Page 19 - Kutch Gurjari May 2018

L$ÃR> NyS>®fu C C C C C C C C C C C C C C C C C d¡ - 2018
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`yfps_ dp_hu Qpf `N¡ Qpgsp¡. s¡ s¡_u CCCCCCCCCCCCCCCCC lsy„ L¡$ Å¡ L$p¡C hõsy_¡ Ap`Z¡ ârs k¡L$ÞX$_u
Apk`pk_p b^p„ S> `iyAp¡_¡ Qpf `N¡ Qpgsp¡ b°ûp„X$dp„ hpl_-ìehlpf 11.2 qL$gp¡duV$f_u Nrs Ap`u iL$uA¡ sp¡ S>
Å¡sp¡. `Z `„MuAp¡_¡ dpÓ b¡ S> `N lsp. s¡ b¡ s¡ `©Õhu_p NyfyÐhpL$j®Z_¡ c¡v$u A„sfundp„ Q„Ö
`N¡ Qpgsp Å¡C_¡ s¡_¡ _hpC gpNsu. `R>u ✍ ✍ ✍ ✍ ✍ X$p¸. S>¡. S>¡. fphg `f L¡$ buÅ N°l S>¡hp L¡$ d„Nm, iy¾$, by^ `f
A¡L$pA¡L$ s¡ b¡ `N¡ Qpghp gpÁep¡ _¡ s¡_u CCCCCCCCCCCCCCCCC S>C iL¡$. ârs k¡L$ÞX$_u 11.2 qL$gp¡duV$f_u
Å¡hp_u rnrsS> rhõs©s \C NC. s¡ h^pf¡ v|$f D`ep¡N dpg M¢Qhp A_¡ hpl_-ìehlpfdp„ iê$ Nrs _p_uk|_u _\u. s¡ L$gpL$_p 40,000
ky^u Å¡C iL$sp¡. \ep¡. qL$gp¡duV$f_u \pe. Ap`Zu fpS>^p_u NpX$u
A¡L$ qv$hk s¡ `iy_p cpf¡ riL$pf_¡ OkX$u_¡ Apd `iyAp¡_p¡ dpg M¢Qhp, hpl_- L$gpL$_p dpÓ 130 qL$gp¡duV$f_u Nrs\u v$p¡X¡$
gphsp¡ lsp¡ A_¡ s¡ ìehlpf sfuL¡$, gX$pCdp„ D`ep¡N \sp¡ Apìep¡. R>¡. Å`p_¡ A¡hu d¡Ág¡X$ (d¡Á_¡V$uL$ g¡huV¡$i_)
`iy_p riL$pf _uQ¡ h©n_u X$pmu Aphu NC. s¡ dp_huAp¡A¡ v$¡hp¡ A_¡ v$¡hsp_p hpl_p¡ sfuL¡$ V²¡$_ b_phu R>¡ S>¡ L$gpL$_p 603 qL$gp¡duV$f_u
s¡_¡ h^pf¡ kl¡gpC\u M¢Qu i¼ep¡. `R>u `iy_u Jv$f, hpO, tkl, dp¡f, l„k, dNf, L$pQbp¡, Nrs\u v$p¡X¡$ R>¡. `Z L$gpL$_p 40,000 L¡$
_uQ¡ TpX$_u X$pmu _pMsp¡ Nep¡ A_¡ s¡_p `f s¡ NfyX$, L|$L$X$p¡ hN¡f¡_u L$ë`_p L$fu. lSy> `Z s¡_p\u h^pf¡ Nrs\u rhdp_p¡ L¡$hu fus¡
s¡_¡ M¢Qsp¡ Nep¡. `R>u sp¡ TpX$_p„ \X$ `f s¡ Ap`Z_¡ dp_hpdp„ Aphsy„ _\u L¡$ Ap i¼e R>¡ v$p¡X$phhp„? rhop_uAp¡A¡ A_¡ A¡[ÞS>r_efp¡A¡
gpL$X$p_y„ `pqV$ey„ d|L$u s¡_p `f riL$pf L$f¡gp„ `iy_¡ Mfy„? `R>u rhQpey¯ L¡$ A¡hy„ I^Z b_phhy„ Å¡CA¡ S>¡
fpMu M¢Qsp¡. s¡dp„\u NpX$p_p¡ S>Þd \ep¡. s¡ dp_huA¡ âNrs L$fsp„ `pZudp„ sfsp fp¡L¡$V$_¡ A¡V$gp¡ ^½$p¡ dpf¡ L¡$ fp¡L¡$V$ L$gpL$_p„
`R>u \X$_p R>¡X$p_¡ Q¾$ (`¥X$p) sfuL¡$ D`ep¡N Æhp¡_¡ Å¡C_¡ sfhp_„y iê$ 40,000 qL$gp¡duV$f_u Nrs lp„kg L$f¡.
