Difference between revisions of "Regional geohashing maps/Canada1"

From Geohashing
imported>Wmcduff
m (Reduced the box to Canada)
imported>Wmcduff
(Ooooo, Canada! The true north, strong and free.... o/~)
Line 1: Line 1:
==The Map 2==
+
==Canada Map 1==
  
 
{| 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 1,249: Line 1,249:
 
|colspan="11"|
 
|colspan="11"|
 
|-
 
|-
|height = "15"|[[61,-140|•]]
+
|height = "15"|
 
|bgcolor="red"|[[61,-139|•]]
 
|bgcolor="red"|[[61,-139|•]]
 
|bgcolor="red"|[[61,-138|•]]
 
|bgcolor="red"|[[61,-138|•]]
Line 1,331: Line 1,331:
 
|bgcolor="red"|[[60,-128|•]]
 
|bgcolor="red"|[[60,-128|•]]
 
|bgcolor="red"|[[60,-127|•]]
 
|bgcolor="red"|[[60,-127|•]]
|[[60,-126|•]]
+
|bgcolor="red"|[[60,-126|•]]
 
|bgcolor="red"|[[60,-125|•]]
 
|bgcolor="red"|[[60,-125|•]]
 
|bgcolor="red"|[[60,-124|•]]
 
|bgcolor="red"|[[60,-124|•]]
Line 1,382: Line 1,382:
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
|height = "15"|[[59,-140|•]]
+
|height = "15" colspan="2"|
|[[59,-139|•]]
 
 
|bgcolor="red"|[[59,-138|•]]
 
|bgcolor="red"|[[59,-138|•]]
 
|bgcolor="red"|[[59,-137|•]]
 
|bgcolor="red"|[[59,-137|•]]
Line 1,449: Line 1,448:
 
|colspan="11"|
 
|colspan="11"|
 
|-
 
|-
|height = "15" colspan="2"|
+
|height = "15" colspan="3"|
|[[58,-138|•]]
 
 
|bgcolor="red"|[[58,-137|•]]
 
|bgcolor="red"|[[58,-137|•]]
|[[58,-136|•]]
+
|colspan="2"|
|[[58,-135|•]]
 
 
|bgcolor="red"|[[58,-134|•]]
 
|bgcolor="red"|[[58,-134|•]]
 
|bgcolor="red"|[[58,-133|•]]
 
|bgcolor="red"|[[58,-133|•]]
Line 1,517: Line 1,514:
 
|colspan="10"|
 
|colspan="10"|
 
|-
 
|-
|height = "15" colspan="4"|
+
|height = "15" colspan="7"|
|[[57,-136|•]]
 
|[[57,-135|•]]
 
|[[57,-134|•]]
 
 
|bgcolor="red"|[[57,-133|•]]
 
|bgcolor="red"|[[57,-133|•]]
 
|bgcolor="red"|[[57,-132|•]]
 
|bgcolor="red"|[[57,-132|•]]
Line 1,588: Line 1,582:
 
|colspan="9"|
 
|colspan="9"|
 
|-
 
|-
|height = "15" colspan="5"|
+
|height = "15" colspan="8"|
|[[56,-135|•]]
 
|[[56,-134|•]]
 
|[[56,-133|•]]
 
 
|bgcolor="red"|[[56,-132|•]]
 
|bgcolor="red"|[[56,-132|•]]
 
|bgcolor="red"|[[56,-131|•]]
 
|bgcolor="red"|[[56,-131|•]]
Line 1,662: Line 1,653:
 
|colspan="8"|
 
|colspan="8"|
 
|-
 
|-
|height = "15" colspan="6"|
+
|height = "15" colspan="10"|
|[[55,-134|•]]
 
|[[55,-133|•]]
 
|[[55,-132|•]]
 
|[[55,-131|•]]
 
 
|bgcolor="red"|[[55,-130|•]]
 
|bgcolor="red"|[[55,-130|•]]
 
|bgcolor="red"|[[55,-129|•]]
 
|bgcolor="red"|[[55,-129|•]]
Line 2,222: Line 2,209:
 
|bgcolor="red"|[[48,-124|•]]
 
|bgcolor="red"|[[48,-124|•]]
 
|bgcolor="red"|[[48,-123|•]]
 
|bgcolor="red"|[[48,-123|•]]
|[[48,-122|•]]
+
|colspan="28"|
|[[48,-121|•]]
 
|[[48,-120|•]]
 
|[[48,-119|•]]
 
