Garnet Mesa School

Garnet Mesa School is a school in , which is located on A Street and has an elevation of 5,062 feet. Garnet Mesa School is situated nearby to the protected area .

Places of Interest Nearby

Highlights include Egyptian Theatre and Sweitzer Lake State Park.

Movie theater
The in , United States, is an Egyptian Revival movie house. The 425-seat theater opened in 1928 at the height of the fashion for thematically-designed cinemas. is situated 3,400 feet west of Garnet Mesa School.

Protected area
is a Colorado state park located in 1 mile south of , . The 210-acre park established in 1960 includes a 137-acre reservoir. is situated 2½ miles southeast of Garnet Mesa School.

Places in the Area

Nearby places include Delta and Cory.

is a town in the part of the Rocky Mountains state of . It is also in the West Elks American Viticultural Area, a part of Colorado's Wine Country and home to the highest wine vineyards in .

Hamlet
is a small unincorporated community within the boundaries of the incorporated town of in , , United States. There is a U.S. Post Office in , the ZIP Code for which is 81414. is situated 5 miles northeast of Garnet Mesa School.

Garnet Mesa School

Latitude
38.73824° or 38° 44′ 18″ north
Longitude
-108.05876° or 108° 3′ 32″ west
Elevation
5,062 feet (1,543 metres)
Open location code
85CHPWQR+7F
Open­Street­Map ID
way 611872803
Open­Street­Map feature
amenity=­school
Open­Street­Map feature
building=­school
Geo­Names ID
5422786
This page is based on OpenStreetMap, GeoNames, Wikidata, and Wikimedia Commons.
We’d love your help improving our open data sources. Thank you for contributing.

Satellite Map

Discover Garnet Mesa School from above in high-definition satellite imagery.

Localities in the Area

Explore places such as North Delta and City of Delta.

Nearby Places

Explore places such as Garnet Mesa School and 448.

Colorado: Must-Visit Destinations

Delve into Denver, Colorado Springs, Boulder, and Aurora.

Curious Schools to Discover

Uncover intriguing schools from every corner of the globe.