hadith in malayalam full 01

7/23/2019 Hadith in Malayalam Full 01

1/295

www.quranmalayalam.com

Camw _pJmcn, Camw apkvenw, Camw A_qZmhqZv, XnanZn,

C_v\pamP, \kmCu apXemb lZokv ]WvUnX dntmv

sNbvX aqhmbnctmfw kzlolmb lZokpI

By Manzoor Bin Kasim

hnjbhnhcw

1.2.3.4.5.

6.7.8.9.10.

11.

12.

13.

14.

15.

16.

17.

18.

19.

20.

21.

22.

23.

24.

25.

26.

27.

28.

29.

30.

31.

32.

33.

34.35.

36.

37.

38.

39.

40.

41.

42.

43.

44.

45.

46.

47.

48.49.

50.

51.

52.

53.

54.

55.

56.

57.

Znhyktins Bcw`w

kXyhnizmkw

hnm\w

ipn

hpfqAvIpfn

Bhw

Xbpw

Camw

\akvmcw

Jp\qv

\akvmckab

]n

_mpw CJmapw

\_nkbpsS t]cn kzemv sNm

ZnIvdns amlmyw

PpapA

`bw

cWvSp s]cpm

hnXv

agp thWvSnbp \akvImcw

{KlW\akvImcw

JpB ]mcmbWn\p amlmyw

JpBs kpPqZpI

Npcpn \akvIcn

XlpZv

abntebpw aZo\bntebpw ]nIfn\akvIcnpXns t{ijvTX

\akvImcn sNmhp

k{]hrnIadhn

anp kwkvIcWw

kmv

lv

Dwd

lnt\m Dwdtm t]mIphsc XSbaZo\bpsS alXzw

t\mv

Xdmholv \akvImcw

sseep JZvdns alXzw

CAv nIm^v

IhSw

Iqenv sImSp

DchmZnw GsSp

Imcy\nlWn\v asmcmsfGn

Irjn sNepw Irjnew ]mn\vaphsc Gnp sImSpepw

PeZm\w

ISns CS]mSpI, AhImiw XSb,]mcmI

hgpI

hoWpInnb hkvXpA{Iahpw A]lcWhpw

]ptNc

]Wbw sh

ASna tamN\w

]mcntXmjnIw AXns t{ijvTX,t{]cW

kmnI

tbmPn v kn

\n_\I

hkznv

1


2/295


58.

59.

60.

61.

62.

63.

64.

65.

66.

67.

68.

69.

70.71.

72.

73.

74.

75.

76.

77.

78.79.

80.

81.

82.

83.

84.

85.

86.

87.

88.

89.

90.

91.

92.

93.

94.95.

96.

97.

98.

99.

100.101.102.103.

[bpw

An Hv \n_w

krjvSnbpsS Bcw`w

\_namcpsS ham\

khntijXI

klm_namcpsS alXzw

\_nkbpsS tcmKhpw acWhpw

JpB hymJym\w

JpB\ns t{ijvTX

hnhmlw

hnhmltamN\w

Nnehv sN

BlmcapSnIfb

Adpepw thbmSepw

Dfvlnv

]m\ob

tcmKnI

NnIn

hkv{X[mcWw

acymZIkXw tNmZn

{]m\I

efnXamb Bib

hn[n

{]XnIfpw t\Ifpw

{]Xnp {]mbn

A\cmhImiw

inmhn[nI

\jvS]cnlmcw

kz]v\hymJym\w

Ipg

JpB\pw kppw apdpsI ]nSn

XuloZv GIssZhhnizmkw

`cWw

]mm]w

kz`mhKpWhnhn[ k

kv{XoIv `mhnt\mSp ISa

kv{XoIsfpdnp hkznv

amXm]nXmtfmSp IhyhpwNmsb tNepw

A\mVw_cPohnXns ta

hnins hntijX

kemw ]db\njn

hnhn[ hnjb

1. Znhyktins Bcw`w1.

2.

AJa(d) \nthZ\w sNpp: Da_v\p Jm_v(d) andnta shv {]kwKnpXvRm tInpWvSv. Atlw ]dp: Xncpta\n(k) C{]Imcw AcpfpXv Rm tInpWvSv.{]h\v {]Xn^ew \IpXv Dtiya\pkcnv am{XamIpp. Hmtcm a\pjy\pwAh\ptinsXtm AXmWv e`npI. Hcm ]memb\w sNpXv Xm t\Sm\ptinp sFlnItastbm hnhmlw sNm\ptinp kv{Xotbtbm eyamnbmsWn Ah\p e`np t\hpw AXp am{Xambncnpw. (_pJmcn. 1.1.1)

Bbni:(d) \nthZ\w: lnimans aI lmcokv Hcn \_n Xncpta\n(k)tbmSvtNmZnpIbpWvSmbn. Amlphns {]hmNItc! Xmv ssZhoIktiw hpInpsXs\bmWv? Xncpta\n(k) Acpfn: aWn\mZw apgpXpt]mse Nnetm F\nv

Znhyktiw e`npw. CXmWv F\nv Xmm Ghpw {]bmkambnpXv. ]noSv AXv\neptmtgpw B ktihmlI ]dXv Rm icnpw lrZnamngnnpWvSmhpw. apNnetm ]pcpjcq]n aev Fs apn {]Xysvkwkmcnpw. aev ]dsXmw Rm lrZnampIbpw sNpp. Bbni(d)

2


3/295


]dbpp: ITn\ssiXyap Znhkw Xncpta\nv Znhyktiw InpXv Rm IWvSnpWvSv.AXn \nv hncanv Ignbptm AhnSps s\nSw hnbsmenppWvSmhpw.(_pJmcn. 1.1.2)

3.

4.

5.

6.

7.

8.

9.

10.

11.

12.

13.

\_n(k)v Znhyktiw \nept]mb \mfpIfpsS kam]vXnsbpdnv Pm_nkwkmcnpIbmbncpp. Xncpta\n ]dp: Rm \Spt]mIptm D]cn`mKp \nvHcp i_vZw tIp. tatmv t\mnbtm lndmKqlbn shv Fs ASp h

aev BImin\pw `qanpanSbn Hcp Itkcbn AXm Ccnpp. F\nv `bwtXmn. hontev aSn. "F\nv ]pXpXcnI' Fv A`ynp. Atm "Hm ]pXpaqSnbht\! FgptpI! (P\sf) XmoXv \IpI' FXp apX tsfhnpI'Fv hscbp kq Amlp AhXcnnp. ]noSv ZnhyktimhXcWw NqSp]nSnp. XpSbmbpw [mcmfambpw Ah hp sImWvSncpp. (_pJmcn. 1.1.3)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) a\pjycn Ghpw [njvT\mbncpp.Pn_vco Xncpta\n(k)sb kinmdp dafm amknemWv AhnSpv Ghpa[nIwDZmc\mhpI. Pn_vco dafm\nse Fm cm{Xnbpw Xncpta\nsb hp IWvSv JpB]TnnmdpWvSv. AmfpIfn Amlphns ZqX CSXShnmsX ASnp hoipImnt\m Zm\ioe\mbncnpw. (_pJmcn. 1.1.5)

2. kXyhnizmkwC_v\pDa(d) \nthZ\w: Xncpta\n(k) Acpfn: Ckvemw (BIp ku[w.) AvXqWpIfnt \nnXamWv. (Ah) Amlp AmsX asmcp Bcm[y\nspw \nbwaplZv Amlphns ZqX\msWpw kmyw hlnpI, \akvImcw {Ia{]ImcwA\pjvTnpI, kIm v sImSppI, lv sNpI, daZm amkn {hXa\pjvTnpIFnhbmWv Ah. (_pJmcn. 1.2.7)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: kXyhnizmkn\v Adp]XncwimJIfpWvSv. e kXyhnizmkns Hcp imJbmWv. (_pJmcn. 1.2.8)

A_vZpmln_v\pAwdv(d) \nthZ\w: Xncpta\n(k) Acpfn: BcpsS \mhn \npw apnwI

kpcnXcmbncnppWvtSm, Ah\mWv bYm apnw. Amlp hntcm[nXv BcvshSnbppWvtSm Ah\mWv bYm aplmPn (kztZiXymKw sNbvXh) . (_pJmcn. 1.2.9)

A_qaqkm(d) \nthZ\w: A\pNcm Hcn \_n(k)tbmSv tNmZnp. ssZhZqXtc!Cmanse GXv IamWv IqSpX DIrjvSw? Xncpta\n(k) Acpfn: BcpsS \mhn\npw In \npw apnwI kpcnXcmIppthm Ah\mWv (Ahs \S]SnbmWv)Ghpw DIrjvS. (_pJmcn. 1.2.10)

A_vZpmln_v\p Awdv(d) \nthZ\w: Cmans \S]SnIfn GXmWv DasavHcmtNmZnp. Xncpta\n(k) Acpfn: AZm\w sNepw ]cnNbaphpw ]cnNbanmhpw kemw ]dbepw. (_pJmcn. 1.2.11)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: X\nnjvSsSpXv Xs ktlmZc\p thWvSnbpw CjvSsSpXphsc \nfnsemcmfpw kXyhnizmknbmhpIbn. (_pJmcn. 1.2.12)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Fs Bmhv BcpsS InemtWmAh\mWv kXyw. kzw ]nXmhnt\mSpw km\tfmSpw DXnt\m {]nbwFtmSmbncnpXp hsc \nfnemcpw kXyhnizmkn BhpIbn. (_pJmcn. 1.2.13)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: kzw ]nXmhnt\mfpw km\tfmfpwkP\tfmfpw {]nbsh Rm\mIpXv hsc \nfnemcpw kXyhnizmkn BhpIbn. (_pJmcn. 1.2.14)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: Hcmfn aqv KpWhntij DWvsSnAbm kXyhnizmkns am[pcyw BkzZnncnpp.1. amtcmSpapXnt\m {]nbw

Amlphnt\mSpw Ahs ZqXt\mSpw DWvSmbncnpI, 2. a\pjys\ Amlphns {]oXnDtinp sImWvSv am{Xw kvt\lnpI, 3. ssZh\ntj[ntev aSpXns\ \cIntev XsSpXns\sb t]mse shdppI. (_pJmcn. 1.2.15)

3


4/295


14.

15.

16.

17.

18.

19.

20.

21.

22.

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: AkmcnItfmSp kvt\lw kXyhnizmkns eWamWv. AkmcnItfmSp tIm]w Im]Synsbpw. (_pJmcn. 1.2.16)

A_qkCZn JpZvcn(d) \nthZ\w: Xncpta\n(k) Acpfn: kzhmknI kznepw \cIhmknI \cInepw {]thinpw. ]noSv Amlp Inpw: ISpIpaWntbmfsanepwhnizmkw lrZbnephsc \cIn \np IcIbpho. As\ Ah \cIn\nv apcmIpw. Ah IdpncpWvSp t]mbnpWvSmIpw. A\cw Ahsc PohnX\ZnbnCSpw. Atm aeshmepIfpsS Hmcfn InSp hn v apfpXp t]mseAhcpsS icocw sImgpp hfcpw. a\ndn Hnt ZftfmSpIqSn Ah apfphcpXv \o IWvSnnt? (_pJmcn. 1.2.21)

A_qkCuZn JpZvcn(d) \nthZ\w: Xncpta\n(k) Acpfn: Rms\mcn \n{Zbnembncnptm Ipmbw [cnnv Nne a\pjysc Fs apn {]ZinnXp RmIWvSp. NnecpsS Ipmbw apehsc FnbnpWvSv. NnecptSXv A{Xbpw Cdan.Aqn Dadp_v\p Jm_pw Fs apn {]Zinnsp. Atlw [cn Ipmbw\ne v Cgp InSncpp. (CXv tIv) Ah ]dp: Amlphns ZqXsc! Cukz]v\n\v AhnSpp \Ip hymJym\sav? Xncpta\n(k) Acpfn: AXv aX\njvTbmWv.(_pJmcn. 1.2.22)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) AkmcnIfn s] HcmfpsS AcnIneqsS\Spt]mbn. Atlw Xs ktlmZcs esbpdnv KpWtZmjnpIbmbncpp.Atm Xncpta\n(k) Acpfn: Ahs\ hntpI. e kXyhnizmkns HcpimJbmWv. (_pJmcn. 1.2.23)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) Acpfn: (apnwItfmSv bpw {]Jym]nncnp) BP\ AmlphmsX asmcp Bcm[y\nspw aplZv Amlphns ZqX\msWpwkmyw hlnv \akvImcw apd{]Imcw A\pjvTnpIbpw kmp \IpIbpwsNpXphsc AhtcmSv bpw sNphm FtmSv Inncnpp. AXh \nlnpIgnm XfpsS ctbpw [\tbpw Fs ]nSpn \nv Ah cnpIgnp. ]s, Cmw Npanb _m[yXIv thWvSn AhcpsS ta ssIshmw.Ahsc hnNmcW sNpXv Amlphmbncnpw. (_pJmcn. 1.2.24)

A_qlpssdd(d) \nthZ\w: GXv IamWv IqSpX t{ijvTambsXv Xncpta\n(k)tbmSvHcm tNmZnp. Atm Xncpta\n(k) ]dp: Amlphnepw Ahs ZqX\nepwhnizkn. Abm hoWvSpw tNmZnp. ]ns GXmWv. Xncpta\n(k) ]dp:Amlphns amn \Sp XymKw. ]ns GXmsWv hoWvSpw tNmZnsp.\_n(k) Dcw \In. kzoImcytbmKyamb \nev \nln lv. (_pJmcn. 1.2.25)

kAZv_v\p A_ohJmkv(d) \nthZ\w: Xncpta\n(k) Hcn Hcp kwLn\v Ftm[w sImSpptm Rm\hnsS CcnpIbmbncpp. B Iqn F\nthpwCjvSs Hcmsf \_n(k) Dt]np. Atm Rm tNmZnp: Amlphns ZqXtc!FpsImWvSmWv AhnSpv Cbmsf HgnhmnfXv. Xobmbpw Cbmsf HcpapAvan\mbnmWv Rm ImWpXv. Atm \_n(k) ]dp: Asn apnw (FpIqSn ]dbpI) A\cw Ipdv kabw Rm au\w Zonp. Fm Abmsfkw_np Adnhns t{]cWbm B hmp Xs Rm hoWvSpw ]dp:Amlphns ZqXsc! FpsImWvSmWv AhnSpv Cbmsf HgnhmnfXv. XobmbpwCbm Hcp apAvan\mbnmWv Rm ImWpXv. Atm Xncpta\n(k) Acpfn: Asnapnw. Atmgpw Rm A]kabw au\w ]menp. hoWvSpw Atls kw_npAdnhv t{]cnnX\pkcnv Rm AXmhnp. \_n(k)bpw Xs ap adp]SnBhnp. ]ns \_n(k) ]dp: kAZv! Nnetm F\nv Ghpw CjvSs NnescHgnp \nn ap Nnev Rm sImSppw. Ahv sImSpmXncnpXv AmlpAhsc \cIn hogvm CSbmIpsav `bnmWv As\ sNpXv. (_pJmcn.1.2.26)

A_vZpmln_v\p Awdv(d) \nthZ\w: Hcp a\pjy Xncpta\n(k)tbmSv tNmZnp.t{ijvTamb CmanI ItaXmWv? \_n(k) Acpfn: `Ww \Iepw ]cnNnXpw

A]cnNnXpw kemw ]dbepw. (_pJmcn. 1.2.27)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) Acpfn: F\nv Hcn \cIw ImWnsp.Atm AXn A[nIhpw kv{XoIfmWv. ImcWw Ah \ntj[npp. A\pNcm

4


5/295


tNmZnp. Ah Amlphns\ \ntj[npIbmtWm? \_n(k) ]dp: A Ah`mmsc (AhcpsS A\p{Klsf) \ntj[npp. B HuZmcytfmSv \nImWnpIbn. PohnXImew apgph\pw \o Hcp kv{Xov ]e \Ifpw sNbvXpsImSpp.Fnv AhfpsS lnXn\v tbmPnm hXpw \o {]hnXmbn Ah IWvSmAh ]dbpw: \n F\nv Hcp \bpw Cphscbpw sNbvXpXnn Fv. (_pJmcn.1.2.28)

23.

24.

25.

26.

27.

28.

29.

anAvdq(d) \nthZ\w: Atlw ]dbpp; Rms\mcn "d_vZ" F epshvA_qZdns\ ImWpIbpWvSmbn. Atlw Hcp ]pXphkv{Xw [cnnpWvSv. AtlnsASnabpw AtXXcw ]pXphkv{Xw [cnnpWvSv. CXns\ kw_nv Rm\tltmSvtNmZnp. Atm Atlw ]dp. Rm Hcmsf iImcnp. Ahs DsbNqWvSnmnsmWvSv Rm Abmsf hjfmn. Atcw \_n(k) FtmSv ]dp. Hm!A_qZdv. \o AbmfpsS Dsb NqWvSnmnsmWvSv ]cnlknv Iftm.Am\Imes Nne ZpKpW \nn AhijnnpWvSv. \nfpsS `rXym\nfpsS ktlmZcmcmWv. Amlp Ahsc \nfpsS \nb{WnemnbncnppFtbpq. AXpsImWvSv hhsbpw ktlmZc Ahs \nb{Wn IognPohnppshn Xm `npXn \np Xs Ah\p `nm sImSppI, Xm[cnp AtX hkv{Xw Ah\pw [cnm sImSppI. , Ahv AkmyambtPmenIsfmpw Ahs\ Gev]ncpXv. hnjatadnb Fsnepw tPmenI Ahs\

Gev]ntWvSn hm \n Ahs\ klmbnWw. (_pJmcn.1.2.29

)

Alv\^v(d) \nthZ\w: Atlw ]dbpp: (Pa bpw \Sptm) Rm Cu a\pjys\(Aenns\) klmbnm thWvSn ]pdsp. Atm A_q_d v FsA`napJoIcnp. Atlw tNmZnp. \o FhnsS t]mIpp? Rm ]dp. Cu a\pjys\(Aensb) klmbnm t]mhpIbmWv. DSs\ Atlw ]dp. (]mSn) \o aSpI. cWvSpapowI hmsfSpp ]ckv]cw bpw sNbvXm h[nh\pw h[nsh\pw\cInembncnpw Fv \_n(k) ]dbpXv Rm tInpWvSv. Atcw Rm tNmZnp.ssZhZqXsc! LmXIs Imcyw icn Xs. sImsh Fp Ipw sNbvXp?Xncpta\n(k) Acpfn: Xs ktlmZcs\ sImm Ah InWp ]cn{ianbmbncpphtm? AXym{KltmSpIqSn. (_pJmcn. 1.2.30)

A_vZpmln_v\pakvDuZv(d) \nthZ\w: "hnizknpIbpw Fnp XfpsS hnizmktmSvA{Iaw IqntmXncnpIbpw sNbvXhv kam[m\apWvSv. Ah XsbmWvkmw {]m]nh' F Bb v AhXcntm Xncpta\n(k)bpsS A\pNcmtNmZnp (\_ntb) Rfn kzicoctmSp A{Iaw {]hnmhcmWv? AtmgmWvAmlphn\v ]pImsc shv ]qeemWv henb A{Iaw F Bb v AmlpAhXcnnXv. (_pJmcn. 1.2.31)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: I]ShnizmknbpsS ASbmfwaqsamWv. 1. kwkmcnm Iw ]dbpI, 2. hmKvZm\w sNbvXm ewLnpI, 3.hnizknm NXnpI. (_pJmcn. 1.2.32)

A_vZpmln_v\p Awdv(d) \nthZ\w: \nbw Xncpta\n(k) Acpfn: \mev eWHcmfn ktfnm Ah Idb I]ShnizmknbmWv. Ahbn GsXnepwHcp eWw

HcmfnepWvsSn AXv hnpw htcpw Ah\n I]Shnizmkns HcpeWapWvsSpw hcpw.1. hnizknm NXnpI, 2. kwkmcnm Ifhv ]dbpI, 3. IcmsNbvXm hnpI, 4. ]nWnbm Ak`yw ]dbpI. (_pJmcn. 1.2.33)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Bscnepw icnbmb hnizmktmSpw{]Xn^tetbmSpw IqSn sseep JZvdn \akvIcnpIbmsWn Ah sNbvX]m]fn \nv s]mdpsSpXmWv. (_pJmcn. 1.2.34)

A_qlpssdd(d) \nthZ\w sNpp: Xncpta\n(k) Acpfn: Hcm Amlphnsamn kacnndpp. Fnep hnizmkhpw Fs ZqXmcnep hnizmkhpwam{XamWv Abmsf AXn\v t{]cnnncnpXv. Cs\bp Hcmsf Fs ASp\np {]Xn^etam i{Xp]p \nv ]nSnsSp [\tam cWvSnsemv t\SnsmSpn

msX XncnbpIbns Imcyw Amlp DchmZnambn GsSpncnpp.am{Xa, Ahs\ kzn {]thinnpsapw Fs kapZmbn\v tiamIpsapRm hnNmcnncpnsn bpn\bp Hcp ssk\yn \npw Rm ]nn\npambncpn. Amlphns amn Rm h[nsSpIbpw ]noSvPohnnsSpIbpw hoWvSpw h[nsSpIbpw PohnsSpIbpw hoWvSpw

5


6/295


h[nsSpIbpw sNbvXncnppshn FmWv Rm Binp t]mIpXv. (_pJmcn.1.2.35)

30.

