Difference between revisions of "Regional geohashing maps/Canada1"
From Geohashing
imported>Wmcduff m (Added Saskatchewan) |
imported>Wmcduff m (Added Ontario) |
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Line 1,625: | Line 1,625: | ||
|[[56,-92|•]] | |[[56,-92|•]] | ||
|[[56,-91|•]] | |[[56,-91|•]] | ||
− | |[[56,-90|•]] | + | |bgcolor="aqua"|[[56,-90|•]] |
− | |[[56,-89|•]] | + | |bgcolor="aqua"|[[56,-89|•]] |
− | |[[56,-88|•]] | + | |bgcolor="aqua"|[[56,-88|•]] |
− | |[[56,-87|•]] | + | |bgcolor="aqua"|[[56,-87|•]] |
|colspan="6"| | |colspan="6"| | ||
|[[56,-80|•]] | |[[56,-80|•]] | ||
Line 1,693: | Line 1,693: | ||
|[[55,-93|•]] | |[[55,-93|•]] | ||
|[[55,-92|•]] | |[[55,-92|•]] | ||
− | |[[55,-91|•]] | + | |bgcolor="aqua"|[[55,-91|•]] |
− | |[[55,-90|•]] | + | |bgcolor="aqua"|[[55,-90|•]] |
− | |[[55,-89|•]] | + | |bgcolor="aqua"|[[55,-89|•]] |
− | |[[55,-88|•]] | + | |bgcolor="aqua"|[[55,-88|•]] |
− | |[[55,-87|•]] | + | |bgcolor="aqua"|[[55,-87|•]] |
− | |[[55,-86|•]] | + | |bgcolor="aqua"|[[55,-86|•]] |
− | |[[55,-85|•]] | + | |bgcolor="aqua"|[[55,-85|•]] |
− | |[[55,-84|•]] | + | |bgcolor="aqua"|[[55,-84|•]] |
− | |[[55,-83|•]] | + | |bgcolor="aqua"|[[55,-83|•]] |
− | |[[55,-82|•]] | + | |bgcolor="aqua"|[[55,-82|•]] |
|colspan="1"| | |colspan="1"| | ||
|[[55,-80|•]] | |[[55,-80|•]] | ||
Line 1,770: | Line 1,770: | ||
|[[54,-95|•]] | |[[54,-95|•]] | ||
|[[54,-94|•]] | |[[54,-94|•]] | ||
− | |[[54,-93|•]] | + | |bgcolor="aqua"|[[54,-93|•]] |
− | |[[54,-92|•]] | + | |bgcolor="aqua"|[[54,-92|•]] |
− | |[[54,-91|•]] | + | |bgcolor="aqua"|[[54,-91|•]] |
− | |[[54,-90|•]] | + | |bgcolor="aqua"|[[54,-90|•]] |
− | |[[54,-89|•]] | + | |bgcolor="aqua"|[[54,-89|•]] |
− | |[[54,-88|•]] | + | |bgcolor="aqua"|[[54,-88|•]] |
− | |[[54,-87|•]] | + | |bgcolor="aqua"|[[54,-87|•]] |
− | |[[54,-86|•]] | + | |bgcolor="aqua"|[[54,-86|•]] |
− | |[[54,-85|•]] | + | |bgcolor="aqua"|[[54,-85|•]] |
− | |[[54,-84|•]] | + | |bgcolor="aqua"|[[54,-84|•]] |
− | |[[54,-83|•]] | + | |bgcolor="aqua"|[[54,-83|•]] |
− | |[[54,-82|•]] | + | |bgcolor="aqua"|[[54,-82|•]] |
|colspan="2"| | |colspan="2"| | ||
|[[54,-79|•]] | |[[54,-79|•]] | ||
Line 1,848: | Line 1,848: | ||
|[[53,-96|•]] | |[[53,-96|•]] | ||
|[[53,-95|•]] | |[[53,-95|•]] | ||
− | |[[53,-94|•]] | + | |bgcolor="aqua"|[[53,-94|•]] |
− | |[[53,-93|•]] | + | |bgcolor="aqua"|[[53,-93|•]] |
− | |[[53,-92|•]] | + | |bgcolor="aqua"|[[53,-92|•]] |
− | |[[53,-91|•]] | + | |bgcolor="aqua"|[[53,-91|•]] |
− | |[[53,-90|•]] | + | |bgcolor="aqua"|[[53,-90|•]] |