|[[48,-118|•]]
 
|[[48,-117|•]]
 
|[[48,-116|•]]
 
|[[48,-115|•]]
 
|[[48,-114|•]]
 
|[[48,-113|•]]
 
|[[48,-112|•]]
 
|[[48,-111|•]]
 
|[[48,-110|•]]
 
|[[48,-109|•]]
 
|[[48,-108|•]]
 
|[[48,-107|•]]
 
|[[48,-106|•]]
 
|[[48,-105|•]]
 
|[[48,-104|•]]
 
|[[48,-103|•]]
 
|[[48,-102|•]]
 
|[[48,-101|•]]
 
|[[48,-100|•]]
 
|[[48,-99|•]]
 
|[[48,-98|•]]
 
|[[48,-97|•]]
 
|[[48,-96|•]]
 
|[[48,-95|•]]
 
 
|bgcolor="red"|[[48,-94|•]]
 
|bgcolor="red"|[[48,-94|•]]
 
|bgcolor="red"|[[48,-93|•]]
 
|bgcolor="red"|[[48,-93|•]]
Line 2,291: Line 2,251:
 
|bgcolor="red"|[[48,-52|•]]
 
|bgcolor="red"|[[48,-52|•]]
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="51"|
|[[47,-124|•]]
 
|[[47,-123|•]]
 
|[[47,-122|•]]
 
|[[47,-121|•]]
 
|[[47,-120|•]]
 
|[[47,-119|•]]
 
|[[47,-118|•]]
 
|[[47,-117|•]]
 
|[[47,-116|•]]
 
|[[47,-115|•]]
 
|[[47,-114|•]]
 
|[[47,-113|•]]
 
|[[47,-112|•]]
 
|[[47,-111|•]]
 
|[[47,-110|•]]
 
|[[47,-109|•]]
 
|[[47,-108|•]]
 
|[[47,-107|•]]
 
|[[47,-106|•]]
 
|[[47,-105|•]]
 
|[[47,-104|•]]
 
|[[47,-103|•]]
 
|[[47,-102|•]]
 
|[[47,-101|•]]
 
|[[47,-100|•]]
 
|[[47,-99|•]]
 
|[[47,-98|•]]
 
|[[47,-97|•]]
 
|[[47,-96|•]]
 
|[[47,-95|•]]
 
|[[47,-94|•]]
 
|[[47,-93|•]]
 
|[[47,-92|•]]
 
|[[47,-91|•]]
 
|[[47,-90|•]]
 
 
|bgcolor="red"|[[47,-89|•]]
 
|bgcolor="red"|[[47,-89|•]]
|[[47,-88|•]]
+
|colspan="3"|
|[[47,-87|•]]
 
|colspan="1"|
 
 
|bgcolor="red"|[[47,-85|•]]
 
|bgcolor="red"|[[47,-85|•]]
 
|bgcolor="red"|[[47,-84|•]]
 
|bgcolor="red"|[[47,-84|•]]
Line 2,366: Line 2,289:
 
|bgcolor="red"|[[47,-52|•]]
 
|bgcolor="red"|[[47,-52|•]]
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="56"|
|[[46,-124|•]]
 
|[[46,-123|•]]
 
|[[46,-122|•]]
 
|[[46,-121|•]]
 
|[[46,-120|•]]
 
|[[46,-119|•]]
 
|[[46,-118|•]]
 
|[[46,-117|•]]
 
|[[46,-116|•]]
 
|[[46,-115|•]]
 
|[[46,-114|•]]
 
|[[46,-113|•]]
 
|[[46,-112|•]]
 
|[[46,-111|•]]
 
|[[46,-110|•]]
 
|[[46,-109|•]]
 
|[[46,-108|•]]
 
|[[46,-107|•]]
 
|[[46,-106|•]]
 
|[[46,-105|•]]
 
|[[46,-104|•]]
 
|[[46,-103|•]]
 
|[[46,-102|•]]
 
|[[46,-101|•]]
 
|[[46,-100|•]]
 
|[[46,-99|•]]
 
|[[46,-98|•]]
 
|[[46,-97|•]]
 
|[[46,-96|•]]
 
|[[46,-95|•]]
 
|[[46,-94|•]]
 
|[[46,-93|•]]
 
|[[46,-92|•]]
 
|[[46,-91|•]]
 
|[[46,-90|•]]
 
|[[46,-89|•]]
 
|[[46,-88|•]]
 
|[[46,-87|•]]
 
