Phaladeepika chapter 18 for reference purposes

1. ^eZo]nI 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Language : Malayalam
PHALADEEPIKA
(INDIAN ASTROLOGY)
CHAPTER EIGHTEEN
SOME SPECIAL EFFECTS
AUTHOR
MANTRESWARA
Translation, DTP and Layout by Mullappilly
Protected with Copy Right Rules by the TranslatorotecteL

2. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 367
^eZo]nI
(tPymXnjw)
{KŸImc≥
at{¥izc≥
aebmfw X¿÷a
ap√∏n≈n

3. ^eZo]nI 368
A≤ymbw 18
Zzn{K-l-tbm-K^eßfpw ]{μ-s a‰p {Kl-߃
ZrjvSn-sN-bvXmep-≈ ^e-ßfpw a‰pw
tlmcm-im-kv{X-Ønse ]Xn-memw A≤ymbØnepw (Zzn-{K-l-tbm-K-{]-I-c-Ww), ]Xn-
tgmw A≤ymbØnepw (Zr-jvSn-{]-I-c-Ww) hnh-cn-®n-´p≈ hnj-b-ß-fmWv ^e-Zo-]nI Cu
A≤ym-b-Øn¬ N¿® sNøp-∂-Xv.
1. t«mIw 1˛5 :
c≠p {Kl-߃ Hcp cmin-bn¬ n∂m-ep≈ ^e-߃.
Cu A©p t«mI-ßfpw tlmcm-imkv{Xw ]Xn-memw A≤ym-b-Øn¬ n∂p-
ap-≈-h-bm-Wv. A]q¿hw Nne hm°p-Iƒ°p -am-{Xta am‰-ap-≈q.
2. t«mIw 6˛11 :
taSw XpS-ßnb ]{¥≠p cmin-Ifn¬ n¬°p∂ ]{μ-s a‰p {Kl-߃
ZrjvSn- sN-bvXmep-≈^e-߃. {]Xn-]m-Z--co-Xnbpw t«mI-ßfpw tlmcm-im-
kv{X-Øn¬n-∂pw `n∂-am-Wv.
3. t«mIw 12-˛15:.
IpP≥ XpS-ßnb Ggp {Kl-ß-fp-tSbpw Awi-ß-fn¬ n¬°p∂ N{μ-s a‰p
{Kl-߃ ZrjvSn-sN-bvXmep-≈ ^e-߃.
tlmcm-imkv{Xw ]Xn-tgmw A≤ym-b-Ønse t«mI-߃ (5-˛8) Xs∂-bm-Wv Ch.
4. t«mIw 16:
apI-fn¬ ]d™ Awi߃ hmw-i-߃ Xs∂bmIp∂p F∂v.
5. t«mIw 17:
CjvS-I-jvS-^-e-߃.
1. Hcp cminbn¬ c≠p {Kl߃ n∂mep≈ ^ew
(1)
Xn‹mwiq¿PbXyptj (1)
iklntXm b{{¥mivaImcw cw
`utamLcXw _pt[ n]pWw [oIo¿ØnkuJymznXw
{Iqcw hmIv]XnmyImcyncXw ipt{IW cwKmbpss[¿v˛
e_v[kzw chntP [mXpIpiew `mfi{]Imtcjp hm.
(1) ]mT-t`-Zw: P-b-tY-μp-k-lntXm ˛ tlmcm.

4. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 369
1. kqcypw a‰p {Klßfpw
1.. Xn‹mwiqx DtjiklntXm ˛ kqcypw N{μpw tN¿∂m¬
b{¥mivaImcw cw ˛ b{¥Imc≥ : b{¥-߃ D≠m-°p-Itbm
D]-tbmKn°p-Itbm sNøp∂-h≥
AivaImc≥: Aivaw ˛ I√v, I¬∏-Wn-°m-ctm, I√n¬ sImØp-]WnIƒ
sNøp-∂-htm cXv-߃ anp-°p-∂htm BImw.
2. `uta ˛ kqcypw IpPpw
ALcXw ˛ ]m]I¿Ω߃ sNøp-∂-h≥
3. _pt[ ˛ kqcypw _p[pw
n]pWw [o Io¿Øn kuJyw ˛ kma¿∞yw, _p≤n, {]i-kvXn, kpJw
4. hmIv]Xn ˛ kqcypw hymghpw
{Iqcw AyImcyncXw ˛ {Iqc≥, AycpsS Imcyßfn¬ ncX≥
5. ipt{IW ˛ kqcypw ip{Ipw
cwKmbpss[x e_v[kzw ˛ Acßpw B-bp-[hpambn _‘-s∏´
hcp-am--tØm-Sp-Iq-Sn-b-h≥
6. chntP ˛ kqcypw inbpw
[mXp Ipiew ˛ [mXp°fp-amtbm tem-l-ß-fp-am-tbm
_‘s∏-´ sXmgn-ep-I-fn¬ ka¿∞≥
`mfi{]Imcw ˛ temlßfn¬ ]m{X-ßfpw a‰pw
D≠m°p∂h≥
(2)
IpSkv{XymkhIpw`]Wyainhw amXpx kh{Ix iio
k⁄x {]{inXhmIya¿∞n]pWw ku`mKyIo¿XyznXw
hn{Im¥w IpeapJyaÿncaXnw hntØizcw kmwKncm
hkv{XmWmw kknXx {IbmZnIpiew km¿°nx ]p¿`qkpXw.
2. N{μpw a‰p {Klßfpw
1.. kh{Ix iio ˛ N{μpw IpPpw
IpSw, kv{Xo Bkh Ipw` ]Wn ˛ IqSw, kv{Xo, aZyw, IpSw Ch-bp-ambn _‘-
s∏´ IS S-Øp-∂-h≥ / hym]mcw sNøph≥
Ainhw amXpx ˛ amXmhnv AawKfw / ZpJw D≠m-°p-∂-h≥
. 2. k⁄x ˛ N{μpw _p[pw
{]{inXhmIyw ˛ hn-b-tØm-sS kwkm-cn-°p-∂-h≥
A¿∞n]pWw ˛ kmº-Øn-I-Im-cy-ß-fn¬ ka¿∞≥
ku`mKyIo¿Øn AznXw ˛ `mKyhpw Io¿Øn-bp-ap-≈-h≥.
3. kmwKncm ˛ kAwKnc ˛ N{μpw Kpcphpw
hn{Im¥w ˛ Io-g-S-°p-∂-h≥ / ]cm-{Ian
IpeapJyw ˛ Ipe-]-Xn

