Difference between revisions of "Regional geohashing maps/Canada1"
From Geohashing
imported>Wmcduff m (+New Brunswick) |
imported>CrystyB m (filing under "C" in category) |
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| (8 intermediate revisions by 3 users not shown) | |||
| Line 1: | Line 1: | ||
| + | [[Category:Regional geohash map|C]] | ||
| + | |||
==Canada Map 1== | ==Canada Map 1== | ||
| Line 1,444: | Line 1,446: | ||
|colspan="2"| | |colspan="2"| | ||
|[[59,-65|•]] | |[[59,-65|•]] | ||
| − | |[[59,-64|•]] | + | |bgcolor="purple"|[[59,-64|•]] |
| − | |[[59,-63|•]] | + | |bgcolor="purple"|[[59,-63|•]] |
|colspan="11"| | |colspan="11"| | ||
|- | |- | ||
| Line 1,509: | Line 1,511: | ||
|[[58,-66|•]] | |[[58,-66|•]] | ||
|[[58,-65|•]] | |[[58,-65|•]] | ||
| − | |[[58,-64|•]] | + | |bgcolor="purple"|[[58,-64|•]] |
| − | |[[58,-63|•]] | + | |bgcolor="purple"|[[58,-63|•]] |
| − | |[[58,-62|•]] | + | |bgcolor="purple"|[[58,-62|•]] |
|colspan="10"| | |colspan="10"| | ||
|- | |- | ||
| Line 1,576: | Line 1,578: | ||
|[[57,-66|•]] | |[[57,-66|•]] | ||
|[[57,-65|•]] | |[[57,-65|•]] | ||
| − | |[[57,-64|•]] | + | |bgcolor="purple"|[[57,-64|•]] |
| − | |[[57,-63|•]] | + | |bgcolor="purple"|[[57,-63|•]] |
| − | |[[57,-62|•]] | + | |bgcolor="purple"|[[57,-62|•]] |
| − | |[[57,-61|•]] | + | |bgcolor="purple"|[[57,-61|•]] |
|colspan="9"| | |colspan="9"| | ||
|- | |- | ||
| Line 1,646: | Line 1,648: | ||
|[[56,-66|•]] | |[[56,-66|•]] | ||
|[[56,-65|•]] | |[[56,-65|•]] | ||
| − | |[[56,-64|•]] | + | |bgcolor="purple"|[[56,-64|•]] |
| − | |[[56,-63|•]] | + | |bgcolor="purple"|[[56,-63|•]] |
| − | |[[56,-62|•]] | + | |bgcolor="purple"|[[56,-62|•]] |
| − | |[[56,-61|•]] | + | |bgcolor="purple"|[[56,-61|•]] |
| − | |[[56,-60|•]] | + | |bgcolor="purple"|[[56,-60|•]] |
|colspan="8"| | |colspan="8"| | ||
|- | |- | ||
| Line 1,717: | Line 1,719: | ||
|[[55,-69|•]] | |[[55,-69|•]] | ||
|[[55,-68|•]] | |[[55,-68|•]] | ||
| − | |[[55,-67|•]] | + | |bgcolor="purple"|[[55,-67|•]] |
| − | |[[55,-66|•]] | + | |bgcolor="purple"|[[55,-66|•]] |
|[[55,-65|•]] | |[[55,-65|•]] | ||
|[[55,-64|•]] | |[[55,-64|•]] | ||
| − | |[[55,-63|•]] | + | |bgcolor="purple"|[[55,-63|•]] |
| − | |[[55,-62|•]] | + | |bgcolor="purple"|[[55,-62|•]] |
| − | |[[55,-61|•]] | + | |bgcolor="purple"|[[55,-61|•]] |
| − | |[[55,-60|•]] | + | |bgcolor="purple"|[[55,-60|•]] |
| − | |[[55,-59|•]] | + | |bgcolor="purple"|[[55,-59|•]] |
| − | |[[55,-58|•]] | + | |bgcolor="purple"|[[55,-58|•]] |
|colspan="6"| | |colspan="6"| | ||
|- | |- | ||
| Line 1,795: | Line 1,797: | ||
|[[54,-69|•]] | |[[54,-69|•]] | ||
|[[54,-68|•]] | |[[54,-68|•]] | ||
| − | |[[54,-67|•]] | + | |bgcolor="purple"|[[54,-67|•]] |
| − | |[[54,-66|•]] | + | |bgcolor="purple"|[[54,-66|•]] |
| − | |[[54,-65|•]] | + | |bgcolor="purple"|[[54,-65|•]] |
| − | |[[54,-64|•]] | + | |bgcolor="purple"|[[54,-64|•]] |
| − | |[[54,-63|•]] | + | |bgcolor="purple"|[[54,-63|•]] |
| − | |[[54,-62|•]] | + | |bgcolor="purple"|[[54,-62|•]] |
| − | |[[54,-61|•]] | + | |bgcolor="purple"|[[54,-61|•]] |
| − | |[[54,-60|•]] | + | |bgcolor="purple"|[[54,-60|•]] |