31.

32.

33.

34.

35.

36.

37.

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: hnizmktmSpw {]Xn^tetbmSpw IqSnhh\pw dafm cm{Xnbnse sFnI \akvImcw (Xdmholv) \nlnm Ah apvsNbvX sXpIfn \npw Ah\v s]mdpp sImSppw. (_pJmcn. 1.2.36)

A_qlpssdd(d) \nthZ\w: Xncpta\n Acpfn: hnizmktmSpw {]Xn^ew BinpsImWvSpwBscnepw dafm {hXw A\pjvTnm Ahs apIgn ]m] s]mdpsSpXmWv. (_pJmcn. 1.2.37)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: \nbw aXw efnXamWv. aXnAanXXzw ]menm Bcv apXnmepw Ahkm\w Ah ]cmPbsSmXncnpIbn.AXpsImWvSv t\scbp hgnbpw a[yamhpw ssIsmpI. As\ Atmgpw \nktmjnpIbpw {]`mXnepw kmbmnepw cmhns Hcmwinepw (\akvImcwaptJ\) klmbw A`ynpIbpw sNpI. (_pJmcn. 1.2.38)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) C{]Imcw ]dbpXmbn Atlw tInpWvSv.Hcm Cmw aXw kzoIcnpIbpw \ \nev CmanI \S]SnIsfmw ]menp

t]mcpIbpw sNbvXm Abm apv sNbvX Fm Ipfpw Amlp ambvpIfbpXmWv.AXn\v tijw (sNp sXpIv) BWv inm\S]Sn. \p {]Xn^ew 10 CcnapX 700 Ccn hscbmWv. sXpIv Xpeyamb in am{Xsa \IpIbpp(Ccnn C) AXp Xs Amlp Ah\v s]mdpp sImSppnsn am{Xw.(_pJmcn. 1.2.40)

Bbni(d) \nthZ\w: Hcn \_n(k) AhcpsS apdnbn ISpsNp. Atm Hcp kv{XoAhcpsS ASp CcnppWvSmbncpp. CXmscp \_n(k) tNmZnp. C kv{XoFpcw ]dtijw Ah AhfpsS \akvImcns hhpw henhpw {]iwknp]dbm XpSn. DSs\ Xncpta\n(k) Acpfn: h\ \npI, \nv \nXyhpwA\pjvTnm km[np{X \n A\pjvTnphn. Amlp kXyw, \nvapjnn tXmpw htcpw Amlphn\v apjnn tXmpIbn. Hcm \ntXy\\nhnLv\w A\pjvTnp aX\S]SnIfmWv Amlphn\v IqSpX CjvSsXv. (_pJmcn.1.2.41)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: lrZbn Hcp _menaWnqsanepw \DWvSmbncnpIbpw AsXmsSmw "em Ceml Cmlp'Fv {]Jym]npIbpwsNbvXhscsbmw \cIn \nv apcmpw. lrZbn Hcp tKmXv aWnqw\ DWvSmbncnpIbpw "em Ceml Cmlp" Fv {]Jym]npIbpw sNp Fma\pjytcbpw \cIn \nv tamNnnpw. lrZbn HcWpXqw \DWvSmbncnpIbpw "em Ceml Cmlp Fv {]Jym]npIbpw sNbvXhtcbpw \cIn \nv apcmpw . (_pJmcn. 1.2.42)

Da(d) \nthZ\w: \nbw Hcp PqX AtltmSv ]dbpIbpWvSmbn: AtbmAaodpapAvan\o! \nfpsS {Kn \n ]mcmbWw sNmdp HcmbpWvSv.

AXv PqXmcmb RmWv AhXcnpInnbncpsn B Zn\w Rsfmcps]cpmfmbn BtLmjnpambncpp. Da(d) tNmZnp. GXv BbmWXv? PqX]dp. "Cs Znhkw \nfpsS aXs Rm \nv ]qnbmnncnpp.AXp hgn Fs A\p{Kls \nv Rm ]qnbmncnIbpw Cmans\aXambn \nv Xr]vXnsSppIbpw sNbvXncnpp (5:3) F hmIyw Xs. Da(d)]dp: B hmIyw AhXcn Znhkhpw AhXcn ehpw Rv \t]mseAdnhpWvSv. Xncpta\n(k) shnbmgvN Znhkw Ad^mbn ktfnncp LnemWvAXv AhXcnXv. (_pJmcn. 1.2.43)

Xzl(d) \nthZ\w: Atlw ]dbpp: \PvZv \nhmknIfns] Hcp a\pjyXncpta\n(k)bpsS ASpphp. AbmfpsS apSnsbmw NnXdnmdnbncpp. AbmfpsSt\cnb i_vZw (Zqsc \np Xs) tImambncppshnepw ASpspXphsc

Abm ]dbpsXsv Rv a\nembn. As\ Abm Cmans\pdnvtNmZnp: \_n(k) Acpfn: Hcp ]Iepw cm{Xnbpw IqSn Ap {]mhiyw\akvIcn, Atm CXmsX ap h _m[yXbpw Fs t]cnepWvtSm Fv AbmtNmZnp: C, \o kpp \akvIcnpIbmsWn AXp HgnsI, ]noSv \_n(k)Acpfn: daZm amkn t\mv A\pjvTntWvSXmWv. Atlw tNmZnp. AXmsX ap

6


7/295


ht\mpw Fs _m[yXbnepWvtSm? Xncpta\n(k) Acpfn: C. \o tkzb\pkcnpt\mv A\pjvTnsn am{Xw. tijw Xncpta\n(k) AbmtfmSv kImns\pdnv ]dp.Atmgpw Atlw tNmZnp. CXmsX ap h kmnI _m[yXbpw F\npWvtSm?Xncpta\n(k) Acpfn: C. HuZmcyambn \o hXpw \IpIbmsWn am{Xw. Cukw`mjWw Igntijw Abm AhnSw hnp. ew hnSptm Atlw ]dbppWvSmbncpp, Amlp kXyw, Rm CXn hnnpItbm IpdpItbmC. Xncpta\nAcpfn: Abm ]dXv kXyamsWn Abm hnPbnpIgnp. (_pJmcn. 1.2.44)

38.

39.

40.

41.

42.

43.

44.

45.

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Bscnepw hnizmktmSpw {]Xn^tetbmSpw IqSn Hcp apnans anns\ A\pKanpIbpw \akvImchpw J_dShpwIgnbpXphsc IqsSbpWvSmhpIbpw sNbvXm Abm Hcp Jodmp {]XnêhpwsImWvSmWv XncnphcnI. (_pJmcn. 1.2.45)

A_vZp(d) \nthZ\w: Xncpta\n(k) Acpfn: apnans\ iImcnpXv ZpamhpwAht\mSv bpw sNpXv kXy\ntj[hpamWv. D_mZ v_v\pman v(d) \nthZ\w:Xncpta\n(k) sseep JZvdns\pdnv hnhcadnbnm thWvSn cWvSpt] ]ckv]cwiWvTIqSpXv AhnSpp IWvSp. AXp ImcWw sseep JZvdns\pdnp m\wFs a\n \nv Dbsp. Hcp ]s, AXv \nv \bmbn ]cnWantmw.sseep JZvdns\, 27, 29, 25 apXemb cmhpIfn \n At\zjnpho. (_pJmcn.1.2.46

)

C_v\pAmkv(d) \nthZ\w: A_qkp^vbm FtmSv ]dbpIbpWvSmbn. lnJ(slpeokv) cmPmhv AtltmSv ]dp: \_nbpsS A\pbmbnI hnpIbmtWmAtXm IpdbpIbmtWm Fv Rm XmtfmSv tNmZntm Ah hnpIbmWvFmWtm XmfpsS adp]Sn As\bmWv kXyhnizmkw, AXv ]qnbmhpXphsc.B aXw kzoIcntijw AXns\ shdp v Bscnepw ]nmdppWvtSm FvtNmZntmgpw C FmWv Xm adp]Sn ]dXv. As\XsbmWv kXyhnizmkw.AXns {]kX a\pambn Iem Bcpw AXns\ shdppIbn. (_pJmcn. 1.2.48)

\pAvam(d) \nthZ\w: Xncpta\n(k) C{]Imcw ]dbpXmbn Rm tInpWvSv.A\phZ\ob Imcy hyamWv. \njnamb Imcyfpw hyamWv. Fm AhcWvSn\panSbn ]ckv]cw kmZriyamb Nne ImcyfpWvSv. a\pjycn A[nIamfpIpwAh {Klnm IgnbpIbn. AXpsImWvSv Hcm ]ckv]cw kZriamb Imcy{]hnmsX kqvaX ssIsmWvSm Abm Xs aXtbpw A`nam\tbpwImp kqnp. Fm hh\pw kmZriyamb Imcyfn sNphoWpt]mbmAhs nXn kwcnp \ndpnb (\ntcm[nX) tan ens AXnnIfn\mmenIsf tap CSbs\ t]msebmWv. AhcXn NmSntmIm FfpamWv.AdnpsImpho! Fm cmPmmpw Hmtcm tan efpWvSv. `qanbnAmlphns \ntcm[nX tan ew Ah \njnamnb ImcyfmWv. AdnbpI!icocn Hcp amwkjWapWvSv. AXp \mbm a\pjyicocw apgph \mbn. AXpZpjnm icocw apgph\pw ZpjnXpXs. AdnbpI! AXs{X lrZbw. (_pJmcn. 1.2.49)

Da(d) \nthZ\w: Xncpta\n(k) Acpfn: Iv ({]Xnêw) Dtiya\pkcnmWv.Hmtcm a\pjy\pw Ah DtinXmWv e`npI. Atm hh\pw Amlphnsbpw

Ahs ZqXsbpw {]oXnbptinv lnPvd ]pdsm Amlphnsbpw AhsZqXsbpw {]oXn Ah\v e`npw. hh\pw ùXnIt\w Dtinp Asn Hcp kv{Xosbhnhmlw Ignphm\ptinv lnPvd ]pdsm Ah DtinXmWv Ah\v e`npI.(_pJmcn. 1.2.51)

C_v\pakvDuZv(d) \nthZ\w: Xncpta\n(k) Acpfn: Hcp a\pjy Xs IpSpw_n\vthWvSn hXpw sNehv sNbvXp. Amlphns {]XnêamWv Ah\ptinXv FmAXh\p Hcp Zm\[amWv. (_pJmcn. 1.2.52)

kAvZv_v\p A_ohJmkv(d) \nthZ\w: \nbw Xncpta\n(k) Acpfn: \o Amlphns{]oXn DtinpsImWvSv sNp GXv [\hybn\pw {]Xnêw e`nmXncnpIbn.\ns `mcybpsS hmbn shp sImSppXphsc. (_pJmcn. 1.2.53)

Pco(d) \nthZ\w: Atlw ]dbpp. \akvImcw apd{]Imcw \nlnphm\pw kImpsImSpphm\pw Fm apnwIpw KpWw Imwnphm\pw thWvSn \_n(k)tbmSv Rm{]Xn sNbvXnpWvSv. (_pJmcn. 1.2.54)

7


8/295


46.

47.

48.

49.

50.

51.

52.

knbmZv_v\p CemJ(d) \nthZ\w: apKodp_v\p ipAv_(d) acn Znhkw PcoP_v\pA_vZp ]dbpXv Rm tIp. Atlw Fgptv \nv Amlphns\ kvXpXnpIbpw{]iwknpIbpw sNbvXtijw Cs\ ]dp. GI\mb Amlphns\ \nkqnpho. Ah\v ]mfnIfn. ]pXnb Aao hcpXphsc kam[m\hpw imnbpwssIsmWw. AtlanXm Ctm Xs FntcpXmWv. XpSv Atlw ]dp.\nfpsS \ncymX\mb Aaodn\pthWvSn amn\t]npho. Atlw hnphogvNCjvSsSph\mbncpp. ]ns Atlw ]dp. Hcn Rm \_n(k)bpsS ASpsNp ]dp: Cmw A\pkcnv Pohnmsav Rm XmtfmSv {]Xn sNpp.Atm Fm apnwIpw KpWw ImwnWsa D]m[nbpw IqSn Atlw shp.Atm Amcyhpw Rm {]Xn sNbvXp. Cu ]nbpsS \mY\mWv kXyw. Rm\nv KpWw Imwnph\mWv. tijw ]m]tamN\n \nv {]mnpsImWvSvAtlw {]kwK]oTn \nv Cdn. (_pJmcn. 1.2.55)

Dkvam(d) \nthZ\w: Amlphns ZqX(k) ]dp: Amlp AmsX ap ssZhanF AdnthmSp IqSn acnp GsXmcph\pw kzn {]thinpp. (apkvenw)

3. hnm\w

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Hcp kZn P\fpambn kwkmcnpsImWvSncnt Hcp {KmaoW ISp hv FtmgmWv Aykabw Fv tNmZnp: (CXptI `mhw \SnmsX) Xncpta\n(k) kwkmcw XpSp. Atm Nne ]dp: AbmtNmZnXv Xncpta\n tInpWvSv. ]s B tNmZyw Xncpta\nv CjvSambnn. Nne]dp. Xncpta\n AXp tIntbn. ]noSv kwkmcn \nv hncantm \_n(k)tNmZnp: FhnsS? (\nthZI ]dbpp) \_n At\zjnXv AyZn\spdnvtNmZnbmsfbmsWv Rm hnNmcnpp. Amlphns ZqXsc! Rm\nXm ChnsSbpWvSv.Fv Abm ]dp. Atm Xncpta\n(k) Acpfn: Aam\p (hnizkvXX)Zpcp]tbmKsSppXv IWvSm \o AyZn\s {]XonpsImpI. Abm tNmZnpFns\bmWXv Zpcp]tbmKnsSppI? Xncpta\n(k) Acpfn: A\lv A[nImcw\Iptm AyZn\w {]XonpsImpI. (_pJmcn. 1.3.56)

A_vZpmln_v\p Awdv(d) \nthZ\w: Atlw ]dbpp: Hcp bm{Xbn \_n(k) RfpsS

Ipsd ]nnembntmbn. ]noSv AhnSpv RfpsS ASpsenbtm \akvImckabwAXn{Ianncpp. R hpfp sNbvXp sImWvSncnpIbmbncpp. R ssIImepIXShm XpSn. Atcw AhnSpv Dn hnfnp ]dp: aSpImepIv hn\cIin. ctWvSm aqtm {]mhiyw Xncpta\n Cs\ hnfnp ]dp. (_pJmcn. 1.3.57)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) Acpfn: hrfpsS Iqn Ce s]mgnmHcp hrapWvSv. apnans\tmsebmWv AXv. GXmWv B hrw Fp ]dbphn.Atm kZkycpsS Nn aescphnse hrfntev ]Xnp. A_vZp(d) ]dbpp.AXp Cu\bmsWv F\nv tXmnsbnepw (]dbm) etXmn. AtmBfpI tNmZnp: Amlphns ZqXsc, AtXXmsWv Av Xs ]dp Xmepw,Xncpta\n ]dp. Cu\bmWv. (_pJmcn. 1.3.58)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) Xs Hscgp v _lvssd\nse cmPmhn\vsImSpm InpsImWvSv Hcmsf Abp. _lvssd\nse cmPmhv AXv In{kmN{Ihnv \In. Atlw AXv hmbntm ]nnonfp. C_v\pAmkv(d)]dbpp: Atm In{km N{IhnsXncmbn Xncpta\n(k) {]mnp. AhcpsSkwLSnXin XIv t]mIssbv. (_pJmcn. 1.3.64)

A_phmJnZv(d) \nthZ\w: Xncpta\n(k) Hcn ]nbn CcnpIbmbncpp.A\pNcm Atlns IqsSbpWvSv. Atm aqpt] AhnsS hp. cWvSp t]\_n(k)bpsS ASptev hcnIbpw Hcm Xncnpt]mhpIbpw sNbvXp. \nthZI]dbpp. AXmbXv cWvSmfpI \_n(k)bpsS ASp hp. Hcm kZn Hcp HgnhvIWvSv AhnsSbncpp. asbm FmhcpsSbpw ]nn Ccpp. aqmasbm]nXncnpt]mbn. \_n(k) kwkmcn \nv hncantm C{]Imcw Acpfn: aqvBfpIsf kw_nv Rm ]dbmw. Hcm Amlphntev A`bw tXSn. Atm AmlpAbmv A`bw \evIn. asmcm enp. Atm Amlp AbmtfmSpw e ImWnp.aqmasbmfmIs ]nncnp. AXn\m Ah\n \nv Amlphpw ]nncnpIfp. (_pJmcn. 1.3.66)

8


9/295


53.

54.

55.

56.

57.

58.

59.

60.

61.

62.

C_v\pakvDuZv(d) \nthZ\w. Rv aSpv hcpXv A\njvSambncpXnbncpXpsImWvSv k`w t\mn CSnsSbmbncpp Xncpta\n(k) Rv s]mXp D]tZi\InbncpXv. (_pJmcn. 1.3.68)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: \n (aX\S]SnIfn a\pjyv) FfpamnsmSppI. Ahsc sRcpcpXv. Ahsc kpjvScmpI, AhcpsS a\v shdpncpXv.(_pJmcn. 1.3.69)

apBhnb(d)bn \nv \nthZ\w: Xncpta\n(k) AcpfnbXmbn Rm tInpWvSv. hh\pwAmlp \ sNm\ptinm aXn Ahs\ ]nX\mpw. \nbw Rm ]npsImSpph am{XamWv. bYm ZmXmhv AmlphmWv. Cu kapZmbw (Hcp \yq\]w)AyZn\w hsc Amlphns B inckmhlnpsImWvSv Ddp \npw. FXncmfnIv Ahsc t{Zmlnm IgnbpIbn. (_pJmcn. 1.3.71)

A_vZpmlp_v\pakv DuZv(d) \nthZ\w: Xncpta\n(k) Acpfn: cWvSv Imcyfnte Akqb]mSpq. Hcmv Amlp [\w \IpIbpw B [\w kXyamn sNehp sNmAbm \on shpIbpw sNpp. (CbmtfmSv Akqbbmhmw) asmcmv Amlp hnZy\IpIbpw B hnZysImWvSv Abm (a\pjynSbn) hn[n InpIbpw a\pjyXv ]Tnnv sImSppIbpw sNp (Cbmfnepw Akqbbmhmw) . (_pJmcn. 1.3.73)

C_v\pAmkv(d) \nthZ\w: Atlw ]dbpp: \_n(k) Hcn Fs BenwK\wsNbvXnv {]mnp. Amlpth! Chv \o JpB\nI m\w \tIWta. (_pJmcn.1.3.75)

C_v\pAmkv(d) \nthZ\w: Hcn Rm Hcp s]IgpXpd v ]pdsp. As\nv{]mb]qnbmIm\Spncpp. Xncpta\n(k) an\mbn shv Hcp Xpd e v\akvIcnpIbmWv. aXnens adbnmsX. Atm IgpXsb tabm hnbnv Rm(\akvIcnp) AWnIfpsS apneqsS \Sp sNv AhcpsS AWnbn {]thinp.AXns\ Bcpw FXnn. (_pJmcn. 1.3.76)

A_qaqkm(d)bn \nv \nthZ\w: Xncpta\n(k) Acpfn: Amlp GsXmcp km

Zi\hpw hnm\hpambnmtWm Fs \ntbmKnnpXv, AXns D]a tLmcamb Hcpagt]msebmWv. AXv `qanbn hjnp. AXn (`qanbn) \ Nne {]tZifpWvSv. Ahshs XSp \nn. Fnv AXv aptJ\ Amlp a\pjyv {]tbmP\w \In.Ah IpSnp, IpSnm sImSpp. Irjnbpw sNbvXp. agbpsS Hcp `mKw s]bvXXv hcWvS`qanbnemWv. AXn\v shs XSp \nm km[npIbn. ]pns\ AXvapfnpIbpan. Amlphns Zo\ns\ {KlnpIbpw Fs Amlp \ntbmKnpamZi\w aptJ\ {]tbmP\w e`npIbpw ]TnpIbpw ]TnnpIbpw sNbvXhsbpwRm sImWvSv h kmw kzoIcnpItbm AXns\pdnv {inpItbm sNmhsbpw DZmlcWw ChbmWv. A_qA_vZn (_pJmcn) ]dbpp. CkvlmJv ]dp:AXn (`qanbn) Hcp `mKapWvSv. AXv shw hensSpp. JmAv Fp ]dmapIfn shw ]cp \np {]tZiw FmWv. k^vk^v Fm \ncp InSp{]tZiw Fpw. (_pJmcn. 1.3.79)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: \nbw hnm\w \jvSsSepw AXncsSepw aZy]m\hpw ]ckyamb hy`nNmchpw AyZn\ns ASbmffmIpp.(_pJmcn. 1.3.80)

A\kv(d) \nthZ\w: Atlw ]dp. Rm Hcp hm \nsf tInpw. F\np]pdsa amcpw \nsf B hm AdnbnpIbn. Xncpta\n(k) ]dbpXmbn RmtInp WvSv50 kv{XoIv Hcp ]pcpj F \nehcpw. (_pJmcn. 1.3.81)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) AcpfnbXmbn Rm tInpWvSv. Rm DdnnSptm Hcp tIm ]m F\nv sImWvSp hcsSpIbpw Rm\Xv IpSnpIbpwsNbvXp. Atm Fs \Jn IqSn Zmlw Xo Ipfn ]pd v t]mIpXv RmIWvSp. Ahkm\w Rm Fs _mn Dadv_vv\p Jm_n\v sImSpp. Ah tNmZnp.

