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x ~l nK
~ayx y {~ uxp R[xf xpp

rl[v ~~y 

~vcxf xK RxrlY v xp Wx ~vcxf  lv n~ vn? pl. lv ~vcxf np q nx rvjY p{ lv f ry ztpp, Rxrl n, W~ ztx. ty{ ~vcxf  ~vcx {f rn[zx vpntnY  [{Y{ Url ztp R{~m n tp t{ RvlY Y xl YyjY pN.

~`z{n ~lx nY{p ~ly R[{z l{ Yyjx {pp ux pv ~Yzrxx. xK rn[zxY Sp R[xf [~ ~vc Rra x Yyp ztpp pK Wx rn[zx[ rxf l {x. W~ Wx p~~ N.
~[ ~l ~lp{z ux o RYyxf f[. vyjux, R{~p Yf R lx o R{~m{z vx R{x. {pl YpY Yy r{p pvprx ~n, Rpxf {h Sxf xK Dlp{ ~n, lvf {pl Rx[p xY ~Nx xp `v ~n R {|xp o RYyxp R{x. p {hlv uxpY {pp lv l f [l ux ~ lvf n ~vcxfn rl{p z~ Yfxl vx. o n|rzp rY} Rlyn, ~vcx o ~~m Rxlp{z n nYpf ztx. rN ~vcx l K rtq{ r{p [f{ p [l xl {x.
ux Rv ~{uY vp} oMvx. xrl vf R x, vpv Rxrl v Yy R{p x n {n[l {x. ~vcx RlK r~ lv Rp ~{p xrl Sfvf xY nY{. lv[p ~vcxf ~{p xrl ~ {pl YpY lv Yy Rvpr Nx xp ~lzz ~ n W~ Yyp ztp R{~m J. pvl nv R{oyjx Yyp ztpp vp~ Rxrl Yy y{[p r ~vcxf ~Yyp ztp x {h tyrl t{x, lv f ~vcx Yy xK {h Yf~Y Y  xx lv ~lpp pK, Wv[p RMmxY ~{pp pK Wx Y xl {x. Wx p{jxp[ ~lx. xK YpY[ x[pv ~  {y vl{n r[v ~  Sp Rlv ~~ pl. ~[ ~{u{x {pl YpY Yyp ztp xrl {Yzvf Yfxl vx. Wv[p Xf ~vcx lpY zJx xp ~lzz ~ Wx X Yyp ztpp r~nx ~q x. Yr rv ~q x. {pl zu rxcp zt [v r~x R {|xp Yl [l. Yyp xrl nx R{lY~y Yy Yl Yy. xvY Yvp Ryvjp  ~ Yyp ztpp ~vc lY nxY pK W {ynY Jn?
