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Showing posts with the label Evan Parker

Eclectic Grooves Turns the Page

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It's hard to believe that Eclectic Grooves has already been around for a year. It seems like just yesterday that I posted to Blogger for the first time. While the year hasn't been as prolific or productive as I would have liked, I feel that it has been a great year in many ways. In honor of my one year aniversary, I am reposting a link to the Evan Parker live show at the 411 Club- Portland, Oregon that was first posted on here last December. This concert featured Evan Parker on saxophones, Alexander Von Schlippenbach on Piano and Paul Lytton on drums. It was recorded on mindisc by yours truly, and it is an amazing reproduction of the concert with an amazing sonic clarity that makes you feel like you are actually there. I am not going to go into detail here, since I am still getting over a cold. However, please visit the original post for more information and enjoy the re-up of this amazing performance. Thanks to everyone who has stopped by throughout the past year, and helped ...

Christmas Comes Early

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I know I said that the Evan Parker show would be up in a couple days, but the Christmas season has been kickin' my arse so far. In the meantime, I have been listening to loads of Free Jazz gems that I discovered on Pharaohs Dance , Reality Unit Concepts and Church Number Nine . They have live shows and out-of print records from artists such as Sun Ra, Pharaoh Sanders, Frank Foster and Milford Graves that are free to download for your listening enjoyment. Be sure to check them out as well as Destination Out , which featured a link to an article from the New York Times on the state of Jazz music in the blogosphere. This article was inspired by a posting made by the pioneering composer and trumpeter Dave Douglas on his label's website, Greenleafmusic . Douglas was essentially challenging writers or lovers of jazz music to create an unbiased overview of jazz music from 1973-1990. Eventually, Ethan Iverson, the pianist from the Bad Plus, responded to this challenge by making a ...