− | |[[53,-89|•]] | + | |bgcolor="aqua"|[[53,-89|•]] |
− | |[[53,-88|•]] | + | |bgcolor="aqua"|[[53,-88|•]] |
− | |[[53,-87|•]] | + | |bgcolor="aqua"|[[53,-87|•]] |
− | |[[53,-86|•]] | + | |bgcolor="aqua"|[[53,-86|•]] |
− | |[[53,-85|•]] | + | |bgcolor="aqua"|[[53,-85|•]] |
− | |[[53,-84|•]] | + | |bgcolor="aqua"|[[53,-84|•]] |
− | |[[53,-83|•]] | + | |bgcolor="aqua"|[[53,-83|•]] |
− | |[[53,-82|•]] | + | |bgcolor="aqua"|[[53,-82|•]] |
|[[53,-81|•]] | |[[53,-81|•]] | ||
|[[53,-80|•]] | |[[53,-80|•]] | ||
Line 1,928: | Line 1,928: | ||
|[[52,-97|•]] | |[[52,-97|•]] | ||
|[[52,-96|•]] | |[[52,-96|•]] | ||
− | |[[52,-95|•]] | + | |bgcolor="aqua"|[[52,-95|•]] |
− | |[[52,-94|•]] | + | |bgcolor="aqua"|[[52,-94|•]] |
− | |[[52,-93|•]] | + | |bgcolor="aqua"|[[52,-93|•]] |
− | |[[52,-92|•]] | + | |bgcolor="aqua"|[[52,-92|•]] |
− | |[[52,-91|•]] | + | |bgcolor="aqua"|[[52,-91|•]] |
− | |[[52,-90|•]] | + | |bgcolor="aqua"|[[52,-90|•]] |
− | |[[52,-89|•]] | + | |bgcolor="aqua"|[[52,-89|•]] |
− | |[[52,-88|•]] | + | |bgcolor="aqua"|[[52,-88|•]] |
− | |[[52,-87|•]] | + | |bgcolor="aqua"|[[52,-87|•]] |
− | |[[52,-86|•]] | + | |bgcolor="aqua"|[[52,-86|•]] |
− | |[[52,-85|•]] | + | |bgcolor="aqua"|[[52,-85|•]] |
− | |[[52,-84|•]] | + | |bgcolor="aqua"|[[52,-84|•]] |
− | |[[52,-83|•]] | + | |bgcolor="aqua"|[[52,-83|•]] |
− | |[[52,-82|•]] | + | |bgcolor="aqua"|[[52,-82|•]] |
− | |[[52,-81|•]] | + | |bgcolor="aqua"|[[52,-81|•]] |
− | |[[52,-80|•]] | + | |bgcolor="aqua"|[[52,-80|•]] |
|[[52,-79|•]] | |[[52,-79|•]] | ||
|[[52,-78|•]] | |[[52,-78|•]] | ||
Line 2,008: | Line 2,008: | ||
|[[51,-97|•]] | |[[51,-97|•]] | ||
|[[51,-96|•]] | |[[51,-96|•]] | ||
− | |[[51,-95|•]] | + | |bgcolor="aqua"|[[51,-95|•]] |
− | |[[51,-94|•]] | + | |bgcolor="aqua"|[[51,-94|•]] |
− | |[[51,-93|•]] | + | |bgcolor="aqua"|[[51,-93|•]] |
− | |[[51,-92|•]] | + | |bgcolor="aqua"|[[51,-92|•]] |
− | |[[51,-91|•]] | + | |bgcolor="aqua"|[[51,-91|•]] |
− | |[[51,-90|•]] | + | |bgcolor="aqua"|[[51,-90|•]] |
− | |[[51,-89|•]] | + | |bgcolor="aqua"|[[51,-89|•]] |
− | |[[51,-88|•]] | + | |bgcolor="aqua"|[[51,-88|•]] |
− | |[[51,-87|•]] | + | |bgcolor="aqua"|[[51,-87|•]] |
− | |[[51,-86|•]] | + | |bgcolor="aqua"|[[51,-86|•]] |
− | |[[51,-85|•]] | + | |bgcolor="aqua"|[[51,-85|•]] |
− | |[[51,-84|•]] | + | |bgcolor="aqua"|[[51,-84|•]] |
− | |[[51,-83|•]] | + | |bgcolor="aqua"|[[51,-83|•]] |
− | |[[51,-82|•]] | + | |bgcolor="aqua"|[[51,-82|•]] |
− | |[[51,-81|•]] | + | |bgcolor="aqua"|[[51,-81|•]] |
− | |[[51,-80|•]] | + | |bgcolor="aqua"|[[51,-80|•]] |