|[[46,-86|•]]
 
|[[46,-85|•]]
 
 
|bgcolor="red"|[[46,-84|•]]
 
|bgcolor="red"|[[46,-84|•]]
 
|bgcolor="red"|[[46,-83|•]]
 
|bgcolor="red"|[[46,-83|•]]
Line 2,423: Line 2,306:
 
|bgcolor="red"|[[46,-70|•]]
 
|bgcolor="red"|[[46,-70|•]]
 
|bgcolor="red"|[[46,-69|•]]
 
|bgcolor="red"|[[46,-69|•]]
|[[46,-68|•]]
+
|
 
|bgcolor="red"|[[46,-67|•]]
 
|bgcolor="red"|[[46,-67|•]]
 
|bgcolor="red"|[[46,-66|•]]
 
|bgcolor="red"|[[46,-66|•]]
Line 2,440: Line 2,323:
 
|bgcolor="red"|[[46,-52|•]]
 
|bgcolor="red"|[[46,-52|•]]
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="57"|
|[[45,-124|•]]
 
|[[45,-123|•]]
 
|[[45,-122|•]]
 
|[[45,-121|•]]
 
|[[45,-120|•]]
 
|[[45,-119|•]]
 
|[[45,-118|•]]
 
|[[45,-117|•]]
 
|[[45,-116|•]]
 
|[[45,-115|•]]
 
|[[45,-114|•]]
 
|[[45,-113|•]]
 
|[[45,-112|•]]
 
|[[45,-111|•]]
 
|[[45,-110|•]]
 
|[[45,-109|•]]
 
|[[45,-108|•]]
 
|[[45,-107|•]]
 
|[[45,-106|•]]
 
|[[45,-105|•]]
 
|[[45,-104|•]]
 
|[[45,-103|•]]
 
|[[45,-102|•]]
 
|[[45,-101|•]]
 
|[[45,-100|•]]
 
|[[45,-99|•]]
 
|[[45,-98|•]]
 
|[[45,-97|•]]
 
|[[45,-96|•]]
 
|[[45,-95|•]]
 
|[[45,-94|•]]
 
|[[45,-93|•]]
 
|[[45,-92|•]]
 
|[[45,-91|•]]
 
|[[45,-90|•]]
 
|[[45,-89|•]]
 
|[[45,-88|•]]
 
|[[45,-87|•]]
 
|[[45,-86|•]]
 
|[[45,-85|•]]
 
|[[45,-84|•]]
 
 
|bgcolor="red"|[[45,-83|•]]
 
|bgcolor="red"|[[45,-83|•]]
 
|bgcolor="red"|[[45,-82|•]]
 
|bgcolor="red"|[[45,-82|•]]
Line 2,496: Line 2,338:
 
|bgcolor="red"|[[45,-71|•]]
 
|bgcolor="red"|[[45,-71|•]]
 
|bgcolor="red"|[[45,-70|•]]
 
|bgcolor="red"|[[45,-70|•]]
|[[45,-69|•]]
+
|colspan="2"|
|[[45,-68|•]]
 
 
|bgcolor="red"|[[45,-67|•]]
 
|bgcolor="red"|[[45,-67|•]]
 
|bgcolor="red"|[[45,-66|•]]
 
|bgcolor="red"|[[45,-66|•]]
Line 2,509: Line 2,350:
 
|colspan="7"|
 
|colspan="7"|
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="59"|
|[[44,-124|•]]
 
|[[44,-123|•]]
 
|[[44,-122|•]]
 
|[[44,-121|•]]
 
|[[44,-120|•]]
 
|[[44,-119|•]]
 
|[[44,-118|•]]
 
|[[44,-117|•]]
 
|[[44,-116|•]]
 
|[[44,-115|•]]
 
|[[44,-114|•]]
 
|[[44,-113|•]]
 
|[[44,-112|•]]
 
|[[44,-111|•]]
 
|[[44,-110|•]]
 
|[[44,-109|•]]
 
|[[44,-108|•]]
 
|[[44,-107|•]]
 
|[[44,-106|•]]
 
|[[44,-105|•]]
 
|[[44,-104|•]]
 
|[[44,-103|•]]
 
|[[44,-102|•]]
 
|[[44,-101|•]]
 
|[[44,-100|•]]
 
|[[44,-99|•]]
 
|[[44,-98|•]]
 
|[[44,-97|•]]
 
|[[44,-96|•]]
 
|[[44,-95|•]]
 
