Bridge
BIN 1045700
NY322 over CONEWANGO CREEK
FairNYSDOT rating 6.48 of 7Inspected Nov 1, 2024
Inventory facts
Location
- Carries
- NY322
- Crosses
- CONEWANGO CREEK
- County
- CHAUTAUQUA
- NYSDOT region
- (5) Buffalo
- Place
- Villenova (Town)
- Location note
- 1.4 MI E JCT RTS 83 + 322
Ownership
- Owner
- NYSDOT
- Maintained by
- NYSDOT
Design
- Year built
- 1959
- Structure type
- 02 - Stringer/Multi-Beam or Girder
- Material
- 3 - Steel
- Spans
- 2
- Length (ft)
- 153
- Deck area (sq ft)
- 5095
Condition
- NYSDOT condition rating
- 6.481 (poor) to 7 (new)
- FHWA condition
- Fair
- Poor status
- NoBridge Conditions dataset
- NBI superstructure
- 60 to 9
- Last inspection
- 2024-11-01
Load and traffic
- R-posted
- NOPosting flag as recorded
- AADT
- 1213Count 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 5 in the record-plan index
- REHABILITATION OF BINS 1024450 & 1045700 US ROUTE 62 OVER CATTARAUGUS CREEK NY ROUTE 322 OVER CONEWANGO CREEKUS 62, NY 322 · Gowanda (town), Villenova (town) · Cattaraugus and others · PIN 5813.23 · 61 sheets indexed
- BRIDGE PAINTING,;RTS. 17, 952P, 322, 394, 426;NY 17, NY 322, NY 394, NY 426, NY 952P · Chautauqua · PIN 5805.43
- REHAB OF 5 BRIDGES, RT'S 98, 322, 241 & 17;NY 241, NY 417, NY 98, NY 322, NY 83 · Conewango (town), Carrollton (town), Allegany (town), Farmersville (town), Villenova (town) · Cattaraugus and others · PIN 5802.47 · 26 sheets indexed
- D95693Awarded Jan 10, 1978BRIDGE CLEANING AND PAINTING OF 2 BRIDGES OVER WEST BRANCH CONEWANGO CREEK AND CLEAR CREEK RESERVATION ROAD;RT. 322 AND RT. 438;NY 322, NY 83 · Villenova (town) · Chautauqua · PIN M504.00
- SH 58--13Awarded Nov 17, 1958A.C. RECON.; RT. 322NY 322, NY 83 · South Dayton (village), Villenova (town) · Cattaraugus and others · 26 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.