Ivrkvnx Wek We Vjq Awafz K Jr I Bbw Wudumg Ni Z

cwiwkó - 9: cÖv_wgK Awafzw³ Av‡e`b dig- we.Gmwm Bb GwR

cÖv_wgK Awafzw³i Rb¨ Av‡e`b QK

ivRkvnx wek¦we`¨vjq

we.Gmwm Bb GwR

QK c~iYKvix‡K wb‡Pi MvBWjvBb AbymiY Kivi Rb¨ Aby‡iva Kiv n‡”Q| D‡jøL¨ †h, GB MvBWjvBb Gi mwVK AbymiY Qvov †Kvb K‡j‡Ri Av‡e`b we‡ePbv Kiv n‡e bv|

(K)GB Q‡Ki dig¨vU Gi †KvbiKg cwieZ©b Kiv hv‡e bv|

(L)GgGm.IqvW, fvm©b 97-2003 WK G dvBjwU I‡cb I †mf (‡ccvi mvBR A4, gvwR©bt Uc-0.7, eUg-0.7, †jdU-0.5, ivBU-0.5) Ki‡Z n‡e| evsjvi Rb¨ ÕSutonnyMJÕ Qvov Ab¨ †Kvb d›U e¨envi Kiv hv‡e bv|

(M)GB di‡g †`q me †mKmb/Dc-‡mKmb/‡iv/Kjvg Avcbvi K‡j‡Ri Rb¨ cÖ‡hvR¨ bq| AZGe †h †mKmb/Dc-‡mKmb/‡iv/Kjvg Avcbvi K‡j‡Ri Rb¨ cÖ‡hvR¨ bq, ‡m¸‡jv AbyMÖnc~e©K ev` w`‡q hv‡eb, A_©vr †Kvb wKQz c~iY Kiv jvM‡e bv| Z‡e Avcwb wb‡R ‡Kvb †mKmb/Dc-‡mKmb/‡iv/Kjvg Gi QK wWwjU Ki‡eb bv|

(N)Avcbvi K‡j‡Ri Rb¨ cÖ‡hvR¨ cÖ‡qvRbxq †Kvb Z_¨ (hv GB Q‡Ki †Kvb †mKmb/Dc-‡mKmb/‡iv/Kjvg G D‡jøL Kiv †bB wKsev Q‡Ki dig¨vU cwieZ©b Kiv Qvov †`qv m¤¢e bq) AšÍfz©³ Ki‡Z PvB‡j Zv GKwU c„_K GgGm.IqvW© (fvm©b 97-2003) dvBj ˆZwi K‡i (ïaygvÎ †mB Z_¨¸‡jvi Rb¨) ÒAdditional_Information-Year_College_Name_Primary_Affiliation” bv‡g dvBj †mf K‡i K‡jR cwi`k©K `߇i B-‡gBj K‡i cvVv‡bvi Rb¨ Aby‡iva Kiv n‡jv|

(O)QKwU c~iY n‡q †M‡j Zv ÒInformation-Year_College_Name_Primary_Affiliation” bv‡g†mf (GgGm.IqvW©, fvm©b 97-2003) Ki‡Z n‡e|

(P)QKwU c~iY Kivi ci A4mvB‡Ri KvM‡R (gvwR©bt Uc-0.7, eUg-0.7, †jdU-0.5, ivBU-0.5) wcÖ›U wb‡Z n‡e Ges Zv K‡jR Aa¨‡ÿi ¯^vÿimn (cÖ_g I †kl cvZvq) euvavB K‡i K‡jR cwi`k©K `߇i cvVv‡bvi Rb¨ Aby‡iva Kiv n‡jv| GB wcÖ‡›Ui mv‡_ Q‡K DwjøwLZ mshyw³ (‡hgbt Rwgi `wjj, wkÿK/Wv³vi‡`i bv‡gi ZvwjKv BZ¨vw`) †Kvb wKQz _vK‡j †m¸‡jvI mshy³ Ki‡Z n‡e| Z‡e GB mshyw³¸‡jv †mKm‡bi µg Abymv‡i b¤^i w`‡q mv‡Rv‡Z n‡e (†hgbt ÔK‡j‡Ri ‡gvU wkÿK msL¨vÕ GB mshyw³i µg b¤^i n‡e 2.5, Ô MÖš’vMvi AeKvVv‡gvÕ i †ÿ‡Î GB µg b¤^i n‡e 4.1 BZ¨vw`)|

(Q)c~iYK…Z QKwUi mdU Kwc (GgGm.IqvW©, fvm©b 97-2003) `ywU B-‡gBj wVKvbvq cvwV‡q w`‡Z n‡e|

cvU 1

1.K‡j‡Ri bvg: ......

