Page 68 - Sidhant Divakar

68 rkÙp„s qv$hpL$f

Ap âop A_¡ âop`_uesp_u Sy>Ngb„^uA¡ kpl¡b_p Æh_dp„ A¡L$
kp\¡ Sy>Ng (b¡) QdÐL$pfp¡ kÆ® v$u^p„.

(1) v$pv$p NyfyÆ õhe„ sp¡ i„L$põ`v$ bpbsdp„ dy. S>eOp¡j_¡ `|R>sp„,
`Z `p¡sp_p `Ë$L$dp„ s¡Ap¡ kly_¡ k|Q_ L$fu Nep :

""s¡dS> ip÷ue âñp¡dp„ dyr_îu S>eOp¡j rh._u `Z
kgpl g¡hu.''

(2) dy. S>eOp¡j rh. _u dpÓ 21 hj®_u he¡ A_¡ 7 hj®_p k„ed`ep®e¡
rhriô$ `pÓsp Å¡C_¡ v$pv$pNyfyÆ `Ë$L$dp„ gMu Nep :

""s\p `„. cp_y rhS>eÆ_u bpv$ s¡d_u S>hpbv$pfu dyr_
îu S>eOp¡j rh. _¡ kp¢`hu.''

âop A_¡ âop`_uesp_p Acph¡ Ap iu fus¡ OV¡$ ?
âop A¡V$g¡ op__¡ d¡mhu ÅZhy„,

âop`_uesp A¡V$g¡ op__¡ L¡$mhu ÅZhy„.
âop A¡V$g¡ dpÓ cZhy„ A¡V$gy„ S>. âop`_uesp A¡V$g¡ NZhy„
`Z Mê„$.

âop A¡V$g¡ dpÓ Å¡hy„ A_¡ ÅZhy„. âop`_uesp A¡V$g¡ kdS>hy„
A_¡ ky^pfhy„ !

âoph„s dpÓ `pW$ gC iL¡$ A_¡ Ap`u iL¡$, âop`_ue kdÆ
iL¡$ A_¡ kdS>Z õhuL$pfu iL¡$ !
Vy$„L$dp„, âop A¡V$g¡ op_phfZ_p¡ nep¡`id. âop`_uesp A¡V$g¡

dp¡l_ue_p¡ nep¡`id.
A¡L$ S> âp\®_p R>¡ :
Ap`îu sp¡ âop A_¡ âop`_ues_p âcph¡ NZpr^`rsÐh_¡ `pçep;

Ad¡ dpÓ NyZpr^`rsÐh sp¡ `pdu iL$uA¡ !