|[[44,-94|•]]
 
|[[44,-93|•]]
 
|[[44,-92|•]]
 
|[[44,-91|•]]
 
|[[44,-90|•]]
 
|[[44,-89|•]]
 
|[[44,-88|•]]
 
|[[44,-87|•]]
 
|[[44,-86|•]]
 
|[[44,-85|•]]
 
|[[44,-84|•]]
 
|[[44,-83|•]]
 
|[[44,-82|•]]
 
 
|bgcolor="red"|[[44,-81|•]]
 
|bgcolor="red"|[[44,-81|•]]
 
|bgcolor="red"|[[44,-80|•]]
 
|bgcolor="red"|[[44,-80|•]]
Line 2,560: Line 2,358:
 
|bgcolor="red"|[[44,-76|•]]
 
|bgcolor="red"|[[44,-76|•]]
 
|bgcolor="red"|[[44,-75|•]]
 
|bgcolor="red"|[[44,-75|•]]
|[[44,-74|•]]
+
|colspan="8"|
|[[44,-73|•]]
 
|[[44,-72|•]]
 
|[[44,-71|•]]
 
|[[44,-70|•]]
 
|[[44,-69|•]]
 
|[[44,-68|•]]
 
|[[44,-67|•]]
 
 
|bgcolor="red"|[[44,-66|•]]
 
|bgcolor="red"|[[44,-66|•]]
 
|bgcolor="red"|[[44,-65|•]]
 
|bgcolor="red"|[[44,-65|•]]
Line 2,576: Line 2,367:
 
|bgcolor="red"|[[44,-60|•]]
 
|bgcolor="red"|[[44,-60|•]]
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="58"|
|[[43,-124|•]]
 
|[[43,-123|•]]
 
|[[43,-122|•]]
 
|[[43,-121|•]]
 
|[[43,-120|•]]
 
|[[43,-119|•]]
 
|[[43,-118|•]]
 
|[[43,-117|•]]
 
|[[43,-116|•]]
 
|[[43,-115|•]]
 
|[[43,-114|•]]
 
|[[43,-113|•]]
 
|[[43,-112|•]]
 
|[[43,-111|•]]
 
|[[43,-110|•]]
 
|[[43,-109|•]]
 
|[[43,-108|•]]
 
|[[43,-107|•]]
 
|[[43,-106|•]]
 
|[[43,-105|•]]
 
|[[43,-104|•]]
 
|[[43,-103|•]]
 
|[[43,-102|•]]
 
|[[43,-101|•]]
 
|[[43,-100|•]]
 
|[[43,-99|•]]
 
|[[43,-98|•]]
 
|[[43,-97|•]]
 
|[[43,-96|•]]
 
|[[43,-95|•]]
 
|[[43,-94|•]]
 
|[[43,-93|•]]
 
|[[43,-92|•]]
 
|[[43,-91|•]]
 
|[[43,-90|•]]
 
|[[43,-89|•]]
 
|[[43,-88|•]]
 
|[[43,-87|•]]
 
|[[43,-86|•]]
 
|[[43,-85|•]]
 
|[[43,-84|•]]
 
|[[43,-83|•]]
 
 
|bgcolor="red"|[[43,-82|•]]
 
|bgcolor="red"|[[43,-82|•]]
 
|bgcolor="red"|[[43,-81|•]]
 
|bgcolor="red"|[[43,-81|•]]
Line 2,626: Line 2,375:
 
|bgcolor="red"|[[43,-77|•]]
 
|bgcolor="red"|[[43,-77|•]]
 
|bgcolor="red"|[[43,-76|•]]
 
|bgcolor="red"|[[43,-76|•]]
|[[43,-75|•]]
+
|colspan="9"|
|[[43,-74|•]]
 
|[[43,-73|•]]
 
|[[43,-72|•]]
 
|[[43,-71|•]]
 
|[[43,-70|•]]
 
|[[43,-69|•]]
 
|[[43,-68|•]]
 
|colspan="1"|
 
 
|bgcolor="red"|[[43,-66|•]]
 
|bgcolor="red"|[[43,-66|•]]
 
|bgcolor="red"|[[43,-65|•]]
 
|bgcolor="red"|[[43,-65|•]]
Line 2,640: Line 2,381:
 
|colspan="12"|
 
|colspan="12"|
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="57"|
|[[42,-124|•]]
 
|[[42,-123|•]]
 
|[[42,-122|•]]
 
|[[42,-121|•]]
 