− | |[[51,-79|•]] | + | |bgcolor="aqua"|[[51,-79|•]] |
|[[51,-78|•]] | |[[51,-78|•]] | ||
|[[51,-77|•]] | |[[51,-77|•]] | ||
Line 2,085: | Line 2,085: | ||
|[[50,-97|•]] | |[[50,-97|•]] | ||
|[[50,-96|•]] | |[[50,-96|•]] | ||
− | |[[50,-95|•]] | + | |bgcolor="aqua"|[[50,-95|•]] |
− | |[[50,-94|•]] | + | |bgcolor="aqua"|[[50,-94|•]] |
− | |[[50,-93|•]] | + | |bgcolor="aqua"|[[50,-93|•]] |
− | |[[50,-92|•]] | + | |bgcolor="aqua"|[[50,-92|•]] |
− | |[[50,-91|•]] | + | |bgcolor="aqua"|[[50,-91|•]] |
− | |[[50,-90|•]] | + | |bgcolor="aqua"|[[50,-90|•]] |
− | |[[50,-89|•]] | + | |bgcolor="aqua"|[[50,-89|•]] |
− | |[[50,-88|•]] | + | |bgcolor="aqua"|[[50,-88|•]] |
− | |[[50,-87|•]] | + | |bgcolor="aqua"|[[50,-87|•]] |
− | |[[50,-86|•]] | + | |bgcolor="aqua"|[[50,-86|•]] |
− | |[[50,-85|•]] | + | |bgcolor="aqua"|[[50,-85|•]] |
− | |[[50,-84|•]] | + | |bgcolor="aqua"|[[50,-84|•]] |
− | |[[50,-83|•]] | + | |bgcolor="aqua"|[[50,-83|•]] |
− | |[[50,-82|•]] | + | |bgcolor="aqua"|[[50,-82|•]] |
− | |[[50,-81|•]] | + | |bgcolor="aqua"|[[50,-81|•]] |
− | |[[50,-80|•]] | + | |bgcolor="aqua"|[[50,-80|•]] |
− | |[[50,-79|•]] | + | |bgcolor="aqua"|[[50,-79|•]] |
|[[50,-78|•]] | |[[50,-78|•]] | ||
|[[50,-77|•]] | |[[50,-77|•]] | ||
Line 2,161: | Line 2,161: | ||
|[[49,-97|•]] | |[[49,-97|•]] | ||
|[[49,-96|•]] | |[[49,-96|•]] | ||
− | |[[49,-95|•]] | + | |bgcolor="aqua"|[[49,-95|•]] |
− | |[[49,-94|•]] | + | |bgcolor="aqua"|[[49,-94|•]] |
− | |[[49,-93|•]] | + | |bgcolor="aqua"|[[49,-93|•]] |
− | |[[49,-92|•]] | + | |bgcolor="aqua"|[[49,-92|•]] |
− | |[[49,-91|•]] | + | |bgcolor="aqua"|[[49,-91|•]] |
− | |[[49,-90|•]] | + | |bgcolor="aqua"|[[49,-90|•]] |
− | |[[49,-89|•]] | + | |bgcolor="aqua"|[[49,-89|•]] |
− | |[[49,-88|•]] | + | |bgcolor="aqua"|[[49,-88|•]] |
− | |[[49,-87|•]] | + | |bgcolor="aqua"|[[49,-87|•]] |
− | |[[49,-86|•]] | + | |bgcolor="aqua"|[[49,-86|•]] |
− | |[[49,-85|•]] | + | |bgcolor="aqua"|[[49,-85|•]] |
− | |[[49,-84|•]] | + | |bgcolor="aqua"|[[49,-84|•]] |
− | |[[49,-83|•]] | + | |bgcolor="aqua"|[[49,-83|•]] |
− | |[[49,-82|•]] | + | |bgcolor="aqua"|[[49,-82|•]] |
− | |[[49,-81|•]] | + | |bgcolor="aqua"|[[49,-81|•]] |
− | |[[49,-80|•]] | + | |bgcolor="aqua"|[[49,-80|•]] |
− | |[[49,-79|•]] | + | |bgcolor="aqua"|[[49,-79|•]] |
|[[49,-78|•]] | |[[49,-78|•]] | ||
|[[49,-77|•]] | |[[49,-77|•]] | ||
Line 2,210: | Line 2,210: | ||
|bgcolor="red"|[[48,-123|•]] | |bgcolor="red"|[[48,-123|•]] | ||
|colspan="28"| | |colspan="28"| | ||
− | |[[48,-94|•]] | + | |bgcolor="aqua"|[[48,-94|•]] |
− | |[[48,-93|•]] | + | |bgcolor="aqua"|[[48,-93|•]] |