Amlphns ZqXsc! Cu kz]v\n\v Xm Fp hymJym\amWv \IpXv.Xncpta\n(k) Acpfn: hnm\w. (_pJmcn. 1.3.82)

9


10/295


63.

64.

65.

66.

67.

68.

69.

C_v\pAmkv(d) \nthZ\w: \_n(k) lv sNptm Hcm Rm FdnbpXn\papmbn Adpp. (AXn\v IpapWvtSm) Fv tNmZnp, Xncpta\n(k) ssIsImWvSv BwKywaptJ\ Ipan Fp ]dp. asmcm AdppXn\papmbn apSn Ifp Fp]dp. Atmgpw \_n(k) ssIsImWvSv BwKyw aptJ\ Ipan Fp ]dp. (_pJmcn.1.3.84)

kmenw \nthZ\w: A_qlpssdd(d) \_n(k) bn \nv DcnpXmbn Rm tInpWvSv.Xncpta\n(k) Acpfn: m\w P\fn \nv \jvSsSpw. AXbpw Ipgfpw{]XysSpw. ldPv hnpw. Atm Hcm tNmZnp. Amlphns ZqXsc! FmWvldPv? \_n(k) ssI A\nbnv Cs\ BwKyw ImWnp. AXv IWvStm Xncpta\nsImesbbmWv DtinpsXv tXmn. (_pJmcn. 1.3.85)

DJv_p_v\p lmcnkn \nv \nthZ\w: Atlw A_p Clm_ns Hcp aIsfhnhmlw Ignp. DSs\ Hcp kv{Xo Atlns ASp hp ]dp; \nbw RmDn\pw Atlw hnhmlw sNbvX kv{Xopw apesImSpnpWvSv. Atm D vAhtfmSv ]dp: \o F\nv apem XXmbn F\ndnbn. B hnhcw \o FsAdnbnnpan. tijw Atlw aZo\bn \_n(k)bpsS ASptev bm{XsNpIbpwCXns\pdnv Xncpta\ntbmSv tNmZnpIbpw sNbvXp. Atm AhnSpv Acpfn. AhCs\sbmw ]dbp nXnv Fs\bmWv \n `mcym`mfmbn PohnpI.

DSs\ D v Ahsf ]ncnbp. Ahsf thsd Hcm hnhmlw sNpIbpw sNbvXp.(_pJmcn. 1.3.88)

Da(d) \nthZ\w: Rm\pw Akmcnbmb Fs Hcbhmkn (D v_m) bpw _\q DatKm{XnnSbnemWv XmaknncpXv. AXv tase aZo\m{]tZipff Hcp {Kmaambncpp.R DuganmWv Xncpta\nbpsS ASptev CdnspI. Hcp Znhkw AtlwCdnspw. asmcp Znhkw Rm\pw. Rm\mWv t]mIpsXn ApWvSmbZnhyktihpw aphnhcfpw Rm Atln\v FnpsImSppw. Atlwt]mIptmgpw CtX {]Imcw sNpw. Hcp Znhkw Akmcnbmb Fs kvt\lnX XsDuga\pkcnv Xncpta\nbpsS ASptev t]mbn Xncnphv Fs hmXnen\v inbmbnapn. Atlw ChnsSbptWvSm Fv tNmZnpsImWvSncpp. Rm t_Pmdv ]qWvSv]pdtv hp. DSs\ Atlw ]dp; Kuchtadnb Hcp kw`hw \SnpWvSv. DSs\

Rm ]pdsp l^vkbpsS ASp {]thinp Ah IcbpIbmWv. Rm tNmZnp.{]hmNI \nsfsbmw hnhmltamN\w sNbvXpthm? Ah ]dp. F\ndnbn.Atm Rm \_nbpsS ASp sNv Amlphns ZqXsc, Av `mcyamscsbmwhnhmltamN\w sNbvXpthm Fp tNmZnp. \_n(k) ]dp. C. Atm Rm]dp: Amlp Ghpw alm! (_pJmcn. 1.3.89)

A_qakvDuZp Akmcn(d) \nthZ\w: Hcn Hcm hp Xncpta\ntbmSv ]dp;Amlphns ZqXsc! C a\pjy \akvImcw ZoLnnpXv sImWvSv F\nv\akvIcnm km[npn. A_qakvDuZv(d) ]dbpp. P\sf Dt]Zinptm\_n(k) Asm ITn\ambn tIm]nXv Rm IWvSnn. As\ \_n(k) ]dp.tl a\pjytc, \n P\sf shdpnphcmWv. hh\pw P\v Camambn\akvIcnpIbmsWn Abm \akvImcw eLqIcntWvSXmWv. (ImcWw) AhcntcmKnIfpw _elo\cpw Bhiymcpsamw DWvSmbncnpw. (_pJmcn. 1.3.90)

skbvZv_\p JmenZv(d) \nthZ\w: Hcp a\pjy hv \_n(k)tbmSv, hoWpInp km[sIpdnv tNmZnp. Xncpta\n(k) Acpfn: \o AXns sIv Asn ]m{Xhpw aqSnbpw(knbpw) kqnp a\nempI. Fnv Hcp sImw AXp ]ckysSppI. (FnpwDSa hnsn) \n\Xv D]tbmKnmw. ]noSv DSa hmtem AtmAXbmv hnp sImSppI. Atm Abm \_ntbmSv tNmZnp: HIamWv IfpInnbsXntem? CXp tIv Xncpta\nv tIm]w hp. AhnSps cWvSp IhnSfpwAsn apJw Nphp XpSpp. Xncpta\n Acpfn: \n\smWv (AXns\ ]nSntWvSImcyw) AXns sh ]m{Xhpw AXns sNcnpw AXnt\mSv IqsSsbpWvStm. AXpPemibn sNpIbpw sNSnI tap XnpIbpw sNbvXpsImpw. AXn\m \oAXns\ hntpI. AXns\ DSa At\zjnv ]nSnpsImpw. B a\pjy tNmZnp.HcmSns\bmWv IfpInnbsXntem? BSv \n\tm \ns ktlmZct\m Asn

sNmbvtm DXmWv (AXn\m \o FSppsImpI) (_pJmcn. 1.3.91)

A_qaqk(d) \nthZ\w: Atlw ]dbpp: Ipsd Imcysfpdnv Xncpta\ntbmSptNmZnsp. Xncpta\nXv CjvSambn. tNmZyw hfsc A[nIambtm Xncpta\n(k)v

10


11/295


tIm]w hp. Fnv P\tfmScpfn; \n CjvSapsXmw tNmZnpsImpI. AtmHcm tNmZnp. Fs ]nXmhmcmWv? Xncpta\n Acpfn: \ns ]nXmhv lqZm^mWv.Atm thsdmcm Fgptp \nv tNmZnp: ssZhZqXtc! Fs ]nXmhv BcmWv?Xncpta\n Acpfn! \ns ]nXmhv kmenamWv. ssi_ns tamNnX\mb ASna. HSphnXncpta\nbpsS apJ v {]Xys tIm]w IWvSnv Da(d) ]dp: ssZhZqXtc! RAmlphntev ]m]np aSpp. (_pJmcn. 1.3.92)

70.

71.

72.

73.

74.

75.

76.

77.

A\vkv_v\p amenIv(d) \nthZ\w: Hcn \_n(k) ]pdphp. AtmA_vZpmln_v\p lqZm^: Fgptp \nv tNmZnp. Fs ]nXmhmcmWv? \_n(k)]dp. \ns ]nXmhv lqZm^bmWv. ]noSv \n tNmZnpsImpho Fp ]dbhn[w tNmZy hnp. Atm Da(d) appIpnsmWvSv ]dp: Amlphns\dmbpw Cmans\ aXambpw aplZns\ \_nbmbpw RfnXm Xr]vXnsncnpp.Fntlw \ni_vZ\mbn. (_pJmcn. 1.3.93)

A\kv(d) \nthZ\w: \_n(k) kemw ]dbptm aqv {]mhiyw Bhnpw.Fsnepw kwkmcnm aqv {]mhiyw AXns\ aSndbpw. (_pJmcn. 1.3.94)

A\kv(d) \nthZ\w: Xncpta\n(k) Hcp hmv kwkmcnm AXv aqv {]mhiywBhnp ]dbpw. P\ AXv icnpw {KlnpXphsc, Hcp Iqw BfpIfpsS

ASp sNnv Ahv kemw ]dbptm aqv {]mhiyw kemw ]dbpIbpwsNbvXncpp. (_pJmcn. 1.3.95)

A_qaqkm(d) \nthZ\w: Xncpta\n(k) Acpfn: aqv hn`mKw BfpIv Ccn {]Xn^ewe`npw. ]qthZmcns] Hcp a\pjy. Abm Xs \_nbn hnizknp. tijwaplZv \_nbnepw hnizknp. Amlphnt\mSv ISmSpIfpw bPam\t\mSp_myXIfpw \nln ASna, Xs A[o\n Hcp ASna kv{XobpWvSv. Ahhicnp kmwkvImcnI ]cnioe\w \In. am{Xa, Ahv hnZym`ymkw \In. \\nev hnZy A`yknnp. tijw Ahsf ASnaXzn \nv tamNnnpIbpw AhsfAh Xs hnhmlw sNpIbpw sNbvXp. Ah\pw Ccn {]Xn^eapWvSv. Aao ]dbpp:\n\v bmsXmcp hnjahpw CmsX Cu lZokv Rm Adnbnp Xcpp. CXnt\m\nmcamb Imcyv thWvSn Atlw aZo\bntev bm{X sNmdpWvSmbncpp.(_pJmcn. 1.3.97)

C_v\pAmkv(d) \nthZ\w: Atlw ]dbpp: Rm Xncpta\n(k)bpsS Hcp \S]Snvkmyw hlnpp. Hcn \_n(k) s]cpm JpXp_xbn \nv hncan DSs\kv{XoIfpsS `mKtv ]pdsp. IqsS _nem(d)bpw DWvSmbncpp. kv{XoI {]kwKwicnpw tInpWvSmbncnpIbnsv \_n(k)v tXmn. Xnanw Xncpta\n(k) Ahsc(hoWvSpw) D]tZinpIbpw AhtcmSp [w sNm InpIbpw sNbvXp. Atmkv{XoI I, tamXncw Fnh Ducn FSpp kw`mh\ sNmXpSn. l{k v_nem XpWnbpsS Xe ImWnv AXn AXp hmnsmWvSncpp. (_pJmcn. 1.3.97)

A_qlpssdd(d) \nthZ\w: Atlw ]dbpp. Amlphns ZqXsc! ]p\cpm\ ZnhkwAbpsS ip]mi aptJ\ hnPbw Icamm IqSpX `mKyw knnpXvBmbncnpsav tNmZnsp. Xncpta\n(k) Acpfn: tl! A_qlpssdd! Cu

hmsbpdnv \n\v apv Bcpw FtmSv tNmZnpIbnsv Rm Dulnncpp.lZokv ]Tnphm\pff \ns AXym{Klw IWvStm. ]p\cpm\Znhkw Fs ip]miaptJ\ Ghpw ku`mKyw knnph Amlp HgnsI bmsXmcp Bcm[y\pansv\njvfambn ]dh\mWv. (_pJmcn. 1.3.98)

A_vZpmln_v\p Awdv(d) \nthZ\w: Xncpta\n(k) AcpfpXv Rm tInpWvSv. Amlpm\s HbSnv a\pjycn \nv DucnsbSppIbn. Fm ]nXmcpsS acWwaptJ\ hnZysb Amlp a\pjycn \nv {ItaWbmbn ]nSnsSppw. Ahkm\w`qapJp Hcp ]nX\pw Ahtijnm Lw hcptm Nne aqVmsc a\pjyt\Xmfmn shpw. Fnp AhtcmSv aXImcy tNmZnpIbpw Atm AhAdnhnmsX hn[nsImSppIbpw Ahkm\w Ah kzbw hgn sXpIbpw aphscsXnpIbpw sNpw. (_pJmcn. 1.3.100)

A_qkCZpJpZncn(d) \nthZ\w: Atlw ]dbpp: kv{XoI Hcn \_n(k)tbmSv]dp: Xmsf kao]npXn ]pcpjm Rsf ]cmPbsSpnbncnpp.AXpsImWvSv Xm Rv (hnm\w \Im) {]tXyIambn Hcp Znhkw\nbnpXmepw. Atm \_n(k) Ahv Znhkw \nbnpsImSppIbpw Av

11


12/295


AhcpsS ASp sNpIbpw Ahv D]tZiw sImSppIbpw AhtcmSv InpIbpwsNbvXp. As\ Xncpta\n(k) Ahsc D]tZin Iqn Cs\ AcpfpIbpWvSmbn.aqv km\sf X\nv apv Xs ]ctemItbp GXv kv{Xopw, \cIn\pwB kv{XoIpw CSbn B km\ Hcp adbmbn \nesImffmXncnn. Atm Hcpkv{Xo tNmZnp: cWvSp km\sf \jvSsSpnbhtfm? Xncpta\n(k) Acpfn: cWvSpkm\sf Abmepw As\Xs. (_pJmcn. 1.3.101)

78.

79.

80.

81.

82.

83.

84.

85.

Bbni(d) \nthZ\w: Ahv a\nemIm Fp tIptmgpw AXv a\nemIpXvhsc Ah hniZoIcWw Bhiysncpp. \_n(k) Hcn ]dp: hh\pw hnNmcWsNsm innsXv Xs. Bbni(d) ]dbpp: Atm Rm tNmZnp; BcpsSGSpI Ahs heXpIn \IsSppWvtSm Ah\v eLphmb \nepIWpt\m am{Xta A`napJoIcntWvSn hcnIbpq Fv Amlp ]dbpnt?Xncpta\n(k) Acpfn: a\pjycpsS {]h\ ]cntim[nm thWvSn Amlphnsapn AhXcnnpXns\pdnmWv AdXv. Fm hhsbpw hnNmcW\njvIrjvSambn ]cntim[npIgnm Ah \inXpXs. (_pJmcn. 1.3.103)

Aen(d) \nthZ\w: Xncpta\n(k) AcpfpXmbn Rm tIp. \n Fs t]cn Iw]dbcpXv. hh\pw Fs t]cn Iw ]dm Ah \cIn {]thinp. (_pJmcn.1.3.106)

A_vZpmln_v\p kpss_(d) \nthZ\w: Atlw ]dbpp: Rms\mcn kpss_(d)t\mSv tNmZnp. Cn BfpI \_nbn \nv DcnpXpt]mse \n \_nbn\nv DcnpXv Rm tIpntm? Atlw ]dp. Rm \_n(k)sb]ncnbmdpWvSmbncpn. Fm \_n(k) ]dbpXmbn Rm tInpWvSv.v. Fs t]cnhh\pw Ifhv ]dm Ahs kov Ah \cIn HcpnshpsIms. (_pJmcn.1.3.107)

A\kv(d) \nthZ\w: Atlw ]dbpp: \nbw \ntfmSv IqSpX lZokpI DcnmFs XSbpXv Fs t]cn hh\pw a\x]qw Ifhv ]dbppshn AhsCcnnSw \cIn HcpnshpsIms F \_n(k)bpsS {]kvXmh\bmWv. (_pJmcn.1.3.108)

A_qlpssdd(d)bn \nv \nthZ\w: Atlw ]dbpIbmWv. \_n(k) bn \nvFsm IqSpX lZokv \nthZ\w sNbvXhcmbn klm_nIfn Bcpw Xsbn.Fm A_vZpmln_v\p Awdv \nthZ\w sNbvX lZokpIfn HgnsI Atlnsgpdnbmambncpp. F\nsgpXm AdnbpIbn. (_pJmcn. 1.3.113)

C_v\pAmkv(d) \nthZ\w: Xncpta\n tcmKibnembncnptm thZ\ ITn\ambnAtm AhnSpp ]dp. FgpXm\p D]IcW F\nv \n sImWvSvhcnI.Rm \nv NneXv FgpXncmw. AXn\v tijw \n hgn ]ngpt]mhpIbn.l{k v Da ]dp. Xncpta\n(k) thZ\aqew Ahi\mbncnpIbmWv. \psS ASpAmlphns InXm_v DWvSv. \apXpaXn. Atcw A\pNcmnSbn A`n{]mb`nXI D`hnp. _lfw A[nIamhpIbpw sNbvXp. \_n(k) ]dp: \n FsASp \nv Fgptv t]mIpho, Fs ASp shv Cs\ `nnm ]mSn.

DSs\ C_v\pAmkv ]pdphv C{]Imcw ]dp. \nbw \miw AsX! khn[\mifpw \_n(k) FgpXncpXn\v {]Xn_apWvSmnbXmWv. (_pJmcn. 1.3.114)

Dpkea(d)bn \nv \nthZ\w: Ah ]dbpp; Hcp cm{Xnbn Xncpta\n(k) Ddn\nv AhnSpv Acpfn: Amlp ]cnip. Cu cm{Xn Fsmw IpgfmWv Cds

ncnpXv! F{Xsb{X JP\mhpIfmWv XpdsncnpXv! dqapIfn DdnsmWvSncnp kv{XoIsf \n thKw DWnsmpho. CltemIpshvhkv{Xw [cn F{X kv{XoIfmWv ]ctemI v \cmbncnm t]mIpXv. (_pJmcn.1.3.115)

A_vZpmln_v\p Da(d) \nthZ\w: Xs PohnXnse Ahkm\ Ln Xncpta\n(k)Hcn Rsfbpw sImWvSv Cim\akvIcnp. kemw honbtm AhnSpv Fgptv

\npsImWvSv tNmZnp. \nfpsS Cu cm{Xnsbpdnv \nv h AdnhpapWvtSm?\n a\nemWw. Cu cm{Xn apX \qdv hjw XnIbptm Ctm `qapJpPohnp Hcmfpw AhtijnpIbn. (_pJmcn. 1.3.116)

12


13/295


86.

87.

88.

89.

90.

91.

92.

