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A≤ymbw 2 -(k\ymktbmK߃)

595

{]WX \p]intcm`nx kv]rjvS ]mZm_vPbp‹w
˛ cmPm°∑m¿ t]mepw ]mZ߃ sXm´p
hμn°p.∂
]›mXv P\bXn ]rYnhoiw
˛ cmPmhmIpw
(8)
NXzmtcm ZypNcmx J\mYklnXmx
tIt{μ {XntImtW f Yhm
kpÿmt\ _en\kv{Xtbm bZn XZm
k\ymkkn≤n¿ `thXv
kZv_mlpeyhim® X{X kpip`˛
ÿm\ÿnssXkvssX¿htZXv
{]{hPymw alnXmw kXma`naXmw
tNZ\yYm \nμnXmw.
1.

2.

3.

4.

J\mYklnXmx
NXzmtcm ZypNcmx
tIt{μ {XntImtW f Yhm

˛ ]Ømw`mhm[n]\S°ap≈
˛ \mep {Kl߃
˛ tI{μØntem {XntImWØntem \n¬°pI
As√¶n¬
kpÿmt\ _en\kv{Xtbm bZn XZm ˛ kpÿm\ßfn¬ _eap≈ aq∂p {Kl߃
\n¬°pI; F¶n¬
k\ymkkn≤n¿ `thXv
˛ k\ymkkn≤nbp≠mIpw.
kZv_mlpeyhim®
˛ CXn¬ ip`{Kl߃ A[nIap≠mIpIbpw
X{X kpip`ÿm\ÿnssXkvssX¿ ˛ Ah ip`ÿm\ßfnn¬ \n¬°pIbpw
sNbvXm¬
htZXv {]{hPymw alnXmw kXma`naXmw ˛ kØp°ƒ am\n°p∂ alØmb {]{hPysb
]dbWw
tNZ\yYm \nμnXmw.
˛ CXn\p hn]coXambn Aip`∑mcpw
Aip`ÿm\ßfpw
h∂m¬ \nμn°s∏Sp∂h\pamIpw.