L$fsp¡ \ep¡ A_¡ hÃQ¡_p¡ cpN `psmp¡ fpMsp¡. L$ey¯. hlpZp¡, sfp`p, lp¡X$u hN¡f¡ `pZudp„ `¡V²$p¡g_u Ap spL$ps _\u. s¡\u s¡Ap¡A¡ âhplu
s¡\u s¡_¡ cpf M¢Qhpdp„ kfmsp `X$su A_¡ s¡ Qgphhp_y„ iê$ L$ey¯ s¡dp„ L$p¡C e„Óp¡ _ lsp„. Apd lpCX²$p¡S>_ A_¡ âhplu Ap¡[¼kS>__u ip¡^ L$fu.
kl¡gpC\u cpf M¢Qu iL$sp¡. S>mìehlpf iê$ \ep¡. hpey-ìehlpf_u sp¡ dpÓ lpCX²$p¡S>_ A_¡ Ap¡[¼kS>__¡ âhplu L¡$ O_
A¡L$ qv$hk A¡L$ kpdpÞe `iy b¡Wy„$ lsy„. s¡ L$ë`_p lsu. hfpmi[¼s_u ip¡^ \ep `R>u b_phhp_u ip¡^ L$fu. s¡Ap¡_¡ Ap bpbs¡ â¡fZp
fds fdsdp„ s¡_u `uW$ `f b¡ku Nep¡. s¡ `iy AY$pfdu-Ap¡NZukdu kv$udp„ \e¡gp S>¡çk hp¡V¡$ `pZuA¡ Ap`u. `pZu ÓZ õhê$`¡ A[õsÐh
`R>u Ecy„ \C Qpghp gpÁey„. s¡_ dTp `X$u hfpmi[¼s_¡ Ap¡mMu hfpme„Ó b_pìey„. A_¡ ^fph¡ R>¡. hfpm hpey õhê$`¡, `pZu âhplu
NC. s¡_¡ A¡L$ hpl_ dmu Ney„. `R>u s¡ buS>¡ s¡_p„ amõhê$`¡ f¡gh¡-V²¡$_p¡ \C. Ap¥Ûp¡rNL$ ¾$p„rs õhê$`¡ A_¡ bfa O_ õhê$`¡. Å¡ lpCX²$p¡S>_-
qv$hk¡ A¡L$ buÅ `iy `f b¡W$p¡. sp¡ s¡ X$fu Ney„ \C. s¡dp„ Q¾¡$ `Z `|Z® cpN cS>ìep¡. Ap¡[¼kS>__¡ hpey õhê$`¡ fp¡L¡$V$dp„ I^Z sfuL¡$
A_¡ M|b TX$`\u v$p¡X$hp gpÁey„. `yfps_ dp_hu `„Mu_¡ lhpdp„ DX$sp„ Å¡C_¡ dp_hu_¡ \ey„ L¡$ hp`fuA¡ sp¡ fp¡L¡$V$_u kp\¡ dp¡V$p dp¡V$p rktgX$f
rbQpfp¡ l¡W$p¡ `X$u Nep¡. s¡Z¡ `R>u `iy `f lhpdp„ EX$u iL$pe R>¡. lhpdp„ hpl_p¡ DX$pX$u fpMhp `X¡$ S>¡ fp¡L¡$V$_y„ hS>_ h^pfu d|L¡$ A_¡
`gpZ _pMhp_y„ iê$ L$ey¯. `iy_¡ r_e„ÓZdp„ iL$pe R>¡. `©Õhu `f_p lhpdp„ DX$_pf A„sqfndp„ fp¡L¡$V$ dp¡L$ghy„ AOfy„ `X¡$. Å¡ hpey_¡
fpMhp gNpd fpMhp_u iê$ L$fu. bmv$ S>¡hp kplrkL$p¡A¡ lhpdp„ EX$hp ÅsÅs_p„ bg|_p¡ âhplu b_phhpdp„ Aph¡ sp¡ I^Z_p rktgX$f
`iy_¡ NpX$p kp\¡ Å¡X$u NpXy„$ l„L$pfhp gpÁep¡- KV$ b_pìep„. R>¡hV¡$ hukdu kv$u_p âpf„cdp„ fpCV$ _p_p \C Åe. s¡\u s¡dZ¡ fp¡L¡$V$dp„ I^Z sfuL¡$
`f `Z s¡_u M|„^dp„ `gpZ b¡kpX$u s¡_u khpfu cpCAp¡ Ap bpbs¡ kam \ep. L$l¡hpe R>¡ L¡$ âhplu L¡$ O_ lpCX²$p¡S>_ A_¡ Ap¡[¼kS>_
