Welcome

Welcome to the DIVA Bradford and BDIP database. This site is used to manage listings on the DIVA Bradford website.

This site is managed by Community Action Bradford & District, by you inputting your information here it will appear on the DIVA Bradford site, this will allow service users to find details of your group and access the services and details you provide to contact you. Read our privacy policy - if you want to find out more about how your data will be used contact info@cabad.org.uk with your request. 

DIVA Bradford is a public directory of voluntary and community organisations in Bradford district.

Yes please:

  • List your charity or community group based in Bradford district and benefiting Bradford district residents.
    Usually this means that the organisation is governed by a volunteer committee of at least three people, not related to each other, not living at the same address that has a written constitution or other governing document that describes how the organisation run for public benefit, not private profit.
  • List a paid job in the Bradford district voluntary and community sector, or a trustee vacancy. Currently we don't allow any unpaid or voluntary positions.

No thank you:

  • Sole traders
  • Individuals
  • Private companies where profits go to shareholders or business owners
  • Statutory services that are not registered charities (for example, Bradford Council or GP surgeries)
  • University departments
  • Charities not working in Bradford district

From this account you will be able to add a new organisation to the directory or a paid job advert (or trustee vacancy). Community Action is a charity and we only publish listings that meet the above criteria.

You can also update your existing listings from here. If you are having trouble with this, email diva@cabad.org.uk for help.

If your organisation is already listed but you are not the "admin contact", please email diva@cabad.org.uk and state: the group or service name; your details; and what your relationship to the group is (including proof where possible).