In league with three extraordinary gentlemen (WINDBAND)

This piece combines two of composer Peter Graham's life interests - composition and 19th century popular fiction. Each of the concerto's three movements takes its musical inspiration from extraordinary characters who have transcended the original genre and have subsequently found mass audiences throuh film, television and comic book adaptations.

 

The first movement follows a traditional sonata form outline with one slight modification. The order of themes in the recapitulation is reversed, mirroring a plot climax in the H.G. Wells novella 'The Time Machine' (where the protagonist, known only as 'The Time Traveller', puts his machine into reverse bringing the story back full circle).

 

'The Adventure of the Final Problem' is the title of a short story published in The Memoirs of Sherlock Holmes by Arthur Conana Dyle. This is an account of the great detective's final struggle with his long-time adversary Professor Moriarty at the Reichenbach Falls in Switzerland. The music takes the form of a slowed down ländler (A Swiss/Austrian folk dance) and various acoustic and electronci echo effects call to mind the alpine landscape. The final bars pose a question paralleling that of Conan Doyle in the story - have we really seen the last of Sherlock Holmes?

 

The final movement, 'The Great Race', follows Phileas Fogg on the last stage of his epic journey 'Around the World in Eighty Days' (from the novel by Jules Verne). The moto perpetuo nature of the music give full rein to the soloist's technical virtuosity. As the work draws to a conclusion, the frantic scramble by Fogg to meet his deadline at the Reform Club in Pall Mall, London, is echoed by the soloist's increasingly demanding ascending figuration, set against the background of Big Ben clock chimes.

 

'In League with Extraordinary Gentlemen' was first performed by Steven Mead and the Osaka Municipal Symphonic Band, conductor Kazuhiko Komatsu, in The Symphony Hall Osaka, Japan, on June 6, 2008.