hadith in malayalam full

7/23/2019 Hadith in Malayalam full

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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

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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

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ASna tamN\w

]mcntXmjnIw AXns t{ijvTX,t{]cW

kmnI

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\n_\I

hkznv

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[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)

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

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\_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, kImv 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)

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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 hnv 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\nev Cgp InSncpp. (CXv tIv) Ah ]dp: Amlphns ZqXsc! Cukz]v\n\v AhnSpp \Ip hymJym\sa v? 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

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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)

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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_dv 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 Bbv AhXcntm Xncpta\n(k)bpsS A\pNcmtNmZnp (\_ntb) Rfn kzicoctmSp A{Iaw {]hnmhcmWv? AtmgmWvAmlphn\v ]pImsc shv ]qeemWv henb A{Iaw F Bbv 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

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

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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

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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)

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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_mZv_v\pmanv(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\ shdpv 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)

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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 Hscgpv _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)

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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]IgpXpdv ]pdsp. As\nv{]mb]qnbmIm\Spncpp. Xncpta\n(k) an\mbn shv Hcp Xpd ev\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 ]pdv 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)

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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 DvAhtfmSv ]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\ Dv Ahsf ]ncnbp. Ahsf thsd Hcm hnhmlw sNpIbpw sNbvXp.(_pJmcn. 1.3.88)

Da(d) \nthZ\w: Rm\pw Akmcnbmb Fs Hcbhmkn (Dv_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

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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 apJv {]Xys tIm]w IWvSnv Da(d) ]dp: ssZhZqXtc! RAmlphntev ]m]np aSpp. (_pJmcn. 1.3.92)

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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{kv_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

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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)

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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{kv 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 ]ctemIv \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)

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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`mKv\np. \_n(k) Fs ]nSnv hev `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 tNv ]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 \nev 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)

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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 HscmIpdv 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.)

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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 ASpv ]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)

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Pm_n(d) ]dp, ssZhZqX(k) ]dp: kzns Xmtm \akvImchpw\akvImcns Xmtm ipoIcWhpw BIpp. (AlvaZv.)

Bbni(d) ]dp, Amlphns {]hmNI(k) ]dp: \nfn Bscnepwhnk\n\v t]mIptm, ipoIcWn\mbn Abm aqv Iv sImWvSv t]mIs.FpsImWvsSm Ch Ah\p aXnbmIpXmWv. (A_qZmhqZv)

Pm_n(d) ]dp, hnk\n\p Bhiyambtm {]hmNI(k) AtlsBpw ImWmXmIpXphsc (Zqcetv) t]mbn. (A_qZmhqZv)

A_paqkm(d) \nthZ\w sNbvXp, {]hmNI(k) ]dp: \nfn Bscnepw aq{Xhnk\n\p ew BcmpsIms. (A_qZmhqZv.)

Bbni(d) ]dp, Amlphns ZqXs(k) heXp ssI Xs hpkphn\pw XsBlmcn\pw Bbncpp; CSXp ssI, hnk\n\v tijw ipoIcnpXn\pwhrnlo\amb km[\ \ow sNpXn\pw Bbncpp. (A_qZmhqZv)

apBZp(d) ]dp, Amlphns ZqX(k) ]dp: i]ns app Imcyfn \np]namdpI: DdhpIp kao]hpw, hgnbnepw, (a\pjy hn{ianp) XWenepw

hnknpXv. (A_qZmhqZv)

A_qlpdbvdm(d) ]dp: {]hmNI(k) Iqkntev t]mbtm, Rm AhnSpn\pHcp sNdp]m{Xntem tXmknbntem shw sImWvSphcnIbpw, AhnSpv shwipoIcWn\mbn D]tbmKnpIbpw, ]noSv Xs Iv an tXpIbpw ]noSvRm AhnSpn\v asmcp ]m{Xw shw sImWvSphcnIbpw AhnSpp hpkpDWvSmpIbpw sNbvXp (A_qZmhqZv)

Bbni(d) ]dp: {]hmNI(k) Iqkn \nv ]pdv hcptm ]dbpI]Xnhmbncpp: \ns (cnXmhns) ]m]tamN\s Rm tXSpp. (XnanZn)

A\kv(d) ]dp: {]hmNI(k) Iqkn \nv ]pdv htm AhnSpp ]dbpI

]Xnhmbncpp. Fn \nv amen\ys \ow sNbvIbpw F\nv BtcmKys {]Zm\wsNbvIbpw sNbvX Amlphn\mIpp kkvtXm{Xfpw. (C_v\pamPm)

Bbni(d) ]dp: cm{Xnbntem ]Item {]hmNI(k) DWsgptm ankvhmv(Z[mhn\n) D]tbmKnpXn\p apmbn hpkp sNmdn. (A_qZmhqZv)

ipssdln_v\plm\n(d) ]dp: Rm BbnitbmSp tNmZnp: Amlphns ZqX(k)kzKrln {]thinpIgnm HmaXmbn sNbvXsXmbncpp? Ah ]dp:]ptXbv (apkvenw)

Bbni(d)bn \nv \nthZ\w: dkq(k)v {_jpw ipNoIcnm\p shhpw RHcpn shpambncpp. cm{Xn DWm\ptinp kabv Amlp Atls

DWpw. A\cw AhnSpv {_jv sNpIbpw hpfp FSppIbpw \akvIcnpIbpwsNbvXncpp. (apkvenw)

ipssdln(d) \nv \nthZ\w: Rm Bbni(d)tbmSp tNmZnp. \_n(k) honIbdnbm BZyambn XpSpsXmbncpp? {_jv sNemsWv Ah adp]Sn ]dp,(apkvenw)

Bbni(d)bn \nv \nthZ\w: \_n(k) ]dp: {_jv sN hmbbpsS ipoIcWhpwAmlphn\v CjvSsXpamIpp. (\kmCu)

Bbni(d)bn \nv \nthZ\w: dkq(k) {]Jym]np. ]pImcyw \_namcpsS NcyIfns]XmIpp.1 aoi shpI.2 XmSn hfpI, 3 {_jv sNpI.4. (hpfphn) aqn shwIbpI, 5 \Jw shpI, 6 _dmPnw (hncaSpI) IgpIpI, 7 Iw ]dnpI.8 B\v(Kply`mKs tcma) IfbpI, 9 iuNw sNpI. dntm ]dbpp: ]matXvRm adpt]mbn. AXv hmb IgpIemtbmw. (apkvenw)

5. hpfpAv

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lmav(d) \nthZ\w: A_qlpssdd(d) ]dbpXmbn Atlw tIp. Xncpta\n(k) Acpfn:hpfp FSppXphsc sNdnb Aipnbphs \akvmcw kzoIcnsSpIbn.Atm Hcp lfdaupImc l{kv A_qlpssdd(d)tbmSv tNmZnp: Hm!A_plpssdd!Fns\bmWv sNdnb AipnbpWvSmhpI? Atlw ]dp: i_vZtmSv IqSntbmAmsXtbm hmbp ]pdpt]mhpI. (_pJmcn. 1.4.137)

