Difference between revisions of "Lot's Wife, Japan"
From Geohashing
imported>Robyn (+interesting graticules category) |
imported>ReletBot m (Updated graticule template with information from All Graticules, using standard format.) |
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{{graticule | {{graticule | ||
| map = <map lat="29" lon="140" /> | | map = <map lat="29" lon="140" /> | ||
| − | | nw = [[30,139]] | + | | nw = [[Pacific Ocean 30, 139|Pacific Ocean]] |
| n = [[Torishima, Japan|Torishima]] | | n = [[Torishima, Japan|Torishima]] | ||
| − | | ne = [[30,141]] | + | | ne = [[Pacific Ocean 30, 141|Pacific Ocean]] |
| − | | w = [[29,139]] | + | | w = [[Pacific Ocean 29, 139|Pacific Ocean]] |
| name = [[Lot's Wife, Japan|Lot's Wife]] | | name = [[Lot's Wife, Japan|Lot's Wife]] | ||
| − | | e = [[29,141]] | + | | e = [[Pacific Ocean 29, 141|Pacific Ocean]] |
| − | | sw = [[28,139]] | + | | sw = [[Pacific Ocean 28, 139|Pacific Ocean]] |
| − | | s = [[28,140]] | + | | s = [[Pacific Ocean 28, 140|Pacific Ocean]] |
| − | | se = [[28,141]] | + | | se = [[Pacific Ocean 28, 141|Pacific Ocean]] |
}} | }} | ||
This graticule is located at [[29,140]]. [http://irc.peeron.com/xkcd/map/map.html?date={{LOCALYEAR}}-{{LOCALMONTH}}-{{LOCALDAY2}}&lat=29&long=140&zoom=9&abs=-1 Today's location] | This graticule is located at [[29,140]]. [http://irc.peeron.com/xkcd/map/map.html?date={{LOCALYEAR}}-{{LOCALMONTH}}-{{LOCALDAY2}}&lat=29&long=140&zoom=9&abs=-1 Today's location] | ||
Revision as of 16:49, 6 May 2009
| Pacific Ocean | Torishima | Pacific Ocean |
| Pacific Ocean | Lot's Wife | Pacific Ocean |
| Pacific Ocean | Pacific Ocean | Pacific Ocean |
[[Category:Meetup in {{{lat}}} {{{lon}}}| ]]
This graticule is located at 29,140. Today's location
Description
Lot's Wife (Sōfu Iwa or 孀婦岩) is the southernmost island in the Izu archipelago. According to Wikipedia, it is 84m long by 56m wide. Its footprint is therefore at most 4704 square meters. Since it is the only land in the graticule, the odds against a land geohash on any given day are over 2,000,000 to 1.
This graticule is surely in the running for the smallest (nonzero) land fraction of any graticule in the world.
(Note: Since the grat map to the right won't help you find it, here's a better one.)
