Pleasant Grove Cemetery
(Scott County, Arkansas)
Interactive Map for Pleasant Grove Cemetery ...
Our GPS coordinates for the Pleasant Grove Cemetery have not been verified, but they should be close.<1> The overhead view might be misaligned, although it should be in the general area.
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Mapping Services ...
Below are links to some different Mapping Services:
Waymark Collections ...
The following websites can be used to search for GeoCaches and Waymarks around Pleasant%20Grove%20Cemetery:
The Heavens-Above Website ...
If you would like to know the location of the planets, find the schedule of satellites that will pass over Pleasant%20Grove%20Cemetery or other astronomical happenings, then we recommend:
TripAdvisor Tourism Pages ...
If you are going to visit the Pleasant Grove Cemetery and aren't familiar with the area, you might look at a TripAdvisor review for a nearby community. TripAdvisor is a wonderful source of information about places to eat, lodging and if you need additional information, TripAdvisor also has a forum where you can post your questions.
The community that is closest to the Pleasant Grove Cemetery which has a TripAdvisor review is Mansfield. It is located 12 miles [19.3 km] to the South Southeast (SSE) of the cemetery. [Map]
TripAdvisor Tourism page for Mansfield
Below is a list of those communities (we know of 12) which have TripAdvisor reviews and are relatively close to the Pleasant Grove Cemetery - within 21 miles [33.8 km].
Our list sorts the communities in alphabetical order.
|<1>||The values for latitude and longitude indicate a specific point on the ground. The point that we are using is located at these GPS coordinates - Latitude: 35.0709, Longitude: -94.1538 [Map]. In this case, the coordinates for the Pleasant Grove Cemetery have been provided by the Geographic Names Information System (GNIS).|
Due to various mapping and measurement errors, the location we give for Pleasant Grove Cemetery should not be considered precise.
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|<2>||Our distances are not driving distances, but are calculated as a 'straight-line' distance from . A straight line distance ignores obstructions like rivers, canyons, lakes, et cetera - it's truly a line drawn from Point A (ie- ) to Point B.|
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