Eighteenth District School | |
18th Dist. School Location of school site in Ohio 18th Dist. School Location in the United States | |
Location | 1326 Hopple St., Cincinnati, Ohio |
---|---|
Coordinates | 39°8′14″N 84°32′18″W / 39.13722°N 84.53833°W |
Area | less than 1 acre (0.40 ha) |
Built | 1882 | , 1908
Architect | Samuel Hannaford; Harry Bevis |
MPS | Samuel Hannaford & Sons TR [1] (64000626) |
NRHP reference No. | 80003051 |
Added to NRHP | 3 March 1980[2] |
The Eighteenth District School at one time also known as Washington Elementary School is a registered historic building in Cincinnati, Ohio.[3]
Description and history
The school was built in two sections the earlier in 1882 designed by Samuel Hannaford and Harry Bevis. It was listed in the National Register of Historic Places on March 3, 1980 as part of the Samuel Hannaford & Sons thematic resource.[4][5]
Photo gallery
- Site of the school in 2012
- 1881 dedication plaque (1990)
- 1908 cornerstone (1990)
- Interior doorway (1990)
See also
References
- ↑ "National Register Information System – Samuel Hannaford & Sons TR". National Register of Historic Places. National Park Service. 2 November 2013.
- ↑ "National Register Information System – Eighteenth District School". National Register of Historic Places. National Park Service. November 2, 2013.
- ↑ Historic American Buildings Survey (HABS) No. OH-2377, "Eighteenth District School", 22 photos, 19 data pages, 5 photo caption pages
- ↑ "National Register of Historic Places Inventory/Nomination: Eighteenth District School". National Register of Historic Places. Washington, D.C., USA: National Park Service. 3 Mar 1980. Retrieved 15 Feb 2020.
- ↑ Gordon, Stephen C.; Tuttle, Elisabeth H. (3 Mar 1980). "National Register of Historic Places Inventory/Nomination: Lava Rock Structures in South Central Idaho TR". National Register of Historic Places. Washington, D.C., USA: National Park Service. Retrieved 15 Feb 2020.
External links
- Media related to Eighteenth District School at Wikimedia Commons
- "Ohio History Connection".
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