5. ^eZo]nI 370
AÿncaXnw * ˛ Aÿn-c-_p≤n
hntØizcw ˛ [nI≥.
* a ns‚ ImcImb N{μv ip`mb hymghpambp≈ _‘w FßnsbmWv
Aip`^ew D≠m°pI F∂dnbn√. ÿncaXn BsW¶n¬ ]Z߃ icn°p tNcp∂pan√.
4. kknXx ˛ N{μpw ip{Ipw
hkv{XmWmw {IbmZnIpiew ˛ hkv{Xhym]mcØn¬ ka¿∞≥
5. km¿°nx ˛ kA¿°n ˛ N{μpw inbpw
]p¿`qkpXw. ˛ ]p¿hnhmlnXbpsS ]p{X≥
(3)
aqemZnkvtlIqssS¿hyhlcXn hWnIv
_mlptbm≤m kkutay
]pcy≤y£x kPoth `hXn c]Xn˛
{]m]vXhntØm ZzntPm hm
tKmt]m at√m f Y Z£x ]cbphXnctXm
ZyqXIrXv kmkptctUy
ZpJm¿tØm f kXyk‘x kkhnXrXtb
`qantP nμnX›.
3. IpPpw a‰p {Klßfpw
1. kkutay ˛ IpPpw _p[pw
aqemZn kvtl IqssSx ... hWnIv ˛thcv, FÆ, IqSw* XpSßnbh I®hSw
sNøph≥
_mlptbm≤m ˛ KpkvXn°mc≥
* IqSw : (18/2,3) IqSØnv i_vZXmcmhenbn¬ sImSpapSn, Im]Syw, Krlw, sIWn XpSßn 23
A¿∞߃ sImSpØn´p≠.v tlmcm FgpXs∏´Xv 1500 h¿jw apºmWv. A°mcywIqSn
IW°nseSpt°≠Xp≠v.
2. kPoth ˛ IpPpw Kp cphpw
]pcy≤y£ ˛ Kcm≤y£≥,
c]Xn{]m]vXhntØm ZzntPm hm˛ As√¶n¬ cmPmhn¬n∂pw In´nb
[tØmSpIqSnb {_m“W≥ **
**ZzntPm : tlmcmhymJymØn¬ “ HcmfpsS ]p{Xpw as‰mcmfpsS ZØp]p{Xpw “
(As√¶n¬ hf¿Øp aIpw) F∂ A¿∞hpw sImSpØp ImWp∂p. hymgØnp
]m]mb IpPs‚ _‘w h∂XmWv ]nXrKpWmp`hØnv Cßssbmcp amw
sImSpØXv. £{Xnb[{]Xm]ap≈ {_m“Ws∂ hymJymhpw kμ¿`Ønp
tbmPn°p∂Xp Xs∂bmWv.

6. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 371
3. kAkptctUy -˛ IpPpw ip{Ipw
tKmt]m ˛ ]ip°sf kwc£n°p∂h≥,
a√≥ ˛ KpkvXn°mc≥
Z£≥ ˛ ka¿∞≥
]cbphXnctXm ˛ Aykv{XoIfn¬ Xev]c≥
ZyqXIrXv ˛ NqXpIfn°mc≥
4. kkhnXrXtb `qantP ˛ IpPpw inbpw
ZpJm¿tØm ˛ ZpJnX≥
AkXyk‘ ˛ kXyk‘√mØh≥
nμnXx N ˛ nμnX≥.
(4)
kutay cwKNtcm _rlkv]XnbptX
KoX{]ntbm rØhn˛
Zzm‹o `qKW]x kntX arZpm
ambm]Sp¿eºSx (1)
kZzntZym [Zmchm≥ _lpKpWx
ipt{IW bpt‡ Kpcu
t⁄bx iva{ipItcm f kntX LSIrXv
÷mtXm (2)
f ∂Imtcm f ]n hm.
]mTt`Zw:
(1) ewLIx (tlmcm) -˛ ewLIx ˛ Kpcphns / BNmcßsf ewLn°p∂h≥, [n°mcn
(2) Zmtkm (tlmcm)
4. _p[pw a‰p {Klßfpw
1. kutay _rlkv]XnbptX ˛ _p[pw Kpcphpw
cwKNtcm ˛ Acßn¬ rØw, mSIw apXembh
AhXcn∏n°p∂h≥
KoX{]ntbm ˛ Km߃ CjvSs∏Sp∂h≥
rØhnXv ˛ ¿ØI≥
2. kntX ˛ _p[pw ip{Ipw
hm‹n ˛ hm‹n, {]`mjI≥
`qKW]x ˛ `qhpSa, `cWm[nImcn
3. arZpm ˛ _p[pw inbpw
ambm]Spx ˛ I_fn∏n°p∂h≥,
eºS≥ ˛ hy`nNmcn.

