Tender notice observed
Latest variant observed by Bidwake on .
Open this official Find a Tender notice
Record references
- Release reference
041865-2026- Published tags
- tender
Loading records…
Public procurement
See the published facts, notice history, awards and supplier links in one place. Open the original Find a Tender notice for the full record.
ocds-h6vhtk-069338Published facts
064587-2026Project vision Crowthorne Parish Council would like to create an inspirational accessible play area for younger children of all abilities in order to: • Make the most of this popular village facility. • Generate more footfall in the Morgan Recreation Ground and therefore the High Street. • Deliver its commitments under the Crowthorne Neighbourhood Plan and the Three Year Strategy Plan. • Support Bracknell Forest Council's SEN Services And ultimately: • Encourage and inspire outdoor play and promote the use of the Morgan Recreation Ground to families. Full details of the scope of works and specification are contained in the invitation to tender document. Total value (estimated) £130,000 excluding VAT £156,000 including VAT Below the relevant threshold Contract dates (estimated) 7 September 2026 to 16 October 2026 1 month, 10 days
Observed notice trail
Events follow the publisher date where one is available. “Seen by Bidwake” is the date this service first found the record.
Tender notice observed
Latest variant observed by Bidwake on .
Open this official Find a Tender notice
041865-2026Tender record updated
Latest variant observed by Bidwake on .
Open this official Find a Tender notice
042035-2026Award notice observed
Latest variant observed by Bidwake on .
Open this official Find a Tender notice
064587-2026Awards and suppliers
Buyer: Crowthorne Parish CouncilSupplier: PROLUDIC LIMITED
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.