|
|
|
|
Financial Advisers in Newbury, Berkshire
|
| When searching for Financial Advisors in Newbury, it's important that you find recommended, reliable and independently vetted businesses. All Financial Advisors in the Quality Directory have been independently vetted to ensure they offer a quality service, value for money and peace of mind for you. Read more about our vetting procedure.
|
| Positive Solutions |
Bow House
Downend, Chieveley
Newbury, Berkshire
RG20 8TS (map) |
Approx. 9 miles from Newbury |
Contact: |
Andrew Benson |
Mob: |
07900 880995 |
Fax: |
0118 919 7761 |
Email: |
|
Web: |
|
|
Positive Solutions is currently one of the largest Independent Financial Advisers in the UK with around 1700 advisers offering ‘Whole of Market’ Independent Financial Advice.
Andrew Benson is an independent financial adviser based in Newbury and has been in different sectors of the Financial Services industry for over 15 Years, including his role as Chairman of the National Association of Professional Investment Managers (NAPIM) which then merged with the Association of Private Client Investment Managers (APCIMS). His independent financial adviser experience covers in depth Pensions, Investment and Tax planning whilst also covering Insurance Protection and Mortgage advice. |
Recommendations |
Andrew Benson at Positive Solutions has been my Financial Advisor for about 8 years. We use him as a personal Financial Advisor and I am also happy to recommend him to friends, and to suggest his business to clients. He is flexible, open to new ides, understands what we need and is always as good as his word.
Susie Hague, Newbury. |
My Financial Advisor is Andrew Benson at Positive Solutions. I have used him for 4 or 5 years now, he explains the ins and outs of our financial matters very well. Andrew is very helpful and I would recommend him to anyone.
Bernard Austin, Basingstoke. |
    |
|
|
|
|
|
| Other businesses: |
Can't find what you're looking for? Try these:
NB These advertisers are as yet unvetted by The Quality Directory
|
|
|
