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Rpfp{Y x [vp Xtf |{ |Y }lx ~opx Y x

Ypp n{pyxp
{~l Urn|Y 
rxy {~l |}e

rnMmxp, p ~ r~Y |Yp{z RpYzl{ |z}jx v ~q YvNnxp vpv A ~q Slvl |}l UrYyj ~{zrxY Rl. W{p  y~Y z~ nN Sl p RyY} Yyp ztx. A{ Rlp t f rN ul vf p[p Rll Rpfp{. ~vpxp Rr npp Rpfp{p Yyp ztpp [{p z ly[  yr{ ly[ Rnn{ [v x. Wl v nY{p UrYyjx uY n{ ~ ryuY nN (Mate Physics) WY Yyp ztpp { UrYyjx.
vv |l {M}x vz, xj Yyp zn vv UrYyjx rmvxp ulxf [pj aKuY }lx vv ~q x. Y~ {{n, ~[ |Y }lx xYl{x p [vfl A X~~ ~tY Rpnp rYy v ~ql Wv pv x [v nY{ Wx xj vfl cMvp cY uY nexY {p Mp p}xp ~vl x. WrvjY p{ Bpv {~l{Y, }rl {xY, r~yx, [ Mvj |zrxf R { |Yp xnp ztp {xp R o  ~Ktpo lll{xp n rY}{f zY vf vx xx Y. Y{pfK uY n{ rp{  Rll Rp ryvjY vGfK, rMmxp |Yp {p t{l, Wv |Y Yv, WpY  RplM x{zxY xnp t{l x. vv vGfK {p ztp |Yp zY ~Kvlx (Conveational) UrYyj{zp p[l pY.
vv ~N UrYyjx v[p xK YyjxYf R |Yp vp tzvf, A ~q R ~Zl x ~Y~ Yy rY} K  Wxp {p ztp |Yp{z rvjx, ly[ Rxvxp Rp{ vp tzx Y. Rrf prpp, ppp |Yp YlyK ~xK n xl A{ vp tzvf WlyKv ~N pK YvxYf x xl {pp x. A ~q x [p R AYY pp (Nano) fy N. WpK fyxY zxpp t Yz ztp ~Zl Wx xcpx Yyp zv.
vv Rpfp{f rnY {p vz oMvl{p Rl S~xf ~Ktpo x. Wv Yv, rsz vl rvjY Xrr Yy[p zt A{ ~ A{ W p{p ztN {c nlvY (Pseudo Scientific) {|x. Wl vv Yv r[j Y Rx rvx np{p x{p ~ Y. Wv Yvxp Rnl ul Yyp ztp Rx t x. K{ n{ n SYv{ xp ztx. Rr pnpp ~`{j n rtq nll [th{ {pp |{ vp~x. |{ vp~ ~xzzl, ~v nxYvl n. Wxp  ~v RpnK xYf  {~l{Yf ~` ~x pY. vv YvNnxp tz{ ulxf [pj r~no rn[zxp Rly zxph hp~, RztG Rxp~fxp, cMF zxH, Rx~Y Nfp, lv~ Rz{ WH~p, ytG txz, x [zM R {. 1701 {~M  Slzx ~ { nl{ vyvYf R vy{p x pf ~Yy [vf UrYy {j W{ Yvx.
vyK alxp {yYy{p {{l ~Y} {|xp Srl vf S {x Yf YtzzY rv. ~lx W Y{j n ~Y}x rvj{l pv RryoYy{pf n~ zvf l{Y x. U~x Wx r[v rY}r Yyp zn Rly W{p Yv ul v n lpK Yf Wv Yv ul Yyp Rxf ~y nk{K n zt . U~x vx vxYy{p[ UrxY z~ p{p zt{l xyrx pxYl [N}j ~q Rnl Wx tz{ ul Yyp ztx.
vv pp Rpfp{ xlvY {pp nl aKtY }l vzoMvxp Rp{ x. Bpv {~l{Y yj {p ztpp aKuY }lx y x. vv K yjxp, ly[ Rxvx (Wave Length) y rvjx Rp{ r{p lll{x rppK Yyx. vx Sl ~yz UrYyjxY z~ ~ {{l W xYl{x ry~x Rvl x.
