Bridge
BIN 1047370
NY385 - WASHINGTON ST over MURDERERS CREEK
GoodNYSDOT rating 6.34 of 7Inspected Aug 19, 2025
Inventory facts
Location
- Carries
- NY385 - WASHINGTON ST
- Crosses
- MURDERERS CREEK
- County
- GREENE
- NYSDOT region
- (1) Albany
- Place
- Athens (Village)
- Location note
- RT 385 0.6 MI N OF ATHENS
Ownership
- Owner
- NYSDOT
- Maintained by
- NYSDOT
Design
- Year built
- 2005
- Structure type
- 02 - Stringer/Multi-Beam or Girder
- Material
- A - Unpainted Steel
- Spans
- 1
- Length (ft)
- 145
- Deck area (sq ft)
- 5612
Condition
- NYSDOT condition rating
- 6.341 (poor) to 7 (new)
- FHWA condition
- Good
- Poor status
- NoBridge Conditions dataset
- NBI superstructure
- 80 to 9
- Last inspection
- 2025-08-19
Load and traffic
- R-posted
- NOPosting flag as recorded
- AADT
- 2057Count year not supplied by this layer
Source: NYSDOT Bridges; Bridge Conditions, NYS Department of Transportation, updated Oct 5, 2026. Our copy checked Nov 1, 2026.
Contracts that name this BIN 3 in the record-plan index
- BRIDGE REPLACEMENT,;RT. 385 OVER MURDERERS CREEK;NY 385 · Catskill (town), Athens (town) · Greene · PIN 1046.13 · 90 sheets indexed
- PAINTING 7 BRIDGES,;RTS. 385, 23, 32, 23A & 214;NY 214, NY 23, NY 23A, NY 296, NY 32, NY 385 · Hunter (town), Prattsville (town), Ashland (town), Windham (town), Lexington (town), Jewett (town), Catskill (town), Cairo (town), Athens (town) · Greene · PIN 1804.16
- BRIDGE REPAIR OF 11 BRIDGES, STRUCTURAL REPAIRS (SHOP DRAWING ONLY);I-87, NY 145, NY 2, NY 7, NY 23, NY 385, NY 149, NY 28, NY 22, US 4 · Colonie (town), Rensselaerville (town), Cairo (town), Durham (town), Catskill (town), Athens (town), Halfmoon (town), Clifton Park (town), Round Lake (village), Malta (town), Moreau (town), Queensbury (town), Johnsburg (town), Thurman (town), Chester (town), Warrensburg (town), Whitehall (village) · Albany and others · PIN 1003.42 · 1 sheets indexed
Source: NYSDOT Highway Record Plans, updated Jun 26, 2026. Our copy checked Nov 1, 2026. A BIN named in a contract's index row does not prove every drawing applies to this structure.