Divimansala

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Rn[l p |r rl rl

|r ~xRyD vl lyvY yty [vp xp f RyY}Y zopf Rvly{ l{lY nppY n A [vpf WYYy [v ~vp rynn. A Rp{ r~[x ~p~y (09) Xf x tj Rpyory [vpf |r[ l{lY { zYvz {y~ WYl {x {zrx ~fx. zYvzf [vpf ~u[ {ppf RxK ztpp n Wp U~p 8.00f rvj |r ~pv Rlyv[ zt np yYmp Rvlv.
vp{yx Rpyoryxf xpp YvYf x W ~ pY vN pp YvphM W~.Y.RM. ~z{ p ~x n RpY Rx p p~x. A ~v zYvz p{ll yYmp RvlvY zt  ~ RvY Rq[p Wppx R~x.
p.. p.... Y}{z rf Wpp. vp{yx Xf Ully ppx. A Rp{ ~vp Rvp ~y~j zYvz U~p 8.45f rvj {zrxp X{p[ {pxf p[jx.
vp{yx [vpf x [p tj fxf zpH Y~M ymxx. W Sr~ {K R~p |r R~p[p ~ Rly xy {x Yvyx. (rxpl ~vy~) r~r~ R~p {K r~p vp{yxf ~vply{ r.Y. [jylp Sq[p ~ Rly W {K r~p W~.Y.RM. ~z{ n vn zYvz n R~p[p ~xx. r.Y. z Yvy~ Sq[p ~x r~r~v { R~px.
X{p[ [vp v[ {x pyKvz Yf[Kr {xrz y Rpyoryxfx. ~vpxp vvl ~ 80l 100l Rly N[xp [vp Y x n{z 11.20 rvj {p f Rpyoryxf ` x.
[vpplxf ` { r~ W~.Y.RM. ~z{ AYpxY pK RxYf c[v yYmpxp Yl Yx. Rvlvf ~Ktpo { lpll vp{yx n npp pp RxY x.
Rr RpyorMf R{. ~ Yp `f Wpp. X yYmpxf ~Ktpo { AYpxYf Nx. p rY rvj [l {n xly rxY p[j rn[zxp nnpY W rx.
 ~fy {[xY xp{. tzpp xv.
X{p nnp[p AYpxY W~.Y.RM.f ~ vp{yxf Nx. A Rp{ xly rx Sxpl |rz[ {px Tf r~ r~pl [xx. Rpyory p[yx R~ppxv [th{ rM rn[zY  ~fy rxY X{ K r~f rp{. W~.Y.RM. ~ vp{yx A{ Y}jx Yyp  ~fy{z [jp zN n R~ t. Wl A rY| { [jp zN ~ql  ~fy{z |zl{xfl |r vp{yx[l W~.Y.RM. [l YvllY R {x pl.
K{ [jp {x. {p WYY tzv.
A ~ W~.Y.RM. AYpxYf Nx.
WpK {h{ WYY xz xppK. AYpxY Nx.
xz tzz WpK AYpxY Rr Yz WYY npp.
vp{yx x xf p[ppf ry X{p nnpf vlY Yx.
r~[x cp{x pY |r vp{yx ~Ktpo ph{Y rppyN r{ R{~mN n K rn[zxp W rj vp{yx ~ W~.Y.RM. v { t{ zYvzfl RyY}Yxpfl vlY x.
p 20p 25p Wv YMxx R{~p {xp X{ Rpyoryx ~f x Yw Wppf rfl {. Wf Nz{ 12.05f 12.10f rvj x.
W n |r vp{yx R~p [ll Sr~ {K R~px. [jylp  z [vp Wp f ~ ~mpxv Sq ~ Rly zYvz ~ W~.Y.RM. vqY vy  Sq[p ~x. A Rp{ zYvz ~ vn R~p W~.Y.RM. n zYvz Wv nYj r~p n Sq [llx. Rpyoryx thS` tp Y zf thS` [ppf U{vp t{ xyf Nx.
v S` [jp z. Rlyv[p [v... |r Nx. A ~ Yvy Rpyoryxp th S` [ppf p{llN pl. W~.Y.RM. ~ |r [p [fv  ~Ktpo{ Yl Yyp RNx.
Rrf ly r {p Yf Yw xpp r{p {x pn Yvy..?
|r A Rlyly xy[p R~p Yfl R~. R~ n vqY {~ty [xY .
p Ypp lpY tzv. { Ryx [ppf lyK n{z p tjl W~.Y.RM. ~z{ Nx.
v q r Yh xp{. Rr r Yhxp Yv. zY lp Bp p. |r Nx. A Rp{ Rpyoryx ~f ~p yY r r~ t Yvxf Yv R YhxY ` x p{.
SYvpf Yv... ryYY Yypp Wr..
r~ Yv [K xK ~ rv{Y Y |r Nx. A Rp{ Sl ~ Nz{p X{ Yv[p R{~p Y. r r{fv r~ xl {px R~p [l.