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k)bpsS `mcybpw lkns aIfpw Fs amXrktlmZcnbpamb ssaaq\bpsS hon Xmaknp. B cm{Xn \_n(k) AhcpsSASpembncpp. As\ \_n(k) Cim \akvcnp. tijw hontev hp. A\cw\mev dIvAp \akvcnp. ]noSv A]w Ddn. tijw Fgptp. Fnv IpnDdpIbmtWm Fv tNmZnp Asn AXp t]msebpsmcp hmp ]dp. ]noSvXncpta\n(k) \akvcnphm \np. Atm Rm Xncpta\n(k)bpsS CSXp`mK v\np. \_n(k) Fs ]nSnv he v `mKtv amn. AhnSpv Av dIvAp\akvcnp. ]noSv cWvS dIvApw. Fnv Xncpta\n Ddn. Atcw AhnSpv IqwhenpXv Rm tIp. A\cw kp_vlv \akvmcn\p thWvSn Xncpta\n(k)]nbntev t]mbn. (_pJmcn. 1.3.117)

A_qlpssdd(d) \nthZ\w: Atlw ]dbpp: A_qlpssdd(d) \_n(k)bpsS lZokpIhfscb[nIw Dcnppshv P\fXm ]dbpp. Amlphns InXm_n cWvSphmIy DWvSmbncpnsn Rm Hscm lZokpw \nthZ\w sNpambncpn. AXp]dnv, a\pjyv \mw shfnsSpnsmSptijw \mw AhXcnn kmhpwhyamb knmfpw adp shph Ahsc Amlp i]npw Fp apXIcpWm\n[n FXphsc Atlw ]mcmbWw sNbvXp. \nbw aplmPndpIfmb RfpsSktlmZcm AmSnbn IhSw sNphcmbncpp. AkmcnIfmb RfpsSktlmZcm AhcpsS kn tPmen sNphcpambncpp. Fm A_qlpssdd:

Xs hniv am{Xw amn hnp]ncnbmsX Xncpta\ntbmsSmw CcnpIbpw AkmcnIfpwaplmPndpIfpw lmPcmhm cwKfn lmPcmhpIbpw Ah lrZnammXvlrZnampIbpamWv sNbvXncpXv. (_pJmcn. 1.3.118)

A_qlpssdd(d) \nthZ\w: Atlw ]dbpp: Amlphns ZqXsc! Rm Abn \nv[mcmfw lZokpI tIpp. Fm Rm\Xp tijw adpt]mIpp. Xncpta\n(k)Acpfn: \o \ns cWvSmw apWvSv hncnpI. Atm Rm\Xv hncnp. DSs\ Xncpta\n(k)Xs ssI sImWvSv AXn hmcn Cp. Fnv AhnSpv Acpfn: \o AXv tN v ]nSnpI.Atm Rm\Xp tNp]nSnp. ]noSv Rms\mpw adnn. (_pJmcn. 1.3.119)

A_qlpssdd(d) \nthZ\w: Atlw ]dbpp; cWvSp ]m{Xw Adnhv Rm \_n(k) bn\nv lrZnamnbnpWvSv. AXnsemv Rm Xpdp ImWnp. Fm atXp Rm

Xpdp Imnsbn Cu A\mfs a\pjy apdnpIfbpambncpp. (_pJmcn.1.3.121

)Pco(d) \nthZ\w: \nbw Xncpta\n lq hZmAv Znhkw \o P\tfmSv ASnbncnm ]dbpI Fp AtltmSv ]dp. tijw \_n(k) Acpfn: F\nv tijw\n ]ckv]cw Igpdpp AhnizmknIfmbn ]cnWancpXv. (_pJmcn. 1.3.122)

A_qaqk(d) \nthZ\w: Hcp a\pjy \_n(k)bpsS ASp hp tNmZnp. Amlphns ZqXsc! Amlphns amnep [kacw GXmWv? Rfn Nne tIm]wiannphm bpw sNmdpWvSv. Nne A`nam\kwcWn\pw. Atm \_n(k)Atlns t\sc Xe Dbn t\mn. \nthZI ]dbpp: Ah \npIbmbncpXp sImWvSmWv AhnSpp Xe DbnbXv. Fnv AhnSpv Acpfn: Amlphnsap{ZmhmIyw Dbp \nevphm thWvSn hh\pw bpw sNbvXm AXpXsbmWvssZhamn\p bpw. (_pJmcn. 1.3.125)

A_vZp(d) \nthZ\w: Rm Hcn Xncpta\ntbmsSmw aZo\bnse hnP\amb{]tZipIqsS \Sp sImWvSncnpIbmbncpp. AhnSpp Xs IqsSbpCu\bpsS Hcp hSn \ne v DunsmWvSmWv \SncpXv. As\ Xncpta\n(k)Hcp kwLw PqXmcpsS apnsen. Atm Ah ]ckv]cw ]dp: \n Aht\mSvBmhns\pdnv tNmZnp t\mphn. Nne ]dp: tNmZncpXv. tNmZnm \apvA\njvSIcamb Fsnepw Ah sImWvSphcpw. ap Nne ]dp. \nbw RtNmZnpI Xs sNpw. As\ Ahcn Hcm Fgptv \nv ]dp: Hm!A_pJmknw FmWv Bmhv! AhnSpv au\w Zonp. Atm Rm ]dp: \nbw\_n(k)v Znhyktiw e`npIbmWv. Fnv Rm AhnsSXs \np. As\ B{]tXyI ]cnXnXn Xncpta\nsb hnv amdnbtm AhnSpv C{]Imcw ]mcmbWw sNbvXp."Bmhns\pdnv Ah \ntmSv tNmZnpp. \o ]dbpI; Bmhv Fs cnXmhns

am{Xw Adnhn nXnsNp Imcyfn s]XmWv. hfsc Ipd hnm\w am{XtaAhv (a\pjyv) \evIsnpq. " (_pJmcn. 1.3.127)

13


14/295


93.

94.

95.

96.

97.

98.

99.

100.

101.

AkvhZv(d) \nthZ\w: Atlw ]dbpp: C_v\pkpss_ Hcn FtmSvtNmZnpIbpWvSmbn Bbni(d)XmtfmSv [mcmfw clkyw ]dbmdpWvSmbncpphtm.IAv_sb kw_nv Ah FmWv \ntmSv ]dnpXv? Rm ]dp: AhFtmSv ]dp: Xncpta\n(k) Hcn Acpfn: tl! Bbnim! \ns P\X kXy\ntj[hpambn ASp Imemcmbncpnsn IAv_. Rm s]mfnpIbpw FnvAXn\v cWvSp hmXnepIfpWvSmpIbpw sNpambncpp. P\v {]thinphm HcphmXnepw ]pdpISm Hcp hmXnepw. AXn\m C_v\pkpss_ AXp sNpIbpWvSmbn. (_pJmcn. 1.3.128)

A_qXqss^(d) \nthZ\w: Aen(d) Acpfn: P\tfmSv Ahv a\nemIpssienbn \n kwkmcnphn, Amlphpw Ahs ZqX\pw IfhmsSphm\n B{Klnppthm? (_pJmcn. 1.3.129)

A\kv(d) \nthZ\w: apBZv Xncpta\n(k)bpsS IqsS HscmIpd v bm{X sNpIbmbncpp. apBZv ]nnemWncpXv. Atcw Xncpta\n(k) Hm! apBZv, Fv hnfnp.Amlphns ZqXtc! Rm\nXm lmPcmbncnppshv apBZv adp]Sn \evIn. Hm apBZvFv Xncpta\n(k) hoWvSpw hnfnp. Rm\nXm adp]Sn \evIppshv apBZv ]dp. aqv{]mhiyw C{]Imcw Bhnsp. Xncpta\n(k) Acpfn: hh\pw AmlphmsXasmcp Bcm[y\nspw aplZv Amlphns ZqX\msWpw kXykamb a\tmsS

kmyw hlnmtem Ah\v Amlp \cIw \njnamsSpw. CXp tItmAmlphns ZqXtc! Cu knmw P\sf Rm Adnbnstbm Fv apBZv tNmZnp.a\pjyv kpjvScpw kam[m\Nncpambncnmatm FmWv apBZv AXn\p ImcWw]dXv. Xncpta\n Acpfn; As\ \o Adnbnm AXnteh NhnnnSnp\npw.]noSv Xs acWthfbn am{XamWv apBZv Cmcyw shfnsSpnbXv. \_n(k)bpsSlZokv adpshpsh Ipn \nv HgnhmIm thWvSn. (_pJmcn. 1.3.130)

A\kv(d) \nthZ\w: FtmSv ]dbsp: Xncpta\n(k) apBZnt\mSv ]dp: hh\pwAmlphn bmsXmpw ]v tNmsX Ahs\ IWvSpapnbm kzn {]thinpw.Atm Atlw tNmZnp; Rm P\sf Cu ktmjhm Adnbnstbm?AhnSpv Acpfn: thWvS, P\ AXnt am{Xw Ahew_npsav Rm `bsSpp.(_pJmcn. 1.3.131)

Dp kea(d) \nthZ\w: Dp kpssew \_nbpsS ASp hnv tNmZnp. AmlphnsZqXsc! Amlp kXyw At\zjnpXn enpIbn. kv{Xov kz]v\ kvJe\apWvSmbm IpfntWvSXpWvtSm? \_n(k) ]dp: AsX, Ah C{nbw IWvSmIpfnWw. Atm Dp kea(d) AhcpsS apJw adpIbpw Amlphns ZqXtc!kv{Xov C{obkvJe\apWvSmIptam? Fv tNmZnpIbpw sNbvXp. \_n(k) ]dp:AsX DWvSmIpw. \o FmWv tNmZnpXv? Ahv C{nbansn AhfpsS km\wAhfpsS BIrXnbn P\npsXs\? (_pJmcn. 1.3.132)

Aen(d) \nthZ\w: (ImahnImc k`n) aZnv A[nIap Hcmfmbncpp Rm.Xnanw \_n(k)tbmSv AXns\n tNmZnm anIvZmZnt\mSv Rm Bhiyp. Atlw\_n(k)tbmSv tNmZnp. Atm Xncpta\n(k) Acpfn: As\ bpWvSmhptm hpfpsNbvXm aXn. IpfntWvSXn. (_pJmcn. 1.3.134)

C_v\pDa(d) \nthZ\w: ln {]thinh Fp hkv{XamWv [cntWvSsXv Hcm\_n(k)tbmSv tNmZnp. AhnSpv Acpfn: Ipmbw, Xemhv, ss]Pma, sXmn, htkmAsn Ippatam]qinb hkv{Xw Chsbmpw [cncpXv. Ahp sNcnnsn_qvkv [cnpsIms. Ah cWvSns\bpw s\cnbmWnbpsS Xmgv`mKpshv AhapdnpIfbs. (_pJmcn. 1.3.136)

A_qlpdbvdm(d) \nthZ\w sNbvXp. AkmcnIfn \nv Hcm ]dp: "AmlphnsZqXsc, Fs hfscqSpX ktmjnn Hcp lZokv Rm Abn \nptIpp. Fm F\nXp Hmbn shphm kmya". Amlphns ZqX(k)]dp: "XmfpsS hepssIbpsS klmbw tXSpI. " AhnSpp FgpXphmssIsImWvSv BwKyw ImWnp. (XnanZn)

A_qlpdbvdm(d) ]dp, Amlphns ZqX(k) ]dp: P\, kzntbpwshnbptSbpw J\nIt]mse, J\nIfmWv. Ahcn Am\Imep t{ijvT\mbh,Adnhp kmZnptm Cmanepw IqSpX t{ijvT\mbnocpp. (apkvenw.)

14


15/295


102.

103.

104.

105.

106.

107.

108.

109.

110.

111.

112.

113.

A_qlpdbvdm(d) ]dp, Amlphns ZqX(k) ]dp: hnm\ap hmphnizmknbpsS Ifpt]mb kzmWv. AXn\m AsXhnsS IWvSmepw AXnt Ah\vIqSpX AhImiapWvSv. (XnanZn)

A\kv(d) ]dp, Amlphns ZqX(k) ]dp: hnm\w tXSn ]pdsp t]mIph XncnsI hcpXphsc Amlphns amnemIpp. (XnanZn)

A\kv(d) ]dp, Amlphns ZqX(k) ]dp: m\kmZ\w Fm apowIfptSbpw IhyamWv. (ss_lJn)

A\kn(d) \nv \nthZ\w: dkq(k) ]dp: hnZy A`yknnm thWvSn ]pdshAXn \nv hncanpXphsc Amlphns amnemWv. (XnanZn)

A_qkCuZn JpZvcnn(d) \nv \nthZ\w: Hcp kXyhnizmknbpw \sImWvSv hbdv\ndpIbn Ahs Ayw kzamIpXphsc (F{X \ e`nmepw AhAXpsImWvSv aXnbmbh\mIpIbn) (XnanZn)

A_qDama(d)bn \nv \nthZ\w: dkq(k) Acp sNbvXp: `t\m ]nXsalXzw \nfn Xmgvhtcm F\np amlmyw t]msebmWv. Fnv dkq(k)

]dp: \nbw, Amlphns aepIfpw BImi`qanbnephcpw amfnse Ddppwayhpw IqSn P\v \Xv ]Tnnv sImSpphp thWvSn {]mnpXmWv.Amlp Ahv A\p{Klw sNmcnbpp. (XnanZn)

A_pZmC(d) \nv \nthZ\w: dkq(k) ]dbpXv Rm tIp: aXhnZy A`yknmBscnepw h hgnbnepw {]thinm kzntep amw Ah\v AmlpFfpamnsmSppw. \nbw, aepI aXhnZymnv AhcpsS {]hrnbnepktmjw ImcWw NndIv XmgvnsmSppXmWv. BImi`qanIfneph shnseayhpw IqSn ]nXs ]m]tamN\n\p thWvSn {]mnpw. (hnhcanm)B_nZnt\m hnhcap B_nZn\p t{ijvTX \{Xtfm N{\p t{ijvTXt]msebmWv. am{Xa, ]nXmcmWv \_n(k)bpsS A\cmhIminI. \_namcmIs,kzhpw shnbpw A\ckzmbn Dt]nnn. aXhnZybmWv Ah A\cambn

hntp t]mbXv. AXpsImWvSv AXmscnepw Icamnbm Hcp alm`mKyamWhIcamnbXv. (A_qZmhqZv, XnanZn)

C_v\pakvDuZn(d) \nv \nthZ\w: dkq(k) ]dbpXv Rm tIp. \psS ]\nv tIp]TnpIbpw tIXpt]mses {]t_m[\w sNpIbpw sNbvX hynsbAmlp {]Iminns. (A\p{Klns) F{X ap_KmWv (]Tnhcn \nv tIva\nemnbh) t\cn tIv a\nemnbhtcm \mbn ]Tnnph (XnanZn)

A_qlpdbvd(d)bn \nv \nthZ\w: dkq(k) ]dp: Bscnepw HcpImcyskw_np tNmZnsp. Fnh\Xv adpshp. Fn AyZn\n AhvXobmep ISnmWnSsSpw. (A_qZmhqZv, XnanZn) (aXImcyfn hnhcapXv advshm ]mSpX.)

A_qlpdbvd(d)bn \nv \nthZ\w: dkq(k) Acp sNbvXp: Amlphns {]oXnt\Sm\pXIp m\w hh\pw ]Tnp. Ah\Xv ]TntXm sFlnI \ DtinpsImWvSvam{XamWpXm\pw. Fn AyZn\n Ah kzns hmk\t]mepwFnpIbn. (AYhm kzn {]thinpIbn.) (A_qZmhqZv)

A_qlpdbvd(d)bn \nv \nthZ\w: CkvdmCs cm{Xnbn \_n(k)bpsS ASp v ]mepwIpw \nds cWvSv Iv shsp. Ah cWvSntepw AhnSpv t\mnbnv ]mevFSptm Pn{_o (A) ]dp: ]cnip Cmantev Asb amZi\w sNbvXAmlphn\mWv kkvXpXnbpw. ImWv Av FSpsXn AbpsS A\pbmbnIhgnsXnbhcmIpambncpp. (apkvenw)

4. ipn

A_pamenp(d) ]dp, Amlphns ZqX(k) ]dp: ipn, hnizmknst\]IpXnbmIpp. (apkvenw)

15


16/295


17/295


18/295


136.

137.

138.

139.

140.

141.

142.

143.

144.

145.

146.

A\kv(d) \nthZ\w: Xncpta\n(k) aeaq{X hnk\ e v {]thinptm,Amlpth! AmXcw B, s] aen\hkvXpfn \nv Rm \ntmSv A`bw{]m]npp Fp {]mnmdpWvSv. (_pJmcn. 1.4.144)

C_v\pAmkv(d) \nthZ\w: Hcn \_n(k) aeaq{X hnk\ep{]thintm Rm ipnbmphm\p shw sImWvSp t]mbn shpsImSpp.AhnSpp tNmZnp; BcmWnXv sImWvSpshXv? C_v\pAmkmsWv Btcm]dp:Atm AhnSpv {]mnp. Amlpsh! \o Ah\v aXn hnm\w \tIWta.(_pJmcn. 1.4.145)

A_p Bq_n Akmcn(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn hh\pwaeaq{Xhnk\ep sNm Jn_vev A`napJambntm ]pdw XncntmCcncpXv. \n Ingtmtm ]Snmtdmtm XncnncnpI. (_pJmcn. 1.4.146)

A_vZpmln_v\p Da(d) \nthZ\w: Atlw ]dbmdpWvSmbncpp. Nne a\pjycnXm]dbpp: \o aeaq{X hnk\n\ncpm IAv_:bpsS t\sctbm ss_papJkns t\sctbm XncnncncpXv. Hcp Znhkw Rm RfpsS Hcp hoSns apIfnIbdnbtm ss_p apJkns t\sc Xncnp cWvSp CjvSnIbntCcppsImWvSv \_n(k) aeaq{Xhnk\w sNpXv Rm IWvSncpp. (_pJmcn.

1.4.147)

Bbni(d) \nthZ\w: Xncpta\nbpsS ]Xv\nam aeaq{Xhnk\n\p thWvSn cm{Xnbna\mkznAvtev t]mImdpWvSmbncpp. Xpdv InSp hnimeamb ssaXm\amWXv. Da(d)\_ntbmSv ]dbmdpWvSv. AbpsS ]Xv\namv Xm ad kzoIcnpI. Fm \_n(k)AXp sNmdpWvSmbncpn. As\ Hcp Znhkw Cim kab v kwAbpsS ]p{Xnbpw\_n(k)bpsS `mcybpamb kuZ aeaq{X hnk\n\v ]pdsSpIbpWvSmbn. Ah Hcps]map kv{Xobmbncpp. Xnanw Da(d)hgnv shv Ahsc hnfnpIbpw tl!kuZm! R \nsf Adnncnpp Fp ]dbpIbpw sNbvXp. adbpsS \nbawCdphm B{KlnpsImWvSmbncpp. Da(d) C{]Imcw hnfnp]dXv. AtmAmlp adbpsS Iev]\ AhXcnnp. (_pJmcn. 1.4.148)

Bbni(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfpsS Bhiyn\v \nv ]pdpt]mIphm A\phmZw Xncnpp. lnimav ]dbpp. AXmbXv aeaq{Xhnk\n\v.(_pJmcn. 1.4.149)

C_v\pDa(d) \nthZ\w: Fs Nne Bhiyn\pthWvSn l^vk(d)bpsS hon\v apIfnRm Ibdn. Atm Xncpta\n(k) Jn_vev ]nnp imans t\sc Xncnp aeaq{Xhnk\w sNpXv Rm IWvSp. (_pJmcn. 1.4.150)

A\kv(d) \nthZ\w: Amlphns ZqX aeaq{X hnk\n\p t]mbm Rm\pwRfpsS IqsSbpWvSmbncp Hcp _me\pw Xncpta\nv shw sImWvSpt]mbn shpsImSpmdpWvSv. asmcp \nthZ\n shhpw Hcp hSnbpw Fp ]dbpp. As\ Bshw sImWvSpXncpta\n(k) iuNyw sNpw. (_pJmcn. 1.4.152)

A_qJXmZ(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bscnepw IpSnptm B]m{Xntev izmkw hnSmXncns. aeaq{X hnk\kab v sNm hew ssIsImWvSv ipNoIcnpItbm hew ssI sImWvSv enwKs sXmSpItbm sNcpXv. (_pJmcn.1.4.155)

A_qJXmZ(d) \nthZ\w: \_n(k) Acpfn: \nfn Bscnepw aq{XnpIbmsWnhew ssI sImWvSv iuNyw sNpItbm ]m{Xn izmkw hnSpItbm sNcpXv. (_pJmcn.1.4.156)

A_qlpssdd(d) \nthZ\w: Hcn Xncpta\n(k) aeaq{X hnk\n\p ]pdstm]nmse Rm\pw t]mbn. Xncpta\n Xncnp t\mnbncpn. As\ RmASpsnbtm AhnSpv Acpfn: F\nv ipoIcnm Ipdv Iv At\zjnv

t\mnsmWvSp hcq. Asn AXpt]msebpsmcp hmp ]dp. ]s, FtmImjvTtam sImWvSp hccpXv. As\ Fs hkv{Xns Hc v Ipdv IpIs]dpnbnv sImWvSphnv Xncpta\n CcnpXns Hcp `mK v shnv Rm

18


19/295


]nmdnfp. aeaq{X hnk\w sNbvXp Igntm B IpIfp]tbmKnvAhnSpp ipNoIcnp. (_pJmcn. 1.4.157)

147.

