The Last Ritual is the second of a series of novels set in the Arkham Horror game milieu and published by Aconyte Books. Like the first, it features a protagonist who is not one of the stable of player character investigators from the games, along with important cameo appearances from established investigators–in this case, Preston Fairmont, Calvin Wright, and Norman Withers. The principal character of The Last Ritual is artist painter Alden Oakes, a scion of the French Hill Arkham elite.
This tale is set in the 1920s, and the prose offers no howling anachronisms, but the telling shows influences of more recent horror fiction. At the same time, the imposition of a frame story in which Oakes narrates his horrific experiences to a cub journalist put me in mind of 19th-century horror greats Poe and Bierce. Although Oakes starts his tale in France, the bulk of it revolves around a modest number of locations in Arkham, Massachusetts. The charismatic Surrealist Juan Hugo Balthazarr serves as a focus for enigmatic menace.
The mood and pacing of this novel is very different from its predecessor The Wrath of N’Kai. Where the earlier book had a real pulp adventure feel, despite its supernatural elements and shady settings, The Last Ritual is definitely weird horror through and through. Oakes is no hardened he-man, and his epistemological inadequacies lead to vacillating personal loyalties as well as profound fear and confusion. Author Sidor resists clarifying for the reader any number of the painter’s strange experiences, and the outcome of the story is not at all like the one in the other book.
Incidentally, you might think from seeing online images of the excellent cover art by John Coulthart that the cover is a shiny foil affair, but it is in fact a flat matte cover with clever art deco styling in suggestive hues. The building that dominates the cover is the Silver Gate Hotel, around which much of the story revolves.
I enjoyed this book a great deal, and found it to be one of the best in the various Arkham Horror fiction series.