“…This means, that for given J and K the Coriolis resonance is between the rovibrational levels in each of the triads (2v9+2, v9+1+ rio +1, 2Vlo +2) and (2v9 -2, v9-1+ Vlo -1, 2Vlo-2). Denoting the usual symmetric top rovibrational wavefunctions by 12v9+2; J, K), Ivg-+t+Vlo±l; J, K) and [2v,o ±2 ; J, K), the interaction matrix elements are given by [4] <2v9~2 ; J, gl/-'/llvg+xq -1/10 +1 ; J~ K) =<2V,o±2; J,K[I~llV9±l+vlo±l; J,K)=gW9,aoK (1) where the parameter W9,10 depends on the interaction zeta constant in the following way O~ 9 ~-OJlO .…”