148.

149.

150.

151.

152.

153.

154.

155.

156.

157.

C_v\pakvDuZv(d) \nthZ\w: Xncpta\n(k) aeaq{X hnk\n\v ]pdstm FtmSvaqv Iv sImWvSp hcm \ntinp. F\nv cWvSp Iv Inn. aqmas Iv RmAt\zjnpshnepw AXp e`nn. Atm Hcp arKns ImjvTw FSpnvAXpsImWvSv Xncpta\nbpsS ASp Rm sNp. Xncpta\n(k) B cWvSv Iv FSpnv

Aipsap ]dp ImjvTw Fdnp Ifp. (_pJmcn. 1.4.158)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) hpfphns Ahbh Hmtcm {]mhiyw hoXwIgpInbnpWvSv. (_pJmcn. 1.4.159)

A_vZpmln_v\p skbvZv(d) \nthZ\w: Xncpta\n(k) hpfphns I cWvSv {]mhiywhoXw \nlnnpWvSv. (_pJmcn. 1.4.160)

Dkvam\p_v\p A^m(d) \nthZ\w: Atlw Hcn Hcp ]m{Xw (shw) sImWvSp hcmBhiysp. Fnv B shw Hgnv aqv {]mhiyw Atlw Xs cWvSp ssI]SfpwIgpIn. tijw Xs hew ssI ]m{Xn Cv shsaSp v IpeppgnbpIbpw aqv]ngnp IfbpIbpw sNbvXp. A\cw apJhpw app hsc cWvSp Ipw aqp {]mhiyw

hoXw IgpIn. tijw Atlw ]dp. Xncpta\n(k) Acpfn: GsXmcm Rm sNbvXvImWn CtX {]Imcw hpfpsNbvXp. Fnp cWvSp cWvSp dAp \akvIcnp. B\akvImcn\nSbn Xs a\n ap NnIsmpw {]thi\w \Inbn. FmAh apv sNbvX Ipfn \nv Amlp Ah\v s]mdppsImSppw. (_pJmcn. 1.4.161)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: hh\pw hpfp sNbvXm shw aqnIbn Ah Nos. hh\pw Iv sImWvSv iuNyw sNp ]w Ah AXns\HbmpIbpw sNs. (_pJmcn. 1.4.162)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bscnepw hpfpFSppIbmsWn Ah aqn A]w shw tN v Nos. IpsImWvSv iuNywsNp]w Ah Hbms. hh\pw Ddn \np DWsgptm hpfphnsshn ssI CSpw apv Xs ssI Ah IgpIs. ImcWw cm{Xn Xs ssIFhnsSbmWv shncpsXv \nfn Bpw Adnbphm IgnbpIbn. (_pJmcn.1.4.163)

alZv_v\p knbmZv \nthZ\w: Hcp ]m{Xn \nv P\ hpfp FSpp k`nA_qlpssdd(d)RfpsS ASppIqSn \Sp t]mhpIbmbncpp. Atm Atlw]dbpXmbn Rm tIp. \n hpfp ]qnbmpho. \nbw A_qJmknw (\_n)]dbpXmbn Rm tInpWvSv. aSn ImepIv \cIn \nv inbpWvSv.(_pJmcn. 1.4.166)

Dp AXn(d) \nthZ\w: Xncpta\n(k)bpsS aIsf (an v) Ipfnnp k`nAhnSpp AhtcmSv ]dp. AhfpsS he`mKhpw hpfphns efpw sImWvSv \nBcw`npho. (_pJmcn. 1.4.168)

Bbni(d) \nthZ\w: Imen sNcnv [cnpI. apSn hmp shpI, shw sImWvSvipoIcnpI FpthWvS Xs Fm Imcyfpw heXp`mKw sImWvSv XpSpXns\\_n(k) CjvSsncpp. (_pJmcn. 1.4.169)

A\kv(d) \nthZ\w: Rms\mcn Xncpta\n(k)sb Cu nXnbn IWvSp. Ak\akvImcw ASpncnpp. BfpI shat\zjnphm XpSn. Fnhv e`nn.Atcw Xncpta\nbpsS ASp Hcp ]m{Xn hpfphn\p shw sImWvSp hcsp.Xncpta\n(k) Xs ssI B ]m{Xnenp. Fnv AXn \nv shsaSpp hpfpDWvSmm P\tfmSv Inp. A\kv(d) ]dbpp. Atcw Xncpta\n(k)bpsShncepIfpsS Xmgv`mK v \nv shw D`hnpXv Rm IWvSp. As\ Ahscmwhpfp sNbvXp. (_pJmcn. 1.4.170)

A\kv(d) \nthZ\w: Xncpta\n Xs apSn (lq hZmC) IftmA_qXzlbmWv Xncpta\nbpsS apSnbn \nv BZyambn A]saSpXv. (_pJmcn.1.4.172)

19


20/295


21/295


22/295


23/295


190.

191.

192.

193.

194.

195.

196.

197.

198.

199.

200.

A\kv(d) \nthZ\w: Xncpta\n(k) aeaq{Xhnk\n\v t]mIptm Rm shwsImWvSpt]mbn sImSppIbpw AhnSpv AXpsImWvSv IgpIn hrnbmpIbpw sNpw.(_pJmcn. 1.4.216)

A\kv(d) \nthZ\w: Hcp {KmaoW ]nbn aq{XnpXv Xncpta\n(k) IWvSp. AtmAhnSpv ]dp. \n Ahs\ D]{ZhnmsX hnSpI. Abm aq{XsamgnpIgntm AhnSpp Ipdv shffw sImWvSphcm BhiysSpIbpw AXv aq{XnHgnpIbpw sNbvXp. (_pJmcn. 1.4.218)

A_qlpssdd(d) \nthZ\w: Hcn Hcp {KmaoW ]nbn Fgptv \np aq{Xnp.klm_nI Ahs\ hncm Xp\np. Atm \_n(k) ]dp. Ahs\ hnSpI Ahaq{XnXn Hcp _v shw HgnpI. P\v kuIcyapWvSmm\mWv{]bmkapWvSmm\ \n \ntbmKnsnpXv. (_pJmcn. 1.4.219)

Bbni(d) \nthZ\w: Hcn Xncpta\n(k)bpsS ASp Hcp Ipnsb sImWvSphcsp.B Ipn Xncpta\n(k)bpsS hkv{Xn aq{Xnp. AhnSpp Ipdv shw sImWvSphcphm ]dbpIbpw Fnv AXv sXdnnpIbpw sNbvXp. AXns\]nXpSn. (_pJmcn. 1.4.222)

DpssJkv(d) \nthZ\w: Ah Hcn `Ww Ignp XpSnbnnm AhcpsS sNdnb]p{Xs\bpw sImWvSv \_n(k)bpsS ASp hp. \_n(k) Ahs\ aSnbn Ccpn.Ipn AhnSps hkv{Xn aq{Xnp. Xncpta\n(k) Ipdv shw sImWvSp hcmBhiysSpIbpw Fnv AXv hkv{Xn sXdnnpIbpw sNbvXp. AXp IgpInbn.(_pJmcn. 1.4.223)

lpssZ^(d) \nthZ\w: Xncpta\n(k) Hcp P\XbpsS Ipbn t]mSn \npsImWvSp aq{Xnp.Fnp Ipdv shw Bhiysp. Rm shw sImWvSpsImSpp. Atm AhnSpphpfp FSpp. (_pJmcn. 1.4.224)

lpssZ^(d) \nthZ\w: Hcn \_n(k)bpw Rm\pw Hcp kaqlns IpbneqsS\Spt]mIptm AhnSpv Hcp aXnen\v ]nnembn \nfn Hcm \npXpt]mse

icnpw \np sImWvSv aq{Xnp. Rm A]w AIp \np. Atm ASpp sNmAhnSpv FtmSv BwKyw ImWnp. AhnSpv hncanpXphsc AhnSps aSnImens ASppsNv Rm \npIbpw sNbvXp. (_pJmcn. 1.4.225)

AkvamAv(d) \nthZ\w: Ah ]dbpp. Hcp kv{Xo Hcn \_n(k)bpsS ASp hvtNmZnp. Rfn BcpsSsbnepw hkv{Xn Bhcambm Fns\hrnbmWsamWv Xm ]dbpXv? AhnSpv Acpfn: AXv Xncpn DSp IfbWw.Fnv shsamgnv AXns AhinjvSsamw \on ipNoIcnWw. ]ns AtX hkv{Xw[cnv \akvIcnmw. (_pJmcn. 1.4.227)

Bbni(d) \nthZ\w: A_olpss_ins aI ^mna Hcn Xncpta\n(k)bpsSASp hnv tNmZnp. Amlphns ZqXsc! \ntXy\ cw t]mbnsmWvSncnp Hcpkv{XobmWv Rm. ipNnXzw ]menphm F\np km[npn. AXpsImWvSvv \akvImcwDt]ntWm? Xncpta\n(k) Acpfn: thWvS. AXv Bha. Rcv kw_amb HcptcmKamWv. AXpsImWvSv BhZn\ hm \akvImcw hnp IfbpI. BZnhk ]nnpIgnm cw IgpIn ipNoIcnp \akvIcnpI. As\ ASpamkw hoWvSpw BhZn\ hcpXphsc Htcm \akvImcn\pw {]tXyIw {]tXyIwhpfp sNpI. (_pJmcn. 1.4.228)

Bbni(d) \nthZ\w: Xncpta\n(k)bpsS hkv{Xn \nv Rm ipw IgpInfbpIbpwAhnSpv B hkv{Xw [cnpsImWvSv \akvIcnm t]mhpIbpw sNmdpWvSmbncpp. Bshw \\ ASbmfw AhnSps hkv{Xn AhtijnppWvSmbncnpw.(_pJmcn. 1.4.229)

Bbni(d) \nthZ\w: hkv{Xn ipambm FpsNWsav kpsseam

tNmZntm Ah ]dp. Amlphns ZqXs hkv{Xn \nv Rm\XpIgpImdpWvSv AhnSpv \akvIcnm ]pdsSpw. shns IgpInb ASbmfwAhnSps hkv{Xn AhtijnnpWvSmbncnpw. (_pJmcn. 1.4.230)

23


24/295


25/295


26/295


226.

227.

228.

229.

230.

231.

232.

233.

234.

235.

236.

237.

238.

Bbni(d) \nthZ\w: Rm\pw Xncpta\n(k)bpw Hscm ]m{Xn \nv (Htc kabw)IpfnmdpWvSv. ^dv FmWv AXp hnfnsSmdpXv. (_pJmcn. 1.5.250)

A_qkea ]dbpp: Rm\pw BbnibpsS Hcp ktlmZc\pw IqSn BbnibpsS ASpp{]thinp. AhcpsS ktlmZc k_n(k)bpsS Ipfnsb kw_nv AhtcmSv tNmZnp.Atm GXmWvSv Hcp kzmAv shw sImffp Hcp ]m{Xn Ah shw hcpn.AXpw sImWvSvv Ah Ipfnp. XebnemWv Ah shsamgnXv. RfpsSbpwAhcpsSbpw CSbn Atcw Hcp adbpWvSmbncpp. (_pJmcn. 1.5.251)

Pm_ndp_v\p A_vZn(d) \nthZ\w: AtltmSv Hcm (Ipfnv F{X shwthWsaXns\n) tNmZnp. \n\v Ipfnm Hcp kzmAv shw aXnsbv Pm_n(d)adp]Sn ]dp. F\nXv aXnbmhpIbnsv tNmZyImhv {]Xypcw \In. Pm_n(d)]dp. \nsm IqSpX apSnbpw DXm\hpap Hcmv (\_nv) IpfnmA{Xbpw shw aXnbmbncpp. (Fnv \o AXnv shdpv ImWnpItbm) tijw Hscmhkv{Xw [cnv Rv Camambn \nv sImWvSv Pm_n(d) \akvIcnp. (_pJmcn. 1.5.252)

C_v\pAmkv(d) \nthZ\w: \_n(k)bpw ssaaq\bpw Htc ]m{Xn \npw IpfnmdpWvSv. ipAv_ ]dbpp. Hcp kzmAv Afhp ]m{Xn \npw. (_pJmcn. 1.5.253)

Pqss_dv_v\p apXzvCw(d) \nthZ\w: Xncpta\n(k) Acpfn: Fm Rm Ipfnptmaqv {]mhiyw Fs Xebn shw Hgnpw. CXv ]dv Xncpta\n(k) Xs cWvSpssIsImWvSv BwKyw ImWnp. (_pJmcn. 1.5.254)

Pm_n(d) \nthZ\w: Xncpta\n(k) AhnSps incn\papIfn aqv {]mhiyw tImcnHgnpw. (_pJmcn. 1.5.255)

ssaaq\(d) \nthZ\w: Rm Hcn \_n(k)v Ipfnphm\mbn shffw XmsNbvXpsImSpp. Fnv AhnSpv ctWvSm aqtm {]mhiyw ssI]Sw IgpIn. ]noSv CSXpssIsImWvSv Xs P\t\{nbw shw HgnpsImWvSv IgpIn. tijw Xs ssI \nepcvIgpIn. tijw hmbnepw aqnepw shw Ibn Nonfp. XpSp apJhpw ssII(apphscbpw) IgpIn. A\cw icocw apgph shw Hcp {]mhiyw tImcn Hgnp.

AhnsS\npw amdn\nv CcpImepIfpw IgpIn. (_pJmcn. 1.5.257)

Bbni(d) \nthZ\w: Xncpta\n(k) P\m_p Ipfnms\mcpnbm lnem_vt]msebp h hkvXphpw sImWvSp hcm BhiysSpw. Fnv AXp InseSppBZyw XebpsS he`mKhpw ]noSv CS`mKhpw tXpw. A\cw XebpsS a[y`mKhpw.(_pJmcn. 1.5.258)

ssaaq\:(d) \nthZ\w: Xncpta\n(k) P\m_p Ipfn \nlntm AhnSpsKplym\w IgpIpIbpw tijw ssI Npacn XShpIbpw ]noSv IgpIpIbpw sNbvXp.A\cw \akvImcn\v FXpt]mse hpfp FSpp. Ipfnbn \nv hncantm XsCcp ImepIfpw IgpIn. (_pJmcn. 1.5.260)

Bbni(d) \nthZ\w: Rm\pw \_n(k)bpw Htc ]m{Xn \npw IpfnmdpWvSmbncpp.RfpsS ssII amdn amdn shw apn FSppw. (_pJmcn. 1.5.261)

Bbni(d) \nthZ\w: Xncpta\n(k) henb AipnbpsS Ipfn \nlnptm XsssII IgpImdpWvSmbncpp. (_pJmcn. 1.5.262)

A\kv_v\p amenIv(d) \nthZ\w: Xncpta\n(k)bpw AhnSps `mcyamcn Hcpnbpw Htc]m{Xn \npw IpfnmdpWvSmbncpp. ipAv_:(d) ]dbpp. henb AipntbmSp IqSn.(_pJmcn. 1.5.264)

ssaaq\:(d) \nthZ\w: Rm Hcn Xncpta\n(k)v Ipfnphm thWvtSm aqtm{]mhiyw ssI IgpIn. ]noSv hew ssIsImWvSv CSw Int shw Hgpn. XsKplym\w IgpIn. A\cw ssI an XpSp. tijw IpeppgnbpIbpw aqn

shw IbpIbpw sNbvXp. Xs apJhpw ssIIfpw IgpIn. aqv tImc shw FSppXe IgpIn. ]noSv icocn shw Hgnp. AhnsS \npw amdn \nv CcpImepIfpwIgpIpIbpw sNbvXp. (_pJmcn. 1.5.265)

26


27/295


28/295


29/295


261.

262.

263.

264.

265.

266.

267.

268.

269.

270.

271.

A_oZdp(d) ]dp: Amlphns ZqX(k) ]dp; ]psImtbvp shwInnbnsnepw, ipamb apsImWvSv, Hcp apoans hpkp \nlnmhpXmWv.shw Inptm icocw AXpsImWvSv IgpImhpXmWv. AXmWv \Xv. (A_qZmhqZv)

Pm_n(d) ]dp: R Hcp bm{X Xncnp. Rfn Hcmv Iv XpIbpw,Xes]mpIbpw cm{Xn C{ob kvJe\apWvSmIpIbpw sNbvXp. {]hmNI ]dp: XbpwsNbvIbpw apdnhpWvSmbncp e v sIpIbpw AXn XpSbvpIbpw icocns_mn `mK IgpIpIbpw sNbvsXn aXnbmIpambncpp. (A_qZmhqZv)

7. Bhw

Bbni(d) \nthZ\w: R ]pdsp. lv am{Xambncpp RfpsS Dtiyw.Xncpta\n(k) FsbSp ISphp. Rm IcbpIbmWv. AhnSpv tNmZnp.\n\sp kw`hnp? Bhw XpSntbm? AsX Fp Rm Dcw \In.Xncpta\n(k) Acpfn: BZans s]av Amlp \nbn ImcyamWXv.AXpsImWvSv ap lmPnam sNpXpt]mse \obpw sNpI. Fm IAv_sb{]ZnWw sNcpXv. Bbni(d) ]dp. \_n(k) ]Xv\namv thWvSn ]ipsfbmWvAv _enIgnXv. (_pJmcn. 1.6.293)

Bbni(d) \nthZ\w: Rm Bhmcnbmbncnptm Xncpta\n(k)bpsS apSn hmvsImSpmdpWvSmbncpp. (_pJmcn. 1.6.294)

D(d) \nthZ\w: `mcy Bhmcnbmbncnptm Ah F\nv ip{iqj sNmtam,Ah P\m_pImcn bmbncnptm Fs kao]nmtam Fv AtltmSvtNmZnsp. Atm D(d) ]dp. Chsbmw \nmc {]iv\amWv. Ahscmw Fsip{iqjnpIbpw F\nv tkh\w sNpIbpw sNmdpWvSv. BcpsS taenepw CXnvhntcm[an. Bbni(d) BhLnembncnptm \_n(k)bpsS apSnNoInsImSpmdpWvsSv Ah FtmSv ]dbpIbpWvSmbn. \_n(k) ]nbn`P\ancnpIbmbncnpw. Xe AhcpsS ASptev \onsmSppw. Bbni(d) AhcpsSapdnbnembncnpw. As\ Ah BhLnembncnth AhnSps apSn hmpsImSppw. (_pJmcn. 1.6.295)

Bbni(d) \nthZ\w: Xncpta\n(k) Fs aSnbntev NmcnInSnv JpB HmXmdpWvSv.Rm Bh Lnembncnpw. (_pJmcn. 1.6.296)

Dpka(d) \nthZ\w: Hcp Znhkw Rm Hcp ]pXn Xncpta\n(k) tbmsSmwInSpdpIbmbncpp. AXnnSv F\nv Bhw Bcw`np. Rm ]Xps AhnsS\npw Fgptp. Fnv Bhkab v [cnmdp hkv{Xw FSpp. AtmXncpta\n tNmZnp. \n\v \n^mkv Bcw`npthm? AsX, Rm adp]Sn ]dp.Xncpta\n(k) Fs hnfnp. Fnv Xncpta\n(k) tbmsSmw Htc ]pXn Rm InSp.(_pJmcn. 1.6.297)

Bbni(d) \nthZ\w: Rm\pw \_n(k)bpw Htc ]m{Xn \npw IpfnmdpWvSv. R

cWvSp t]pw henb AipnbpWvSmbncnt. Bbni(d) \nthZ\w: AhnSpv`P\ancnptm Xe F\nv \onXcpw. Rm AhnSps Xe IgpInsmSppw. RmEXpaXn Bbncnsh. (_pJmcn. 1.6.298) (_pJmcn. 1.6.298)

Bbni(d) \nthZ\w: Nnetm BhLn FtmSv hkv{Xw [cnmXncpta\n(k) \ntinpw. Fnv AhnSpv FtmSv tNv InSpw. Rm BhLnembncnpw. (_pJmcn. 1.6.300)

Bbni(d) \nthZ\w: Rfn hhpw BhapWvSmbn AhtfmsSmw InSmXncpta\n(k) Dtinp. Fn AhfpsS inbmb Bhns Ln hkv{Xw(ASnbn) [cnm D]tZinpw. tijw AhtfmsSmw InSmw. Bbni(d) ]dbpp.Xncpta\n(k)v IgnncpXpt]mse ImahnImcsf \nb{np \nmBsnepw Ignbptam? (_pJmcn. 1.6.299)

ssaaq\(d) \nthZ\w: Xncpta\n(k) EXpaXnbmb Xs `mcybpambn klhknmDtinm AhfpsS XpWn DSpphm \ntinpw. (_pJmcn. 1.6.300)

29


30/295


31/295


281.

