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(1) A¡L$ `p¡sp_p S> `|h®L$d®_p rh`pL$ kdÆ A¡ bpbsdp„ sV$õ\`Zy„, Dv pku_
cph, õhõ\`Zy„ fpMhy„. "Qpgsy„ lp¡e A¡d Qpghp v p¡,' A¡ S> rlkpb.
(2) buSy>„, kv p kh®v p Aqfl„s cNhp“_y„ ifZ. "lº„ cNhp__¡ ifZ¡ Ry>„.
cNhp__y„ ifZ õhuL$pep® `R>u dpf¡ iu tQsp fpMhp_u ? dpfy„ b^y„
dpfp cNhp_ k„cpmu g¡i¡. dpf¡ cNhp__¡ k„cpmhp_p„.'
bk, rv gdp„ Ap åp¡ cph Å¡fv pf lp¡e, `R>u iy„ L$pd rv gdp„ L$p¡¡C ¾$p¡^-Ü¡jprv
v p¡j gph¡ ? L¡$ iy„ L$pd L$p¡C â`„Q_p `p` L$f¡ ?
cNhp_ A_¡ rS>_ipk_ dýey„ R>¡ _¡ ? `R>u A_prv _u v p¡jiugsp A_¡
`p`iugsp A\p®s¹ v p¡j_p õhcph A_¡ `p`_p õhcph `X$sp d|¼ep.
Q„v _bpmp_u DÃQ ApÐd-`qfZrs d_ `f g¡hp S>¡hu R>¡. rhQpfuA¡ sp¡ gpÁ p¡
L¡$ A¡L$ hMs_u fpS>Ly$dpfu, Ðp¡ Aphu Nygpdu v ipdp„ d|L$pe ? A¡dp„ hmu,
^_pi¡W$_u Ü¡rjgu, Bóep®my `Ð_u A¡_y„ dp\y„ dy„X$phu, `Ndp„ åp¡X$u Opgu A_¡
cp¢efpdp„ `|fu v ¡ ? _¡ Ðep„ hmu c|¿ep-sfõep åp¡ku fl¡hy„ `X¡$ ? R>sp„,
) kl_iugsp Av ¹cºs !
) kdsp Av ¹cºs !
) rh_e-_d°sp Av ¹cºs !
) âcyc[¼s AS>b !
) cp¢efpdp„ S>¡W$ dpk_u cpf¡ Nfdudp„ `Z ÓZ ÓZ rv hk c|¿ep-sfõep
fl¡hp R>sp„ M|b ip„rs\u dlphuf âcy_p _pd_u A_¡fu fV$Zp !
Æh_dp„ ^d®iugsp A_¡ NyZiugsp sfhfsu lp¡e, Ðep„ Ap Av¹$cys hpsp¡
`Z Aphhu kfm R>¡.
Æh__u kyhpk `Z Ap S> R>¡, “l]sf sp¡ L$pNX$p-L|$sfp `Z Æh_ Æh¡
R>¡, `Z A¡_u iu qL»$ds ? Æh_dp„ Aphu L$p¡C ^d® L¡$ NyZ_u kyhpk
_\u gphhu, S>Þd Æhu_¡ amdp„ `fch¡ Aphu L$p¡C L$dpC _\u L$fu S>hu,
sp¡ iy„ Ap`Z¡ `Z kyhpk rh_p_y„ _¡ `p`p¡ s\p v p¡jp¡_y„ v yN¯^hpmy„ Æh_
ÆhuA¡ ? A_¡ S>_d A¡hp¡ S> r_óam S>hp v CA¡ ?
sdpQ 24