7. ^eZo]nI 372
5. hymghpw a‰p {Klßfpw
ipt{IW bpt‡ Kpcu ˛ Kpcphpw ip {Ipw
kXv hntZym ˛ hnZymkº∂≥
[Zmchm≥ ˛ [hpw Zmc (ZmºXy) kpJhpap≈h≥
_lpKpWx ˛ hfsc (√) KpWßtfmSpIqSnbh≥
(ZmcØnmWv _lpKpWw F∂
hymJymhpap≠v.)
AkntX ˛ Kpcphpw inbpw
iva{ipItcm ˛ £pcI≥,
LSIrXv ˛ IpSw (a¨]m{X߃) D≠m°p∂h≥
Zmtkm ˛ the°mc≥
A∂Imtcm ˛ ASp°f°mc≥.
(5)
AknXknXkamKta f ¬]N£p¿˛
bphXnkam{ib (1)
kw{]hr≤hnØx
`hXn N en]n ]pkvX(I)Nn{XthØm
IYnX^ssex ]ctXm hnI¬]obmx.(2)
]mTt`Zw: (1) bphXnPm{ib ˛ tlmcm
(2) ]ctXm f ]tc hnI¬]ymx.˛ tlmcm,
5. ip{Ipw inbpw
AknX knX kamKta ˛ inbpw ip{Ipw
A¬]N£p ˛ ImgvNi‡n Ipdhv
bphXnkam{ibkw{]hr≤hnØx ˛ kv{XoklmbwsIm≠v h¿≤n® [tØmSp
IqSnbh≥
`hXn N en]n ]pkvX(I)Nn{XthØm˛FgpØpIm≥, Nn{XImc≥
c≠ne[nIw {KlßfpsS tbmKw
IYnX^ssex ]ctXm hnI¬]obmx.
˛ ChnsS ]dbmØh (c≠ne[nIw {KlßfpsS tbmK^ew) CtX coXnbn¬ Nn¥n®v
v Adn™psIm≈Ww.

8. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 373
2. ZrjvSn^ew
(6)
`qt]m hnZzm≥ `q]Xn¿`p]Xpeyx
Nt{μ tatj tamjtIm n¿≤›
nkzx kvtXtm temIamtym aloix
kzmVyx t{]jy›m]n ZrjvtS IpPmssZyx (1)
(1) ]mTt`Zw: kzmVyx t{]tjym KhyYmcmZnZrjvtS ˛ sImSpß√q¿ ]Xn∏v.
1. taSØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
`qt]m hnZzm≥ `q]Xn `p]Xpey tamjIm n¿≤
cmPmhv hnZzm≥ cmPmhv cmPmhnp I≈≥ Zcn{Z≥
ka≥
2. CShØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
nkzx kvtX temIamy aloix (kz)BVy t{]jy
Zcn{Z≥ I≈≥ _lpamnX≥ cmPmhv [mVy≥ `rXy≥, ZqX≥
(7)
bp‹tÿ f tbmPohn`q]⁄[rjvSm˛
›t{μ ZrjvtS X¥phmtbm [o N
kz¿£ tbm[{]m⁄kqcn£nXoim
temlmPothm t{XtcmKo {ItaW.
3. anYpØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
AtbmPohn `q] ⁄ [rjvS X¥phmb [o
sIm√≥ cmPmhv ⁄mn [oc≥ sbvØp [nI≥
Imc≥
4. I¿°SIØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kpcy≥
tbm[ {]m⁄ kqcn £nXoi temlmPoh t{XtcmKo
tbm≤m hnZzm≥ ]finX≥ cmPmhv sIm√≥ t{XtcmKn