282.

283.

284.

285.

286.

287.

Bbni(d) \nthZ\w: AkmcnIfn s] Hcp kv{Xo Xncpta\n(k) tbmSp tNmZnp. RmBhn \nv ipnbmIptm Fns\ IpfnWw? \o ssIsImWvSv Hcp IjvWwkpKw FSpp hrnbmpI. Fns\sbv Ah aqp {]mhiyw Bhnp.tijw \_n(k) enpIbpw apJw XncnpIbpw sNbvXp. Atm Rm Ahsf ]nSnphenp. tijw \_n(k) Dtin ew Rm Ahv ]dpsImSpp. (_pJmcn.1.6.312)

Bbni(d) \nthZ\w: lp hnZmC Xncpta\n(k) tbmsSmw Rm Clvdmw sIn._enarKsf sImWvSpt]mImhcpsSbpw ln\p apv DwdpthWvSn am{Xw ClvdmwsInbhcpsSbpw hn`mKnembncpp Rm. Ah ]dbpp. Ahv Bhamcw`np.Ad^ cm{Xn hspw htcpw ipnbmbn. Atm Ah ]dp. AmlphnsZqXsc! CXv Ad^m Zn\ns cm{XnbmWv. Rm Dwdv am{Xw Clvdmw sInbhfmWv.Xncpta\n(k) AhtcmSv ]dp. \o \ns apSnbpsS sIgnpI. apSn hmp sImpI.DwdbpsS \S]SnI \ndpnshpI. Bbni ]dbpp. Rm As\ sNbvXp. ln{]thinp. AXp \nlnp Igntm Rm apv {]thinp Ignncp Dwdv]Icw XCuan \nv Fs Dwdv Clvdmw sInp sImWvSphcm A_vZpdlvamt\mSvlkv_mbpsS cmhn Xncpta\n \ntinp.(_pJmcn.1.6.313)

Bbni(d) \nthZ\w: Zplv amkndhn IWvS DSs\ R (lnv) ]pdsp.

Xncpta\n(k) Acpfn: Dwdv am{Xw Clvdmw sIm Dtinph As\sNbvXpsImpI. _enarKsf sImWvSphncpnsn Rm\pw Dwdp ams{X ClvdmwsIpambncppp. As\ Rfn Ne Dwdv am{Xambpw Nne ln\pam{XambpwClvdmw sIn. Rm Dwdv am{Xambn Clvdmw sInbhcpsS Iqnembncpp. As\Rm EXpaXnbmbncns Ad^m: Znhkw BKXambn. Rm \_n(k)tbmSv BhemXnsp.AhnSpp Acpfn: \o Dwd: Dt]npI. apSn sIgnv hmpsImpI. ln\v ClvdmwsIpI. Rm\Xv A\pjvTnp. lkv_mbpsS cm{Xnbn Fs ktlmZc A_vZpdlvams\Fs IqsS XCuantev Abp. As\ Rm Dwdv ]Icw hoWvSpw Dwdv thWvSnClvdmw sIn. lnimav ]dbpp. AXnsempw _en IgnpItbm t\mp t\mpItbmZm\w sNpItbm sNtWvSnhn. (_pJmcn. 1.6.314)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: Amlp K`]m{Xn Hcp aens\

\nbannpWvSv. B aev hnfnp ]dbpw. Fs cnXmth! Ctm {`qWambn. FscnXmth! Ctm c]nambn. Fs cnXmth! Ctm amwkjvWambn,As\ AXns krjvSnv ]qnbmm Dtinptm ]dbpw. BtWm s]tm?\n`mKyhmt\m? ku`mKyhmt\m? Blmcw Fv? Ah[n F{X? As\ AhsamXmhns K`{]mXn shv Xs FgpXsSpw. (_pJmcn. 1.6.315)

Bbni(d) \nthZ\w: lpss_ins ]p{Xnv c{kmhapWvSmbncpp. CXns\pdnv Ah\_n(k)tbmSv At\zjnp. Atm Xncpta\n(k) Acpfn, AXp Hcp Rcv tcmKamWvBh Znhkambm \o \akvImcw Dt]npI. AXp ]nnm Ipfnp\akvIcnpI. (_pJmcn. 1.6.317)

Bbni(d) \nthZ\w: kv{Xo BhanmsX ipnbmbncnptm am{Xw \akvIcnmaXnbmIptam Fv Hcp kv{Xo AhtcmSv tNmZnp. Atm Bbni(d) ]dp. \o ldqcnkwLn s]hfmtWm? \_n(k) tbmsSmw Xmaknptm Rv BhwDWvSmbncpp. ]s RtfmSv \akvImcw \jvSsXv \nlnphm Xncpta\n(k)InmdpWvSmbncpn. Asn Bbni(d) ]dXv R A{]ImcwsNmdpWvSmbncpn FmWv. (_pJmcn. 1.6.318)

l^vk: ]dbpp: bphXnI cWvSp s]cpmfn\v ]pdp t]mIpXv R XSncpp.As\ Hcp kv{Xo _kdbnep _\qJe^ns FSpn hndn. \_n(k)sbmnv]{WvSp bpn ]sSp `mthmsSmw Bsdnepw IqsSbpWvSmbncpktlmZcnbn \nv Ah lZokv dntmv sNpp. ktlmZcn ]dp. Rbpn apdnthhsc NnInnpIbpw tcmKnIsf ip{iqjnpIbpw sNbvXncpp.Fs ktlmZcn \_n(k)tbmSv tNmZnp. Rfn Hcmv ]bnsnhcmXncnpXn sXpWvtSm? ]bnmhv IqpImcn \IWw. ]pWynepw

kXyhnizmknIfpsS {]m\bnepw Ahfpw ]sSps Fv \_n(k) {]Xypcw\In. Dp AXzn(d)htm Rm AhtcmSpw tNmZnp. \_n(k) C{]ImcwAcpfnbXp \n tInpWvtSm? Ah ]dp. AsX! tInpWvSv. Fs ]nXmhv{]mbnamWv. Ah \_n(k)sbpdnv Hmnnptm Fs ]nXmhv

31


32/295


33/295


34/295


303.

304.

305.

306.

307.

308.

309.

310.

311.

312.

313.

314.

C_v\pAmkv(d) ]dp; Amlphns ZqX(k) ]dp: \nfn GhpwkZvhr\mb B Akm sImSptWvSXpw, JpB\n Ghpw IqSpXm\apbm Camw m\whlntWvSXpamIpp. (A_qZmhqZv)

A_plpdbvdm(d) ]dp, Amlphns ZqX(k) ]dp: GXv Aaodns IognepwPnlmZv \np \n_amWv; Atlw kZv hr\mIs, alm]m]w sNbvXIpmc\mhs. \akvImcw \np Hmtcm apoansbpw ]nn \namWv; AbmkZv hr\mIs, Zphr\mIs, alm]m]w sNbvX Ipmc\mIs. Hmtcmapoan\pthWvSnbpw anp\akvImcw \np \n_amWv; Abm (acnbm)kZvhr\mIs, Zphr\mIs, alm]m]w sNbvX Ipmc\mIs. (A_qZmhqZv)

A\kv(d) \nthZ\w sNbvXp: {]hmNI(k) P\fpsS Camambn C_v\p Dnaqans\\ntbmKnp; Atlw IpcpS\mbncpp. (A_qZmhqZv)

JpB lrZnambncp Dp hdJxsbpdnp \nthZ\w sNsp. AhcpsS honseBfpIfpsS Camw Ah BbncnWsap AhtcmSp {]hmNI(k) I]np. AhpHcp apAn DWvSmbncpp. Ah B honse BfpIfpsS Camw Bbn \akvIcnbpwsNbvXncpp. (AlvaZv)

A_plpdbvdm(d) ]dp, ssZhZqX(k) ]dp: \n \akvImcn\p hcptmR kpPqZnemsWn \nfpw kpPpZpsNpIbpw AXv HmbnvIWmmXncnbpw sNpI. Hcp dIAn tNcph \akvImcn tNp.(A_qZmhqZv)

kapdx ]dp: R aqpt]cmIptm Hcm ap]n \nWsav ssZhZqX(k)Iev]np. (XnanZn)

A_plpdbvdm(d) ]dp, Amlphns ZqX(k) ]dp: Camans\ aynembpw,CS\nIpIbpw sNpI. (A_qZmhqZv)

10. \akvmcw

DpAznb(d) \nthZ\w: Ax]pcp Ccnp kv{XoItfbpw BhImcnIfmbkv{XoItfbpw s]cpm ssaXm\tv sImWvSphcm \_n(k) RtfmSvIev]nncpp. Ah apnfpsS PamAnepw {]m\bnepw ]sSppw. EXpaXnI\akvImce v \nv AIp \npw. Hcp kv{Xo tNmZnp. Amlphns ZqXsc!Rfn Hcphv hkv{Xansntem? AhnSpp ]dp AhfpsS ktlmZcn Xshkv{Xn \nv Ahsf [cnns. (_pJmcn. 1.8.347)

aplZv_v\papIZn ]dbpp. Hcn Pm_n Xs XpWn ]ncSnbn_nv \akvIcnvXs Xw hkv{Xw XqnbnSp hSnbn shnpWvSv. Atm Hcm tNmZnp.XapWvSmbnpw Xm Hcp hkv{Xw [cnv \akvcnpIbmtWm? DSs\ Atlw adp]Sn]dp. AsX, Rm\nXv sNbvXXv \nstmsebp hnUvVnI Fs IWvSp

]Tnphm\mWv. \_n(k)bpsS Imep Rfn BmWv cWvSp hkv{XwDWvSmbncpXv. (_pJmcn. 1.8.348)

aplZv ]dbpp: Pm_n(d) Hcp hkv{Xw am{Xw [cnp sImWvSp \akvcnpXv RmIWvSnpWvSv. Fnv Atlw ]dbpw. Xncpta\n(k) Hcp hkv{Xw [cnv \akvcnpXvRm IWvSnpWvSv. (_pJmcn. 1.8.349)

Dadp_v\p A_okea:(d) \nthZ\w: Xncpta\n(k) Hscm hkv{Xw [cnpsImWvSv\akvIcnp. Atcw AXns cWvSp Xebpw cWvSp ssINIfpsS apIfntev CStmpwhn]coXambn Cncnbmbncpp. (_pJmcn. 1.8.350)

Dadv_v\p A_okea:(d) \nthZ\w: Dpkea: bpsS hon shv Hcp hkv{Xw am{Xw [cnpsImWvSv Xncpta\n(k) \akvIcnpXv Rm IWvSnpWvSv. AXns cWvShpw AhnSpsCcp Npaenepw CnpWvSv. (_pJmcn. 1.8.351)

34


35/295


315.

316.

317.

318.

319.

320.

321.

322.

323.

Dadv_v\pA_okea:(d) \nthZ\w: Xncpta\n(k) Hcp hkv{Xw NpnpXv Dpkea: bpsShon hv \akvIcnpXv Rm IWvSnpWvSv. AXns cWvShpw XscWvSv NpaenepwCnpWvSv. (_pJmcn. 356)

Dplm\nAv(d) \nthZ\w: amhnPb hjw Xncpta\n(k)bpsS ASp v Rm sNp.AhnSpp IpfnpXmbn Rm IWvSp. ^mXzna: Hcp ad \_n(k)v]nSnvsImWvSncnpp. Rm \_n(k)v kemw ]dp. CXmscv \_n(k) tNmZnp.A_qXzmen_ns aI Dplm\nA BsWv Rm adp]Sn ]dp. Dplm\nAvkzmKXw Fv \_n(k) Acpfn: AhnSpv Ipfnbn \nv hncantm Fv dIvAp \nv\akvIcnp. Hcp hkv{Xw am{Xw Npn ]pXvsImWvSv \akvImcn \nv hncantmRm ]dp. Amlphns ZqXtc! Rm A`bw \evInbncnp C BsfsImvIfbpsav Fs ktlmZc Aen `ojWnsSpppshv. Atm Xncpta\n(k)Acpfn: Hm Dp lm\nAv! \o A`bw \evInbh\v Rm\pw A`bw \evInbncnpp Dplm\nAv ]dbpp. AXp fplm \akvImcambncpp. (_pJmcn. 1.8.353)

A_qlpssdd(d) \nthZ\w: Hcp hkv{Xw [cnpsImWvSv \akvIcnpXns\pdnv Hcm\_n(k)tbmSv tNmZnp. Atm Amlphns ZqX ]dp. \nsfmhpw CucWvSp hkv{XapWvtSm? (_pJmcn. 1.8.354)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: ]ncSnbn HpanmsX Hscm hkv{Xw[cnpsImWvSv \nfmcpw \akvIcncpXv. (_pJmcn. 1.8.355)

kCuZv ]dbpp. Hcp hkv{Xw [cnpsImWvSv \akvIcnpXns\ kw_nvPm_ndn(d)t\mSv R tNmZnp. Atm Atlw ]dp. Rm \_n(k)bpsS IqsS Hcpbm{Xbn ]pdsp. Fnv Hcn Fs Hcmhiyn\v cm{Xnbn Xncpta\n(k)bpsSASpphp. Xncpta\n(k) \akvIcnpXmbn Rm IWvSp. Fs icocn Hscmhkv{XamWv DWvSmbncpXv. Rm\m hkv{Xw NpnpXv Xncpta\n(k)bpsS Hcp `mK v \nv\akvIcnp. \akvImcn \np hncantm Xncpta\n(k) tNmZnp. Pm_n!Fn\mWo cm{Xnbn hXv? Atm Fs Bhiyw Xncpta\n(k)sb DWn. Rmhncantm Xncpta\n(k) tNmZnp. Rm ImWp Cu NpnpXsemWv? Rm]dp. hkv{Xw CSpnbXmWv. Xncpta\n(k) Acpfn: hkv{Xw hoXnbpXmsWn AXv

NpnpXpsImpI. hoXnbnmXmsWn AXv DSppIbpw sNpI. (_pJmcn. 1.8.357)

klvevv(d) \nthZ\w: IpnI sNmdpXv t]mse XfpsS XpWnbpsS Xe]ncSnbnsInsmWvSp Nne BfpI Xncpta\n(k) tbmsSmw \akvcnmdpWvSmbncpp.Atm ]pcpjm kpPqZn \npw Fgptv Ccnpw apv kv{XoI kpPqZn \npwXe DbcpsXv Xncpta\n(k) kv{XoItfmSv Inp. (_pJmcn. 1.8.358)

aqKod(d) \nthZ\w: Rms\mcn Hcp bm{Xbn Xncpta\n(k)bpsS IqsSbpWvSmbncpp.apKod! \n sh]m{XsaSpq Fv Xncpta\n(k) Acpfn: Atm Rmsh]m{XsaSpp sImSpp. Xncpta\n(k) AXp sImWvSpt]mbn Fs ZrjvSnbn \nvadbpXphsc. Fnv AhnSpp aeaq{XhnkP\w sNbvXp. Atcw Hcp imanPpAhnSpv icocn [cnncpp B PpbpsS ssI tatmpIbm Xncpta\n(k){iantm Ignn. AXns ssI hfsc CSpnbncpp. AXn\m Xs ssIXncpta\n(k) Dntev DucnsbSpp. Rm \_n(k)v shsamgnpsImSpp.\akvImcn\v FXpt]mse AhnSpp hpfp FSpp. CcpImepIfpw cWvSv_qvkntembn XShn. tijw AhnSpp \akvIcnp. (_pJmcn. 1.8.359)

Pm_n(d) \nthZ\w: Xncpta\n(k) JpssdinItfmsSmw IAv_: ]p\cpcnm IvNpap sImWvSpt]mhpIbmbncpp. Hcp DSpXpWn am{Xta Xncpta\n(k)bpsSicocnepWvSmbncppq. Atcw ]nXrhy Amkv Xncpta\n(k) tbmSp ]dp:ktlmZc]p{Xm! \o \ns hkv{Xagnv Npcpn Npaen shv AXnt Iv shpsImWvSvt]mm \mbncpp. Pm_n ]dbpp. DSs\ \_n(k) hkv{Xagnv Npaen shp.XmaknbmsXXs t_m[w sIphogpIbpw sNbvXp. AXn\ptijw Xncpta\n(k)sb\\mbn Hcnepw IWvSnn. (_pJmcn. 1.8.360)

A_qlpssdd(d) \nthZ\w: Hcm Fgptp \npsImWvSv Hcp hkv{Xw am{Xw[cnpsImWvSv \akvIcnmtam Fv \_n(k)tbmSv tNmZnp. AhnSpv Acpfn: \nfnFmhpw cWvSp hkv{Xw e`nptam? ]noSv Da(d)t\mSv (Atlns `cWIme v)Hcm CXns\ kw_nv tNmZnp. Atm Da(d) ]dp. Amlp \nv

35


36/295


37/295


38/295


339.

340.

341.

342.

343.

344.

345.

346.

347.

348.

349.

350.

Bbni(d) \nthZ\w: Xncpta\n(k) cm{Xn \akvIcnptm Xncpta\n(k)bpsShopImcpsS hncnn \npsImWvSv XsbmWv \akvIcnncpX.v Atcw Ah\_n(k) pw Jn_vepanSbn ans\ InSnbXv t]mse InSpw. (_pJmcn. 1.8.380)

D(d) \nthZ\w: Xncpta\n(k) \akvIcnptm Bbni(d)Jn_vepw Xncpta\n(k)pw CSbnembn Ah cWvSpt]cpw InSpdmdp hncnn InSmdpWvSv. (_pJmcn.1.8.381)

A\kv(d) \nthZ\w: R Xncpta\n(k) tbmsSmw \akvIcnptm Rfn NneDjvWns ImTn\yw \nanw kpPqZns e v R [cn hkv{Xns Hcwhncnnv AXn kpPqZv sNmdpWvSmbncpp. (_pJmcn. 1.8.382)

kCuZv \nthZ\w: Xncpta\n(k) sNcnv [cnv \akvIcnmdpWvtSm Fv RmA\kv(d)t\mSv tNmZnp. Atm AsXsbv Atlw ad]Sn \evIn. (_pJmcn. 1.8.383)

lmav(d) \nthZ\w: Pco(d) Hcn aq{XnpIbpw tijw hpfp FSppIbpw sNbvXp.Atlns cWvSp _qSvknt XShn. A\cw Fgptp \nv cWvSp dIvAp\akvIcnp. Atm AXns\n AtltmSv Nne tNmZnp. Xncpta\n(k) Cs\sNpXv Rm IWvSnpWvsSmbncpp Atlns adp]Sn. C{_mlnw ]dbpp.

