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48
That given by big and others incorporates a different tradition. So the scheme derived by Jacobi (San. pp. 21-24) and Alsdorf (Kp. pp. 70-71) from a study of the Fins occurring in the San. and the Kp. is here tried. The structure of our Hills conforms to that scheme except in one detail. Twice (25c, 223c) we have to assume Tot-fusion in the case of the first two this of the third 976. This can be avoided if Svayambha's T-scheme is adopted.
The odd yras : The first 70 consists of 3 morae. It is either wuv or -.
The last tu is made up of 5 morae which, in the case of the third and the fifth C should have one of these two forms : v-or
The middle piece is divided into two shots : 4+3 in the case of the first 45, 3+4 in the case of the third and the fifth. As to the form of these this, the form -- of the three-moraic Tot is almost exclusively preferred in the case of the third and the fifth 4s of our
Els. The first y permits both -- as well as www. The four-moraic To is either -v- or vuur in the first 45, but appears in all the four forms (-- preferred) in the third and the fifth T.
As remarked previously, there are two cases of T-fusion : 25c opens as -- and 223c as ucun.
The even पादs :
The 11-moraic Y is divided as 4+4+3, the 12-moraic (24b, 223b) as 5+4+3. The last Tuis vv without fail. In the 2. Top the formu- finds considerable favour.
b) CTET. The les forming the second part of the above-mentioned Ets have been already dealt with under 13.
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