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Dear all,

I'm new to this list in so far as I have been away from it for the last
couple of years. I am the maintainer of the en_GB dictionary and was one of
the original authors of the first fully edited version of it.

Anyway, I have a question to which I wasn't able to find the answer in the
list archives.

I am in the process of creating an en_GB-oed version of the dictionary. The
main thing about this dictionary is that it follows the house style rules
of the OED (Oxford English Dictionary). This is the style that is most
widely used in international organisations like the UN etc. It seems that
they do not have any satisfactory dictionary at present - the MS Word
dictionary is apparently a poor match against the style. It would really be
a coup is OOo could be the first suite to launch a quality spelling check
dictionary that meets the OED style rules. So that is what I want to achieve.

I created an initial version which I cloned from the en_GB dictionary and
this is where I run into a problem. I can install and use either the en_GB
dictionary or the en_GB-oed dictionary and I achieve this by editing the
dictionary.lst file. What I'd like to do is have both installed and select
between them without having to manually edit the dictionary.lst file and
restart OOo. I don't think that solution is acceptable to users.

It seems that the problem is both dictionaries are "en" and "GB" which is
English (UK). I can find no way of selecting between two dictionaries that
are both English (UK). I need both because when I (and others) write for
the local press I want to use the en_GB dictionary, but when I write for
the international community I want to use the en_GB-oed dictionary.

Checking against all languages (dictionaries) is not an option because each
dictionary contains some words not in the other, although there is a large
core of common words. I could split them into three dictionaries: 1) a core
en_GB dictionary, 2) an en_GB-general dictionary and 3) an en_GB-oed
dictionary, but then I'd need to check against either 1 and 2 or 1 and 3,
but not against all three.

So is there any way of doing this?

TIA
David.
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