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GRIFFIN RESIDENTIAL STANFORD LE HOPE LIMITED

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

This company is commonly known as Griffin Residential Stanford Le Hope Limited. The company was founded 4 years ago and was given the registration number 13042557. The firm's registered office is in GRAYS. You can find them at Griffin, 4-6 Queensgate Centre, Orsett Road, Grays, Essex. This company's SIC code is 68310 - Real estate agencies.

Company Information

Name:GRIFFIN RESIDENTIAL STANFORD LE HOPE LIMITED
Company Number:13042557
Company Type:PRI/LTD BY GUAR/NSC (Private, limited by guarantee, no share capital)
Status:Active
Incorporation Date:25 November 2020
End of financial year:31 March 2023
Jurisdiction:England - Wales
Industry Codes:
  • 68310 - Real estate agencies

Office Address & Contact

Registered Address:Griffin, 4-6 Queensgate Centre, Orsett Road, Grays, Essex, United Kingdom, RM17 5DF
Country Origin:UNITED KINGDOM
Telephone:Unreported
Email Address:Unreported
Website:Unreported
Social:Unreported

Company Officers

Personal InformationRoleAppointedStatus
4-6, Orsett Road, Grays, England, RM17 5DF

Secretary26 June 2023Active
Griffin, 4-6 Queensgate Centre, Orsett Road, Grays, United Kingdom, RM17 5DF

Director25 November 2020Active

People with Significant Control

Mr Alan John Webb
Notified on:25 November 2020
Status:Active
Date of birth:March 1980
Nationality:British
Country of residence:United Kingdom
Address:Griffin, 4-6 Queensgate Centre, Orsett Road, Grays, United Kingdom, RM17 5DF
Nature of control:
  • Ownership of shares 75 to 100 percent
  • Voting rights 75 to 100 percent
  • Right to appoint and remove directors

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 (1 months remaining)

Confirmation Statement

  • Last submitted on 14 October 2023 (1 year ago)
  • Next confirmation dated 14 October 2024
  • Due by 28 October 2024 (0 months remaining)

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