BfpIsf Cu lZokv Xr]vXnsSpnbncpp. ImcWw Xncpta\nbpsS PohnXnsAyLn Ckvemw aXw kzoIcnhcn Hcmfmbncpp Pco(d). (_pJmcn. 1.8.384)

apKod:(d) \nthZ\w: Xncpta\n(k) hpfp FSppIbpw As\ _qSvknt XShn\akvIcnpIbpw sNbvXp. (_pJmcn. 1.8.385)

A_vZpmln_v\p amenIv(d) \nthZ\w: Xncpta\n(k) \akvIcnptm (kpPqZn) XscWvSp Ipw (]mizfn \nv) hnSpn shmdpWvSmbncpp. AhnSps Inseshfpv hyamIpXphsc. (_pJmcn. 1.8.385)

A\kv(d) \nthZ\w: Amlphns ZqX ]dp: \mw \akvIcnpXpt]mse\akvIcnpIbpw \psS Jn_ve: sb Jn_vebmpIbpw \mw AdpXv `npIbpw

sNph\mtcm Ah\t{X apkveow. Ahv Amlphnsbpw Ahs ZqXsbpwkwcW _m[yXbpWvSv. AXpsImWvSv Amlphns kwcW _m[yXbn \newL\w {]hncpXv. (_pJmcn. 1.8.386)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: P\ Amlp AmsX Bcm[y\nsp{]Jym]npXv hsc AhtcmSv bpw sNm FtmSv \ntinsncnpp. AhcXp{]Jym]npIbpw \mw \akvIcnpXpt]mse \akvIcnpIbpw \psS Jn_vesbA`napJoIcnpIbpw \mw AdpXv `npIbpw sNbvXm AhcpsS chpw [\hpwFs ta \njnamWv. AhImin\msX, AhcpsS hnNmcW AmlphnemWv.(_pJmcn. 1.8.387)

A\kv(d) \nthZ\w: Hcp a\pjys chpw [\hpw \njnampXv FmsWvAtltmSv tNmZnstm Atlw ]dp: emCeml Cmlp FXn\v hh\pwkmn \npIbpw \psS Jn_ve: sb A`oapJoIcnpIbpw \mw \akvIcnXv t]mse\akvIcnbpw \mw AdpXv `nbpw sNbvXm Ah apkveoamWv. apkveoanve`np AhImi Ah\pWvSv. _m[yXIfpw DWvSv. (_pJmcn. 1.8.387)

A_qAq_v(d) \nthZ\w: Xncpta\n(k) Acpfn: \n aeaq{Xhnk\n\v]pdsm Jn_vesb A`oapJoIcntbm ]nnSpItbm sNcpXv. Fm \nIngtmtm, ]Snmtdmtm XncnbpI. A_qAq_v(d) ]dbpp: R imansNtm ]cnjvIrX IqkpI Jn_vev A`napJambn \nnXp IWvSp. RsXnbncnpIbpw Amlphnt\mSv ]m]tamN\w tXSpIbpw sNpw. (_pJmcn. 1.8.388)

A\kv(d) \nthZ\w: Da(d) ]dp: aqv {]iv\fn Fs cnXmhnt\mSv FsA`n{]mbw tbmPnpIbpWvSmbn. Rm ]dp Amlphns ZqXsc! aJmapC{_mlnans\

\mw \akvImceamnbncppshn \mbncpp. Atm Amlp AhXcnnp.aJmap C{_mlnans\ \n \akvImceamn shpho, ]bpsS BbnepwtbmPnp. Rm ]dp. Amlphns ZqXsc AbpsS ]Xv\namtcmSv P\ZrjvSnbn\nv adncnm App I]nsn \mbncpp. ImcWw AhtcmSv Cv

38


39/295


ZpjvS\pw \h\pw kwkmcnpp. Atm ]bpsS Bbp AhXcnnp.Xncpta\n(k)bpsS ]Xv\nam Xncpta\n(k) sXncn RfpsS A`nam\ws]mnnSnpsImWvSv kwLSnp. Atm Xncpta\n(k) \nsf hnhmlapcmp]w \ntfm Dacmb ]Xv\namsc Amlp Atln\v ]Icw \Ipsav RmAhtcmSv ]dp. Atm C{]Imcw Xs Bbp AhXcnnp. (_pJmcn. 1.8.395)

351.

352.

353.

354.

355.

356.

357.

358.

359.

360.

C_v\pDa(d) \nthZ\w: Jp_mC P\ kp_vlv \akvIcnvsImWvSncnptm

AhcpsS ASpp Hcm hp ]dp: \nivNbw Cp cm{Xnbn Xncpta\n(k)vJqB AhXcnntm IAv_mebs Jn_ve: bmphm \ntinncpp. AtmAh (\akvImcn Xs) AXns t\sc Xncnp. BZyw Ah imans t\scXncnmWv \akvIcnncpXv. As\ Ah IAv_bpsS t\sc Npnncnp. (_pJmcn.1.8.397)

A_vZp(d) \nthZ\w: Xncpta\n Hcn fplv Av dIvAp \akvIcnp. Atmklm_n hcym ]dp. \akvImcn (dIvAv v) hnnspthm? AhnSpvtNmZnp: FmWXv? Ah ]dp: Xm Av dIA v \akvIcnp. DSs\Xncpta\nXs CcpImepIfpw Npcpnshv cWvSp kpPqZv sNbvXp. (_pJmcn. 1.8.308)

A\kv(d) \nthZ\w: Xncpta\n(k) Hcn Jn_vebpsS `mK v A]w I^w IWvSp.

Xncpta\n(k) Xv AkpJIcambntmn. AXns eWw AhnSps apJ v{]Xysp. DSs\ Xncpta\n(k) Fgptv kzw ssIsImWvSv AXhnsS \nv \owsNbvXp Fnv AhnSpv Acpfn: \nfn hh\pw \akvIcnm \nm Ah Xs\mYt\mSv clkykw`mjWw \SpIbmWv. Asn Ahs \mY AhsbpwJn_vebpsSbpw CSbnepWvSv. AXpsImWvSv \nfn Bcpw Xs Xs Jn_vebpsS t\scXpntmIcpXv. Fm CSXp`mKtv Xps. Asn Imens Xmgv`mKtv. CXv]dnv Xncpta\n Xs XsaSpp AXn A]w Xpn. A\cw AXns Hcp `mKwat `mKnt ]nSnan. Fnv Asn Ah Cs\ sNs Fcpfn.(_pJmcn. 1.8.399)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) Jn_vebpsS Npacn Btcm XpnbXpIWvSp.AhnSpv AXv \ow sNbvXp. tijw P\sf A`oapJoIcnvsImWvSv ]dp: \nfnBscnepw \akvIcnpIbmsWn Ahs apJn\v t\sc Ah XpcpXv. ImcWwAh \akvIcnptm Amlp Ah\v A`napJambnpWvSv. (_pJmcn. 1.8.400)

Bbni:(d) \nthZ\w: Xncpta\n(k) Jn_vebpsS Npacn I^tam An XptemAsn aqv IdtXm IWvSp. Atm AhnSpv AXv \onfp. (_pJmcn. 1.8.401)

A_vlpssdd(d)bpw A_qkCuZpJpZvcn(d)bpw \nthZ\w sNpp: Xncpta\n(k)]nbnse Npacn Hcp I^w IWvSp. AhnSpv Hcp IpsImWvSv AXv \ow sNbvXp.Fnv AhnSpv Acpfn: \nfn Bscnepw Xpnbm Xs apJn\v t\sc XpcpXv.AXp t]mse heXp`mKtpw. Fm CSXp`mKttm Xs CSXpImensNphntetm Xps. (_pJmcn. 1.8.402)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bcpw Xs Xs apntepw

heXp`mKtpw XpcpXv. Fm Xs CSXp`mKttm Imen\v Xmgv`mKttmXps. (_pJmcn. 1.8.404)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: ]nbn XppXv Hcp IpamWv. FmAXns {]mbnw AXp ]nbn IpgnpaqSpXmWv (_pJmcn. 1.8.407)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Fs {i Rm Ctmp am{XwXncnncnpIbmsWv \n hnNmcnppWvtSm? Amlp kXyw. \nfpsS `b`nbpw\nfpsS dpqDw F\nv tKm]yamIpn. Fs ]n`mK v \nv Xs \nsf F\nvImWm Ignbpw. (_pJmcn. 1.8.410)

C_v\pDa(d) \nthZ\w: icocw saenbnv ]mIsSpnb Nne IpXncIsf kwLSnnnv

Hcn Xncpta\n(k) Hcp ]bw \Sn. Hmamcw`nXv ssl^mbn \nmWv. HmwAhkm\nntWvSXv k\nq hZmAv Bbncpp. C{]Imcw Xs icocwsaenbnnnm Nne IpXncIsf kwLSnnpw AhnSpp ]bw \Sn. k\nqhZmC \nv akvPnZp\okpssdv (_\qkpssdJns ]n) htcbmbncpp Hmns

39


40/295


AXncp \nbnncpXv. C_v\pDadpw B IpXncbn ]sSpncpp. (_pJmcn.1.8.412)

361.

362.

363.

364.

365.

366.

367.

368.

369.

370.

371.

372.

A\kv(d) \nthZ\w: Xncpta\n(k) Hcp kwLw BfpIfpsS IqsS ]nbn CcnpXvRm IWvSp. Atm Rm Atls kao]np. Xncpta\n(k) FtmSv tNmZnp.A_qXzl: \ns AbXmtWm? AsXsbv Rm adp]Sn \In. Xncpta\n(k):`Wn\v Wnphm\mtWm? AsXsbv Rm adp]Sn \In. DSs\ Xncpta\n(k)

Xs IqsSbphtcmSv ]dp: Fgptpho. As\ \_n(k) ]pdsp. Rmapnembn \Sp. (_pJmcn. 1.8.414)

klvev(d) \nthZ\w: Hcp a\pjy Xncpta\n(k)tbmSv tNmZnp. Amlphns {]hmNItc!Hcm Xs `mcybpsS IqsS asmcp ]pcpjs\ IWvSm Ahs\ h[nstbm? As\Ah ]nbn shv im] {]m\ \Sn. Rm AXnv kmnbmbncpp. (_pJmcn.1.8.415)

CXv_m(d) \nthZ\w: Xncpta\n(k) Atlns hon hp. Fnv tNmZnp. \nshon FhnsS shv \akvIcnphm\mWv \o DtinpXv. Atlw ]dbpp: AtmHcp ew Rm NqWvSnmWnp. DSs\ Xncpta\n(k) XIv_o sNmn \akvImcn{]thinp. R Atlns ]nn AWn\np. AhnSpp cWvSp dvA v

\akvIcnp. (_pJmcn. 1.8.416)

Bbni(d) \nthZ\w: \_n(k)bpsS an {]iv\fnepw heXp`mKs apnnpXns\CjvSsncpp. AhnSps ipoIcWw, apSn NoI, sNcpv [cn apXembhbn(_pJmcn. 1.8.418)

Bbni(d) \nthZ\w: A_vko\nbmbnse I\okbn Dp l_o_bpw Dp kea:(d)bpwIWvS Nne cq]sfpdnv Ah Xncpta\n(k) Acpfn: Aqcns Hcp \ a\pjyarXnbSm AbmfpsS J_dn Ah ]n ]Wnbpw. Fnv AXn B cq]\nnpw. AyZn\n Amlphns ASp v Ghpw ZpjvSm Chcs{X. (_pJmcn.1.8.419)

A\kv(d) \nthZ\w: ]n \nnpXn\v apv Xncpta\n(k) BSpIsf sInbnSpe v \akvIcnmdpWvSv. (_pJmcn. 1.8.421)

\m^nAv(d) \nthZ\w: C_v\pDa(d)Xs HIns t\sc Xncnp \nnv\akvIcnpXv Rm IWvSnpWvSv. Xncpta\n(k) As\ sNpXv RmIWvSnpWvsSv Atlw ]dbmdpWvSmbncpp. (_pJmcn. 1.8.422)

C_v\p Amkv(d) \nthZ\w: Hcn kqcy\p {KlWw _m[np. Atm Xncpta\n(k)\akvIcnp. tijw AhnSpp ]dp. An F\nv Zinnsp. apv CXpt]msehnIrXamb Hcp ImgvN Rm IWvSnn. (_pJmcn. 1.8.423)

A_vZp(d) \nthZ\w: Xncpta\n(k) Acpfn: Icpw sImWvSv AmsX in Cdse v \n {]thincpXv. \n Icbpnsn AhnsS {]thincpXv.

Amlphns in \npw Ahv _m[nXpt]mse _m[nmXncnphm.(_pJmcn. 1.8.425)

Bbni(d)bpw C_v\pAmkpw(d) \nthZ\w: Ah cWvSpt]cpw ]dbpp: Xncpta\n(k)vacWtcmKw Bcw`ntm Xs Xw Xncpta\n(k) apJnt CpsImWvSncpp. IpsdIgnp hnjaw AXp aqew tXmnbm apJ v \nv AXv \ow sNpw. AtcwXncpta\n(k) Cs\ ]dncpp. PqXmscbpw {InkvXym\nIsfbpw Amlp i]ns.Ah XfpsS \_namcpsS J_dpIsf {]m\m tI{fmn shpIfp. AhcpsS{]h\sf A\pIcncpsXv kzw A\pbmbnIsf XmoXp sNpIbmbncpp.Xncpta\n(k)bpsS Dtiyw. (AmsX Ahsc i]n am{Xambncpn.) (_pJmcn. 1.8.427)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: PqXmsc Amlp i]ns. Ah

AhcpsS {]mhmNImcpsS J_dpI ]nIfmn. (_pJmcn. 1.8.428)

Bbni(d) \nthZ\w: Hcd_npSpw_n\v Hcp \ot{Km ASnaspWvSmbncpp. AhsfB IpSpw_w kzX{bmn. Fnpw Ah AhcpsS IqsS Xmaknp. Ah ]dbpp. BIpSpw_nse Hcp s]Ipn Hcn hon \nv ]pdpt]mbn. AhfpsS icocn

40


41/295


cXv\w ]XnXpw tXmepsImWvSpWvSmnbXpamb Hcp NpI Gmp]bpWvSmbncpp.B Ipn B Gmp] kzbw Ducn \nenp. Asn IpnbpsS ] \nv AXvXmsg hoWp t]mbn. DSs\ AXn\SppIqSn Hcp ]cpv hanv ]mdnhp. amwksav[cnnv ]cpv AXv dmnsbSppsImWvSpt]mbn. B kv{Xo ]dbpp: Fnpw BIpSpw_w B Gmp] At\zjnp. AhXv Innbn. Atm Fs AhsXncnp. Fnv AhfpsS icocw BIam\w ]cntim[np. P\t\{nbw t]mepw Ah]cntim[np t\mmXncpn. Ah ]dbpp: AmlpkXyw! Rm AhtcmsSmw

\npIbmbncpp. Atcw B ]cpv AXnse ]mdnhp. B Gmv ] ]cpvXmsgbnp. Atm Rm ]dp. CXm \n Fs sXncnm\nShcpnb ame.\n Fs t]cn Ipw Npan. Rm Hc]cm[hpw sNbvXnn. Ctm B ame CXm.Bbni(d) ]dbpp: ]noSv Ah Xncpta\n(k)bpsS apn hp Cmw kzoIcnp.Ahv ]nbn Hcp IqSmcw Asn adpsInb sNdnsbmcp apdnbpWvSmbncpp.Ah Fs ASp hnv km[mcW ham\w ]dbmdpWvSmbncpp. Ftmhncpmepw Cu Hcp hcn ]mv Ah ]mSmXncnpIbn. Gmp]bpsS (clkyw]pe) Znhkw \psS cnXmhns ApXfnsemmWv. \ntfmWw,kXy\ntj[nIfpsS \mn \nv Fs tamNnnXv Ah\mWv. Bbni(d) ]dbpp.Hcn Rm\htfmSv tNmZnp. FmWv \ns Ncn{Xw? \osbs IqsS CcnpHchkcnepw CXv ]mSmXncpnntm. Bbni(d) ]dbpp: Atcw Cukw`hsfmw Ah F\nv hniZoIcnpXp. (_pJmcn. 1.8.430)

373.

374.

375.

376.

377.

378.

379.

A_vZp(d) \nthZ\w: Atlw bphmhpw AhnhmlnX\pambncp Ime v \_n(k)bpsS]bnemWv InSpdmdpXv. (_pJmcn. 1.8.431)

klvev(d) \nthZ\w: Hcn Xncpta\n(k) ^mna: bpsS hon hp. AtmAen(d)sb Xncpta\n(k) tNmZnp. \ns ]nXrhy]p{Xs\hnsS? Ah ]dp. F\npwAtln\panSbn Hcp sNdnb hgpWvSmbn. Fnv FtmSv tIm]nv Atlw ]pdpt]mbnfp. Fs IqsS Atlw Dv Ddnbnn. Atcw Hcp a\pjyt\mSvXncpta\n(k) Acpfn: Aen FhnsSbpWvsSv \o At\zjnpI. Abm Xncnphp]dp. Amlphns ZqXtc! Atlw ]nbn DdnnSpIbmWv. DSs\Xncpta\n(k) AhnsS hp. Atlw InSpIbmWv. icocn \nv Xw XmsghoWpt]mbnpWvSv. icocn ap _m[nnpapWvSv. Xncpta\n(k) Atlnsicocnse av Xn\onsmWvSv A_mXpdm_v (ans ]nXmth!) Fgptq FvBhnp ]dbm XpSn. (_pJmcn. 1.8.432)

A_qlpssdd(d) \nthZ\w: ]nbnse aqebn Xmaknhcmb Fgp]Xn A[nIw t]scRm IWvSnpWvSv. Ahcn Bpw Xs XapWvSmbncpn. Nnev XpWnam{XhpwapNnev ]ncSnbn _n ]pXv am{Xhpw DWvSmbncppp. NneXv ImXWvSns]IpXn hsc FpXpw NneXv s\cnbmWn hsc FpXpambncpp. \XshfnhmmXncnphm thWvSn AhcpsS ssI sImWvSv AXv tNnnSnmdpWvSv.(_pJmcn. 1.8.433)

Pm_n(d) \nthZ\w: Xncpta\n(k) ]nbnencnth, AhnSps kn[nbn Rm{]thinp. Xncpta\n(k) Acpfn: \o cWvSp dIvAp \akvIcnpI. Xncpta\n(k) F\nvISw Xcm\pWvSmbncpp. AhnSpv AXv hnnpXp. (_pJmcn. 1.8.434)

A_qJmZ(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bscnepw ]nbn{]thinm Ah CcnpXn\v apmbn cWvSv dIvAp \akvIcns. (_pJmcn.1.8.435)

A_qlpssdd(d) \nthZ\w: hpfp apdnbm Ahbn Hcm Xm\akvIcnepXs Ccnp kab v aepI Ah\pthWvSn ]m]tamN\n\vtXSpXmWv. Ah ]dbpw. Amlpth, Ch\v \o s]mdpp sImSptWta, Amlpth,Ch\v \o s]mdppsImSptWta. (_pJmcn. 1.8.436)

C_v\pDa(d) \nthZ\w: (aZo\:) ]n Xncpta\n(k)bpsS Ime v NpSmCjvSnIsImWvSmWv \nnncpXv. AXns tapc Cu\] sImWvSpw XqWpI

Cu\bpsS XmgvSnsImWvSpw \nnsXmbncpp. ]noSv A_q_(d)sIme v AXnsempw Iqntn. l: Da(d)s `cWIme v AXn IpdsmsIqnp. Xncpta\n(k)bpsS ImepWvSmbncp Xdbnts NpSm CjvSnIbpwCu\]bpwsImWvSv Atlw ]n ]pXpnWnXp. Atcw XqWpI am{XwacntXmn. ]noSv Dkvam(d) AXn henb am hcpn AXv hn]peoIcnp.

41


42/295


43/295


Xsbmbncnpw. Xncpta\n(k) htm Bbni(d) Cu hnjbw AtltmSv ]dp.DSs\ Xncpta\n(k) Acpfn: \o Ahsf hne sImSpphmn tamNnnpsImpI. \nbwhemAv ASnasb tamNnnphpXmWv. A\cw \_n(k) andt IbdnC{]Imcw {]kwKnp. FmWv Nne a\pjycpsS Ah? Amlphns aXn Cm\n_\I Ah DWvSmpIbmtWm? hh\pw Amlphns InXm_n Cm\nba DWvSmnbm AXh\v e`npIbn \qdv \n_\I Ah DWvSmnbmepw.(_pJmcn. 1.8.446)

390.

391.

392.

393.

394.

395.