|[[42,-120|•]]
 
|[[42,-119|•]]
 
|[[42,-118|•]]
 
|[[42,-117|•]]
 
|[[42,-116|•]]
 
|[[42,-115|•]]
 
|[[42,-114|•]]
 
|[[42,-113|•]]
 
|[[42,-112|•]]
 
|[[42,-111|•]]
 
|[[42,-110|•]]
 
|[[42,-109|•]]
 
|[[42,-108|•]]
 
|[[42,-107|•]]
 
|[[42,-106|•]]
 
|[[42,-105|•]]
 
|[[42,-104|•]]
 
|[[42,-103|•]]
 
|[[42,-102|•]]
 
|[[42,-101|•]]
 
|[[42,-100|•]]
 
|[[42,-99|•]]
 
|[[42,-98|•]]
 
|[[42,-97|•]]
 
|[[42,-96|•]]
 
|[[42,-95|•]]
 
|[[42,-94|•]]
 
|[[42,-93|•]]
 
|[[42,-92|•]]
 
|[[42,-91|•]]
 
|[[42,-90|•]]
 
|[[42,-89|•]]
 
|[[42,-88|•]]
 
|[[42,-87|•]]
 
|[[42,-86|•]]
 
|[[42,-85|•]]
 
|[[42,-84|•]]
 
 
|bgcolor="red"|[[42,-83|•]]
 
|bgcolor="red"|[[42,-83|•]]
 
|bgcolor="red"|[[42,-82|•]]
 
|bgcolor="red"|[[42,-82|•]]
Line 2,688: Line 2,388:
 
|bgcolor="red"|[[42,-79|•]]
 
|bgcolor="red"|[[42,-79|•]]
 
|bgcolor="red"|[[42,-78|•]]
 
|bgcolor="red"|[[42,-78|•]]
|[[42,-77|•]]
+
|colspan="26"|
|[[42,-76|•]]
 
|[[42,-75|•]]
 
|[[42,-74|•]]
 
|[[42,-73|•]]
 
|[[42,-72|•]]
 
|[[42,-71|•]]
 
|[[42,-70|•]]
 
|colspan="18"|
 
 
|-
 
|-
|height = "15" colspan="16"|
+
|height = "15" colspan="58"|
|[[41,-124|•]]
 
|[[41,-123|•]]
 
|[[41,-122|•]]
 
|[[41,-121|•]]
 
|[[41,-120|•]]
 
|[[41,-119|•]]
 
|[[41,-118|•]]
 
|[[41,-117|•]]
 
|[[41,-116|•]]
 
|[[41,-115|•]]
 
|[[41,-114|•]]
 
|[[41,-113|•]]
 
|[[41,-112|•]]
 
|[[41,-111|•]]
 
|[[41,-110|•]]
 
|[[41,-109|•]]
 
|[[41,-108|•]]
 
|[[41,-107|•]]
 
|[[41,-106|•]]
 
|[[41,-105|•]]
 
|[[41,-104|•]]
 
|[[41,-103|•]]
 
|[[41,-102|•]]
 
|[[41,-101|•]]
 
|[[41,-100|•]]
 
|[[41,-99|•]]
 
|[[41,-98|•]]
 
|[[41,-97|•]]
 
|[[41,-96|•]]
 
|[[41,-95|•]]
 
|[[41,-94|•]]
 
|[[41,-93|•]]
 
|[[41,-92|•]]
 
|[[41,-91|•]]
 
|[[41,-90|•]]
 
|[[41,-89|•]]
 
|[[41,-88|•]]
 
|[[41,-87|•]]
 
|[[41,-86|•]]
 
|[[41,-85|•]]
 
|[[41,-84|•]]
 
|[[41,-83|•]]
 
 
|bgcolor="red"|[[41,-82|•]]
 
|bgcolor="red"|[[41,-82|•]]
|[[41,-81|•]]
+
|colspan="30"|
|[[41,-80|•]]
 
|[[41,-79|•]]
 
|[[41,-78|•]]
 
|[[41,-77|•]]
 
|[[41,-76|•]]
 
|[[41,-75|•]]
 
|[[41,-74|•]]
 
|[[41,-73|•]]
 
|[[41,-72|•]]
 
|[[41,-71|•]]
 
|[[41,-70|•]]
 
|[[41,-69|•]]
 
|colspan="17"|
 
 
|-
 
|-
 
|}
 
|}

Revision as of 07:46, 2 November 2008

Canada Map 1

Canada