Author Topic: Ras Kass - Goldyn Child (was Van Gogh) (Read 1418 times)

Rick · « **Reply #15 on:** August 06, 2002, 05:40:31 AM »

Damn, that sucks, that album was so good.

gshdet · « **Reply #16 on:** August 07, 2002, 01:21:14 PM »

if van gogh aint coming out why is it on amazon

Lil Jay · « **Reply #17 on:** August 08, 2002, 01:20:35 AM »

Quote

if van gogh aint coming out why is it on amazon

read what it sais homie, the relase date is October 23, 2001...thats the old ass dater, the didnt update it, cdnow and towerrecords had it too or still have it on their site to order. cdnow had the new august 20, 2002 date but they removed it now.

Quikstar · « **Reply #18 on:** September 17, 2002, 02:34:05 PM »

R.I.P. Van Gogh...

:'(Could've been a backyard banger!

ILL-Logic-AL · « **Reply #19 on:** September 18, 2002, 10:28:35 AM »

Well, We have Van Gogh and all the tracks that came with that, and now we'll get some more tracks from the Goldyn Child album. The fans are winning on this situation.

Murrow · « **Reply #20 on:** November 26, 2002, 12:02:48 PM »

Westcoast legend Ras Kass, whose "Van Gogh" album project was canned due to "label bullshit," has a new album coming out in March 2003 called Goldyn Chyld. The album is set to feature : Dr. Dre, Hi Tek, Pharoahe Monch, Xzibit, Saafir, Rockwilder, DJ Premier & Scott Storch! DJ Premier produced the "Goldyn Chyld" track that appeared on the sampler and on mixtapes earlier this year. More news when we get it!
- DubCNN

Jome · « **Reply #21 on:** November 26, 2002, 06:39:43 PM »

Quote from: Murrow on November 26, 2002, 12:02:48 PM

Westcoast legend Ras Kass, whose "Van Gogh" album project was canned due to "label bullshit," has a new album coming out in March 2003 called Goldyn Chyld. The album is set to feature : Dr. Dre, Hi Tek, Pharoahe Monch, Xzibit, Saafir, Rockwilder, DJ Premier & Scott Storch! DJ Premier produced the "Goldyn Chyld" track that appeared on the sampler and on mixtapes earlier this year. More news when we get it!
- DubCNN

It's not exactly news $:-\$