IAv_v(d) \nthZ\w: C_v\p A_olZvdZv ISw hmnb kwJy ]nbn shv AtlwBhiysp. As\ cWvSp t]cpw i_vZw Dbn kwkmcnp. Xncpta\n(k) AhcpsSkwkmcw tIpXphsc AhnSpp Xs honembncpp. DSs\ Xncpta\n(k) XsapdnbpsS ad s]mnbnv ]pd v hp. Fnv IAv_ns\ hnfnp. DSs\ AmlphnsZqXsc, Rm\nXm lmP Fv IAv_v ]dp. Xncpta\n(k) BwKyw ImWnpsImWvSv\ns ISn \nv ]IpXn honsmSppI Fv IAv_nt\mSv ]dp. DSs\IAv_n\pamenv(d) ]dp. {]hmNItc, Rm\nXm hnpsImSpncnpp. DSs\C_v\pA_olZvdZnt\mSv Xncpta\n(k) Acpfn: thKw t]mbn Atlns ISw \o hopI.(_pJmcn. 1.8.447)

A_qlpssdd(d) \nthZ\w: \ot{Km hwiP\mb Hcp ]pcpj Asn kv{Xo

Xncpta\n(k)bpsS Ime v ]n ASnphmcn hrnbmmdpWvSmbncpp. AXn\nSvAbm acnp. (ImWmXmbtm) Abmsfpdnv Xncpta\n(k) tNmZnp. Abmacnpt]msbv Ah ]dp. AhnSpp ]dp. \nv Fs acWhmAdnbnmambncpnt? icn, C\n AbmfpsS J_ Asn AhfpsS J_ \nF\nv ImWnp XcnI. As\ Xncpta\n(k) AbmfpsS J_dns ASp sNpan v \akvIcnp. (_pJmcn. 1.8.448)

Bbni:(d) \nthZ\w: A_Jd: bnse ]eni kw_np hmIy AhXcnntmXncpta\n(k) ]nbntev ]pdsp. Fnv B I\I HmXntnp. ]noSv]nbnshv Xs aZyhym]mcw \njnamnsmWvSv {]Jym]npIbpw sNbvXp.(_pJmcn. 1.8.449)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: PnpIfn s] Hcp a Cse cm{XnFs apn hp NmSn Asn AXpt]mse Hcp hmmWv \_n(k) AcpfnbXv Fs \akvImcw apdnpIfbm\mWv Ah\s\ sNbvXXv. F\nv Ahs\ ]nSnIqSmAmlp kuIcyw sNbvXpXp. Fnv ]nbnse Hcp XqWnt Ahs\ ]nSnpsImRm\ptinp. Fm \nsfmhpw {]`mXn Ahs\ ImWm Ignbpambncpp.]s, Fs ktlmZc kpsseam \_n (A) bpsS {]m\ Rm Hmnpt]mbn.cnXmth! F\np tijw ampw ]nSnSpI n{]km[yam Hcm[n]Xyw F\nv\o {]Zm\w sNtWta (38:35) FXv. AXn\m Rm\hs\ Bn HmSnp sImWvSv hnbp.(_pJmcn. 1.8.450)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) \PvZns t\sc Hcp IpXnc]mfs \ntbmKnp._\ql\o^ tKm{Xns] kpamap_v\pAkm Fsmcp a\pjys\ Ah]nSnpsImWvSphp. Fnv Ahs\ ]nbnse Hcp XqWnt _np. Xncpta\n(k)

Ahs ASpp {]thinp. Fnv kpamans\ \n tamNnnphn Fv Acpfn.A\cw kpamap Hcp sNdnb Ipfns t\sc ]pdsp. AXn \nv Ipfnv ]nbn{]thinp. Fnv emCeml Cmlp hAaplZ dkqenmln Fv kmywhlnp. (_pJmcn. 1.8.451)

Bbni:(d) \nthZ\w: Jv bpn kAvZp_v\p apBZv(d)v ssIv apdnhv ]n.Inse {][m\ c[a\n Ap. Atm Xs ASppXs InSnbnvtcmKip{iqjbpsS tat\mw hlnphm thWvSn Xncpta\n(k) ]nbn Xs HcpXv sIn Atls AXn InSn. asmcp Xpw _\qKn^m tKm{Xns hIbmbn]nbnepWvSmbncpp. kAvZns icocn \nv HenpsImWvSncp cw BXntev s]sv HgpInsNXv IWvStm am{XamWv Ah ]cn{`anXv. As\sRnbnv Ah hnfnptNmZnp. Xnephtc! \nfpsS `mK v \nv RfpsS

ASptev Cu HgpInsmWvSncnpsXmWv? t\mptm kAvZns apdnhn \nvcaXm inbmbn HgpInsmWvSncnpp. As\ AXn Atlw acWsp.(_pJmcn. 1.8.452)

43


44/295


45/295


Ah\pWvSmbncnp kaba{Xbpw aepI Ahv thWvSn {]mnpsImWvSncnpw."Amlpth! Ahv \o s]mdppsImSpWta, Amlpth! Ah\v \o Ir] sNtWta, "Fv aepI {]mnv sImWvSncnpw. Ahs hpfp ZpesSpmXncnpkaba{Xbpw B \ne]mSv XpSp sImWvSncnpw. (_pJmcn. 1.8.466)

404.

405.

406.

407.

408.

409.

410.

A_vZp(d) \nthZ\w: Xncpta\n(k) Acpfn: A_vZp! P\fpsS CSbnep NnIfpsSIqn \o (CSIep) Pohnptm \ns Ah Fns\bmbncnpw? XpSv

AhnSpv hncepI tImp]nSnp. (_pJmcn. 1.8.467)

A_qaqkm(d) \nthZ\w: Xncpta\n(k) Acpfn: Hcp kXyhnizmknv atkXyhnizmknbpambp _w Hcp sInSw t]msebmWv. AXns Hcp hinv athiw ]n_ew \Ipp. tijw Xncpta\n(k) Xs hncepIsf Xn tImp.(_pJmcn. 1.8.468)

aqk(d) \nthZ\w: C_v\pDa(d)s ]p{X kmenav(d)hgnbn Nne epshv\akvIcnphm {]tXyIw {inpXv Rm IWvSnpWvSv. Atlns ]nXmhv Cuefn \akvIcnncppshv Atlw ]dbmdpWvSv. ]nXmhv \_n(k) {]kvXpXep \akvIcnncpXv Rm IWvSnpWvsSv ]dbmdpWvSv. \m^nAv(d) C_v\pDa(d)\npw {]kvXpX efn \akvIcnXmbn \nthZ\w sNppWvSv. kmenapw \m^nCu

Fm ensbpw {]iv\n tbmPnm\pw id^p dulmCuse ]nbpsS{]iv\n am{XamWv Ah ]ckv]cw `nnpXv. (_pJmcn. 1.8.470)

C_v\p Da(d) \nthZ\w: Xncpta\n(k) Dwdpw AhnSpv \nlnv ln\pw ]pdspt]mbtm Zplpsse^mbn Cp nXnsNp ]nbpsS m\p kapdacns Nphn CdmdpWvSmbncpp. A{]Imcw Xs Xncpta\n(k) Hcp bpwIgnp aSn Fnp B hgnp hp. Fm XmgvhcbpsS ASnbn Xncpta\n(k)hndpw . ]noSv XmgvhcbpsS ASnbn \nv taevt]mv Ibdnbmtem, B XmgvhcbpsSIngt hnep hnimeamb Nc {]tZi v Xncpta\n(k) HIsf \ndpnhml\n \nv Cdpw. Fnv cmhns AyZibn {]`mXw htcpw AhnsS Hphn{ianpw. IIqnt Cp nXn sNp ]nbpsS ASp Xncpta\n(k)Cdnbncp B ew. A{]Imcw Xs Cp ]n \nesImp BIpntepambncpn. AhnsS Hcp tNme (Acphn) DWvSmbncpp. AXn\Spp hvC_v\pDa(d) \akvIcnmdpWvSmbncpp. B tNmebn Nne aWIqmcfpWvSmbncpp. Xncpta\n(k) AhnsS hv \akvIcnmdpWvSmbncpp. ]noSvaeshw htm AhnsS NcpI hp \ndp. Fnv C_v\pDa\akvIcnncp B es NcpI aqSnfp. (_pJmcn. 1.8.472)

C_v\pDa(d)XpScpp: culmbnse Db e v nXnsNp ]nSp v\nesImp sNdnb ]n \nevp e v hv Xncpta\n(k)\akvIcnmdpWvSmbncpp. Xncpta\n(k) \akvIcnmdpWvSmbncp esfpdnvC_v\pDa(d) Adnhph\mbncpp. \o ]nbn \npsImWvSv \akvIcnptm Bew \ns heXp`mKmbncnpw. \o atp t]mIptm B ]n hgnbpsShes Hmcp nXnsNpXv ImWmw. AXn\pw henb ]npanSbn HcpIsSpsdnm Fp Zqcta Dq. AXpt]msebp Zqcw. (_pJmcn. 1.8.472)

C_v\pDa(d) \m^nCt\mSv ]dbpp: Xncpta\n(k) Hcp henb acns NphnCdmdpWvSmbncpp. dpsshkns ASpmWv B ew. hgnbpsS heXp`mKpwhgnbpsS apnepambn hnimeambnnSp Hcp aW{]tZiamWXv. ZpsshknscWvSp ssa ASpp Ipv Xncpta\n(k) ISv t]mIpw app eamWnXv. Bacns Xe t]mnbnpWvSv. AXv B acns Dntev NpcpWvSv \nevpIbmWv.XmbvSn am{XambnsmWvSv B acw \nevpp. AXns Xmgv`mK v A\h[naWIqmcfpWvSv. (_pJmcn. 1.8.472)

C_v\pDa(d) \m^nCu(d)t\mSv ]dbpp: Xncpta\n(k) Hcp Ipns Hmc v \npsImWvSv\akvIcnpsImWvSv \olfv_mbntev t]mIptm AXv AdnPns Apdmbncnpw.B ]nbpsS ASp v cWvtSm aqtm J_dpIfpWvSv. Ahbnt henb IpI

shnpapWvSv. Ah hgnbpsS he `mKmWv. hgnbnse IpISp v BIpInSbneqsS Dt\c v kqcy BImia[yn \npw sXnbtijw A_vZpbm{X ]pdsSpw. Fnv fplvdv B ]nbnshv \akvIcnpw. (_pJmcn. 1.8.472)

45


46/295


411.

412.

413.

414.

415.

416.

417.

418.

419.

420.

421.

C_v\pDa(d) \m^nCu(d)t\mSv ]dbpp: _liSpp shmen hgnbpsSCSXp`mK v nXnsNp hrSp v Xncpta\n(k) CdmdpWvSmbncpp. Bshm libpsS HmctmSv tNmWv InSpXv. B shmen\pw hgnpanSbnGXmWvSv HcsbvXm Fp Zqctabpp. A{]Imcw Xs hgnbntev IqSpXASpp \np Hcp acns t\sc Xncnv \npsImWvSpw C_v\p Da(d)\akvIcnmdpWvSv. AhnSps Ghpw henb acw AXmbncpp. (_pJmcn. 1.8.472)

C_v\pDa(d) \m^n Ct\mSv ]dbpp: adplvdms Xmgv`mKp shmenXncpta\n(k) CdmdpWvSmbncpp. \o k^dmhmn \nv Cdn hcptm aZo\bpsS`mK v B ew nXnsNpXmbn ImWmw. shmens tI{n Xncpta\n(k)CdmdpWvSmbncpp. hgnbpsS CS`mKmWXv. \o abntev t]mIptmXncpta\n(k)bpsS Xmhfn\pw hgnpanSbn Itdnsep Zqcw am{XtaDWvSmbncppp. (_pJmcn. 1.8.472)

C_v\pDa(d) \m^nCu(d)t\mSv ]dbpp: Xncpta\n(k) abntev hcptmZophmbn Cdn cm{Xn Xmaknpw. {]`mXw hsc. Fnv kp_vln \akvIcnpw.Xncpta\n(k) \akvIcn ew IpIfm \ndbs Hcp IpntemWv. AmsX AhnsSFSpspImWp ]nbn. B ]nbpsS Xmsg IpI \nd B IpntemWv.(_pJmcn. 1.8.472)

C_v\pDa(d) \m^nCu(d)t\mSv ]dp: Xncpta\n(k) pw hfsc Dbp \np]Xn\panSbn nXnsNp aeIfpsS cWvSp inJcfpsS t\scbpwAsXbhkcn IAv_n`napJambpw Xncnp \npsImWvSv AhnSpv\akvIcnnpWvSv. Fnv C_v\p Da(d) \akvIcntm AhnsS \nn ]n IpnsAnep ]nbpsS CSXp`mKmnsmWvSv \np. Xncpta\n(k) \akvIcneamhs AXn\v Xmsgbmbn. B Idp IpntemWv IAv_n\pw \n\panSbnnXnsNp aebpsS cWvSp inJcfpsS t\sc Xncnp\npsImWvSv \o\akvIcnptm ]papgtam Asn GXmWv A{Xbpw AIetam Ipn \nv hnnv\o \np ]w AXpXsbmWv Xncpta\n(k) \akvIcn ew. (_pJmcn. 1.8.472)

C_v\pDa(d) \nthZ\w: Xncpta\n(k) s]cpm Znhkw (ssaXm\tv ]pdsSptm

Hcp sNdnb Ipw sImWvSv hcm I]npw. As\ AXv Xncpta\n(k)bpsS apn\mpw. Fnv Xncpta\n(k) AXntev Xncnp \nv \akvIcnpw. BfpIXncpta\n(k)v ]nnepw, bm{Xbnepw Xncpta\n(k) As\ sNmdpWvSmbncpp.AmcWw sImWvSmWv `cWta[mhnI sNdnb Ipw sImWvSv t]mI ]XnhmnbXv.(_pJmcn. 1.8.473)

A_oPpssl^(d) \nthZ\w: Xncpta\n(k) klm_nIsfbpw sImWvSv abnse_ vlmC shv \akvIcnp. Xncpta\n(k)bpsS apn Hcp hSn \mnbncpp. fplvdpwAkdpw Cu cWvSv dvApIfmbnmWv AhnSpv \akvIcnXv. B hgnbpsSadphi vIqSn kv{XoIfpw IgpXbpw \SppWvSmbncpp. (_pJmcn. 1.8.474)

klvev(d) \nthZ\w: Xncpta\n(k) \akvIcnm \np en\pw NpacnpanSbnHcmSn\v \Spt]mIm HgnhpWvSmbncpp. (_pJmcn. 1.8.475)

kea:(d) \nthZ\w: andbpsS ASpp ]nbpsS Npacv Hcp BSn\v ISpt]mIphmam{Xw HgnhpWvSmbncpp. (_pJmcn. 1.8.476)

A_vZp(d) \nthZ\w: \_n(k) pthWvSn sNdnb Ipw XdsSpIbpw tijwAhnSpv AXns t\sc Xncnp \akvIcnpIbpw sNpw. (_pJmcn. 1.8.477)

A\kv(d) \nthZ\w: Xncpta\n(k) aeaq{Xhnk\n\v t]mIptm Rm\pw HcpsNdnb Ipnbpw Xncpta\n(k)bpsS ]nmse t]mIpw. RfpsS IqsS Hcp km[mcWhSntbm Asn Iptam DWvSmbncnpw. Hcp shm{Xhpw. As\ Xncpta\n(k)aeaq{Xhnk\w \nlnp Ignm shm{Xw Xncpta\n(k)v R\Ipw.(_pJmcn. 1.8.479)

kea:(d) \nthZ\w: apkvl^v kqn s]nbpsS ASpp XqWns t\sc \npsImWvSvAtlw \akvIcnmdpWvSmbncpp. Atm Nne AtltmSv tNmZnp: A_qapkvenw!\n XqWnSp v \npsImWvSv \akvIcnm {inppWvStm? Atlw ]dp:

46


47/295


48/295


A`n{]mbw {]ISnnv \n Rsf ]nIfmnbncnpp. \nbw \_n(k)\akvIcnpXv Rm IWvSnpWvSv. Rm Atln\pw Jn_vepw a[ynembn XsInent InSmdpWvSv. F\nv ]pdpt]mthWvS Bhiyw t\cnSpw. AtmAhnSps apneqsS A`napJoIcnpXns\ Rm shdppw. AXn\m Rm sas\opw. (_pJmcn. 1.8.490)

430.

431.

432.

433.

434.

435.

436.

437.

438.

439.

Bbni(d) \nthZ\w: Xncpta\n(k)bpsS hncnn Rm DdnnSptm AXns

\Sphntev Xncnp \npsImWvSv Xncpta\n(k) \akvIcnmdpWvSmbncpp. Ahkm\wXncpta\n(k) hn v \akvcnms\mcpnbm Fs DWpw Fnv RmXncpta\n(k) tbmsSmw hn v \akvcnpw. (_pJmcn. 1.8.491)

Bbni(d) \nthZ\w: Jn_ve:bpsS t\sc Fs cWvSp ImepIfpw \onsmWvSp \_n(k)\akvIcnptm Rm InSmdpWvSv. AhnSpp kpPqZv sNptm Fs ]npw.Atm Rm Im Npcppw. AhnSpv Fgptm hoWvSpw Rm Imev \onshpw.Ap hoSpIfn hnfv InmdpWvSmbncpn. (_pJmcn. 1.8.492)

A_qJmZ(d) \nthZ\w: \nbw Xncpta\n(k) Xs ]p{Xn ssk\_:bpsS aIDamans\ NpapsImWvSv \akvIcnmdpWvSmbncpp. A_pBkznv ssk\_:bnP\n Ipnbmbncpp AXv. Fnp Xncpta\n(k) kpPqZv sNptm Ipnsb Xmsg

shpw. Fgptv \nm Ipnsb hlnpIbpw sNpw. (_pJmcn. 515)

ssaaq\(d) \nthZ\w: Fs hncnv Nnetm \_n(k)bpsS \akvImc ens]miz`mKmbncnpw. AhnSps hkv{Xw Nne k`n Fs icocnhogmdpWvSv. Rm Fs hncnn InSpIbmbncnpw. (_pJmcn. 516)

ssaaq\(d) \nthZ\w: \_n(k) \akvIcnptm Aipnbphfmbn Rm AhnSpsASppXs InSpdmdpWvSv. kpPqZv sNptm AhnSps hkv{Xw Fsicocn kv]inmdpWvSv. (_pJmcn. 517)

Bbni:(d) \nthZ\w: Ah ]dp: ]nbpsSbpw IgpXbpsSbpw hn`mKn RsfbpwDsSpn F{X No Xpe\sSpemWv kv{XoIv \n \IpXv? \_n(k)\akvcnptm Rm Atlnsbpw Jn_vebpsSbpw a[yn InSpIbpwkpPqZv sNm Dtinm Fs ]npIbpw sNmdpWvSv Atm Rm FsCcpImepIfpw henpw. (_pJmcn. 518)

A_oZZmAv(d) ]dp. Amlphns ZqX(k) ]dp: ]Wntem acp`qanbntemIqambn {]m\ \Sm aqpt]cpWvsSn ]nimNv Ahsc PbnSmXncnbn.AXpsImWvSv PamAns\ apdpsInSnpI: ]n \npw thXncnXns\bmWvsNmb npXv. (A_qZmhqZv.)

A\kv(d) ]dp. Amlphns ZqX(k) ]dp: Hmas \nc (k^^v)]qnbmpI: ]noSv, AXn\Sp \nc; XnIbmsXhcptXtXm, AXv Ahkm\s\ncbn Bbnsms. (A_qZmhqZv)

^kme(d) ]dp: Amlphns ZqX(k) Fs ]Tnnp. AhnSpp ]TnnXn (CuIev]\) DWvSmbncpp. Ap \akvImcspdnp Pm{KXbpWvSmbncnpI. Rm]dp (ap) tPmenIfn {inphm\p kabfmWtm Ch. AXn\m, Rm\XpsNbvXpIgnm AXpsImWvSp aXnbmhp hn[n hym]Iamb GsXnepwFtmSmm]nmepw AhnSpp ]dp. cWvSp Ak \akvImcfnPm{KXbpWvSmbncnpI. CXp RfpsS `mjm ssienbn Adnbsncpn.AXpsImWvSp Rm ]dp cWvSp Ak \akvImc GXmWv? AhnSpp ]dp:kqcy DZnpXn\p app Hcp \akvImchpw, AkvXanpXn\v app Hcp\akvImchpw (A_qZmhqZv.)

C_v\p Da(d) ]dp: Rm Amlphns ZqX(k) s\mnp hon Xmaknptmgpwbm{Xbnepw \akvIcnp. hon Xmaknptm, AhnSpp fplv \akvImcw \mep

dIApw AXn\v ]ndsI cWvSp dIApw, Ak \akvImcw \mep dIApw\akvIcnbpw AXn\v ]pdsI HpanmXn

hadith in malayalam full 01

Documents