− | |[[48,-92|•]] | + | |bgcolor="aqua"|[[48,-92|•]] |
− | |[[48,-91|•]] | + | |bgcolor="aqua"|[[48,-91|•]] |
− | |[[48,-90|•]] | + | |bgcolor="aqua"|[[48,-90|•]] |
− | |[[48,-89|•]] | + | |bgcolor="aqua"|[[48,-89|•]] |
− | |[[48,-88|•]] | + | |bgcolor="aqua"|[[48,-88|•]] |
− | |[[48,-87|•]] | + | |bgcolor="aqua"|[[48,-87|•]] |
− | |[[48,-86|•]] | + | |bgcolor="aqua"|[[48,-86|•]] |
− | |[[48,-85|•]] | + | |bgcolor="aqua"|[[48,-85|•]] |
− | |[[48,-84|•]] | + | |bgcolor="aqua"|[[48,-84|•]] |
− | |[[48,-83|•]] | + | |bgcolor="aqua"|[[48,-83|•]] |
− | |[[48,-82|•]] | + | |bgcolor="aqua"|[[48,-82|•]] |
− | |[[48,-81|•]] | + | |bgcolor="aqua"|[[48,-81|•]] |
− | |[[48,-80|•]] | + | |bgcolor="aqua"|[[48,-80|•]] |
− | |[[48,-79|•]] | + | |bgcolor="aqua"|[[48,-79|•]] |
|[[48,-78|•]] | |[[48,-78|•]] | ||
|[[48,-77|•]] | |[[48,-77|•]] | ||
Line 2,252: | Line 2,252: | ||
|- | |- | ||
|height = "15" colspan="51"| | |height = "15" colspan="51"| | ||
− | |[[47,-89|•]] | + | |bgcolor="aqua"|[[47,-89|•]] |
|colspan="3"| | |colspan="3"| | ||
− | |[[47,-85|•]] | + | |bgcolor="aqua"|[[47,-85|•]] |
− | |[[47,-84|•]] | + | |bgcolor="aqua"|[[47,-84|•]] |
− | |[[47,-83|•]] | + | |bgcolor="aqua"|[[47,-83|•]] |
− | |[[47,-82|•]] | + | |bgcolor="aqua"|[[47,-82|•]] |
− | |[[47,-81|•]] | + | |bgcolor="aqua"|[[47,-81|•]] |
− | |[[47,-80|•]] | + | |bgcolor="aqua"|[[47,-80|•]] |
− | |[[47,-79|•]] | + | |bgcolor="aqua"|[[47,-79|•]] |
|[[47,-78|•]] | |[[47,-78|•]] | ||
|[[47,-77|•]] | |[[47,-77|•]] | ||
Line 2,290: | Line 2,290: | ||
|- | |- | ||
|height = "15" colspan="56"| | |height = "15" colspan="56"| | ||
− | |[[46,-84|•]] | + | |bgcolor="aqua"|[[46,-84|•]] |
− | |[[46,-83|•]] | + | |bgcolor="aqua"|[[46,-83|•]] |
− | |[[46,-82|•]] | + | |bgcolor="aqua"|[[46,-82|•]] |
− | |[[46,-81|•]] | + | |bgcolor="aqua"|[[46,-81|•]] |
− | |[[46,-80|•]] | + | |bgcolor="aqua"|[[46,-80|•]] |
− | |[[46,-79|•]] | + | |bgcolor="aqua"|[[46,-79|•]] |
− | |[[46,-78|•]] | + | |bgcolor="aqua"|[[46,-78|•]] |
− | |[[46,-77|•]] | + | |bgcolor="aqua"|[[46,-77|•]] |
|[[46,-76|•]] | |[[46,-76|•]] | ||
|[[46,-75|•]] | |[[46,-75|•]] | ||
Line 2,324: | Line 2,324: | ||
|- | |- | ||
|height = "15" colspan="57"| | |height = "15" colspan="57"| | ||
− | |[[45,-83|•]] | + | |bgcolor="aqua"|[[45,-83|•]] |
− | |[[45,-82|•]] | + | |bgcolor="aqua"|[[45,-82|•]] |
− | |[[45,-81|•]] | + | |bgcolor="aqua"|[[45,-81|•]] |
− | |[[45,-80|•]] | + | |bgcolor="aqua"|[[45,-80|•]] |
− | |[[45,-79|•]] | + | |bgcolor="aqua"|[[45,-79|•]] |
− | |[[45,-78|•]] | + | |bgcolor="aqua"|[[45,-78|•]] |