| − | |[[54,-59|•]] | + | |bgcolor="purple"|[[54,-59|•]] |
| − | |[[54,-58|•]] | + | |bgcolor="purple"|[[54,-58|•]] |
| − | |[[54,-57|•]] | + | |bgcolor="purple"|[[54,-57|•]] |
|colspan="5"| | |colspan="5"| | ||
|- | |- | ||
| Line 1,875: | Line 1,877: | ||
|[[53,-69|•]] | |[[53,-69|•]] | ||
|[[53,-68|•]] | |[[53,-68|•]] | ||
| − | |[[53,-67|•]] | + | |bgcolor="purple"|[[53,-67|•]] |
| − | |[[53,-66|•]] | + | |bgcolor="purple"|[[53,-66|•]] |
| − | |[[53,-65|•]] | + | |bgcolor="purple"|[[53,-65|•]] |
| − | |[[53,-64|•]] | + | |bgcolor="purple"|[[53,-64|•]] |
| − | |[[53,-63|•]] | + | |bgcolor="purple"|[[53,-63|•]] |
| − | |[[53,-62|•]] | + | |bgcolor="purple"|[[53,-62|•]] |
| − | |[[53,-61|•]] | + | |bgcolor="purple"|[[53,-61|•]] |
| − | |[[53,-60|•]] | + | |bgcolor="purple"|[[53,-60|•]] |
| − | |[[53,-59|•]] | + | |bgcolor="purple"|[[53,-59|•]] |
| − | |[[53,-58|•]] | + | |bgcolor="purple"|[[53,-58|•]] |
| − | |[[53,-57|•]] | + | |bgcolor="purple"|[[53,-57|•]] |
| − | |[[53,-56|•]] | + | |bgcolor="purple"|[[53,-56|•]] |
| − | |[[53,-55|•]] | + | |bgcolor="purple"|[[53,-55|•]] |
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
| Line 1,956: | Line 1,958: | ||
|[[52,-69|•]] | |[[52,-69|•]] | ||
|[[52,-68|•]] | |[[52,-68|•]] | ||
| − | |[[52,-67|•]] | + | |bgcolor="purple"|[[52,-67|•]] |
| − | |[[52,-66|•]] | + | |bgcolor="purple"|[[52,-66|•]] |
| − | |[[52,-65|•]] | + | |bgcolor="purple"|[[52,-65|•]] |
| − | |[[52,-64|•]] | + | |bgcolor="purple"|[[52,-64|•]] |
| − | |[[52,-63|•]] | + | |bgcolor="purple"|[[52,-63|•]] |
| − | |[[52,-62|•]] | + | |bgcolor="purple"|[[52,-62|•]] |
| − | |[[52,-61|•]] | + | |bgcolor="purple"|[[52,-61|•]] |
| − | |[[52,-60|•]] | + | |bgcolor="purple"|[[52,-60|•]] |
| − | |[[52,-59|•]] | + | |bgcolor="purple"|[[52,-59|•]] |
| − | |[[52,-58|•]] | + | |bgcolor="purple"|[[52,-58|•]] |
| − | |[[52,-57|•]] | + | |bgcolor="purple"|[[52,-57|•]] |
| − | |[[52,-56|•]] | + | |bgcolor="purple"|[[52,-56|•]] |
| − | |[[52,-55|•]] | + | |bgcolor="purple"|[[52,-55|•]] |
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
| Line 2,038: | Line 2,040: | ||
|[[51,-67|•]] | |[[51,-67|•]] | ||
|[[51,-66|•]] | |[[51,-66|•]] | ||
| − | |[[51,-65|•]] | + | |bgcolor="purple"|[[51,-65|•]] |
| − | |[[51,-64|•]] | + | |bgcolor="purple"|[[51,-64|•]] |
|[[51,-63|•]] | |[[51,-63|•]] | ||
|[[51,-62|•]] | |[[51,-62|•]] | ||
| Line 2,046: | Line 2,048: | ||
|[[51,-59|•]] | |[[51,-59|•]] | ||
|[[51,-58|•]] | |[[51,-58|•]] | ||
| − | |[[51,-57|•]] | + | |bgcolor="purple"|[[51,-57|•]] |
| − | |[[51,-56|•]] | + | |bgcolor="purple"|[[51,-56|•]] |
| − | |[[51,-55|•]] | + | |bgcolor="purple"|[[51,-55|•]] |
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
| Line 2,123: | Line 2,125: | ||
|[[50,-59|•]] | |[[50,-59|•]] | ||
|[[50,-58|•]] | |[[50,-58|•]] | ||
| − | |[[50,-57|•]] | + | |bgcolor="purple"|[[50,-57|•]] |
| − | |[[50,-56|•]] | + | |bgcolor="purple"|[[50,-56|•]] |
| − | |[[50,-55|•]] | + | |bgcolor="purple"|[[50,-55|•]] |
|colspan="3"| | |colspan="3"| | ||
|- | |- | ||
| Line 2,197: | Line 2,199: | ||
|[[49,-61|•]] | |[[49,-61|•]] | ||
|colspan="2"| | |colspan="2"| | ||
| − | |[[49,-58|•]] | + | |bgcolor="purple"|[[49,-58|•]] |