\psFw(d) \nthZ\w: A_qlpssdd(d)bpsS IqsS Rms\mcn ]nbpsS apIfn Ibdn.hpfp FSptijw Atlw ]dp: Xncpta\n(k) AcpfpXv Rm tInpWvSv. \nbwFs kapZmbw ]p\pcpm\ Znhkw (Amlphns kn[nbntev) hnfnsSptmhpfphns ASbmfw ImcWw AhcpsS apJhpw ssIImepIfpw {]Iminncnpw.(A_qlpssdd ]dbpp) AXpsImWvSv \nfn Bsnepw apJnstim`hym]nnm km[npsan Ah\Xp sNs. (_pJmcn. 1.4.138)

D_mZv_v\p Xaoav Xs ]nXrhy\n \nv \nthZ\w sNpp. Atlw \_ntbmSv tNmZnp:\akvmcn hpfp apdnbp Fsnepw DWvSmbn Fp tXmp a\pjy FpsNWw? Xncpta\n(k) Acpfn: i_vZw tIpItbm aWw A\p`hsSpItbm sNpXvhsc \akvmcw hnp Xncnp t]mtIWvSXn. (_pJmcn. 1.4.139)

C_v\pAmkv(d) \nthZ\w: Btlw ]dbpp: Fs amXrktlmZcnbpsS ASp

Rms\mcp cm{Xn Xmaknp. B cm{Xnbn \_n(k) (]Xnhpt]mse) cm{Xn \akvmcw\nlnpIbpWvSmbn. AXmbXp cm{Xn Ipdp Igntm AhnSpp Fgptp sInXqnbncp Hcp ]m{Xn \nv eLphmb \nev hpfp FSpp. Awdv (\nthZI)AXns\ eLphmnsImWvSvv ImWnp. A\cw Xncpta\n(k) \akvcnm \np.Atm Xncpta\n hpfp FSpXpt]mse Rm\pw hpfp FSpp. Fnv AhnSpsCSXp`mKp sNp \np. (kq^vbm (asmcp \nthZI) Nnetm ]dXvinamFmWv) Atm Xncpta\n(k) Fs heXp`mKtmpIbpw Fnv Ipdv\akvIcnpIbpw sNbvXp. tijw AhnSpv sNcnp InSp. Iqw henpXphscDdn. ]noSv _mp hnfnmc hp \akvImcn\v _mv hnfnp. Atm AhnSpp\akvIcnphm AbmfpsS IqsS ]pdsp. (]pXnb) hpfp FSpmsX \akvcnpIbpwsNbvXp. Awdnt\mSv R ]dp. Nne BfpI ]dbpp: Amlphns ZqXs IpDdpp, Fm lrZbw Ddpn. Awdv ]dp: Dss_Zp ]dbpXv Rm

tIncnpp. {]hmNImcpsS kz]v\w ZnhyktiamWv. Fnv Atlw ]mcmbWwsNbvXp. \nbw \ns Adpph\mbn Rm\nXm kz]v\n ImWpp. (_pJmcn.1.4.140)

DkmaXv_v\p sskZv(d) \nthZ\w: Xncpta\n(k) Ad^bn \nv ]pdsp. As\hgnbnep aebnSpn Fnbtm hml\n \nndn aq{Xsamgnp. tijw hpfpFSpp. ]s hpfp ]qnbmnbn. Atm Rm ]dp: Amlphns ZqXtc?\akvImcns kabamWtm. AhnSpp ]dp: \akvImcw \ns apnemWv. (Ipdpt]mbnv \akvcnmw. As\ apkvZen^bnsenbtm AhnsSbndn hpfpsNbvXp.hpfp ]qampIbpw sNbvXp. ]ns CJmav sImSptm AhnSpv aKvcn_v\akvcnp. tijw Fmhcpw AhcpsS HIsf AhcpsS XmhffntevsImWvSvt]mbn hnp. ]ns Cim \akvmcn\v CJmav sImSptm AhnSpv Cim\akvcnp. AhbvnSbn thsd bmsXmpw \akvcnn. (_pJmcn. 1.4.141)

C_v\p Amkv(d) \nthZ\w: Atlw Hcn hpfp FSpp. Hcp ssI sImWvSv HcptImc shsaSpv IpeppgnbpIbpw aqn IbpIbpw sNbvXp. ]noSv Hcp tImcshsaSpv at ssItbmSv tNv cWvSp ssIsImWvSpw IqSn apJw IgpIn. ]ns HcptImc shsaSpv heXpssI IgpIn. Hcp tImc shsaSpv CSXpssIbpw IgpIn.A\cw Xe XShn. ]ns Hcp tImc shsaSpv heXpIment IpSp. AXpIgpIn. Fnv asmcp tImc shsaSpv CSXpImepw IgpIn tijw Atlw{]kvXmhnp. \_n(k) C{]Imcw hpfp sNpXv Rm IWvSnpWvSv. (_pJmcn. 1.4.142)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) Acp sNbvXncnpp. \nfn BscnepwXs `mcysb kao]nptm Amlphns \man Amlpth! Rfn \npwRv \o {]Zm\w sNpXn \npw ]nimNns\ AItWta! Fp {]mnpIbpw

As\ Ahv Hcp km\w hn[nsSpIbpw sNbvXm AXns\ ]nimNvt{ZmlnpIbn. ((_pJmcn. 1.4.143)

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A\kv(d) \nthZ\w: Xncpta\n(k) aeaq{X hnk\ ev {]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 kabv 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\kabv 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 Hcv Ipdv IpIs]dpnbnv sImWvSphnv Xncpta\n CcnpXns Hcp `mKv shnv Rm

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

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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 shsaSpv 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 tNv 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 (anv) 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`mKv \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)

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A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn BcpsSsbnepw ]m{Xn\nv \mb IpSnm B ]m{Xw Ah Ggv {]mhiyw IgpIs. (_pJmcn. 1.4.173)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Hcp \mb Zmlw ImcWw \\ avXnpXv Hcp a\pjy IWvSp. DSs\ B a\pjy Xs jq FSpp shw tImcnbnvB \mbv Zmlw amdpXphsc IpSnm sImSpp. AmcWm Amlp Aht\mSv\nImWnpIbpw Ahs\ kzn {]thinnpIbpw sNbvXp. (_pJmcn. 1.4.174)

AZnv(d) \nthZ\w: Rms\mcn Xncpta\n(k)tbmSv (th\mbsbpdnv) tNmZnp.Atm AhnSpp Acpfn: ]cnioe\w \Inb \ns \mbsb \o thv DucnhnSpIbpwFnv AXv Pohnsb h[npIbpw sNbvXm \o AXp `npI. B \mb AXn \nv`nm \o AXp `ncpXv. ImcWw AXn\v Xnm thWvSnbmWXv ]nSnncnpXv.Rm tNmZnp; Rms\s \mbsb Abpw. Fnv AXns IqsS asmcp \mbsbNnetm Rm ImWmdpWvSv. AhnSpp ]dp. \o AXp `ncpXv. ImcWw \ns\mbsb am{XamWv \o _nkvan sNmn AbnpffXv. as \mbsb \o _nkvan sNmnAbnn. (_pJmcn. 1.4.175)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: \akvImcw {]XonpsImWvSv ]nbnXs Hcm IgnpIqpIbmsWn Ah \kvImcn XsbmWv. Ahs hpfp

apdnbm ]w. Atm Hcp A\d_nbmb a\pjy tNmZnp. tl! A_qlpssddm,FmWv hpfp apdnbn? Atlw ]dp. i_vZw AYhm A]i_vZw. (_pJmcn. 1.4.176)

AmZv_v\pXaoav Xs ]nXrhy\n \nv \nthZ\w sNpp. Xncpta\n(k) Acpfn: i_vZwtIpItbm Asn hmk\ A\p`hsSpItbm sNpXphsc Ah ]ncnpt]mIcpXv. (_pJmcn. 1.4.177)

skbvZn_v\pJmenZv(d) \nthZ\w: Atlw Hcn Dkvam\p_v\pA^m(d)t\mSv tNmZnp.Hcm kwtbmKw sNbvXnv C{nbw ]pdsnsn Ah IpfntWvSXptWvSm? \nfpsSA`n{]mbsamWv? Dkvam(d) ]dp. Ah \akvImcn\p thWvSn hpfp FSppXpt]mse hpfp FSppIbpw enwKw IgpIpIbpw sNpI. (IpfntWvSXn) . Dkvam(d)]dbpp. CXp Rm \_n(k) bn \nv tIXmWv. skbvZv_v\pJmenZv ]dbpp.

