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weGGd kvnxb K‡jR XvKv Abykxjb cÖ¯‘wZ g~j¨vqb cixÿv-1: 2020

†kªwY t cÂg (Bs‡iwR fvm©b)

welq t evsjv

mgq t 1 NÈv 15 wgwbU c~Y©gvb 50

cÖ`Ë Aby‡”Q`wU c‡o 1 I 2 bs cÖ‡kœi DËi `vI t

†h‡Kv‡bv †`‡ki Rb¨B RxeRš‘ cïcvwL GK Ag~j¨ m¤ú`| †`‡ki Rjevqy AvenvIqv MvQcvjv e„ÿjZv BZ¨vw` cÖvK…wZK cwigÛ‡jB †m †`‡ki cÖvYxKzj RxebaviY K‡i _v‡K| GKUz jÿ Ki‡jB †`Lv hv‡e c„w_ex‡Z AcÖ‡qvRbxq cÖvYx ev e„ÿjZv ej‡Z wKQyB †bB| GKmgq Avgv‡`i †`‡k cÖPzi kKzb †`Lv †hZ|

kKzb †`L‡Z †h Lye my›`i cvwL Zv wKš‘ bq| Giv D‡o †eovq AvKv‡ki A‡bK Dc‡i| evmv K‡i Mv‡Qi Wv‡j| gvby‡li c‡ÿ hv ÿwZKi, †mBme AveR©bv kKzb Lvq Ges cwi‡ek‡K cwi”Qbœ iv‡L| wKš‘ kKzb GLb evsjv‡`‡ki wejyß cÖvq cvwL|

1. wb‡Pi k㸇jvi A_© †jL t (†h‡Kv‡bv 5wU) 5

Ag~j¨, cÖPzi, c„w_ex, wejyß, AveR©bv, cwi”Qbœ, cvwL|

2. wb‡Pi cÖkœ¸‡jvi DËi †jL t 2+4+4=10

K. †`‡ki Rb¨ cïcvwL, RxeRš‘ Kx DcKvi K‡i Zv 2wU ev‡K¨ †jL|

L. kKzb Kxfv‡e gvby‡li DcKvi K‡i? PviwU ev‡K¨ †jL|

M. cÖvYx, e„ÿjZv Gme aŸsm Kiv DwPZ bq †Kb? PviwU ev‡K¨ †jL|

wb‡Pi Aby‡”Q`wU c‡o 3 I 4 bs cÖ‡kœi DËi `vI t

cÖK…wZi iƒcmx Kb¨v Avgv‡`i GB ¯^‡`k| G‡`‡ki b`x, gvV, AiY¨ Avi cvnv‡oi iƒc †`‡L Avgiv gy» nB| G‡`‡ki w`MšÍ †Rvov dm‡ji †LZ; `wLbv evZv‡m

†`v‡j gv‡Vi †mvbvwj dmj| meyR cÖvšÍ‡ii eyK wP‡i e‡q †M‡Q b`x| Zvi ¯^”Q cvwbi wb‡P wPK wPK K‡i iƒcvwj i‡Oi evwj| G‡`‡ki e‡b, cvnv‡o evm K‡i bvbv Rš‘| Mv‡Q Mv‡Q D‡o †eovq is-†ei‡Oi cvwL| Zv‡`i KjKvKwj‡Z ü`q Avb‡›` f‡i hvq| ¸Yx wkíxi AuvKv Qwei g‡Zv G‡`‡ki MÖvg¸‡jv Ac~e© my›`i|

Qvqv-XvKv, cvwL-WvKv GB MÖvg¸‡jvi avi †Nu‡l e‡q †M‡Q b`x| b`xi m‡½ G‡`‡ki gvby‡li Mfxi wgZvwj| †KD gvQ a‡i, †KD ev †bŠKv wb‡q cvwo Rgvq

`~‡ii e›`‡i| cvb‡KŠwo, evwjnuv‡mi g‡ZvB †Q‡j‡g‡qiv bvB‡Z †b‡g muvZvi Kv‡U b`x‡Z| b`xi Zx‡i euvav _v‡K †bŠKv¸‡jv| †Rvqvi G‡j †XD‡qi Zv‡j Zv‡j †bŠKv¸‡jv †`vj Lvq| b`xi Zx‡i e‡m Gme `„k¨ †`L‡Z †ek jv‡M|

3. cÖ`Ë k‡ãi A_© ey‡S k~b¨¯’vb c~iY Ki t 15=5

kã kãv_©

¯^‡`k wbR †`k

`wLbv `wÿY w`K †_‡K cÖevwnZ

†`v‡j †`vj Lvq

KjKvKwj cvwLi WvK

ü`q gb

¯^”Q cwi®‹vi

K. em‡šÍ ⎯ evZvm eq|

L. Mv‡Q Mv‡Q cvZv ⎯|

M. mKv‡j †kvbv hvq ⎯|

N. gyw³‡hv×v‡`i ⎯ †cÖg wQj cÖej|

O. Avgv‡`i cyKz‡ii cvwb LyeB ⎯|

4. wb‡Pi cÖkœ¸‡jvi DËi `vI t 53=15

K. evsjv‡`k‡K cÖK…wZi iƒcmx Kb¨v ejv n‡q‡Q †Kb Zv cuvPwU ev‡K¨ †jL|

L. b`xi m‡½ G †`‡ki gvby‡li m¤úK© Kxiƒc? G m¤ú‡K© cuvPwU ev‡K¨ †jL|

M. evsjv‡`‡ki MÖvg¸‡jv †`L‡Z †Kgb? G m¤ú‡K© cuvPwU evK¨ †jL|

5. weivg wPý ewm‡q Aby‡”Q`wU cybivq †jL t 5

mv_©K Rbg Avgvi R‡b¥wQ GB †`‡k Kwei G K_vi A_© Avgv‡`i †mŠfvM¨ I mv_©KZv †h Avgiv G‡`‡ki R‡b¥wQ Avgiv evOvwj evsjv‡`‡ki cÖvq mKj †jvK evsjvq K_v e‡j

6. cÖ`Ë ms‡KZ Abymv‡i 200 k‡ãi g‡a¨ †h‡Kv‡bv GKwU wel‡q iPbv †jL t 10 K. Avgv‡`i †`k t (f‚wgKv, Ae¯’vb I AvqZb, RbmsL¨v, cÖvK…wZK †mŠ›`h©,

Dcmsnvi)

L. my›`ie‡bi cÖvYx t (f‚wgKv, Ae¯’vb, wejyßcÖvq cÖvYx, cÖ‡qvRbxq c`‡ÿc, Dcmsnvi)

M. wcÖq †Ljv t (f‚wgKv, DrcwË I cÖPjb, †Ljvi DcKiY, †Ljvi wbqg, DcKvwiZv, Dcmsnvi)

N. exi‡kªô t (f‚wgKv, Rxebe„ËvšÍ, gyw³hy‡× Zuvi AvZ¥Z¨vM I Ae`vb, Dcmsnvi)

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