绝美的锦鲤（70图）

Terry Gilecki，1954年出生于加拿大，1973年毕业于商业艺术学院。随着市场对Gilecki作品需求的日益增多，Gilecki意识到他找到了合适的位置并全身心投身于艺术。他热衷于绘画锦鲤，经过一段时间实践，他开始创造完全源于想象力的作品。他认为锦鲤具有使人平静安宁的神秘力量，而平静安宁的心境有助于激发人的创造性。

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

............................................................................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................

......................................................