Difference between revisions of "Passau, Germany"

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(New page: {{graticule | map = <map lat="48" lon="13" />' | nw= Regensburg, Germany | ne= Tábor, Czech Republic | w= Landshut, Germany | e= Linz, Austria | n= [[P...)
 
 
(25 intermediate revisions by 14 users not shown)
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{{graticule
 
{{graticule
   | map = <map lat="48" lon="13" />'
+
   | lat= 48
   | nw= [[Regensburg, Germany|Regensburg]]
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  | lon= 13
   | ne= [[Tábor, Czech Republic]]
+
   | nw = [[Regensburg, Germany|Regensburg]]
   | w= [[Landshut, Germany|Landshut]]
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   | = [[Plzeň, Czech Republic]]
   | e= [[Linz, Austria]]
+
   | ne = [[Tábor, Czech Republic]]
   | n= [[Plzeň, Czech Republic]]
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   | = [[Landshut, Germany|Landshut]]
   | s= [[Salzburg, Austria]]
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   | name = [[Passau, Germany|Passau]]
 +
   | = [[Linz, Austria]]
 
   | sw = [[Rosenheim, Germany|Rosenheim]]
 
   | sw = [[Rosenheim, Germany|Rosenheim]]
   | se = [[47,14]]
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  | s  = [[Salzburg, Austria]]
}}
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   | se = [[Knittelfeld, Austria]]
 +
}}
 +
 
 +
This graticule is pretty much centered on the town of Passau. Its southeastern half is in [[Austria]]; the northwestern half is mostly Bavaria ([[Germany]]) with a northeastern corner extending into [[Czechia]].
 +
 
 +
{{Today's location|lat=48|lon=13}}
 +
 
 +
According to [[Land usage]], the chance for your hash to fall into one of the following areas is:
 +
<pre>
 +
53.09% Fields
 +
27.34% Forests
 +
17.43% Natural reserves
 +
1.10% Roads
 +
0.53% Highways
 +
0.42% Settlements
 +
0.09% Water
 +
</pre>
  
[http://irc.peeron.com/xkcd/map/map.html?date={{LOCALYEAR}}-{{LOCALMONTH}}-{{LOCALDAY2}}&lat=48&long=13&zoom=9&abs=-1 Today's location]
 
  
 
== Local Geohashers ==
 
== Local Geohashers ==
None, yet.
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*[[User:Jonesy|Jonesy]]
 +
*[[User:itshorty|itshorty]]
 +
 
 +
== Planned Expedition ==
  
{|
+
... ...
|style="width:50%; vertical-align:top; background-color: #fea; border-width: 1px; border-spacing: 0px; border-style: solid solid solid solid; border-color: #845; padding:5px "|
 
  
== Past Meetups==
+
== Past expeditions ==
''Saturday 4pm hashes.''
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* [[2016-08-14 48 13]]: [[User:Q-Owl|Q-Owl]] and [[User:Q-Owla|Q-Owla]] reached the hashpoint in a forest between Uttendorf and Mattighofen, Austria.
 +
*[[2011-02-27 48 13]]: [[User:dawidi|dawidi]], [[User:Zb|Zb]] and [[User:Thomcat|Thomcat]] and  [[User:Tanya|Tanya]] with family  met in München and traveledg to the Geohash near Regen.
 +
* [[2009-04-11 48 13]]: in a forest above Vichtenstein, about 20km southeast of Passau. [[User:Tomcat|Tomcat]] and Hans from [[49,11|49 11]], and [[User:dawidi|dawidi]] from [[49,12|49 12]] went there by train and bike in the afternoon.
  
|style="width:50%; vertical-align:top; background-color: #fda; border-width: 1px; border-spacing: 0px; border-style: solid solid solid solid; border-color: #845; padding:5px "|
 
== Past Geohashes ==
 
''anything but saturday.''
 
  
|}
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{{Graticule unlocked
 +
    | latitude = 48 | longitude = 13 | date = 2009-04-11
 +
    | name = [[User:dawidi|dawidi]], [[User:Tomcat|Tomcat]] and Hans
 +
}}  
  
 
[[Category:Czech Republic]]
 
[[Category:Czech Republic]]
 
[[Category:Germany]]
 
[[Category:Germany]]
 
[[Category:Austria]]
 
[[Category:Austria]]
[[Category:Inactive Graticules]]
+
[[Category:Inactive graticules]]
 +
[[Category:Unlocked graticules]]

Latest revision as of 06:48, 20 March 2024

Regensburg Plzeň, Czech Republic Tábor, Czech Republic
Landshut Passau Linz, Austria
Rosenheim Salzburg, Austria Knittelfeld, Austria

Today's location: geohashing.info google osm bing/os kml crox

This graticule is pretty much centered on the town of Passau. Its southeastern half is in Austria; the northwestern half is mostly Bavaria (Germany) with a northeastern corner extending into Czechia.

Today's location

According to Land usage, the chance for your hash to fall into one of the following areas is:

53.09%	Fields
27.34%	Forests
17.43%	Natural reserves
1.10%	Roads
0.53%	Highways
0.42%	Settlements
0.09%	Water


Local Geohashers

Planned Expedition

... ...

Past expeditions


Graticule unlocked.png
dawidi, Tomcat and Hans earned the Graticule Unlocked Achievement
by being the first to reach any hashpoint in the (48, 13) graticule, here, on 2009-04-11.