Bridge

BIN 1018400

NY26 over TRIB CHOCONUT CRK

FairNYSDOT rating 4.33 of 7Inspected Jun 4, 20252 planned projects

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Planned and programmed work plans as published, not awarded contracts

  • PIN 980775STIPTitle names BIN 1018400
    SCOUR PROJECT 2027
    Programmed FFY 2027 $2.3M · Broome
  • PIN 980775Capital ProgramSame PIN as the STIP entry that names BIN 1018400
    This preservation project addresses stream deficiencies by placing heavy stone on both sides of the stream bank to prevent further stream bank erosion, re-establishing stream channel alignment, clearing debris clogging, removing gravel bar build-up, and placing of in stream stone structures in Broome, Chenango, Delaware and Schoharie counties.
    OTHER · Planned completion Nov 27, 2028
Source: Statewide Transportation Improvement Program (STIP), updated Jun 23, 2026; NYSDOT Capital Program projects. Our copy checked Oct 31, 2026.

Inventory facts

Location
Carries
NY26
Crosses
TRIB CHOCONUT CRK
County
BROOME
NYSDOT region
(9) Binghamton
Place
Vestal (Town)
Location note
6.3 MI S JCT SH26 & SH434
Ownership
Owner
NYSDOT
Maintained by
NYSDOT
Design
Year built
1976
Structure type
19 - Culvert
Material
2 - Concrete (Continuous)
Spans
2
Length (ft)
35
Deck area (sq ft)
1505
Condition
NYSDOT condition rating
4.331 (poor) to 7 (new)
FHWA condition
Fair
Poor status
NoBridge Conditions dataset
NBI superstructure
N0 to 9
Last inspection
2025-06-04
Load and traffic
R-posted
NOPosting flag as recorded
AADT
4430Count year not supplied by this layer
Source: NYSDOT Bridges; Bridge Conditions, NYS Department of Transportation, updated Oct 5, 2026. Our copy checked Oct 31, 2026.

Contracts that name this BIN 1 in the record-plan index

  • D95033Awarded Apr 28, 1976
    A.C.CONCRETE RECONSTRUCTIONON RT 26 INCLUDING A BRIDGE OVER CHOCONUT CREEK TWIN CONCRETE BOX;
    NY 26 · Vestal (town) · Broome · PIN 9042.25 · 44 sheets indexed
Source: NYSDOT Highway Record Plans, updated Jun 26, 2026. Our copy checked Oct 31, 2026. A BIN named in a contract's index row does not prove every drawing applies to this structure.