Oxford County, Maine
a service of
V. F. Thomas Co. - 167 Thorne Mountain Road - Canton, Maine 04221
(updated 9 June 2017)
Welcome to the Mexico Cemeteries web site. The purpose of this site is to provide basic cemetery information and pertinent notes so individual researchers will not have to “reinvent the wheel” by tracking down the same material that others have already found.
All information, especially source material, for inclusion in this web page should be sent to email@example.com or mailed to “Mexico Cemeteries” at the address at the top of this page.
A little work by each of us will save a lot of work for all of us.
Below is a list of the names of (some/all?) Mexico’s cemeteries. Click on any name, and you will be taken to an entry for that cemetery.
Backkingdom Cemetery (cemetery (distant view) in 2017; cemetery in 2017)
Location. Near end of Backkingdom Road. UTM: 19T 0380278, 4938491; Lat./Long.: N 44°35′23.3″ x W 70°30′29.9″
Directions. From the convergence/divergence of Routes 2 and 17, travel west on Route 17 for 0.1–0.2 miles to the intersection on the right with Harlow Hill Road. Turn right onto Harlow Hill Road and follow it for 0.6–0.7 miles to the intersection on the left with Backkingdom Road. Turn left onto Backkingdom Road and follow it for 2.7–2.8 miles to a T-intersection. Turn left at the intersection and follow this road to its end in 0.3–0.4 miles. The cemetery is downhill at the left.
- - - - -
Farrington-Morton Cemetery (cemetery in 2017)
Location. Along southwest side of Routes 2/17. UTM: 19T 0379793, 4932542; Lat./Long.: N 44°32′10.3″ x W 70°30′46.8″
Directions. From the convergence/divergence of Routes 2 and 17, travel east on the combined Routes 2/17, and the cemetery is on the right in 2.1–2.2 miles.
- - - - -
Mexico Corner Cemetery (cemetery in 2017)
Location. Along the northeast side of Route 17. UTM: 19T 0377405, 4935080; Lat./Long.: N 44°33′31.0″ x W 70°32′37.2″
Directions. From the convergence/divergence of Routes 2 and 17, travel west on Route 17, and the cemetery is on the right in approximately 0.1 miles.
- - - - -