| − | |[[49,-57|•]] | + | |bgcolor="purple"|[[49,-57|•]] |
| − | |[[49,-56|•]] | + | |bgcolor="purple"|[[49,-56|•]] |
| − | |[[49,-55|•]] | + | |bgcolor="purple"|[[49,-55|•]] |
| − | |[[49,-54|•]] | + | |bgcolor="purple"|[[49,-54|•]] |
| − | |[[49,-53|•]] | + | |bgcolor="purple"|[[49,-53|•]] |
|colspan="1"| | |colspan="1"| | ||
|- | |- | ||
| Line 2,242: | Line 2,244: | ||
|bgcolor="orange"|[[48,-64|•]] | |bgcolor="orange"|[[48,-64|•]] | ||
|colspan="4"| | |colspan="4"| | ||
| − | |[[48,-59|•]] | + | |bgcolor="purple"|[[48,-59|•]] |
| − | |[[48,-58|•]] | + | |bgcolor="purple"|[[48,-58|•]] |
| − | |[[48,-57|•]] | + | |bgcolor="purple"|[[48,-57|•]] |
| − | |[[48,-56|•]] | + | |bgcolor="purple"|[[48,-56|•]] |
| − | |[[48,-55|•]] | + | |bgcolor="purple"|[[48,-55|•]] |
| − | |[[48,-54|•]] | + | |bgcolor="purple"|[[48,-54|•]] |
| − | |[[48,-53|•]] | + | |bgcolor="purple"|[[48,-53|•]] |
| − | |[[48,-52|•]] | + | |bgcolor="purple"|[[48,-52|•]] |
|- | |- | ||
|height = "15" colspan="51"| | |height = "15" colspan="51"| | ||
| Line 2,280: | Line 2,282: | ||
|[[47,-61|•]] | |[[47,-61|•]] | ||
|[[47,-60|•]] | |[[47,-60|•]] | ||
| − | |[[47,-59|•]] | + | |bgcolor="purple"|[[47,-59|•]] |
| − | |[[47,-58|•]] | + | |bgcolor="purple"|[[47,-58|•]] |
| − | |[[47,-57|•]] | + | |bgcolor="purple"|[[47,-57|•]] |
| − | |[[47,-56|•]] | + | |bgcolor="purple"|[[47,-56|•]] |
| − | |[[47,-55|•]] | + | |bgcolor="purple"|[[47,-55|•]] |
| − | |[[47,-54|•]] | + | |bgcolor="purple"|[[47,-54|•]] |
| − | |[[47,-53|•]] | + | |bgcolor="purple"|[[47,-53|•]] |
| − | |[[47,-52|•]] | + | |bgcolor="purple"|[[47,-52|•]] |
|- | |- | ||
|height = "15" colspan="56"| | |height = "15" colspan="56"| | ||
| Line 2,316: | Line 2,318: | ||
|[[46,-60|•]] | |[[46,-60|•]] | ||
|[[46,-59|•]] | |[[46,-59|•]] | ||
| − | |colspan=" | + | |colspan="3"| |
| − | | | + | |bgcolor="purple"|[[46,-55|•]] |
| − | |[[46,-55|•]] | + | |bgcolor="purple"|[[46,-54|•]] |
| − | |[[46,-54|•]] | + | |bgcolor="purple"|[[46,-53|•]] |
| − | |[[46,-53|•]] | + | |bgcolor="purple"|[[46,-52|•]] |
| − | |[[46,-52|•]] | ||
|- | |- | ||
|height = "15" colspan="57"| | |height = "15" colspan="57"| | ||
| Line 2,346: | Line 2,347: | ||
|[[45,-62|•]] | |[[45,-62|•]] | ||
|[[45,-61|•]] | |[[45,-61|•]] | ||
| − | | | + | |[[45,-60|•]] |
|[[45,-59|•]] | |[[45,-59|•]] | ||
|colspan="7"| | |colspan="7"| | ||
| Line 2,367: | Line 2,368: | ||
|[[44,-62|•]] | |[[44,-62|•]] | ||
|[[44,-61|•]] | |[[44,-61|•]] | ||
| − | |[[44,- | + | |colspan="1"| |
| + | |[[44,-59|•]] | ||
| + | |colspan="7"| | ||
|- | |- | ||
|height = "15" colspan="58"| | |height = "15" colspan="58"| | ||
| Line 2,381: | Line 2,384: | ||
|[[43,-65|•]] | |[[43,-65|•]] | ||
|[[43,-64|•]] | |[[43,-64|•]] | ||
| − | |colspan=" | + | |colspan="3"| |
| + | |[[43,-60|•]] | ||
| + | |[[43,-59|•]] | ||
| + | |colspan="7"| | ||
|- | |- | ||
|height = "15" colspan="57"| | |height = "15" colspan="57"| | ||
Latest revision as of 21:22, 29 January 2010
Canada Map 1
| • | British Columbia | • | Saskatchewan | • | Ontario |
| • | Northwest Territory | • | Newfoundland & Labrador | • | New Brunswick |
