Award notice observed
Latest variant observed by Bidwake on .
Open this official Contracts Finder notice
Record references
- Release reference
127bed8f-d0f4-43ec-b53a-0a59b27bce1b-187010- Published tags
- award
Public procurement
See the published facts, notice history, awards and supplier links in one place. Open the original Contracts Finder notice for the full record.
ocds-b5fd17-145abda7-7875-4f35-ac95-cae81c1fa6a3Published facts
127bed8f-d0f4-43ec-b53a-0a59b27bce1b-187010The University of Bath is situated at Claverton Down, Bath, BA2 7AY; there are some 14,500 registered students and over 2,700 staff members working on the Campus which incorporates schools, departments, accommodation blocks and an internationally renowned Sports Training Village. In addition there are some five accommodation blocks off campus within the City of Bath. The accommodation blocks are used for most of the year by students. In summer time the accommodation is used for a wide range of purposes, including conference guests, hotel guests and summer schools. Internal teams provide cleaning services during the short turnaround period between student use and summer use, but in addition we have a requirement for an external supplier to provide cleaning services for selected kitchens and communal bathrooms. Off-campus accommodation similarly requires a fast turnaround of cleaning services.
Observed notice trail
Events follow the publisher date where one is available. “Seen by Bidwake” is the date this service first found the record.
Award notice observed
Latest variant observed by Bidwake on .
Open this official Contracts Finder notice
127bed8f-d0f4-43ec-b53a-0a59b27bce1b-187010Awards and suppliers
Buyer: University of BathSupplier: Ametros Facilities Management
ocds-b5fd17-145abda7-7875-4f35-ac95-cae81c1fa6a3-1End dates, recurrence wording and links are shown as they appear in public notices. They do not create a new opportunity. If no later linked record appears here, that means Bidwake did not find one in the records it has loaded; it does not prove that none exists.