Last night “A Show of Unity”, the fifth episode of the third series of ITV’s Victoria, premiered in Britain. It featured two heraldic anomalies that I wanted to examine.
Some of this episode takes place at Classiebawn Castle on the Palmerston estate in County Sligo. A dining room scene features a blue cloth hanging from the back wall which bears an illustration of Palmerston’s arms. Shortly afterwards there is an establishing shot of the outside of the building showing a flag of similar composition (although smaller and portrait) supported by a sculpture of a dog (possibly a talbot sejant, as in Palmerston’s crest). In both cases the depiction of the arms looks suspiciously similar to this one by heraldic artist Rs-nourse, who has produced a great many armorial illustrations for Wikimedia Commons. His works are distinguishable from Sodacan’s in that they are generally more stylised, with greater texturing and shading. As per usual, there was no attribution in the credits.
The use of this particular image also creates an anachronism. This episode, featuring The Queen’s first visit to Ireland and the discovery of her seventh pregnancy, should be set in 1849. Nourse‘s graphic, however, has the shield surrounded by the blue circlet of the Order of the Garter – to which Lord Palmerston was appointed in 1856. Another strange anomaly is that the outdoor flag seems to be topped by a flat metal impression of a coronet. Only four pearls are seen, implying the rank of baron. Meanwhile the printed display already features a coronet with seven pearls, appropriate to Palmerston’s rank of viscount (though he did have the subsidiary title Baron Temple).*
These scenes are surrounded by two scenes back at Buckingham Palace. Even though the monarch is absent, the establishing shots of the palace both feature the Royal Standard flying over the Marble Arch. The flag is too far away and too crumpled for me to determine where they found the image.
*In reality a baronial coronet features six pearls around its rim and a vicomital coronet sixteen, but on a two-dimensional drawing it is not possible to show all of them simultaneously.