~vpxp |r vp{yx  [vpY xp f Yvy ymx [p xp ry N[xY . A 80l 100l Rly N[ rvjx. Tf {h p xpp x{l Tf {h xxp xpp x{l |r ~ xpp pl. A ~ Yvy A N[xfv {px o{px Yx.
p th ryppf Yv [p t ~ zYvz[ plf ty t{Y pp . W~.Y.RM. n vp{yx n A ty tpv rp tN zYvzf r. lwll[v R~ppx lpY Yvy {px p{llN th S` [ppfx.
vfl r{Y ly [pp... W |r RyY}Y zopf Nx. RpY Rx n th S` [l.
p{l {px rj [p. ty tp t zYvz[ nplf lwll[v px r{p vlYx. {px WlY r N[xl vqY Rh  xp zf n .
Yvy W{p{n Yzrp Yyp{n? rHhY SYvp Yyz xv.... A WYYv |r[ Yfk zf n R~. ~p o{px { x N[x {p~Y R x. A vl rn {~~Y {fp . rM Rl lnf {~ {fp tp ~{u{xY n ~ x.
Yvy ry z~~p{ R... YY f xv... [jylp {l Yvy {p~Y Y pl. X r N[xfv ymx o{px Y ~vy f p{l |r[p xvY xN xx ~l {ppf Rl. lwll[v r  [z[v{ vn[v R~ppxf W N[xp x o{px {jx. WY{yv {px ryp {K rllf xp z fNx. Wlp zxG Yj{Y . {px W rr x Xf { ~. Wv K}xv Yvy {px RpY r~f [llx. ~lppfl YzxY px. A ~v[v Up [x {px v kY p[p |z Rf [~Y { p{.
K vl [z[v{ vn[v rz ~ Y vfM~ Yy ~vp ~ W {h Y ppnp, zr, Ryp, cxpl, vz, y[ n{z Yv [p ~x. Wf {z{ n{z WY r~  .
ryp S{lf R ~ lY lyK yY R [x zpH Y~M ymx p~lp lyK N[xp A  ~vp |JnxY p[p Rf [~ {j k Yv [p ~ [ycx r~f R~jp { |Jnx R~j n~f X{ { [x.
zf ~ {x YvYn x ~l [ppfl p x. y{  Rl nyj z~ Yr z [zp . {px rj n~f { Wp r~ z fNx. X Yhj y{p ~ Wxf nv X{pf Yl Yx.
SYvpf v{ Wxf [pp...
X{p A Rp{ z{ Wxf [llx. l{z{zp p[p Nnp{ RvlY Yy X {px ~x{p n~ tNx. xyl, [jylp  zYvz Y [p k R~pl |r  W~.Y.RM. {p ~ ~nnxY Yvj pl.
z Wlpf {[p R lyjxp { Rvx. Xx S~~y ~G WY Spp |r vplv. Wx{ SYvpf Jy[pp.
lyjxpf Y~{l |r vp{yx Wxf [ppf p x. R~z [ycxp xYh S Rx [p R lyjxp xy Yvy  zYvz Wxf [p rM [x {pxp lwll[v yzf rfl Y. A ~v[ rM [x wYy ymxY v[p {px X~{ vp{yx Wxf [ppf {n Wl [l p x. A ~ xYh S nv {px y Yh nv [jylp  |r vp{yxl W~.Y.RM. ~z{l Wxf [pp zn. X{p yzf rfl Y  r~ {px ~x{p[ rn[zY th ~xzz WY Yy[l z n yzf [xx. X n tp l{z zt ~ Rly, Xf rn|x r~[p t UnN ztjx. l{zYy{p lwll[v yzf rfl Yy y tj n A vyY x Rply RlvY[ l rtq A {p fl yjx [p tjx. yzf [p xp fl |r ~xRyD vp{yxl Yvy  W~.Y.RM. ~z{l lxp ~v[p ~ Rly, tyrl l{z zt ~ [jylp Rpyory yz x [xx. X{p  [vpf WY { zYvz  r.Y. z lx ` lt [ppf lyK {~p{pl  ~x.
vf l{vl K ~nx pxY {[. pnp {[ vf vlYx {p ryp rllf xp{ Al p vf lp{ AYl pxY n xz...
|r n|rzpxf r~  rfp X[ l{lY { zYvzf l{vl ~nx   ~rl Yy [ppf R~yx.
{p pK {p Wv pyf Yrp Yf vplv N Yvy xz{l xp{. Al... K ~M Wv x [pp {z{Y{l tj p. vfl lv pxY {[. K {j vYYn xz l [pp t...
l{vl [Kr yz rYy ztp r.Y. z Yvy~ r~{pp YKr{.
t n ~{pp ~p rl[p Wp xf xx x xx. Wl |r ~xRyD vl  Yvy  [jylp  W~.Y.RM. ~z{l v~ x xlx ~{Yl ~lN{l pl. Wpvl W~ {jx. A ~vy f rl[p R xf {ppf {{ x Y.
xY ppxYYy
~z ryvhz
bxyr : az Yyjylp
~z ryvhz