Following our game of Jugula (see last post) Ian and I decided
to try a first play of the newly released De Bellis Antiquitatis (DBA) version 3.0
by Phil Barker and Sue Laflin-Barker (WRG, 2014).
I
have a strong affection for DBA because they were the rules that got me back
into ancient wargaming after many years away. I first played ancients using the
WRG 2nd edition rules but I found as subsequent versions came out my
enthusiasm declined. I did not even buy my own copy of 6th edition
and the 7th edition finally finished me off. In the early 1990’s I
joined the Scimitar club in Coventry and they were heavily into playing the
recently released DBAv1.0 rules and they drew me into the games. The club was
unusual (?) because they used 28mm figures (rather than 15mm) on a 4’x4’ board,
and their modelling skills were excellent, turning each base into a beautiful
vignette. I regularly played DBA for a couple of years before moving up to
playing DBM with 15mm armies. I found that I lost touch with DBA and the
regular release (official or otherwise) of updated versions was confusing and
annoying. Some rules authors seem to have a need to constantly ‘tinker’ with
their work and this is maybe driven by pressure from critics and ‘experts’ in
the historical field. Anyway, in the end I was never sure if I was playing the
latest version and I was frequently pulled up because I was using rules
remembered from previous versions. Incidentally, this ‘version-creep’ syndrome
also eventually drove me from playing DBM, so I plead with the Barkers not to give
in to pressure this time. Stick to version 3.0! Don’t tinker or update! Have
confidence in the rules and the play testing they have been put through. If
some players have modifications in mind then they should remain as ‘house’
rules only.
Enough ranting! When DBAv3
was published I immediately bought a copy and wanted to revive my 6 Dark Age
15mm DBA armies based on the 1066AD period (English, Welsh, Scots, Irish,
Viking and Norman). The new lists did have some changes which I could address
by reassigning some elements and painting/basing some additional figures. I
have not changed the number of figures per base, so for example my Scots 3Pk
elements have 4 figures, and many of my Wb and Bd elements have the wrong
number of figures. To make the ‘Fast’ foot elements clearly distinguishable
from other ‘Solid’ foot elements, I have painted the rear corners of all ‘Fast’
elements in all my armies. This has taken a few weeks to do, but I now have all
6 armies again, with all options available. Ian and I diced to randomly determine
the armies we would use (Ian was Welsh and I took the Anglo-Danish). 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)
Figure 1: Welsh Army: 10 elements of Wb (Fast) and 2
elements of Ps.
Ian diced again and was determined
to be the aggressor, so I sent up the terrain, which was ‘Arable’ in nature.
The set up and deployment rules were clear and caused no problems. We then
started to play the game. It now became clear that rules had changed
considerably since either of us had last played DBA and a simple scan reading
of the new version was not truly sufficient to allow a satisfactory game to develop. I will not
attempt to go through an itemised account of the changes because it is so long
ago since I last played, but the use of base widths as the unit of distance was
new (making my nice set of brass measuring sticks redundant), and the
importance of flanking support elements (rather than just rear support) was very
different. Neither of us had enough knowledge of the rules to attempt any
complex tactics, so we basically both went for a simple head-to-head clash. We
found that we did frequently need to refer to the rule book. For example, when
I destroyed an element of Wb that had a rear support Wb, both of us initially
thought the rear support element would also be destroyed. After checking the
rules neither of us could find any rule that supported this view, and we were
not sure whether this was confusion resulting from previous DBA versions, or
whether it was due to a vaguely, half-remembered DBM rule. We did play the game
to a conclusion after roughly 45 minutes and the result was a narrow Welsh win
(but if rear support elements should have been lost, then the Anglo-Danish
would have won). ![IMG_1291.JPG](data:image/png;base64,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)
Figure 2: Anglo-Danish Army: 4 elements of Hd, 4 elements
of Sp, 3 elements of Bd and 1 element of Ps.
To finish, we both felt that the rules were well
worth persisting with; we definitely needed to study them in more depth before
the next game; the ‘Barkerese’ style of writing was still a major hindrance to achieving
a clear understanding of the rules; the new hardback publication was good; and
the lists were worth studying in greater detail for the armies we both could
field. In conclusion, DBAv3 has a thumbs-up from both of us (for now) and has
inspired us to play further games with other armies. When this will be I’m not
sure, because our next game (in 2015) is going to be American Civil War using Longstreet rules.
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