CXns\pdnv Rm Aen, kqss_, Xzl: Dv_v\p IAv_ FnhtcmSv tNmZnp.Atm Ahcpw AXp XsbmWv InXv. (_pJmcn. 1.4.179)

A_qkCuZpJpZvcn(d) \nthZ\w: Xncpta\n(k) Hcn Hcp AkmcnbpsS ASptevHcmsf Abp. DSs\ Atlw hp. Atlns Xebn \nv shw DnhogppWvSmbncpp. Atm \_n(k) ]dp. \mw \ns [rXnsSpnsbv tXmpp.Atlw ]dp. AsX. Atcw \_n(k) ]dp. \o [rXnsm Asn C{nbwkvJenpXn\p apmbn hncanm \o hpfp FSpemWv \n\v \n_w. (_pJmcn.1.4.180)

DkmaXv_v\p skbvZv(d) \nthZ\w: Xncpta\n(k) Ad^mbn \nv aSnbtm HcpaebpsS sNcnhntev amdn aeaq{Xhnk\w sNbvXp. Dkma(d) ]dbpp tijw\_n(k) hpfp FSpm XpSn. Rm shw sNmcnp sImWvSncpp. Rm tNmZnp.Amlphns ZqXsc! Ap \akvIcnppthm? AhnSpp Acpfn: \akvImcw \nsapnemWv. (_pJmcn. 1.4.181)

apKod(d) \nthZ\w: Atlw Hcp bm{Xbn Xncpta\n(k) tbmsSmapWvSmbncpp.Xncpta\n(k) aeaq{X hnk\mhiyn\pthWvSn ]pdsp. Xncpta\n(k) Xncnphp.hpfp sNm Bcw`ntm apKod Xncpta\nv shsamgnp sImSpm XpSn.As\ AhnSpv apJhpw cWvSp Ipw IgpIn. Xe XShn. _qvkntepw ssIsImWvSpXShn. (_pJmcn. 1.4.182)

Awdv_v\p A_olk(d) \nv \nthZ\w: Atlw Hcn A_vZpmln_v\p skbvZnt\mSvXncpta\n(k)bpsS hpfphns\ kw_nv tNmZnpIbpWvSmbn. Atm A_vZpmln_v\pskbvZv sNdnb Hcp `cWn shw sImWvSp hcm Bhiysp. Fnv \_n(k) hpfp

FSpncpXpt]mse Ahv hpfp FSpp ImWnp sImSppIbpw sNbvXp. AXmbXvB `cWnbn \nv shw sNmcnp aqp {]mhiyw apssII IgpIn. Fnv HcpssI B `cWnbn Cp aqp {]mhiyw IpeppgnbpIbpw aqn shffw IbpIbpw]op IfbpIbpw sNbvXp. ]noSv Hcp ssI Cv aqp {]mhiyw apJw IgpIn. ]noSv Hcp

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ssI Cv ssII apphsc cWvSp {]mhiyw hoXw IgpIn. ]noSv Hcp ssI Cv cWvSp ssIsImWvSv Xe XShn. AXmbXv cWvSp ssIsImWvSp aptmpw ]ntmpw Hcp {]mhiyw XShn.]noSv ImepI s\cnbmWn hsc IgpIn. (_pJmcn. 1.4.186)

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A_qPqssl^:(d) \nthZ\w: Xncpta\n(k) Hcn Dkabv RfpsS ASphcnIbpWvSmbn Atcw AhnSptv hpfp FSpphm shw sImWvSp hcsp.Atm AhnSpp hpfp sNbvXp. Atm P\ AhnSps hpfphns _mn shw

FSpphm\pw AXp sImWvSp XShm\pw XpSn. Fnv \_n(k) fplvdpw Akdpw CucWvSp dAp hoXw \akvIcnp. AhnSps apn Hcp hSnbpWvSmbncpp. (_pJmcn.1.4.187)

A_qaqkm(d) ]dbpp. Xncpta\n Hcp tIm shw sImWvSp hcm BhiysSpIbpwFnv ssIIfpw apJhpw IgpIpIbpw AXn XppIbpw sNbvXp. A\cw ]dp.\n cWvSp t]cpw CXn \nv IpSnpIbpw \nfpsS apJpw s\nepw HgnpIbpwsNpho. (_pJmcn. 1.4.187)

ankvh(d) \nthZ\w sNpp. Xncpta\n(k) hpfp sNbvXm AhnSps hpfphnsshw e`nphm thWvSn A\pNcm kacw sNmdpWvSmbncpp. (_pJmcn. 1.4.188)

kmCZv_v\p bkoZv(d) \nthZ\w: Fs amXrktlmZcn Fsbpw sImWvSpXncpta\n(k)bpsS ASp sNp. Fnh ]dp. ssZhZqXtc! Fs ktlmZcn]p{X\v Imen henb thZ\bpWvSv. . Atm Xncpta\n Fs Xe XShpIbpw F\nv\bpWvSmIphm thWvSn {]mnpIbpw sNbvXp. ]noSv Xncpta\n(k) hpfp sNbvXp.Atm Xncpta\n(k) hpfp sNbvXp Ahtijn shn \nv Aev]saSpv RmIpSnp. Fnv Xncpta\nbpsS ]nn \np. Atcw {]hmNIXzn koXncpta\nbpsS Ccp ssI]eIInSbn ]XnncnpXv Rm IWvSp. {]mhnsapt]mse. (_pJmcn. 1.4.189)

Pm_n(d) \nthZ\w: Rm At_m[mhbn tcmKnbmbn InSptm Xncpta\n(k)Fs kinphm hp. Fnv AhnSpv hpfp FSppIbpw AhnSps hpfphnsshn \nv Fs ta HgnpIbpw sNbvXp. Atm F\nv t_m[w hp.Atcw Rm tNmZnp. Amlphns ZqXsc! BmWv Fs A\ckzv?amXm]nXmfpw km\fpw HgnsIbphcmWv Fs AhIminI. B k`nA\cmhImi\nbaw kw_np Bbp AhXcnnp. (_pJmcn. 1.4.193)

A\kv(d) \nthZ\w: Hcn \akvImckabw Bkambn. Atm ]nSppXmaknphscmw AhchcpsS hoSpIfntev t]mbn. IpdmfpI Ahtijnp.Atm Xncpta\n(k)bpsS ASp Ins Hcp ]m{Xn shw sImWvSp hp. ssIAXnenp IgpIm am{Xw B ]m{Xw henapWvSmbncpn. Fnp AhscmwAXpsImWvSv hpfp sNbvXp. \n F{X t]cpWvSmbncppshv A\knt\mSvtNmZnsp. F]Xn]cw BfpIfpWvSmbncppshp Atlw adp]Sn ]dp.(_pJmcn. 1.4.194)

A_vZpmln_v\p skbvZv(d) \nthZ\w: \_n(k) Hcn RfpsS ASp hp.