~tY YKrp nN ~ ry[ X}o Rly ~vply t{Y r{p tN RaMx p}xp RlK lp ~x[p Rl. Spxp ~Yzrx Rp{ ~ ~yyf R aY 7  Wxf R |Yp  |Y ~z{z xYl{x vpv ~yM xYl{x R xK R{yl{p n vv[p p[p Rl. p X}o Yv Rp{ ~yM rop R{x{xp (rj, n{l, r{, RYv{ ~ {Y[h) [wy aKuY }lxf R {p Rly vlrf R{x{xp (v th{z, Yh th{z, Rv|x, rll|x ~ vl|x) zvx }lxfl R x. vv }l 2 WYf ~x[ vp ~yy {f nl aKuY }lxY Mvjx N.
K Rlp Sl {n[l {pp Slvl [wy aKuY }lxx. v r[~K Y K v[p rn[zxY[ y[ lll{x YlY yf np[l n xpp rw N. ~lp y[{ {l vf pK vv lly h |Y }l, {x ~ vpl ~f nrl nY{v Yv{l{ r [~ x xl x. U[ rY{Y ~l rn[zxY[ aKuY }lx, Wxf x  yY nY{v lz Yy nvp ztx. v~ ~ { f xK ~ RpnvY |Y X}oxYf rv. Wv }lx xm{l Y YY. Bpv rYy YvxY tzrv yjx Y  {px vv aKuY }lx xm{l{p Rpnv yjx vp rv. Nnp{ Rh Yyp tvxY rYy Yv xlvY {pp, ~yyY z }lx l R y[ zY}j ~q rv. Wl aKuY }lx r{p op (aKuY }lx) l{f Wxp tzrvY ~ pN.
Rr rrmxY ~zxY v. |{ |Y{zf Rr ~Ktpo Yyp ztpp ~~ aYxf Sp ztpp { |{ |Yp vpv rn{zf xp ztp r |Y ~yyf Rl v. Rr ~yM ~v ~zxYv RzYvl vp v{p rxcp{l |Yp ~~yjx YyK rN[x xcpx Yyp ztpp aY x. ~zzvl v {pp { Yyjx {px o ~KtpoYK R p WYYf  to{Y ~vp v pzxfv tzrvY ~{p t{. YpY {y{ ~vty vf pK ~x aY, {l  v R{| N. K{x xK R~vlzll{xp xm{l vf RplM[l Yyp ztp YvNnxp {pp |Y l~Y Yv, |Yvl Rl{| X}x lz {M[, xr rYy, Zc, vz { vl{p ~ {Mj l~Y Rp N. K rYy ~q rn[zxY lz 13 Y rY}{pf ucpx Yyp ztx.
RaMx p}xp ~ ~yyf R YKrp ~{u{xp rvjY p{ Bpv }rnpxYf R |Yp n vp tzx  tN rp{ nx. r{p vv lyly Rp{ ~xK |Y [p rvjY ~YDb v rvj{l pvl. A{ ~ { |Ypf R Yf rvj{l Y xl {pp ~vy ~xK |Y ~Zl rhY {p t. ~ ~yyY r{p R{v ~Zlxp xm lll{xv r{l{[p xvf R{| {p ~ vv R{vx phll Yy[l xl x. ~ ulxf [p ztp ~xv n Rh |Y vGfK  ~v [jlvY u{xp pv A{ x Y. Wxf rv x xl p{pp RzYy ztz{z ~qp nxp 80% Yv W pv x. K tN vxYz tp ~x[p Rl. Wxf l y|xY Rl. rxf pv, R~yK vf ry YMvpl|z{z xpl ~l{z r{p xYl{x r~u{x, A{ R~yK Yyp ztp Rx[ vp~Y lll{x R ~x nvl Wxf tzrp t.
~[ ~vtyl{ [z xvf l rnY { Yyj WpK ~x rMmxp |Yp {p t{ lyK[l pY Rr prpp |Yp [p R{to Yy[p Rl. Wf ~x npv lv ryjx Yyp ztp ~x nl ~K yf{l ~zzzp ly [p Rl.
~, ~ll{xp, |Y, Zc,  r~Y xp ~x  Yl Yyp ztp YKrpxp[ |Y K vv |z}j Rpfp{f rvj{l Y Y. vv Rpfp YvNnx lp ~ ~yM RYYl, vGfK  lz 25 Y p[l Y. ~yyf [rp l~Y Yvx X}o{z rx, [rv, rvjx (Dosage) rvjY p{ y[xf l{ n p[l Y.
ztp ~xf...