2. K‡jR m¤ú‡K© mvaviY Z_¨ t

µ: bs / weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
2.1 / K‡jR cÖwZôvi ZvwiL
2.2 / K‡jRwUi gvwjKvbvi cÖK…wZ
2.3 / e¨e¯’vcbv cwil`/cwiPvjbv cwil` Gi †Pqvig¨vb Gi bvg I †ckv
2.4 / Av‡e`bK…Z Avmb msL¨v
2.5 / K‡j‡Ri ‡gvU wkÿK msL¨v
(c„_K KvM‡R wefvM wfwËK bvg, eqm, c`exmn wkÿK‡`i †hvM`v‡bi ZvwiL I †eZ‡bi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.6 / K‡j‡Ri ‡gvU Kg©KZv I Kg©Pvix (wkÿK e¨ZxZ) msL¨v (c„_K KvM‡R wefvM wfwËK bvg, eqm, c`exmn Kg©KZ©v-Kg©Pvix‡`i †hvM`v‡bi ZvwiL I †eZ‡bi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.7 / K‡j‡Ri †gvU Rwgi cwigvY
(we¯ÍvwiZ weeiYmn `wj‡ji Kwc mshy³ Kiæb)
2.8 / K‡j‡Ri †gvU feb msL¨v
(c„_K KvM‡R bvg, AvqZb, Zjv, Uq‡jU msL¨v I Ab¨vb¨ myweavmn we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb| wbg©vYvaxb n‡j fe‡bi wÎgvwÎK Qwe mshy³ Ki‡Z n‡e)
2.9 / K‡j‡Ri ‡gvU ‡jKPvi M¨vjvwi msL¨v
(c„_K KvM‡R bvg, cÖ‡Z¨KwUi AvqZb I Avmb msL¨vi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.10 / K‡j‡Ri ‡gvU ‡kÖwY K¶ msL¨v
(c„_K KvM‡R bvg, K¶ wfwËK AvqZb, Avmb msL¨vi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.11 / K‡j‡Ri †gvU M‡elYv K¶
(c„_K KvM‡R bvg, K¶ wfwËK AvqZb, Avmb msL¨vi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.12 / K‡j‡Ri †gvU wUD‡Uvwiqvj K¶
(c„_K KvM‡R bvg, K¶ wfwËK AvqZb, Avmb msL¨vi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.13 / K‡j‡Ri †gvU e¨envwiK K¶
(c„_K KvM‡R bvg, K¶ wfwËK AvqZb, Avmb msL¨vi we¯ÍvwiZ weeiY wj‡L mshy³ Kiæb)
2.14 / K‡j‡Ri †gvU msiwÿZ Znwej (cwigvY D‡jøL Kiæb)

3.wefvM m¤úwK©Z Z_¨vejx

3.1G‡MÖvbwg wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.1.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.1.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.1.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.1.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.1.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.1.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.1.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.2g„wËKv weÁvb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.2.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.2.2 mnvqK Kg©KZ©v/ KgPvix(c` I msL¨v D‡jøL Kiæb)
3.2.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.2.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.2.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.2.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.2.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.3dmj Dw™¢` weÁvbwefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.3.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.3.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.3.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.3.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.3.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.3.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.3.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.4imvqbwefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.4.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.4.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.4.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.4.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.4.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi / ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.4.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.4.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.5dvg© †gKvwb· wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.5.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.5.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.5.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.5.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.5.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi / ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.5.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.5.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.6Gwbg¨vj mv‡qÝ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.6.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.6.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.6.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.6.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.6.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.6.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.6.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.7K…wl cwimsL¨vb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.7.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.7.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.7.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.7.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.7.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.7.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.8MÖvgxY mgvR weÁvb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.8.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.8.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.8.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.8.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.8.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.8.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.9K…wl A_©bxwZ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.9.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.9.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.9.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.9.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.9.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.9.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.10K…wl ebvqb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.10.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.10.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.10.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.10.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.10.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.10.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.10.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.11Dw™¢` KxUZË¡ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.11.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.11.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.11.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.11.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.11.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw`
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.11.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.11.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.12D`¨vbZË¡ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.12.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.12.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.12.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.12.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/ mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.12.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.12.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.12.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.13g„wËKv weÁvb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.13.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.13.2 mnvqK Kg©KZ©v/ KgPvix(c` I msL¨v D‡jøL Kiæb)
3.13.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.13.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.13.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.13.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.13.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.14Dw™¢` †ivMZË¡ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.14.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.14.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.14.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.14.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.14.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.14.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.15 †R‡bwU· GÛ cø¨v›U weªwWs wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.15.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.15.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.15.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.15.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.15.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.15.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.16K…wl m¤úªmviY wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.16.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.16.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.16.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.16.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.16.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi / ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.16.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.17K…wl imvqb wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.17.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.17.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.17.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.17.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.17.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.17.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.17.5 wkÿv mnvqK `ªe¨vw` I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)