R sNpsImWvSp Hcp sNdnb `cWnbn Ipdp shw FSpp sImSpp.Atm AhnSpp hpfp FSpp apJw aqp {]mhiyw IgpIpIbpw Xe aptmpw]ntmpw XShpIbpw ImepI XShpIbpw sNbvXp. (_pJmcn. 1.4.196)

A\kv(d) \nthZ\w: Xncpta\n(k) Hcp kzmAv apX Av apv hscbp shw sImWvSvIpfnpIbpw Hcp apv shw sImWvSv hpfp FSppIbpw sNbvXncpp. (_pJmcn. 1.4.200)

kAvZv_v\p A_o hJmkv(d) \nthZ\w: Xncpta\n(k) (hpfp FSpptm ImIgpIpXn\v ]Icw) cWvSp jqhnt XShn. \nbw C_v\pDa(d) CXns\ kw_nvDa(d)hnt\mSv tNmZnp. Atm Atlw ]dp. AsX, \_n(k) A{]ImcwXShnbnpWvSv. kAvZv \_nsb kw_nv \ntmSv Fsnepw \nthZ\w sNbvXmAXns\pdnv amtcmSpw \o tNmZncpXv. (_pJmcn. 1.4.201)

apKod(d) \nthZ\w: \_n(k) Hcn aeaq{X hnk\n\v t]mbtm apKod: Hcp]m{Xw shhpambn Atls ]npSp. Xncpta\n(k) aeaq{Xhnk\wIgnphtm Atlw shw HgnpsImSppIbpw AhnSpp hpfp FSppIbpwcWvSp _qvknt XShpIbpw sNbvXp. (_pJmcn. 1.4.202)

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Awdv_v\p Da:(d) \nthZ\w: Xncpta\n(k) cWvSp jqhnt XShpXv Atlw IWvSp.(_pJmcn. 1.4.203)

PAv^v(d)Xs ]nXmhn \nv Dcnpp. Xncpta\n(k) Xs Xemhn taepw_qvkntepw XShpXv Rm IWvSnpWvSv. (_pJmcn. 1.4.204)

Dhv(d)Xs ]nXmhv apKodbn \nv \nthZ\w sNpp. Rms\mcnXncpta\n(k)bpsS IqsS Hcp bm{Xbnembncpp. Xncpta\n(k) hpfp FSptmAhnSps _qvkv Agnm thWvSn Rm ssI \on. Atm AhnSpp. Acpfn, AXvcWvSpw AhnsS (Imen Xs) InSs, ipnbmnb tijamWv Rm Ah ImenAWnncnpXv. tijw Xncpta\n(k) AXp cWvSntepw XShn. (_pJmcn. 1.4.205)

A_vZpmln_v\p Amkv(d) \nthZ\w: Xncpta\n(k) Hcn HcmSns ssIeIXnpIbpw tijw \akvIcnpIbpw sNbvXp. AhnSpv hpfp FSpncpn. (_pJmcn.1.4.206)

Awdv_v\p Da:(d) \nthZ\w: Hcn Xncpta\n(k) HcmSns ssIeI apdnvXnpsImWvSncns Atm \akvImcn\v _mv hnfnpIbpw DSs\ AhnSpv InXmsg shv hpfp FSpmsX \akvIcnpIbpw sNbvXXv Atlw IWvSnpWvSv. (_pJmcn.1.4.207)

kpsshZv_v\p \pAvam(d) \nthZ\w: Atlw Xncpta\n(k) tbmsSmw ssJ_PbnSnb sImw ]pdsp. klv_mCsenbtm ssJ_dn\Spp HcpeamWXv Xncpta\n(k) Ak \akvIcnp. Fnv Blmcw sImWvSphcmBhiysp. tKmXv amhmsX ap bmsXmpw Bcpw sImWvSphn. Xncpta\n(k)bpsS\ntia\pkcnv AXp shw ]Ip s]mXnp. Xncpta\n(k)bpw Rfpw AXpIgnp. ]noSv Xncpta\n(k) aKvcn_v \akvIcnms\mcpn. Atm AhnSppIpeppgnp \akvIcnp. hpfpsNbvXn. (_pJmcn. 1.4.208)

ssaaq\(d) \nthZ\w: Xncpta\n(k) AhcpsS ASp shv HcmSns ssIpdIv Xnp.tijw AhnSpv \akvIcnp. hpfp FSpn. (_pJmcn. 1.4.209)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) Hcn ]m Ipeppgntijw ]dp\nbw ]men\v sImgppWvSv. (_pJmcn. 1.4.210)

Bbni(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bscnepw \akvImcnDdnqntmbm Ddkabw ]s hnp t]mIpw htcpw Abm Dds. ImcWwDdw XqnsmWvSp \akvIcnp ]w Amlphnt\mSv ]m]tamN\n\pthWvSnbmtWm AX X\nsXncmbnmtWm {]mnpsXv Adnbm Ignbn.(_pJmcn. 1.4.211)

A\kv(d) \nthZ\w: Xncpta\n(k) Acpfn: \nfn Bscnepw \akvImcn DdwXqnbm Xmt\mXpsXsv X\nv icnpw t_m[w hcpw htcpw Ah t]mbnDds. (_pJmcn. 1.4.212)

A\kv(d)s\ Dcnv Awdp_v\p Ban \nthZ\w sNpp. Atlw (A\kv) ]dpXncpta\n(k) Hmtcm \akvImcn\pw hpfp FSpncpp. Rm tNmZnp. \nsfs\bmbncpp? Atlw ]dp. hpfp apdnbmXncnpthmfw Rv Dff hpfp sImWvSpXs \akvIcnpw. (_pJmcn. 1.4.213)

C_v\pAmkv(d) \nthZ\w: Xncpta\n(k) Hcn aZo\bnse Asn abnse HcptXmns kao]pIqSn \Sp t]mIptm J_dpIfn shv intbpsImWvSncnp cWvSp a\pjycpsS i_vZw tIp. Atm \_n(k) ]dp. Ah cWvSpt]cpw innsSpIbmWv. hIpns t]cnsempa. Ahcn Hcm aq{Xnptmad kzoIcnncpn. atbm GjWnmc\mbncpp. A\cw AhnSpv Hcp Cu\aS sImWvSpphcm ]dp. Fnv AXp cWvSp IjvWamn apdnv Hmtcmpw Hmtcm

J_dnt \p. Amlphns ZqXtc! AhnSpv Fn\mWnXp sNbvXXv FptNmZntm \_n(k) ]dp. Ch DWmXncnpXv hsc AhcpsS ineLqIcnstmw. (_pJmcn. 1.4.215)

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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)

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Bbni(d) \nthZ\w: Ah Xncpta\n(k)bpsS hkv{Xn \nv ipw IgpImdpWvSv.tijw AXn ASbmfw Rm IWvSncpp. (_pJmcn. 1.4.231)

