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) 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Ferber___March_Sublime'>Release Date: 7/30/13
Alan Ferber
March Sublime
There are romantic notions tied up with jazz big bands. For a certain generation, the big band is a reminder of what popular music was during their youth, reverence for the impact and excitement the music of Glenn Miller or Tommy Dorsey brought to their young ears. Unfortunately over time, financial and logistic issues have lessened the opportunities for big bands to be heard by newer generations of jazz lovers.
Bucking this trend, trombonist/composer Alan Ferber has become one of a fresh generation of performers who have made big band writing and playing en vogue. His new recording March Sublime presents his own take on the big band tradition and advances it into the worlds of contemporary music.
Both of Ferber’s grandmothers loved big band music (one was an avid fan, and the other a vocalist with groups led by the Dorsey brothers and Gene Krupa.) Alan and his twin brother Mark continued the family tradition by performing with big bands while studying music in their teens. Later while attending UCLA, Alan was able to perform in the University big band under the leadership of legends Gerald Wilson and Garnett Brown.
After graduation, Ferber found frequent work in trombone sections of Los Angeles based big bands, including those of Louie Bellson, Les Brown and Brian Setzer. His move to New York allowed him to become a regular in large ensembles led by a variety of unique composers representing a potpourri of musical styles, most notably with John Hollenbeck, Sufjan Stevens and Esperanza Spalding.
All this is to say that Ferber has gained a lifetime of experience playing the vast canon of big band music from the originators to the most contemporary composers. His own approach is an amalgamation of these influences, from legends, innovators and peers.
Assisting in performance is an amazing array of New York’s best musical talent. The woodwinds include John O’Gallagher, Rob Wilkerson, John Ellis, Jason Rigby and Chris Cheek. The brass section features trombonists Ferber, Tim Albright, Ryan Keberle, Josh Roseman and Jennifer Wharton along with trumpeters Taylor Haskins, Scott Wendholt, David Smith, Alex Norris and Clay Jenkins. The rhythm section is composed of guitarist Anthony Wilson, keyboardist David Cook, bassist Matt Pavolka and drummer Mark Ferber.
The recording begins with the rhythmically intricate and uptempo “Kopi Luwak,” originally commissioned for the Atlantic Brass Quintet and masterfully arranged for big band with the 6-note motif bouncing throughout the sections. A lush arrangement of Björk’s “Hyper-Ballad” follows catching the full drama of the singer’s voice with the woodwinds. “Wildwood Intro” is a swelling, atmospheric overture to “Wildwood,” a well-paced, emotive piece referencing the place where Ferber married his wife near Moraga, California.
“So It Seems” is a moving composition written by saxophonist Chris Cheek, who is featured on baritone sax over the ever-evolving arrangement. “March Sublime” presents various textures through the trading of an ostinato figure weaving throughout the ensemble to striking effect. Ferber’s arrangement of the Hoagy Carmichael classic “I Get Along Without You Very Well” is a lovingly articulated version of this evergreen. Closing the set is “The Compass,” an original first written for nonet, which Ferber expanded for a dynamic and colorful big band arrangement.
Ferber’s attachment to the big band music of the past and his commitment to the music’s future advancement prove to be his passions. Thus, March Sublime proves to be an intriguing collection of compositions and arrangements by this extremely talented musician.
For More Info: Bret Sjerven / bret@sunnysiderecords.com
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www.sunnysiderecords.com | www.sunnysidezone.com | sunnyside@sunnysidrecords.com
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