3.18cÖvY imvqbwefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.18.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb =1 LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.18.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.18.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.18.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.18.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.18.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.19ev‡qv‡Kwgw÷ª wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.19.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.19.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.19.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.19.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.19.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.19.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.20ev‡qv‡UK‡bvjwR wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.20.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.20.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.20.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.20.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.20.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.20.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

3.21BbfvB‡ivb‡g›U mv‡qÝ wefvM

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.21.1 wkÿK I mn‡hvMx ÷vd (msL¨v D‡jøL Kiæb) / cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mn‡hvMx cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
mnKvwi cÖ‡dmi / c~Y©Kvjxb = LÐKvjxb =
cÖfvlK / c~Y©Kvjxb = LÐKvjxb =
cÖ`k©K
dvg© g¨v‡bRvi
Ab¨vb¨
3.21.2 mnvqK Kg©KZ©v/ Kg©Pvix(c` I msL¨v D‡jøL Kiæb)
3.21.3 K¬vm Kÿ I Ab¨vb¨(msL¨v, AvqZb I Avmb msL¨v D‡jøL Kiæb) / ‡jKPvi w_‡qUi
K¬vk Kÿ
e¨envwiK Kÿmg~‡ni weeiY
3.21.4 wefvMxq cÖavb, wkÿK, mn‡hvMx ÷vd/mnvqK Kg©Pvix†`i emvi e¨e¯’v (Kÿ msL¨v, AvqZb D‡jøL Kiæb) / wefvMxq cÖavb
cÖ‡dmi
mn‡hvMx cÖ‡dmi
cÖfvlK
mn‡hvMx ÷vd
mnvqK Kg©Pvix
Ab¨vb¨
3.21.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ ÿgZv BZ¨vw` D‡jøL Kiæb)
weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
3.21.5 hš¿cvwZ I Ab¨vb¨(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi /ÿgZv BZ¨vw` D‡jøL Kiæb)

4.MÖš’vMvi m¤ú‡K© Z_¨

µ.bs. / weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
4.1 / MÖš’vMvi AeKvVv‡gv
(cÖ‡hvR¨ †ÿ‡Î bvg, msL¨v, AvqZb/ cÖKvi/ÿgZv BZ¨vw` D‡jøL Kiæb| (cÖ‡qvR‡b c„_K KvMR mshy³ Ki‡Z n‡e) / ‡gvU AvqZb
†gvU Kÿ msL¨v
÷¨vK Kÿ (msL¨v I AvqZb)
cvV Kÿ (bvg, msL¨v I AvqZb)
Bmy¨ Kÿ (msL¨v I AvqZb)
cÖ¯‘wZ Kÿ (msL¨v I AvqZb)
4.2 / cy¯ÍK †kÖwYweb¨vm, K¨vUvjwMs WKz‡g›Um / wW.wW.wm. (Dewey Decimal Classification) †mU (mvj I GwWmbmn)
4.3 / cy¯ÍK msMÖn / ‡gvU UvB‡Uj msL¨v (Kj bs, †jLK, mvj I GwWmbmn welqwfwËK eB‡qi ZvwjKv c„_K KvM‡R wj‡L mshy³ Ki‡Z n‡e)
‡gvU cy¯ÍK msL¨v
4.4 / cvV K‡ÿ msMÖn / ‡gvU cy¯ÍK UvB‡Uj msL¨v
‡gvU cy¯ÍK msL¨v
4.5 / ÷¨vK K‡ÿ msMÖn / ‡gvU cy¯ÍK UvB‡Uj msL¨v
‡gvU cy¯ÍK msL¨v
4.6 / Rvb©vj
(bvg, fjy¨g, msL¨v, mvjmn c~Y©v½ ZvwjKv c„_K KvM‡R wj‡L mshy³ Ki‡Z n‡e) / †`kx ‡gvU UvB‡Uj msL¨v
we‡`kx ‡gvU UvB‡Uj msL¨v
AbjvBb Rvb©vj UvB‡Uj msL¨v
AbjvBb c¨v‡KR (e.g. ‘HINARI’)
4.7 / AvB.wU. / ‡gvU Kw¤úDUvi msL¨v
B›Uvi‡bU ms‡hvMhy³ †gvU Kw¤úDUvi msL¨v
QvÎ-QvÎx e¨env‡ii Rb¨ B›Uvi‡bU ms‡hvMhy³ †gvU Kw¤úDUvi msL¨v
4.8 / Kwc myweav / d‡UvKwc †gwkb msL¨v
¯‹¨vbvi msL¨v
µ.bs. / weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
4.9 / MÖš’vMvi cvi‡mv‡bj / MÖš’vMvwiK / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq- / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq-
mnKvix MÖš’vMvwiK / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq- / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq-
mnKvix MÖš’vMvwiK / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq- / bvg-
eqm-
wWwMÖ - ¯œvZK (m¤§vb), welq-
¯œvZ‡KvËi, welq-
Kg©KZ©v/Kg©Pvix / c`-
bvg-
eqm-
wWwMÖ - / c`-
bvg-
eqm-
wWwMÖ -
Kg©KZ©v/Kg©Pvix / c`-
bvg-
eqm-
wWwMÖ - / c`-
bvg-
eqm-
wWwMÖ -
Kg©KZ©v/Kg©Pvix / c`-
bvg-
eqm-
wWwMÖ - / c`-
bvg-
eqm-
wWwMÖ -