A\kv(d) \nthZ\w: ]n \nnpw apv Xncpta\n(k) BSpIsf sInbnSp Bebnshv \akvIcnmdpWvSmbncpp. (_pJmcn. 1.4.235)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: Amlphns amn Hcp apnan\v]p Fm apdnhpw B apdnhv ]nb AtX cq]n XsbmWv ]p\cpm\ZnhkwImWsSpI. cw Henp sImWvtSbncnpw, \ndw cns \ndw Xs. ]s aWwIkvXqcnbpsS aWambncnpw. (_pJmcn. 1.4.238)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: \mw Ahkm\hcpw BZyhcpamWv.Xncpta\n(k) Acpfn: AXn\m \nfn Bcpw Xs HenmsX sIn\npshn aq{XnpIbpw Fnv AXn IpfnpIbpw sNcpXv. (_pJmcn. 239)

Bbni(d) \nthZ\w: Xncpta\n(k) Acpfn: elcnbpWvSmp Fm]m\obhpw \njnamWv. (_pJmcn. 1.4.243)

klvev(d) \nthZ\w: Xncpta\n(k)v ]nb apdnhnv Fns\bmWv NnInknsXv

P\ AtltmSv Rm sXmSpv \nptm tNmZnpIbpWvSmbn. AtmAXns\pdnv Fsm IqSpX m\aphcmcpw Cp PohnncnpnFpWnbnv Atlw ]dp. Aen(d)Xs ]cnNbn shsaSpv sImWvSphp.^mna(d) B shw sImWvSvv Xncpta\nbpsS apJw IgpIn tNmc \ow sNbvXp. Fnv]mb FSpv Npv Icnv (AXns sho) B apdnhn \ndpIbpw sNbvXp. (_pJmcn.1.4.244)

A_q_pZ: Xs ]nXmhn \nv \nthZ\w: Atlw ]dbpp. Rms\mcn\_n(k)bpsS ASp sNpIbpWvSmbn. Atm AhnSpp In D ankvhmvhmbn Ccnsh AhnSpp Onm hcpw t]mse Du Du Fp ]bppWvSv. (_pJmcn.1.4.245)

lqssZ^(d) \nthZ\w: Xncpta\n(k) cm{Xn Ddn \nv Fgptptm {_jvsImWvSv hmbv ipoIcnmdpWvSvv. (_pJmcn. 1.4.246)

kCuZn_v\p sskZp(d) ]dp. Amlphns ZqX(k) ]dp: Amlphns\kvacnmsX AXp (hpkp) sNp B a\pjy hpkp sNbvXnn. (XnanZn)

Dkvam\n(d) \nv \nthZ\w sNsncnpp. Atlw aJmbnZn hpkpsNptmC{]Imcw ]dp: Amlphns ZqX(k) hpkp sNbvXXp Rm ImWnpXcstbm?]noSp Atlw (Hmtcm `mKhpw) aqp {]mhiyw IgpInsmWvSv hpkp sNbvXp. (apkvenw)

A_plpdbvdm(d) ]dp. Amlphns ZqX(k) ]dp: \n hkv{Xw[cnptmgpw hpkp sNptmgpw hep`mKw apX Bcw`npI (A_qZmhqZv)

C_v\p Amkv(d) \nthZ\w sNbvXp: {]hmNI(k) Xe XShpIbpw, cWvSp sNhnbpwAhbpsS D`mKw cWvSp NqWvSmWnhncepIsfsmWvSpw AhbpsS ]pd`mKw Xs cWvSps]cphncepIsfsmWvSpw (XShpIbpw) sNbvXp. (\kmCu)

apKod:(d) ]dp: {]hmNI(k) hpkp sNbvIbpw, Xs ssII sImWvSp tkmIvkntbpw jqknsbpw ]pdsa XShpIbpw sNbvXp. (A_qZmhqZv)

A_p_{Ix(d) {]hmNI(k)cn \nv \nthZ\w sNbvXp. bm{XsNp Hcmp aqp]Iepw cm{Xnbpw, bm{Xbnem Hcmv, Hcp ]Iepw cm{Xnbpw, Ah ipambncptm CXmsWn Ahs _qvkv XShm (Imep IgpIpXn\p]Icw) AhnSppA\phZnp. (Zm. Jp.)

A\kv(d) ]dp: {]hmNI(k) s A\pbmbnI, cm{Xn{]m\bvp (Cim) AhcpsSXeI DdwsImWvSp XqpXphsc XmaknpI ]Xnhmbncpp. ]noSv AhhpkpsNmsX \akvIcnpIbpw sNbvXp. (A_qZmhqZv)

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C_v\p Amkv(d) ]dp. Amlphns ZqX(k) ]dp: Nmcnbncpp Ddph\vhpkp BhiyamWv. FpsImWvsSm, Ah Nmcnbncnptm, Ahs kn_\ Abpt]mIpp. (XnanZn)

A_pZmAv(d) \nthZ\w sNbvXp:Amlphns ZqX(k) Onp: ]noSv hpkp sNbvXp.(XnanZn)

Da(d) ]dp, Amlphns ZqX(k) ]dp: Bscmcph hpkp sNbvIbpw AXpGhpw IrXyambn sNpIbpw, ]noSv AmlphmsX asmcp ssZhhpansp Rmkmyw hlnpp: Ah GI\mWv: Ah\p ]pImcn. aplZv Ahs Zmk\pwAhs ZqX\pw BIpp. Amlpsh, ]m]nphcnepw ipamphcnepw \oFs BtWta Fp ]dIbpw sNppthm, Ah\v kzns Fp hmXnepwXpdsncnpp. Ah X\nnjvSap hmXneneqsS AXn {]thinpp. (XnanZn)

A_qlpdbvd(d)bn \nv \nthZ\w: Fs Jeoemb \_n(k) ]dbpXv Rm tIp.hpfphns shw XptSsmw kXyhnizmkn B`cWaWnbnsSpw. (apkvenw)

Dkvam\n(d) \nv \nthZ\w: dkq(k) ]dp: hh\pw \hw hpfp sNp]w\Jns Xmgv`mKneqsS Ahs sNdnb ]m] ]pdsp t]mIpXmWv. (apkvenw)

Dkvam\n(d) \nv \nthZ\w: Fs Cu hpfpt]mse dkq(k) hpfp sNbvXXmbn RmIWvSp. Fnv AhnSpv ]dp: C{]Imcw hh\pw hpfp sNbvXm apIgn]m]sfmw Ah\v s]mdpsSpw. Ahs \akvImchpw ]nbntep \Shpwanambnocpw. (apkvenw)

A_qlpdbvd(d)bn \nv \nthZ\w: Hcn dkq(k) (aZo\bnse) J_m\n(_Jolv) sNnv ]dp: kXyhnizmknIfmb `h\hmknItf! \nfn chjnpamdmIs. CimAm! ASppXs Rfpw \ntfmSv tNcpXmWv. \psSCJvhm\ns\ \ ImWm\m{Klnpp. klm_nI tNmZnp: {]hmNItc! RAbpsS CJvhm\tbm? AhnSpv ]dp: (A) \nsfs Akvlm_nIfmWv.CtXhscbpw P\nmhcmWv \psS CJvhm. Ah tNmZnp. {]hmNItc! AbpsS

{]PIfn \nv CtXhscbpw P\nmhsc Abvv Fs\ ]cnNbsSm Ignbpw?\_n(k) ]dp: \o ]dbq! \nbw Idp IpXncInSbn Hcmv ssIImshfp IpXncIfpWvSmIp ]w, Xs IpXncsb X\nv Xncndnbm Ignbptam? Ah]dp: AsX, {]hmNItc! \_n(k) ]dp: Fm hpfpImcWw ssIImshfppsImWvSmWv Ah (]nKmanI) hcnI. (AmcWm F\nhscXncndnbphm Ignbpw.) lukpIukdns kao]v BXntYb\mbn Rm\hscImp\npw. (apkvenw) .

