Home · Chocolate and confectionery · Romneys

ROMNEY'S Mega Minty Letterbox

Romneys

£16

The perfect minty gift for family friends. five of our finest products presented in an attractive letterbox gift pack, complete with the Romney's gold stamp of authenticity. This letterbox gift contains one Rum Butter bar, one Winter Candy bar, one White Brown Twin bar, one Extra Strong bar one of our new Kendal Mint Cake Finger boxes. All letterbox selections include a commemorative postcard with artwork showcasing the first ever Everest ascent by Sir Edmund Hillary and Sirdar Tenzing in 1953. This product contains 2023 Great Taste Award-Winning White Kendal Mint Cake Please note that if Lett

Romneys's own words, read from their page.

Buy from RomneysPrice seen 2026-09-04. Affiliate link.

Where this comes from

The part other shops don't tell you. Three separate questions, kept separate on purpose, each with its source.

UK company
Registered at Companies House as GEORGE ROMNEY LIMITED, number 00321426. Checked 2026-08-29.
Means the business is a British legal entity, not a British-sounding name owned elsewhere. It says nothing about where anything is made.
UK operations
Not yet checked.
Means people employed here, or premises they actually work from. We keep this separate from the company badge because a registered office can be an accountant's spare room, and a company can be registered in Britain while everything it does happens somewhere else. Where we have not looked, we say so rather than assuming.
British-owned
No majority shareholding traced outside the UK. Companies House.
Read from the register of people with significant control, following the chain of holding companies. It does not gate anything: a firm can be made here and owned elsewhere, and that is worth telling you rather than hiding.
Where it is made
The maker doesn't say, so neither do we.
This is about the individual product, not the company. A British firm can sell things made abroad, which is normal and not a criticism. We would rather tell you which is which than average them into a score.