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ALL SAINTS SOLUTIONS LIMITED

PRI/LTD BY GUAR/NSC (Private, limited by guarantee, no share capital)

This company is commonly known as All Saints Solutions Limited. The company was founded 9 years ago and was given the registration number 09691688. The firm's registered office is in LONDON. You can find them at 311 Regents Park Road, , London, . This company's SIC code is 68209 - Other letting and operating of own or leased real estate.

Company Information

Name:ALL SAINTS SOLUTIONS LIMITED
Company Number:09691688
Company Type:PRI/LTD BY GUAR/NSC (Private, limited by guarantee, no share capital)
Status:Active
Incorporation Date:17 July 2015
End of financial year:31 July 2023
Jurisdiction:England - Wales
Industry Codes:
  • 68209 - Other letting and operating of own or leased real estate

Office Address & Contact

Registered Address:311 Regents Park Road, London, United Kingdom, N3 1DP
Country Origin:UNITED KINGDOM
Telephone:Unreported
Email Address:Unreported
Website:Unreported
Social:Unreported

Company Officers

Personal InformationRoleAppointedStatus
311 Regents Park Road, London, United Kingdom, N3 1DP

Director17 July 2015Active
311 Regents Park Road, London, United Kingdom, N3 1DP

Director16 March 2021Active
311 Regents Park Road, London, United Kingdom, N3 1DP

Director17 July 2015Active

People with Significant Control

Mr Baboy Thampi
Notified on:08 July 2016
Status:Active
Date of birth:June 1981
Nationality:British
Country of residence:United Kingdom
Address:311 Regents Park Road, London, United Kingdom, N3 1DP
Nature of control:
  • Ownership of shares 75 to 100 percent
  • Voting rights 75 to 100 percent
  • Significant influence or control

Account Documents

Accounts

  • Last accounts submitted for period 31 March 2023 (1 year ago)
  • Accounts type was MICRO
  • Next accounts dated 31 March 2024
  • Due by 31 December 2024 (3 months remaining)

Confirmation Statement

  • Last submitted on 14 October 2023 (11 months ago)
  • Next confirmation dated 14 October 2024
  • Due by 28 October 2024 (1 months remaining)

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