Dadn(d) \nv \nthZ\w: \_n(k) ]dp: \nfmcpw hpfp ]qambn FSpnvAmlphmsX amcmy\nsv Rm kmyw hlnpp. Ah GI\mWv.Ahsmcp ]mfnbpan. aplZv(k) As Zmk\pw {]hmNI\pamIpp. Fh]dbpIbn kzns Fp IhmSfpw Ah\v XpdsnmsX. Ahbn \nvAh\ptin IhmSneqsS kzn Ah\v {]thinm Ignbpw. (apkvenw) XnanZnIqSpX dntmp sNbvXncnpp: Amlpth! ]m]nv aSphcpsS Iqnepw]m]clnXcpsS Iqnepw Fs \o AIsSptWta!.

6. Ipfn

Bbni(d) \nthZ\w: Xncpta\n(k) P\m_p Ipfnptm BZyw cWvSp Ipw IgpIpwA\cw \akvImcn\v thWvSnsb t]mse hpfp FSppw. ]noSv Xs ssIhncepIshn apn B hncepI Xe apSnbn ISnbnv B apSnbpsS PS Xopw. tijwaqp {]mhiyw Ccp ssIsImWvSpw shsaSpp Xebnsemgnpw. A\cw Nwapgph shsamgnpw. (_pJmcn. 1.5.248)

ssaaq\(d) \nthZ\w: Xncpta\n(k) Ipfnv apv \akvImcn\v FXpt]mse hpfpFSppw. Fm cWvSp Imepw IgpIpIbn. Xs Kplym\w IgpIpw. Aipnbmb`mKfpw. Fnv icocnemIam\w shsamgnpw. A\cw Aev]w amdn \nv cWvSpImepw IgpIpw. Cs\bmbncpp AhnSps P\m_p Ipfn. (_pJmcn. 1.5.249)

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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)

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Bbni(d) \nthZ\w: A_qA_vZn dlvam\v Amlp A\p{Klw sNs. RmXncpta\n(k)v kpK{Zhy ]qinsmSppIbpw Fnv Xncpta\n(k) Xs]Xv\namscsbmw kinpIbpw sNmdpWvSmbncpp. ]noSv {]`mXn Xncpta\n(k)Clvdmw sIpw. Atcw Xncpta\n(k)bpsS icocn \nv kpKw ASnphoinsmWvSncnpw. (_pJmcn. 1.5.267)

Bbni(d) \nthZ\w: Xncpta\n(k) apSn hmpshnv XebpsS a[yn \oWvSpInSpB hcbn ]qinb kpK{Zhyw annXnfpXp CXm Ctmgpw Rm Zinpp.Atcw Xncpta\n(k) Clvdmw sInbncnbmbncpp. (_pJmcn. 1.5.271)

Bbni(d) \nthZ\w: Xncpta\n(k) P\m_p Ipfnms\mcpnbm cWvSp Ipw IgpIpw.\akvImcns\ t]mse hpfpsNpw. ]noSv Ipfnbn {]thinpw. Xs cWvSpssIsImWvSpw PS\opw. apSnbpsS ASn`mKns DjvWw ianpshv IWvSm aqp{]mhiyw AXnta shsamgnpw tijw icocnse _mn `mK IgpIpw.(_pJmcn. 1.5.272)

A_qlpssdd(d) \nthZ\w: Hcn \akvmcn\v CJmav hnfnsp. AWnIsfmwhfhnmsX \oWvSp \np. A\cw Xncpta\n(k) RfpsS ASptev ISphp.Xs \akvmc ep\nv IgntmgmWv P\m_p Ipfnm\p Imcyw AhnSpv

HmXv. DSs\ AhnsS Xs \npI Fp ]dnv Xncnpt]mbn. thKw IpfnvRfpsS ASptepXs aSn hp. Atcw Xncpta\n(k)bpsSCnhogppWvSmbncpp. As\ Xncpta\n XIv_o sNmn \akvmcn {]thinp.R IqsS \akvcnp. (_pJmcn. 1.5.274)

Bbni:(d) \nthZ\w: Ah ]dbpp: Rfn P\m_pWvSmbm cWvSpssIsImWvSpwshw tImcnsbSpp aqv{]mhiyw Xebn Hgppw tijw shsaSpp AhfpsSheXp`mKpw Hgppw. (_pJmcn. 1.5.276)

A_qlpssdd \nthZ\w: Xncpta\n(k) Acpfn: C{kmboey \cmbnmWv IpfnncpXv.Nne NnecpsS \Xbntev t\mnsImWvSpw. Fm aqkm (A) (aphcpsSIqn tNcmsX) GI\mbnsImWvSmWv IpfnncpXv. Atm aqkp B{how

(]m\n) DWvsSpw AXpsImWvSmWv Atlw \tmsSmw IpfnmsXpw Ah]dp. ]nosSmcn aqk Ipfnm t]mbn. Xs hkv{Xw Hcp Int shp. DSs\B Iv hkv{Xhpw sImWvtSmSn. aqk AXns ]nmse It Fs hkv{Xw Fv]dpsImWvtSmSn. C{kmboey Fmhcpw As\ aqkbpsS \X t\mn IWvSp.Atm Ah ]dp: Amlp kXyw aqkv bmsXmcp Ipghpan. aqk Xs hkv{XwFSpp. Fnv Ins\ ASnm XpSn. A_qlpssdd ]dbpp. aqk ASnXnsBtdm Gtgm ASbmfw B In AhtijnnpWvSv. (_pJmcn. 1.5.277)

A_qlpssdd(d) \nthZ\w: Aq_v \_n (A) Hcn \\mbnsImWvSv IpfnpIbmbncpp. Atcw Atlns ASpv kzns shpInfnI hp hogm XpSn.Aq_v\_n (A) B shpInfnIsfsbmw ]nSnp Xs hkv{Xnenp. AtmAtlns cnXmhv hnfnp]dp. Hm! Aq_v! Cu kzns shpInfnIsfIqSmsXs kzbw ]cym]vX\mbn Pohnphm\p ]cnXnXn \n\v RmssIhcpnXnt? Aq_v \_n (A) ]dp. AsX \ns {]Xm]ssmWvSp kXyw.B ]cnXnXn \o DWvSmnbnpWvSvv. ]s \ns ] \np _dns\B{ibnmsX F\nv Pohnm IgnbpIbn. (_pJmcn. 1.5.277)

Dplm\nAv(d) \nthZ\w: Xncpta\n(k)bpsS ASptev a PbnSnbhjw RmsNp. Atm AhnSpp IpfnpXmbn Rm IWvSp. ^mna(d)Xncpta\n(k)vad]nSnpsImWvSp \nppapWvSv. BcmsWv Xncpta\n(k) tNmZnp. Rm Dplm\nAvBsWv adp]Sn ]dp. (_pJmcn. 1.5.278)

