Sandesha Rasaka

SR No.: 002918
Original Sutra Author: N/A
Author: Abdul Rahman, Jinvijay, H C Bhayani
Publisher: Bharatiya Vidya Bhavan
Publication Year: 1945
Total Pages: 282
Language: Sanskrit, English
Classification: Book_Devnagari & Literature
File Size: 17 MB

Page 116

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this strophe. The whole strophe is called by all except the CK, which calls it, and the Ch. which gives both the names,
a) राढ़उ.
Aढ or has five lines, whose constitution varies according to the different varieties (seven according to the PP.) of this metre. But the Ck. knows its one variety only, viz., 15+11+15+11+15. This is of the PP. In the SR. we have this as well as the other variety with the constitution 15+12+15+11+15 (called aar). St.s 18, 19, 25 and 222 are fts while st.s 24 and 223 are gradas.
Regarding the -division of this metre, the PP. gives one scheme,, etc. give another and JACOBI and ALSDORF adopt a third-all different from one another! The -scheme given by the PP. does not work in the case of our stanzas. That given by 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 s occurring in the San. and the KP. is here tried. The structure of our as conforms to that scheme except in one detail. Twice (25c, 223c) we have to assume -fusion in the case of the first two Ts of the third पाद. This can be avoided if 's T-scheme is adopted. The odd पादs :
The first
METRE
consists of 3 morae.
It is either or -. The last is made up of 5 morae which, in the case of the third and the fifth should have one of these two
forms: or .
is
and
The middle piece is divided into two us: 4+3 in the case of the first, 3+4 in the case of the third and the fifth. As to the form of these us, the form of the three-moraic almost exclusively preferred in the case of the third the fifths of ours. The first permits both as . The four-moraic is either first, but appears in all the four forms ( - preferred) in the third and the fifth पाद.
3 as well
174 or
in the
17
As remarked previously, there are two cases of -fusion: 25c opens as- and 223c as
The even पादs :--
The
11-moraic is divided as 4+4+3, the 12-moraic