9. ^eZo]nI 374
(8)
cmPm tPymXn¿hn≤mtVym tct{μm
knwtl Nt{μ m]nXx ]m¿∞nth{μx
Zt£m `q]x ssky]x IyImbmw
njvWmXx kymZv `qanmY› `q]x.
5. NnßØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kpcy≥
cmPm tPymXn¿hnXv [mVy tc{μ m]nX ]m¿∞nth{μ
cmPmhv tPymXnj [nI≥ cmPmhv £pcI≥ cmPmhv
]finX≥
6. I∂nbn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kpcy≥
Z£ `q] ssky] njvWmX `qanmY `q]
ka¿∞≥ cmPmhv sskym[n]≥ka¿∞≥ cmPmhv cmPmhv
(9)
itTm r]kvXuenn cpIvaImc-˛
›t{μ hWnIv kymXv ]nipx Je›
IotS rt]m bp‹]nXm (1)
aloix
kymZzkv{XPoho hnIrXmwKhnØx (2)
.7. XpemØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
iT r] cpIvaImcx hWnIv ]nipx Je
iT≥ cmPmhv X´m≥ I®]Sw NXnb≥ ZpjvS≥
8. hr›nIØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
rt]m bp‹]nXm aloix hkv{XPohn hnIrXmwK nkz
cmPmhv .... cmPmhv hkv{X hnIemwK≥ Zcn{Z≥
hym]mcw
(1) bp‹]nXm -˛ hymJymt`Zw:: 1. Cc´°p´nIfpsS A—≥
(Cw•ojv hymJym߃)
2. c≠p ]nXm°fp≈h≥
(aebmfw hymJym߃)

10. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 375
(2) hkv{XPohn ˛ ]mTt`Z߃
i{XppPohn ˛ i{Xp°sfs°m≠p Pohn°p∂h≥
iva{ipPohn ˛ cPI≥
(iva{ipPohn cPI√, £pcImWv).
ip{I_‘ambXnm¬ hkv{Xw (2/6) BWv icnsb∂p tXm∂p∂p..
(10)
[q¿tXm lbmwtK kzPw Ptiw
cuLam{inXy (1)
iTx kZw`x
`qt]m tc{ix £nXnt]m hn]›n˛
≤o Zcnt{Zm aItc lnamwssi.
(1) ]mTt`Zw : Pm{ib›m]n
9. [phn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
[q¿X (1)
kzP (2)
Pti cuL..(3)
. iTx (4)
kZw`x
[q¿Ø≥ .. cmPmhv iT≥ Al¶mcn
(1) [q¿Ø ˛ NXnb≥, I≈≥, kq{Ximen, [q¿ØSn°p∂h≥ (i_vZXmcmhen)
(2) kzP ˛ kzPßtfmSpIqSnbhpw
(3) cuLam{inXy / Pm{ib›m]n ˛ Pw B{ibn°p∂h≥ / PsØ
B{ibn°p∂h≥ (N{μ˛Kpcp˛ip{I_‘w k¿Δip`abamsW¶nepw ip{I≥
Kpcphns‚ i{XphmWv; N{μ≥ ip{It‚bpw.. B yqX sh®p tm°p
tºmƒ c≠masØ A¿∞amWv icnsb∂p tXm∂p∂p.)
(4) iT≥ ˛ imTyap≈h≥, [q¿Ø≥, NXnb≥, a≠≥, aSnb≥ (i_vZXmcmhen)
10. aIcØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
`q] tc{μx £nXn] hn]›nXv [o Zcn{Z
cmPmhv cmPmhv cmPmhv hnZzm≥ [nI≥ Zcn{Z≥
(11)
Ipwt` f yZmcncXx £nXnt]m tct{μm
thiym]Xn¿ r]htcm lnaKu ramyx
At¥y f LIrXv ]SpaXn¿r]Xn› hnZzm≥
tZmssjIZrKvZpcnXIr® IpPmZn ZrjvtS.

