Contract facts
FederalCONFIGURATION MANAGEMENT TEAM is a federal award for National Office - Procurement Oita held by Science Applications International Corp. Estimated value $6.5M ($1.1M obligated). Current period of performance ends Sep 30, 2022. Place of performance: RESTON VA. Related solicitation CMS2020-0127.
Recompete timing
PublicCurrent PoP ended Sep 30, 2022 (1421 days ago). The usual 12–18 month agency planning window is closed — recompete action looks late / overdue relative to a normal cycle. Watch for bridge orders, follow-ons, or a new solicitation.
Incumbent footprint
Public recordScience Applications International Corp — $12.8B obligated across 3,001 awards (firm-wide, all agencies) · lead buyer Department of Transportation (DOT).
Related awards
Same parent · incumbentQuery this award live in SCOUT via MCP — personalized scoring, watchlists, and capture workflow across the corpus. Learn about SCOUT MCP →
Frequently asked questions
What is contract 2032H520F00791?
2032H520F00791 (Configuration management TEAM) is a National Office - Procurement Oita award with a potential value of $6.5M, currently held by Science Applications International Corp. Figures are USASpending-sourced public-record facts plus SCOUT recompete analysis.
Which office awarded 2032H520F00791?
National Office - Procurement Oita awarded 2032H520F00791 to Science Applications International Corp (potential $6.5M).
Who is the incumbent on 2032H520F00791?
Science Applications International Corp is the incumbent with $12.8B across 3001 related awards in SCOUT’s public footprint. The current period of performance ends Sep 30, 2022.
When does Science Applications International Corp’s 2032H520F00791 come up for recompete?
SCOUT tracks a period-of-performance end of Sep 30, 2022. Actual solicitation timing can shift with extensions, bridges, or consolidations.
Data: Showing contracts ≥ $100K from federal procurement records (FPDS-NG, SAM.gov, and related repositories), normalized by PrimeRFP SCOUT. Each row keyed by Award ID (PIID); task orders appear as independent rows.
