Letkbe an algebraically closed uncountable field of characteristic 0,ga finite dimensional solvablek-Lie algebraRa noetheriank-algebra on whichgacts byk-derivationsU(g) the enveloping algebra ofg,A=R*gthe crossed product ofRbyU(g)Pa prime ideal ofAand Ω(P) the clique ofP. Suppose that the prime ideals of the polynomial ringR[x] are completely prime. IfRisg-hypernormal, then Ω(P) is classical. Denote byATthe localised ring and letMbe a primitive ideal ofATSetQ=P∩RIn this note, we show that ifRis a strongly (R,g)-admissible integral domain and ifQRQis generated by a regularg-centralising set of elements, then