L$fhp gpÁep¡. Ap b^p `iyAp¡dp„ Op¡X$p¡ kp¥\u cpfsue V¡$¼_p¡L¡$V$ sm`v$¡A¡ fpCV$ cpCAp¡A¡ Ap`hp_y„ iê$ L$ey¯. Apd lpCX²$p¡S>¡r_L$ A¡[ÞS>_p¡
i[¼sipmu gpÁep¡. s¡Z¡ s¡_u khpfu iê$ L$fu. rhdp_ DX$pX$éy„ s¡ `l¡gp„ rNfNpd Qp¡`pV$u `f A[õsÐhdp„ Apìep S>¡ L¡$V$gpe V$_ `¡-gp¡X$
dp_hu `p¡s¡, `iy-`„Mu hN¡f¡ L¡$hu fus¡ DÐ`Þ_ dlpfpÅ kepÆfph NpeL$hpX$ A_¡ Þeped|rs® (D`N°l. A„sfunep_)_¡ ApL$pidp„ gC S>C
\ep s¡ b^y„ kdS>hy„ AOfy„ R>¡. Op¡X$p_¡ s¡Z¡ f\ fp_X¡$_u lpS>fudp„ rhdp_ DX$pX$hp_p¡ âep¡N L$ep£ iL¡$. Apd fkpeZ A_¡ cp¥rsL$ip÷dp„ fp¡L¡$V$_¡
kp\¡ Å¡X$u M|b S> Nrs lp„kg L$fu. N^¡X$p_¡ lsp¡. Ap bpbs¡ h^y rhNsp¡ d¡mhhu S>ê$fu R>¡. buÅ N°lp¡-D`N°lp¡ `f S>hp knd b_pìep„
`Z dpg D`pX$hp D`ep¡Ndp„ g¡hpdp„ Apìep¡. `R>u sp¡ ÅsÅs_p„ A_¡ ky^f¡gp„ rhdp_p¡ A_¡ N°lp¡ hÃQ¡ hpl_-ìehlpf iê$ \ep¡. s¡d
Npe_p bmv$p¡_¡ NpX$p„ M¢Qhp_p L$pddp„ A[õsÐhdp„ Apìep„. s¡d R>sp„ rhdp_p¡ sp¡ R>sp„ N°lp¡ hÃQ¡_p„ A„sf gpMp¡-L$fp¡X$p¡-AbÅ¡
D`ep¡Ndp„ g¡hpdp„ Apìep. `©Õhu\u 40, 50 L¡$ 60 lÅf aŸV$ KQ¡ S> qL$gp¡duV$f_p lp¡e R>¡. A_¡ s¡\u Ðep„ `lp¢Qsp
Ap âpQu_ dp_hu_p `l¡gp„ hpl_p¡ lsp„. EX$u iL¡$ A_¡ s¡_u Nrs gNcN A¡L$ lÅf L¡$V$gpe qv$hkp¡ - AW$hpqX$ep-drl_pAp¡ L¡$ hjp£
`yfps_ dp_hu `p¡s¡ `Z s¡d_p bpmL$p¡_¡ s¡_u qL$gp¡duV$f ârs L$gpL$_u lp¡e R>¡. s¡\u Q„Ö `f s¡ gpN¡. dpV¡$ lh¡ s¡Ap¡ Þey[¼gef `phf
`uW$ `f L¡$ Mcp `f b¡kpX$u Qpgsp¡. Apd S>C iL¡$ _l]. buÅ N°lp¡ `f s¡ S>C iL¡$ _l]. (AÏi[¼s)\u Qpgsp fp¡L¡$V$p¡, A„sqfnep_p¡
`yfps_ dp_hu `p¡s¡ S> hpl_ sfuL¡$ hs®sp¡ `©Õhu_p NyfyÐhpL$j®Z_¡ c¡v$u_¡ s¡ A„sqfndp„ v|$f b_phhp_u `¡fhudp„ R>¡. Aphp ep_p¡ sp¡tsN
Ap`Z¡ S>¡ A_¡L$ fus¡ dpg-kpdp__¡ D`pX$uA¡ v|$f S>C iL¡$ _l]. Ap bpbs¡ rhop_uAp¡ M|b lp¡hp_p„ S> dpV¡$ Aphp ep_p¡ sp¡ S> A„sqfndp„
R>uA¡ s¡ hpl_-ìehlpf S> R>¡. `R>u lp\u_p¡ tQrQs lsp. Þe|V$__p r_edp¡A¡ A¡ õ`ô$ L$ey¯ hpl_-ìehlpf L$fu iL¡$ Å¡ s¡d_u TX$` M|b S>

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