
|bgcolor="blue"|[[46,-72|•]]
|[[46,-71|•]]
+
|bgcolor="blue"|[[46,-71|•]]
|[[46,-70|•]]
+
|bgcolor="blue"|[[46,-70|•]]
|[[46,-69|•]]
+
|bgcolor="blue"|[[46,-69|•]]
 
|
 
|
 
|[[46,-67|•]]
 
|[[46,-67|•]]
Line 2,313: Line 2,315:
 
|[[46,-63|•]]
 
|[[46,-63|•]]
 
|[[46,-62|•]]
 
|[[46,-62|•]]
|[[46,-61|•]]
+
|bgcolor="navy"|[[46,-61|•]]
|[[46,-60|•]]
+
|bgcolor="navy"|[[46,-60|•]]
|[[46,-59|•]]
+
|bgcolor="navy"|[[46,-59|•]]
 
|colspan="3"|
 
|colspan="3"|
 
|[[46,-55|•]]
 
|[[46,-55|•]]
Line 2,329: Line 2,331:
 
|[[45,-79|•]]
 
|[[45,-79|•]]
 
|[[45,-78|•]]
 
|[[45,-78|•]]
|[[45,-77|•]]
+
|bgcolor="blue"|[[45,-77|•]]
|[[45,-76|•]]
+
|bgcolor="blue"|[[45,-76|•]]
|[[45,-75|•]]
+
|bgcolor="blue"|[[45,-75|•]]
|[[45,-74|•]]
+
|bgcolor="blue"|[[45,-74|•]]
|[[45,-73|•]]
+
|bgcolor="blue"|[[45,-73|•]]
|[[45,-72|•]]
+
|bgcolor="blue"|[[45,-72|•]]
|[[45,-71|•]]
+
|bgcolor="blue"|[[45,-71|•]]
|[[45,-70|•]]
+
|bgcolor="blue"|[[45,-70|•]]
 
|colspan="2"|
 
|colspan="2"|
 
|[[45,-67|•]]
 
|[[45,-67|•]]
 
|[[45,-66|•]]
 
|[[45,-66|•]]
|[[45,-65|•]]
+
|bgcolor="navy"|[[45,-65|•]]
|[[45,-64|•]]
+
|bgcolor="navy"|[[45,-64|•]]
|[[45,-63|•]]
+
|bgcolor="navy"|[[45,-63|•]]
|[[45,-62|•]]
+
|bgcolor="navy"|[[45,-62|•]]
|[[45,-61|•]]
+
|bgcolor="navy"|[[45,-61|•]]
|colspan="1"|
+
|bgcolor="navy"|[[45,-60|•]]
|[[45,-59|•]]
+
|bgcolor="navy"|[[45,-59|•]]
 
|colspan="7"|
 
|colspan="7"|
 
|-
 
|-
Line 2,360: Line 2,362:
 
|colspan="6"|
 
|colspan="6"|
 
|[[44,-67|•]]
 
|[[44,-67|•]]
|[[44,-66|•]]
+
|bgcolor="navy"|[[44,-66|•]]
|[[44,-65|•]]
+
|bgcolor="navy"|[[44,-65|•]]
|[[44,-64|•]]
+
|bgcolor="navy"|[[44,-64|•]]
|[[44,-63|•]]
+
|bgcolor="navy"|[[44,-63|•]]
|[[44,-62|•]]
+
|bgcolor="navy"|[[44,-62|•]]
|[[44,-61|•]]
+
|bgcolor="navy"|[[44,-61|•]]
|[[44,-60|•]]
+
|colspan="1"|
 +
|bgcolor="navy"|[[44,-59|•]]
 +
|colspan="7"|
 
|-
 
|-
 
|height = "15" colspan="58"|
 
|height = "15" colspan="58"|
Line 2,377: Line 2,381:
 
|[[43,-76|•]]
 
|[[43,-76|•]]
 
|colspan="9"|
 
|colspan="9"|
|[[43,-66|•]]
+
|bgcolor="navy"|[[43,-66|•]]
|[[43,-65|•]]
+
|bgcolor="navy"|[[43,-65|•]]
|[[43,-64|•]]
+
|bgcolor="navy"|[[43,-64|•]]
|colspan="12"|
+
|colspan="3"|
 +
|bgcolor="navy"|[[43,-60|•]]
 +
|bgcolor="navy"|[[43,-59|•]]
 +
|colspan="7"|
 
|-
 
|-
 
|height = "15" colspan="57"|
 
|height = "15" colspan="57"|

Latest revision as of 21:23, 29 January 2010


Canada Map 2

Yukon Territory Alberta Manitoba Quebec Nova Scotia