PHALADEEPIKA - 25 PHALADEEPIKA - 25 | Page 11

565

A≤ymbw 25 -(D]{Kl߃)
DZmlcWw
8˛51 +
16˛40 =

551

25˛31 = D]tIXp taSØn¬

X{X GI¿£ bpt‡m chnx
˛ AXnt\mSv Hcp cmin tN¿Øm¬ kqcy≥
DZmlcWw
25˛31 + 30 = 55˛31. = kqcy≥ CShØn¬
(6)
`mhm[ymtb ]q¿htah abm t{]m‡w kap®bw
ap‡m\mw bØtZhm{X hmNyw `mh^ew ZrVw.
{Kl߃ `mhßfn¬ \n∂mep≈ ^ew apºv `mhm≤ymbØn¬, hnhcn®n´p≠v.
D]{Kl߃°pw AX\pkcn®p ]dbmw. AXmbXv˛˛
{Klßfpw D]{Klßfpw
i\n
˛
KpfnI≥
hymgw
˛
baI≠I≥
_p[≥
˛
A¿≤{]lc≥
cmlp
˛
Ime≥
(7)
XYm]n KpfnImZo\mw hntitjm f {X \nKZytX
]q¿hmNmsscy¿bZmJymXw X’wKrly atbmZnXw.
F∂ncp∂mepw, KpfnI≥ apXembhbpsS hntij^e߃ ]q¿hmNmcy∑mcm¬,
]dbs∏´Xv Rm≥ Npcp°n hnhcn°mw.

4.

(1) amμn ]{¥≠p `mhßfn¬ \n∂mep≈ ^ew
(8)
tNmcx {Iqtcm hn\-b-c-lntXm thZ-im-kv{Xm¿∞-lot\m
\mXn-ÿqtem \b-\-hn-IrtXm \mXn[o¿∂-mXn-]p{Xx
(1)
\m¬]m-lmco kpJ-hn-c-lntXm eºtSm \mXn-Poho
iptcm \ kymZ]n PU-aXnx tIm]t\m amμn -e-t·.
.(1) ]mT-t`Zw ˛
\m¸m-lmco \ t`mKo _lp-hn-j-b-]tcm \mXn-Poho \ iqtcm
t\mhn-Zzm≥ \nXy-tIm]o Ie-l-Ir-Z-\niw aμ-]pt{X hne-t· (sIm√w)