A_qlpssdd(d) \nthZ\w: aZo\bnse Nne hgnbn shv Xncpta\n(k) AtlsIWvSp. Atcw A_qlpssddbn P\m_p Ipfn Ahtijnncpp. A_qlpssdd(d)]dbpp. Rm Atcw Xncpta\n(k) bn \nv Hgnpamdnfp. Fnv Rm

t]mbn IpfnpXncnphp. Atm A_qlpssdd! \o FhnsS t]mbncppshv Xncpta\ntNmZnp. Rm P\m_pImc\mbncpp. Aip\mbnsImWvSv AtbmsSmwCcnpXn shdpptXmn Fv A_qlpssdd: ]dp. Xncpta\n(k) Acpfn:kp_vlm\mlp. kXyhnizmkn Hcnepw Aip\mhpIbn. (_pJmcn. 1.5.281)

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A_qkea(d) ]dbpp: Rm Bbni(d)tbmSp tNmZnp. \_n(k) P\m_pImc\mbnDdmdpWvtSm? Ah ]dp. AsX, AhnSpp hpfp FSppw. (_pJmcn. 1.5.284)

Da(d) \nthZ\w: Rfn hhcnepw P\m_pIpfn Ahtijnm Ddm]mSpWvtSm? Fv Xncpta\n(k) tbmSp Atlw tNmZnp. AsX \nfn P\m_pIpfnAhtijnnpsWvSn hpfp sNbvXnp Ddmw Fp AhnSpv adp]Sn \In. (_pJmcn.1.5.286)

Bbni(d) \nthZ\w: Xncpta\n(k) P\m_pImc\mbn Ddm Dtinm Kplym\wIgpIn hpfp FSppw. \akvmcn\v FXp t]mse. (_pJmcn. 1.5.287)

Da(d) \nthZ\w: Atln\v cm{Xnbn henb AipnbpWvSmhpw. Atm \_n(k)AtltmSv ]dp. \o \ns enwKw IgpInb tijw DdpI. (_pJmcn. 1.5.288)

A_qlpssdd(d) \nthZ\w: Xncpta\n(k) Acpfn: ]pcpj kv{XobpsS \mev imJInSbn CcnpIbpw Fnv Ahsf _pnapnpIbpw sNbvXm Ipfn \n_ambn.(_pJmcn. 1.5.290)

Dkvam(d) \nthZ\w: Hcm Xs `mcybpambn ssewKnI _w m]npIbpw C{nb

kvJe\w DWvSmhpXn\v apv Xs hncanpIbpw sNbvXm Ah IpfntWvSXpWvtSmFv skbvZv_v\pJmenZv AtltmSp tNmZnp. Atm Dkvam(d) ]dp.\akvmcn\v hpfp FSppXv t]mse hpfp FSppIbpw P\t\{nbw IgpIpIbpwsNbvXm am{Xw aXn. Rm\Xv \_n(k) bn \nv tInpWvSv. Atm Rm Cuhnjbspdnv Aen(d) kqss_(d) Xzl:(d) D_v(d) FnhtcmSv tNmZnp. AhcpwDkvam(d) ]dXpt]mse IpfntWvSXnm Fv ]dp. A_qAq_pw(d) CXp\_n(k) bn \nv tInpWvSv. (_pJmcn. 1.5.291)

D_vv_v\pIAv_v(d) \nthZ\w: Amlphns ZqXtc! Hcm Xs `mcybpambn kwtbmKwsNbvXp kvJe\w DWvSmhpXn\v apv hncanm Abm IpfntWvSXpWvtSm FvtNmZnp Xncpta\n(k) Acpfn: kv{Xobn \npw kv]in enwKw IgpIpIbpw A\cwhpfp FSppIbpw sNbvXpsImWvSv Ah \akvcns. A_qA_vZn (_pJmcn)

]dbpp. IpfnpXmWv Ghpw kqvaX. AXmWv Ahkm\tXv. AhcpsS `nXhnhcnm\mWv C{Xbpw hnhcnXv. (_pJmcn. 1.5.292)

A_plpssdd(d) ]dp: Amlphns ZqX(k) ]dp: arXicocw IpfnnpbmIpfntWvSXmWv. (C_v\pamPm)

Jbnkv_v\p Bknw(d) \nthZ\w sNbvXp: Atlw CmwaXw kzoIcnp. Atm{]hmNI(k) AtltmSp shw sImWvSpw knZn (temphrns Ce) sImWvSpwIpfnphm Bm]np. (XnanZn)

Bbni(d) \nthZ\w sNbvXp: \mehkcn {]hmNI(k) Ipfnpambncpp.P\m_p ImcWmepw, shnbmgvNIfnepw, (sImphv) csaSppXn\mepw,arXicocw IpfnnXn\mepw. (A_qZmhqZv)

A\kv(d) ]dp: blqZ kv{Xo EXpaXnbmbncnptm, Ah Ahfpambn `npItbmHtc apdnbn Ahfpambn CcnpItbm sNpn. AXpsImWvSv klNmcnI{]hmNIt\mSv tNmZnpIbpw, Amlp AhnSpn\v ZnthymZvt_m[\w \IpIbpw sNbvXp:Bhspdnv Ah \ntmSv tNmZnpp. (Jp.2:222) . Amlphns ZqX(k)]dp. kwt`mKsamgnv asm Imcyhpw sNpI. (apkvenw)

Bbni(d) ]dp: {]hmNI(k) Ipfnptijw hpkp sNbvXnn. (XnanZn)

bAvem(d) ]dp: Amlphns ZqX(k) Hcp Znhkw Hcm (\\mbn) HcpXpdep\np IpfnpXp IWvSp. AhnSpp ]oTn Ibdn Amlphns\kvXpXnbpw kvtXm{Xw sNpIbpw sNbvX tijw ]dp: Amlp ebph\pw

Ipsf adbvph\pw BIpp. Ah esbbpw ebptXtXm AXpadbvpXnt\bpw CjvSsSpp. AXpsImWvSv \nfn BcmsWnepw, Ipfnptmadbvs. (A_qZmhqZv)

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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 ev 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 Bhkabv [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)

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A_qkCuZpJpZvcn(d) \nthZ\w: Hcn Xncpta\n(k) henb s]cpm Znhkw\akvmcssaXm\tv ]pdsp. Xncpta\n(k) kv{XoIfpsS ASptev sNp.AhnSpp Acpfn: kv{Xo kaqlta! \n Zm\[ sNpI. \cIhmknIfnA[nIamfpItfbpw kv{XoIfmbnmWv Rm IWvSncnpXv. Atm kv{XoI tNmZnp.Amlphns {]hmNIsc! FmWns\ kw`hnm ImcWw? Xncpta\n(k) {]Xypcw\In. Ah i]n hnnpw. klhmks \ntj[npw, ZrVNncmb]pcpjmcpsS lrZbsf Cfphm _pnbpw Zo\pw Ipd \ntfmIgnhphsc Rm thsd IWvSnn. kv{XoI tNmZnp. {]hmNItc! _pnbnepwaXnepw RsmWv Ipdhv? AhnSpv Acpfn. kv{XobpsS kmyn\p ]pcpjs]IpXn kmyns m\at Inppq? Ah ]dp. AsX. Xncpta\nAcpfn:AXmWv Ahv _pn IpdhmsWXns eWw. BhapWvSmbm kv{Xo\akvmchpw t\mpw Dt]npnt? Ah ]dp. AsX Xncpta\n(k) Acpfn: aXwIpdhmbXns eWfmWXv. (_pJmcn. 1.6.301)

Bbni(d) ]dbpp: A_qlpss_ins aI ^mna Hcn \_n(k)bpsS ASphp ]dp: Amlphns ZqXsc! Rm ipnbmhm Hcp kv{XobmWv. AXpsImWvSvRm \akvmcw Dt]nstbm? Xncpta\n(k) Acpfn: \nbambpw AXp HcpRcptcmKamWv. Bha. AXpsImWvSv Bhw Bkambm \o \akvmcwDt]nWw. AXns Ah[n Ahkm\nm cw IgpIn \o \akvcnWw. (_pJmcn.