5.AwZwi³ Rbej msµvšÍ Z_¨

weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
5.1 Dc‡i DwjøwLZ c‡`i evB‡i K‡j‡Ri Kvh©µg cwiPvjbvi Rb¨ Rbej
[c`ex, wWwMÖ (welq) I AwfÁZv (c~Y© I LÐKvjxb) D‡jøLmn c„_K KvM‡R we¯ÍvwiZ weeiY| cÖ‡qvR‡b c„_K KMvR mshy³ Kiæb)] / Kg©KZ©v-Kg©Pvix‡`i c‡`i bvg / wbqwgZ / LÐKvjxb / ‡gvU / wbqwgZ / LÐKvjxb / ‡gvU

6.wbivcËv m¤úwK©Z Z_¨

µ.bs. / weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
6.1 / wbivcËv e¨e¯’v wbR¯^/Pzw³wfwËK
6.2 / wbivcËv Kg©xi msL¨v
6.3 / wbivcËv Kg©x‡`i e¨eüZ jvB‡mÝK…Z A¯¿
6.4
6.5

7.AwZwi³ Z_¨

µ.bs. / weeiY / eZ©gvb Ae¯’v
ZvwiL...... / GB Kjv‡g wKQz †jLv hv‡e bv
7.1
7.2
7.3
7.4
7.5

cvU© 2

8.cixÿv †K›`ª

8.1 / K‡j‡Ri wVKvbv
8.2 / K‡jR †_‡K miKvwi K‡j‡Ri `~iZ¡ (wK.wg.)
8.3 / †Rjv cÖkvmK/Dc‡Rjv wbe©vnx Kg©KZ©v cixÿv †K‡›`ªi AvBb k„sLjvi `vwqZ¡ MÖnY Ki‡eb Ges ZË¡eavqK Kg©KZ©v I cÖ‡qvR‡b fvicÖvß Kg©KZ©v wn‡m‡e `vwqZ¡ cvj‡b m¤§Z _vK‡eb GB g‡g© cÖZ¨qbcÎ
8.4 / †UªRvwi‡Z/†UªRvwii `vwqZ¡ cvjb K‡i Giƒc e¨vs‡K †Mvcbxq KvMRcÎ msiwÿZ _vK‡e Ges G g‡g© h_vh_ KZ©„c‡ÿi wbKU †_‡K AsMxKvicÎ
8.5 / K‡j‡Ri mv‡_ cvKv moK/‡ijc_ †hvMv‡hvM e¨e¯’vi weeiY
8.6 / K‡j‡R mve©ÿwYKfv‡e Pvjy †Uwj‡dvb b¤^i
8.7 / K‡j‡R mve©ÿwYKfv‡e Pvjy d¨v· b¤^i
8.8 / K‡j‡R mve©ÿwYKfv‡e B›Uvi‡bU Pvjy _v‡K wK bv?
8.9 / K‡j‡Ri B-‡gBj AvB. wW.
8.10 / K‡j‡Ri I‡qemvBU

1