Rxrl v ~q x nY{ppp n {. Sp t r~Y ~vcxf rpppf Rxrl pYy. ~vcxf {~p  Wx ~Yy. W~ n pYyp ~~ n ~. v l Yzx ryv ty{Y pxx xx xp rn[zxY vf vx. X[ Rn~ {x lvf ~ n{~Y ty{Y xppf Rn~Y r {pp p t{x. pvl Sp Xf ~ rh{Y  RzuxY ~ p t{ X xx. A X[ Rn~ x. Rlvp Yzrp Yypp K ~Mj ~vcx l ty{Y px ~v Y p t{ x. Wx Rn ~vc z~l{Y  R t{x. Xtl A Rn~ nypp pK rv{ ry  ty p rn[zx rtq Rnp {. n{p{ p ry lv x R ty rtq{ ~{x NaplvY{ Yzrp Yy tzx xl x. Sp lv zt R zu  Rzu rtq{ R{Y{ ~l tzx xlx. vp~Y {|xp ~ { Rr~l vpv ~vcxx {|xp ~ R zux rtq ~l tzx xlx. Sp lvf xrlY ~ J pK rvjY Wx pp v{l z~ ~zY Yfxl Y  x. Wf Xf oMvxY R{| p{x. Wrv Rxrl ~vcxf vf x {pp n {.
~vcxf xK RxrlY v xp Wx ~vcxf  lv n~ vn? pl. lv ~vcxf np q nx rvjY p{ lv f ry ztpp, Rxrl n, W~ ztx. ty{ ~vcxf  ~vcx {f rn[zx vpntnY  [{Y{ Url ztp R{~m n tp t{ RvlY Y xl YyjY pN.
lv xx xll Rpxfn, lvfv n xpp ~l tzx xl {x. ~vcxf xp Rxrl Yyp Rxf {h lv f xK xK {yr~n zt [v lv zY RxY t{ rpv  lv lv Yy Uh` ~lz v{[p ~v ~v RY~z { {xp ~Yy[p ztx.
~ ~l x f[p ztpp o l ~x. lv[ pnppYv WNx xp rM{ [vpx ~ n ux RN. ux ~vp ~ ~{u{x. Wx RY~zxY  {ynY pN. pvl Sp R[[  A ~v Rpx[p lvf xY ~ Nx xp ~{n `v ~ ~p Yyp ztp pyY x ox. Wv x ~xzzv lv[v r~r~ Wx. uxp R[[  Yfxl Yypp Sl ~z~K ~[l{ Yfxl ~ Yyp ztx. {Mlvp ~vcx tz {|xp v vv R[x nppf ztpp U[lp Rly x. vp{ YK rtq {ry ph r{pp K rtq{ x.
lv xp R[xf xv n Rpxn W~ R[xf xvn xp R| nYY {x. o R{|l  tzryll ~v vx R N. R~z[xY ~yYK [x n{~Y lv Yz ~p xp ~pp lv {~f n ~y ~lyp rjlx xp x. W~v xp R[[  R p~x Y Yv RlK Rx n Wxfv R| t{Y nY{.
~MrxY lvf R { x ~ ~Yf n}f Y  x. pvl Uf R[xY R pN. pvl ~ U[l ~ Tf {h {p~x. xp R[[ {p X ~z~K ~[l{ lv J Rppf rl vf rzwp ztx. pvl t f ~vcx nYpf ztpp yxp R[[ z~ Rryo Yyp t Rx ~vcx rvf zY{p t{ pNn? xpp ~l v~ tzx xll Wt x{Y vf rmvxp x.