1.6.303)

Bbni(d) \nthZ\w: Rfn Hcphv Bhw DWvSmbm ipnbmptmssIhncens Aw sImWvSp hkv{Xn \npw cw IgpIpw. ]noSv shw tNv_mn ew IgpIpw. Fnv AXn \akvcnpw. (_pJmcn. 1.6.305)

Bbni(d) \nthZ\w: Xncpta\n(k) tbmsSmw kz]Xv\nIfn Nne CAvnIm^v Ccpp.Ahv AanXambn cw t]mIp tcmKapWvSmbncpp. cw ImcWw Nnetm XmsgXmew (]m{Xw) shpIbmWv Ah sNbvXncpXv. a \ndap {ZmhIwBbni(d)Zinncpp. Ch Cu coXnbnep camWv IWvSncpsXv Ah]dbmdpWvSv. (_pJmcn. 1.6.306)

Bbni(d) \nthZ\w: Xncpta\n(k)bpsS IqsS AhnSps Hcp `mcy `P\ancpp. AhaIe \ndap cw ZinmdpWvSv. Ah \akvcnptm Xmew AhfpsSNphn DWvSmbncnpw. (_pJmcn. 1.6.307)

Bbni(d) \nthZ\w: kXyhnizmknIfpsS Damcns] Nne c{kmhap Ln`P\ancnmdpWvSv. (_pJmcn. 1.6.308)

Bbni(d) \nthZ\w: Rv Bhw DWvSmhp B GI hkv{XamsX asmpwNnetm DWvSmhmdn. Bhcw AXn _m[nm Dan\o \JnemnsmWvSvAXns\ DcknIfbmdpWvSv. (_pJmcn. 1.6.309)

DAXzn(d) \nthZ\w: Hcm acnm aqv Znhkne[nIw ZpxJamNcnpXvRtfmSv hntcm[nncpp. `mhv HgnsI. Atlns ta \mevamkhpw ]pZnhkhpw Inncpp. B Ln kpdpabnScpXv, kpK{Zhyw D]tbmKncpXv,Nmbw ]nSnn \qepsImWvSv s\bvX hkv{XamsX Nmbw ]qinb hkv{Xw [cncpXv FpwRtfmSv Inncpp. Bhw \nv R Ipfnv ipoIcnptm A]wkpKap hkvXp (IkvXvAfv^u) D]tbmKnm Rsf A\phZnncpp. ans\A\pKanpXpw RtfmSv hntcm[nncpp. (_pJmcn. 1.6.310)

Bbni(d) \nthZ\w: Bhw \n tijw IpfnpXns\pdnv Hcp kv{XoXncpta\n(k)tbmSv tNmZnp. IpfntWvSsXns\sbp]tZinpsImWvSv Xncpta\n(k)Acpfn: \o Hcp IjvWw IkvXqcnsbSpp AXpsImWvSv ipoIcnpI. Ah tNmZnp.IkvXqcnsImWvSp Rm ipoIcntWvSsXns\bmWv. Xncpta\n(k) Acpfn: \o AXpAXpsImWvSv iqoIcnpI. Ah hoWvSpw tNmZnp. Fns\? Xncpta\n(k) Acpfn:kp_vlm\m! \o ipoIcnp. sImpI. Bbni(d) ]dbpp. Atcw Ahsf Fs

ASptev ]nSnphenp Rm ]dp B IkvXqcnbpsS IjvWw cw Xnbefn D]tbmKnpI. (_pJmcn. 1.6.311)

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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 F v? 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

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{]mbnamWv Fv ]dbmXncnmdn Ah ]dbpp. bphXnIfpw honAx]pcv Ccnp kv{XoIfpw Bhap kv{XoIfpsamw s]cpmssaXm\tv hcWw, \bpsSbpw apnwIfpsS {]m\bpsSbpw cwKfn AhlmPdmhs, \akvImcev \nv BhImcnI HgnncnpIbpw sNs,C{]Imcw \_n(k) AcpfpXmbn Rm tInpWvSv. l^vk: ]dp F v! Bhapkv{XoIsf? Dp AXzn(d) ]dp. AsX Ah Ad^mbn ]sSppnt? AXn\p]pdsa Cn cwKfnepw ]sSppnt? (_pJmcn. 1.6.321)

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DpAXzn(d) \nthZ\w: a\ndtam Ietm D hXpw P\t\{nbn \npw]pdphm AXp Bhambn R ]cnKWnmdn. (_pJmcn. 1.6.323)

Bbni(d) \nthZ\w: Ah (lv k`n) Xncpta\n(k)tbmSv ]dp. k^nvBhw Bcw`nncnpp. \_n(k) Acpfn. Ah \psS bm{X XStmw. Ah\ntfmsSmw C^mfns Xzhm^v sNbvXnt Fv Xncpta\n(k) tNmZnp. AsX,Fh Dcw \In. Fm bm{X ]pdspsImIsbv Xncpta\n(k) Acpfn.(_pJmcn. 1.6.325)

C_v\pAmk(d) \nthZ\w: BhImcnv (Xzhm^p hZmAv \nlnmsX Xs)]pdsSm A\paXn \InbnpWvSv. (_pJmcn. 1.6.326)

kapdv(d) \nthZ\w: Hcp kv{Xo {]kh kw_amb Hcp tcmKn acWaSp. FnvXncpta\n(k) AhfpsS t]cn anv \akvImcw \Snbtm anns \SphnemWvXncpta\n(k) \nXv. (_pJmcn. 1.6.328)

ssaaq\:(d) \nthZ\w: Ahv Bhw Bcw`np Ignm Ah \akvIcnmdn.Xncpta\n(k) \akvIcnp ens t\sc hncnv hncnv Ah InSpw. Xncpta\n(k)Xs \akvImcmb hncnv AXn \npsImWvSv \akvIcnpw. Xncpta\n(k) kpPqZvsNptm Xncpta\n(k)bpsS hkv{Xw AhcpsS icocn Xpw. (_pJmcn. 1.6.329)

8. Xbpw

Bbni(d) \nthZ\w: R Xncpta\n(k) tbmsSmw AhnSps Hcp bm{Xbn ]pdsp.ss_ZmC Asn Xmq ssPin Fnbtm Fs ame Ap hoWpt]mbn.Xncpta\n(k) AXp Xncp ]nSnm thWvSn AhnsS \np. P\fpw Xncpta\n(k)tbmsSmw \np. AhcpsS IqsS shapWvSmbncpn. Ahkm\w P\A_q_(d)s ASp hnv Bbni(d)sNbvXXp ChnSpp ImWpnt?Xncpta\n(k)

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