− | |[[45,-77|•]] | + | |bgcolor="aqua"|[[45,-77|•]] |
− | |[[45,-76|•]] | + | |bgcolor="aqua"|[[45,-76|•]] |
− | |[[45,-75|•]] | + | |bgcolor="aqua"|[[45,-75|•]] |
− | |[[45,-74|•]] | + | |bgcolor="aqua"|[[45,-74|•]] |
|[[45,-73|•]] | |[[45,-73|•]] | ||
|[[45,-72|•]] | |[[45,-72|•]] | ||
Line 2,351: | Line 2,351: | ||
|- | |- | ||
|height = "15" colspan="59"| | |height = "15" colspan="59"| | ||
− | |[[44,-81|•]] | + | |bgcolor="aqua"|[[44,-81|•]] |
− | |[[44,-80|•]] | + | |bgcolor="aqua"|[[44,-80|•]] |
− | |[[44,-79|•]] | + | |bgcolor="aqua"|[[44,-79|•]] |
− | |[[44,-78|•]] | + | |bgcolor="aqua"|[[44,-78|•]] |
− | |[[44,-77|•]] | + | |bgcolor="aqua"|[[44,-77|•]] |
− | |[[44,-76|•]] | + | |bgcolor="aqua"|[[44,-76|•]] |
− | |[[44,-75|•]] | + | |bgcolor="aqua"|[[44,-75|•]] |
− | |colspan=" | + | |bgcolor="aqua"|[[44,-74|•]] |
+ | |colspan="7"| | ||
|[[44,-66|•]] | |[[44,-66|•]] | ||
|[[44,-65|•]] | |[[44,-65|•]] | ||
Line 2,368: | Line 2,369: | ||
|- | |- | ||
|height = "15" colspan="58"| | |height = "15" colspan="58"| | ||
− | |[[43,-82|•]] | + | |bgcolor="aqua"|[[43,-82|•]] |
− | |[[43,-81|•]] | + | |bgcolor="aqua"|[[43,-81|•]] |
− | |[[43,-80|•]] | + | |bgcolor="aqua"|[[43,-80|•]] |
− | |[[43,-79|•]] | + | |bgcolor="aqua"|[[43,-79|•]] |
− | |[[43,-78|•]] | + | |bgcolor="aqua"|[[43,-78|•]] |
− | |[[43,-77|•]] | + | |bgcolor="aqua"|[[43,-77|•]] |
− | |[[43,-76|•]] | + | |bgcolor="aqua"|[[43,-76|•]] |
|colspan="9"| | |colspan="9"| | ||
|[[43,-66|•]] | |[[43,-66|•]] | ||
Line 2,382: | Line 2,383: | ||
|- | |- | ||
|height = "15" colspan="57"| | |height = "15" colspan="57"| | ||
− | |[[42,-83|•]] | + | |bgcolor="aqua"|[[42,-83|•]] |
− | |[[42,-82|•]] | + | |bgcolor="aqua"|[[42,-82|•]] |
− | |[[42,-81|•]] | + | |bgcolor="aqua"|[[42,-81|•]] |
− | |[[42,-80|•]] | + | |bgcolor="aqua"|[[42,-80|•]] |
− | |[[42,-79|•]] | + | |bgcolor="aqua"|[[42,-79|•]] |
− | |[[42,-78|•]] | + | |bgcolor="aqua"|[[42,-78|•]] |
|colspan="26"| | |colspan="26"| | ||
|- | |- | ||
|height = "15" colspan="58"| | |height = "15" colspan="58"| | ||
− | |[[41,-82|•]] | + | |bgcolor="aqua"|[[41,-82|•]] |
|colspan="30"| | |colspan="30"| | ||
|- | |- | ||
Line 2,401: | Line 2,402: | ||
|bgcolor="olive"|[[•]] | |bgcolor="olive"|[[•]] | ||
|Saskatchewan | |Saskatchewan | ||
+ | |bgcolor="aqua"|[[•]] | ||
+ | |Ontario | ||
|- | |- | ||
|bgcolor="yellow"|[[•]] | |bgcolor="yellow"|[[•]] |
Revision as of 21:56, 2 November 2008
Canada Map 1
• | British Columbia | • | Saskatchewan | • | Ontario |
• | Northwest Territory | • | Newfoundland & Labrador |