11. ^eZo]nI 376
11. Ipw`Øn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
AyZmcncX £nXn] tc{μ thiym]Xn r]hc ramyx
]ckv{Xo cmPmhv cmPmhv thiybpsS cmPmhv BZcWob≥
X¬∏c≥ `¿Ømhv
12. aoØn¬ n¬°p∂ N{μv a‰p {KlßfpsS ZrjvSn h∂mep≈ ^ew
IpP≥ _p[≥ Kpcp ip{I≥ in kqcy≥
ALIrXv ]SpaXn r]Xn hnZzm≥ tZmssjIZrIv ZpcnXIrXv
]m]w _p≤nam≥ cmPmhv ]finX≥ tZmjwam{Xw ZpcnXw
sNøp∂h≥ ImWp∂h≥ sNøp∂h≥
3. IpP≥ XpS-ßnb Ggp {Kl-ß-fp-tSbpw Awi-ß-fn¬ n¬°p∂ N{μ-s a‰p
{Kl-߃ ZrjvSn-sN-bvXmep-≈ ^e-߃.
(12)
Bc£tIm h[cpNnx Ipitem nbpt≤
`qt]m f ¿∞hm≥ IelIrXv £nXnPmwikwtÿ
aq¿tJmyZmcncXx kpIhnx(1)
knXmwti
kXvImhyIrXv kpJ]tcm f yIf{XK›.
(1) ]mTt`Zw: aq¿JmyZmccXImhyhnZx ˛ tlmcm
1. £nXnPmwikwtÿ ˛ N{μ≥ PkabØv IpPs‚ hmwiØn¬
(1 taSw, 8 hr›nIw) a‰p {KlßfpsS ZrjvSnbn¬ n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
Bc£I h[cpNn Ipite nbpt≤ `q] A¿∞hm≥ IelIrXv
c£I≥ h[n°p∂Xn¬ apjvSn.bp≤Øn¬ cmPmhv [nI≥ hg°mfn
X¬∏c≥ ka¿∞≥
2. knXmwti ˛ N{μ≥ PkabØv ip{Is‚ hmwiØn¬ (2 CShw, 7 Xpemw)
a‰p {KlßfpsS ZrjvSnbn¬n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
aq¿J AyZmcncX kpIhnx kXvImhyIrXv kpJ]c AyIf{XK
hnUvVn ]ckv{Xo Ihn kXvIhn kpJn°p ]ckv{Xo
_‘ap≈h≥ ∂h≥ _‘ap≈h≥

12. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 377
(13)
_ut[ ln cwKNctNmcIho{μa{¥o˛
tKb⁄inev]n]pWmx iino ÿntXwti
kzmwti f ev]Km{X[ep_v[X]kznapJy˛
kv{Xot]mjrIrXyncXm› nco£amtW.
3. _ut[ ˛ N{μ≥ PkabØv _p[s‚ hmwiØn¬ (3 anYpw, 6 I∂n) a‰p
{KlßfpsS ZrjvSnbn¬ n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
cwKNc tNmc Iho{μ a{¥o tKb⁄ inev]n]pWmx
cwKIeIƒ I≈≥ Ihn a{¥n kwKoX⁄≥ inev]n
AhXcn∏n°p∂h≥
4. kzmwti ˛ N{μ≥ PkabØv (4) I¿°SIØn¬ a‰p {KlßfpsS
ZrjvSnbn¬n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
Aev]Km{X [ep_v[ X]kzn apJy kv{Xot]mjr IrXyncX
sNdnbicocw ep_v[≥ X]kzn apJy≥ kv{XoPnX≥ IrXyßfn¬
ncXmbh≥
(14)
kt{Imt[m c]XnkΩtXm n[oix
knwlmwti {]`pckptXm f Xnlnw{kI¿Ωm
ssPhmwti {]YnX_tem ctWm]tZjvSm
lmky⁄x kNnhhnImahr≤ioemx.
5. knwlmwti ˛ N{μ≥ PkabØv NnßwhmwiØn¬ (5) a‰p {KlßfpsS
ZrjvSnbn¬ n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
kt{Im[ c]XnkΩX n[oi {]`p AkpX AXnlnw{kI¿Ωm
tIm]jvT≥ cmPkΩX≥ [nI≥ {]`p a°ƒ {Iqc≥
C√mØh≥
6. ssPhmwti ˛ N{μ≥ PkabØv [p (9) aow (12) hmwißfn¬ a‰p
{KlßfpsS ZrjvSnbn¬ n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
{]YnX_e ctWm]tZjvSm lmky⁄ kNnh hnIma hr≤ioemx.
_ehm≥ bp≤Imcyßfn¬ kck≥ a{¥n Imaw hm¿≤Iy...
D]tZjvSmhv C√mØh≥ klPw

