Federal award
GOLDBELT SPECIALTY SERVICES LLC
M6785412C0502
Contract
Obligated and Ceiling
- Obligated (net)
- $946,374.48
- Ceiling (potential value, not spending)
- —
- Current value
- —
- Gross positive obligations
- $946,374.48
Obligated is what the government has committed, net of de-obligations. The ceiling is the most the award or vehicle could ever reach; it is shown separately and never added to, or compared as, spending.
Award Details
- Recipient
- GOLDBELT SPECIALTY SERVICES LLC · SMBJUXKV6LD8
- Owner company
- Not a reviewed companyNo reviewed company owns this recipient.
- Reported parent
- GOLDBELT, INCORPORATED · P9QQX7RT8E98
- Awarding agency
- Department of War · sub-agency 1700 · office M67854
- Funding agency
- Department of War · sub-agency 1700
- Product or service (PSC)
- R408 · SUPPORT- PROFESSIONAL: PROGRAM MANAGEMENT/SUPPORT
- Industry (NAICS)
- 541519 · OTHER COMPUTER RELATED SERVICES
- PIID
- M6785412C0502
- Award type code
- D
- Actions
- 11 · Oct 31, 2011 to Mar 8, 2017
- Why it is listed
- gross positive obligations of $100k or more (contracts)
Action History11
| Date | FY | Mod | Action type | Obligation | Company in company totals |
|---|---|---|---|---|---|
| Mar 8, 2017 | FY2017 | P00010 | K | $0.00 | — |
| Jan 31, 2014 | FY2014 | P00009 | G | $244,221.12 | — |
| Oct 31, 2013 | FY2014 | P00008 | G | $81,407.04 | — |
| Apr 5, 2013 | FY2013 | P00007 | M | $0.00 | — |
| Mar 27, 2013 | FY2013 | P00006 | C | $182,989.66 | — |
| Oct 25, 2012 | FY2013 | P00005 | G | $130,706.90 | — |
| Jun 25, 2012 | FY2012 | P00004 | M | $0.00 | — |
| Jan 26, 2012 | FY2012 | P00003 | G | $232,099.20 | — |
| Dec 28, 2011 | FY2012 | P00002 | G | $25,386.48 | — |
| Nov 29, 2011 | FY2012 | P00001 | G | $25,386.48 | — |
| Oct 31, 2011 | FY2012 | 0 | — | $24,177.60 | — |
Newest first. Every obligation is shown as reported, including zero and negative (de-obligation) actions. Award lists belong to the company of the latest action; company totals credit each action to the company named on that row, so a note marks rows where the two differ.