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Rzlyx
{p~ {pp Wf l {pYK x Y

Yz~ ~. zN rxlv

W rx px. v vp[ {h~fpYf rllzK tz Unpv xp f vpnzvf R~pp y~~ vy [Y xf lvp[ {px p{l ny{p ~v[ Un Ry [pp v[ l{l lyY  X[ r{z Rx{ v[ R~f [. Y}jxpv v[ {px N[x RhYy Rr~~f o{px Y v[ ly ~ lpf x. v{ p[l f Xl vl ~lp Rr pxv Xtlvpz[ tz rn|xf Rl {j x xp ~p~ppf x. Rp vYn [~ xf rp YzzY YY Spp? x v X{pf ry x. Rr xp{ nM lzz r {p~Yf. Rn Y  xv xz YGxfv lj. Sp Rr lzz rzzx rll xpp lN. vv {h {h. Sqf  l Yz~fp r {p~Y Yyp WY qx pn...
X[ YlN {pv nx {x {p~Yf lzz xp{  WYx. ~~ {p~Y Rlnpp R~x xp Wxp S` Yyp rhv t{ tv rz x.
Wx W~ {{l ~vy Rllp ry n lv Wzt  A lp lrxY ztppf Ul~ [. lvpf y ry nxp ty vf py~p Rly Wxf rzwv r}r Yyx. K nrllv Rn ~vcx Rrf x x.
WYv n l  {l v [p lp f lx {p~YK p ~v fY Wv l r{lv y~ x Y. A lyY p{ lx {p~Y Rlvf p rn[zxp Rp Rx n~ tzpx X{p vl {yYyxp, rr}fxp z~.
v{ rn[zxp F~~ {p~ {l { n{~ n Rppl{l {l x. A ~p [p |no { txtzx Y lv ~fp Yy R Rxy vz~ ~fp N.
WY ~tl pY F~~ {p~ Yl xxY vp [vp Yyp f Up{p~[ |{Yx Yyz Yh Rp r Yy Y. Wf r~{yp[p ~vyY ~tl px  pYfxllY Xt Yypp vpx R~. F~~ {p~ Ully np l yc lvpf n ~x r{yf n th[ { f Y n WpK nxp {p~[ [xf Rl{ rcYxp ~ Rp YpYp Rpu{ pY xl r rr Y ~x r{yf n, p r{l Xt x{ pn x X{p[p R~ ~Y. vp} rlxj ~tl pf r{ Rrxj xx X{pf { ~Y. (Y 6: 1-5)
F~~ {p~ {l { n{~ ~vc lll{x K RYy x. {p~ {ppf Ylv ShY pnp cp pxYxp ~ x[xY x. {{~m{p rf n|vxY{l pxppf rvjY p{ W~ Rzr vlxp  rf rppp ~n x  ryp ~ppp[p tz x[xY x.
YlY vp [x A [z r~ Y~[pp { [vf Yyz Yh[p Y. v  Yv [v p{ Yyz Yh Rp r v ~tl pY  pY xllY t{ X{p p Y x. K lyK Rpl{ p{p~ {p ~vc xmMmxY {l { F~~ {p~ rz{v X{p[ l{z R A nynkYv [p X{pf Sl rtz{ Yl Yx. A ~vx X{p npp X{p[ S~x [py rp l yc Y n YvYn x X{p[p v~ ~xx.
Rn x[x {l {p ~vy Rllpf ~x xl t Yyj Yyj Rly lv lx {p~Yy [v rvZ x xl YyjY  Rl.
{p~ x  lpllf lv lx ~MmY Yy [l  t{ xmMmx lp vlYy rp{x. t R{~m{z  Xtf xK ~K, rn[zxp  R{~m{z Rp{ {p~ vf p {px, xK rn[zxp  xK RlK Xt{ z vf Yyp Ul~xY ~ x. Wv toY {hYh S{l Yy[p lx Sxf [p xppf t f lx {p~v UrYy x Y.
l{n ~p[ xYl{x Xfv RNY Rxp Sl avlYy{ R{~m{f Ul Rxp {p~ {p r{l{[p xvf t yf toY {p l{l Yyj, X[ Rlplx R{p x  ~Yx. Rl rx{yY ltppf t f ~YxY xY f [. lvp npp  vlY Yy[p R Yfxl lvpf y ry ~ X{p A{xp ~vYf rlvf Ul~ [. npp nx ~yY}jx Yy[p A lp ~lfY ztp yf{Y Rp[vpx v { sz zt[pp YvNnxf rf N. K ~v Rn t l{z  r{z l [f vl  Rl.
Uyj BplyK ~vcxp x Y. fY lv rx Yy[p R {ry Yfxllf Rl Ur[xp WYl Yy[p p{ YvY R{ x[xf [rp Rxp {p~ vf ny{p Ul~Y {p f rx Ylv Sh pnp lll{xp YxlyK Rnn? Xtz K{ p p~ Yy nvppf n ~y~pp? K r|px Rppl{l p[p Rllp Rl. Wxf l{ lll Yy[p R yf{p {p~ vf R x  ~Yx ~ x Y.
Rn p{ Rorp YvNnx lp vl Yypx n lx {p~YK ~v[ Mvj|z{ rjl rnY Yy[p {l {p l Yv. Rl n{z [p [N}jx Yyppf xv{p l, {p~ {p WYlp rz p rtoxp {l {ppf v Wr Yyx. v{ rtovl l r{lv ljYvx. lj lx rtovl lxY x xl N. A vpn Rr Rnp ~{p {p~ n Y, Nnp{  vyjx rycx Yy Ulmp { ~{p {p~x. A ~{p {p~ n Y, Nnp{  vyjx rycx Yy Ulmp { ~{p {p~x. A ~{p {p~ l {l {p lj{ pRpvpxpv rtovl x|z YpY x xl t{ Rlp {xllY pN. l np np rppyx Wx N. Wtp lx {p~ vf  lpllp lvp[ Y YKYf ~v[p xmMm{{ lx l{ l{l rYh nppf  {pYK S~vl Yy[ppf  N. A lp X pp p {l{p  {Mopx {p ~Y N. {p~vf  lpll {xY R rn[zxY N. Wv {pYK p [pp.