13. ^eZo]nI 378
(15)
Aev]m]tXym ZpJnXx kXy]n tkz
ammk‡x I¿ΩWn tkz f pc‡x
ZpjvSkv{XojvSx Ir]W›m¿°n`mwti
Nt{μ `mu XZzZnμzmZnZrjvtS.
7. N{μ≥ PkabØv aIcw (10) Ip`w (11) hmwißfn¬ a‰p {KlßfpsS
ZrjvSnbn¬ n∂mep≈ ^ew
kpcy≥ IpP≥ _p[≥ Kpcp ip{I≥ in
Aev]m]Xy ZpJnXx ammk‡x I¿ΩWn... ZpjvSkv{XojvSx Ir]W
k¥XnIƒ ZpJnX≥ Al¶mcn kzI¿Ω NoØ kv{XoIfn¬ lo≥
Ipdhv ncX≥ CjvSw
Nt{μ `mu XZzZnμzmZnZrjvtS ˛ ta¬∏d™ hmwißfn¬ n¬°p∂ kqcys
N{μ≥ XpSßnb {Kl߃ tm°nbmep≈ ^ehpw CßsØs∂bmWv
(16)
kqcymZntXm f {Xmwi^ew {]ZnjvSw
t⁄bw hmwiky ^ew XtZh
cmio£tW bXv ^eap‡antμm˛
kvX±zmZimwiky ^ew ln hmNyw.
kqcymZnX A{X Awi^ew {]ZnjvSw ˛ 12˛15 t«mIßfn¬ kqcy≥ XpSßnb
{KlßfpsS Awi^esa∂v ]d™Xv
t⁄bw hmwiky ^ew XtZh ˛ hmwi^ewXs∂bmWv F∂dnbpI
cmio£tW bXv ^ew D‡w Ctμm ˛ N{μv cminZrjvSnbn¬ (6˛11) bmsXmcp ^ew
]d™pthm
XXv ZzmZimwiky ^eky hmNyw. ˛ ZzmZimwiØnpw B ^ew Xs∂ ]dbWw.
(17)
h¿t§mØakz]ctKjp ip`w bZp‡w
XXv]pjvSa≤yeLpXm f ip`apXv{ItaW
hocymzntXm f wiI]Xn¿ncpW≤n ]q¿hw
cmio£Wky _eawi^ew ZZmXn.
1. h¿t§mØatKjp ip`w ]pjvS.. ˛ h¿t§mØamwiØn¬ n¬°p∂ {Kl
Øns‚ ip`^ew ]pjvSntbm IqSnbXm
bncn°pw.

14. A≤ymbw 18 (Zzn{K-l-tbm-K-^ew) 379
2. kz ˛ kzmwiIØn¬ n¬°p∂ {KlØns‚
ip`^ew a≤yaambncn°pw.
3. ]ctKjp ˛ ]cmwiIØn¬ n¬°p∂ {KlØns‚
^ew Aev]ambncn°pw.
4. Aip`apXv{ItaW ˛ Aip`^ew CXnp hn]coXambncn°pw.
5 hocymznX AwiI]Xn .... ˛ AwiIm[n]Xn hocyhmmIp∂psh¶n¬
cminZrjvSn^esØ XSp°pIbpw
cmio£Wky _eawi^ew ZZmXn.˛ AwiIZrjvSn^esØ sImSp°pIbpw
sNøp∂p.