Download - PHALADEEPIKA - CHAPTER 25
A≤ymbw 25 -(D]{Kl߃) 541
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
Language : Malayalam
PHALADEEPIKA (INDIAN ASTROLOGY)
CHAPTER TWENTY FIVEUPAGRAHAS
AUTHORMANTRESWARA
Translation, DTP and Layout by Mullappilly
Protected with Copy Right Rules by the TranslatorotecteL
^eZo]nI 542
^eZo]nI
(tPymXnjw)
{KŸImc≥
at{¥izc≥
aebmfw X¿÷a
ap√∏n≈n
A≤ymbw 25 -(D]{Kl߃) 543
A≤ymbw 25
D]{Kl߃
1 amμn
1. KpfntImZbw
. 2 AjvSmwikabcoXn
3 AjvSmwikab`mKßfpsS {Klm[n]Xyw
4 KpfntImZbw
5 Ie≠dnse KpfnIImew XpSßnbhbnse Aimkv{XobX
(1) KpfnIImew
(2.) baI≠IImew
(3). cmlpImew
2. KpfnIs\t∏mse DZn°p∂ a‰v D]{Kl߃
1. baI≠I≥
2. A¿≤{]lmc≥
3. Ime≥
3. kqcykv^pSw ASnÿm\am°nbp≈ D]{Kl߃
1. [qaw
2. hyXo]mXw
3. ]cnthjw (]cn[n)
4. C{μ[\p v
5. D]tIXp
4. (1) amμn ]{¥≠p `mhßfn¬ \n∂mep≈ ^ew
(2) amμn a‰p {KlßfpsS IqsS \n∂m ep≈ ^ew
5 D]{KlßfpsS KpWtZmj^e߃
6 [qamZn D]{Kl^ew
7 ^eZm\kabw
8 D]tIXp e·w XpSßnb ]{¥≠p `mhßfn¬ \n∂mep≈ ^ew.
^eZo]nI 544
(1)
v \aman amμnw baI≠ImJy˛
a¿≤{]lmcw `phn Imekw⁄w
[qahyXo]mX]cn[r`nJym˛
\p]{Klm\n{μ[\p› tIXq≥.
amμnw ˛ amμn AYhm KpfnI≥
baI≠ImJyw ˛ baI≠I≥
A¿≤{]lmc ˛ A¿≤{]lc≥
Imekw⁄w ˛ Ime≥
[qa hyXo]mX ]cn[r`nJym≥ ˛ [qaw, hyXo]mXw, ]cn[n
C{μ[\p› tIXq≥ ˛ C{μ[\p v, (D])tIXp (F∂o)
D]{Klm\n ˛ D]{Klßsf
\aman ˛ Rm≥ \akvIcn°p∂p
{Klw D]{Klw
1. kqcy≥ Ime
2. N{μ≥ ]cn[n (]cnthjw)
3. IpP≥ [qa
4. _p[≥ A¿≤{]lmc
5. Kpcp baI≠I
6. ip{I≥ C{μNm]w (C{μ[\p v, tImZfi
7. i\n KpfnI≥ (amμn)
8. cmlp hyXo]mXw (]mX)
9. tIXp D]tIXp (inJn)
Cu D]{Kl߃ H∂n\pwXs∂ imkv{XZrjvSym AkvXnXzan√. cmlptIXpIƒ°v
AhImis∏Smhp∂ \ngens‚ ASnÿm\wt]mepan√. hmkvXhsa¥msW∂psh®m¬ Ch
GXm\pw KWnX^e߃am{XamWv. CXn¬ KpfnI≥, baI≠I≥, A¿≤{]lmc≥, Ime≥
F∂nhsb AjvSmwikabcoXn A\pkcn®pw [qaw, hyXo]mXw, ]cn[n, C{μNm]w, D]tIXp
F∂nhsb kqcykv̂ pSw ASnÿm\am°nbpamWv KWns®Sp°p∂Xv. HcpImcyw IqSn.
AjvSmwicoXnbn¬ kqcys‚ kabØmWv DZn°p∂sX¶n¬°qSn ^eZm\hnjbØn¬
Ime≥ cmlphns\t∏msebmWv.
(2)
Ncw cp{ZZmkyw LSw \nXyXm\w
J\n¿amμn\mVyx {ItaWm¿°hmcm¬
Al¿Ωm\hr≤n£bu X{X Imcyu
\nimbmw Xp hmtcizcmXv ]©amZymx.
1. amμn (KpfnI≥)
A≤ymbw 25 -(D]{Kl߃) 545
1. KpfntImZbw
Ncw cp{Z Zmkyw LSw \nXy Xm\w J\nx
62 22 81 41 01 60 20 AXmbXv
26 22 18 14 10 6 2 Cu \mgnI{IaØn¬
amμn\mVyx {ItaW A¿°hmcm¬
˛ amμnbpsS AYhm KpfnIs‚ RmbdmgvN apX¬ Ggp Znhkßfnsebpw DZbw.
Al¿Ωm\hr≤n£bu X{X Imcyu -
˛ (KpfntImZbw IW°m°ptºmƒ) Zn\am\Øns‚ G‰°pd®nepIƒIqSn
]cnKWn°Ww.
\nimbmw Xp hmtcizcmXv ]©amZymx
˛ ]IetØXns‚ A©masØ ZnhktØXmbncn°pw. cm{Xnbnse
KpfntImZbw
2. AjvSmwikabcoXn
kqcy≥ apXemb k]vX{Kl߃°p kabw ]¶psh®p \¬Ip∂ Hcp coXnbmWnXv.
60 \mgnI ssZ¿Lyap≈ Hcp ZnhksØ BZyw ]I¬kabsa∂pw cm{Xnkabsa∂pw
c≠mbn hn`Pn°p∂p. ]n∂oSv Hmtcm `mKtØbpw F´mbn `mKn°p∂p. kqcy≥, N{μ≥,
IpP≥, _p[≥, Kpcp, ip{I≥, i\n F∂ {IaØn¬ Hmtcm ̀ mKhpw k]vX{KlßfptSXmWv.
F´masØ ̀ mKw A\mYamWv. (Nne¿ CXv F´masØ {Klamb cmlphn\p \¬Ip∂pap≠v.
AXmWv cmlpImew.)
]I¬ kqtcymZbØn¬\n∂pw Bcw`n°p∂p. ]Iens‚ BZy`mKw hmcm[n]t‚XmWv.
AXpt]mse cm{Xn kqcymkvXa\Øn¬\n∂pw Bcw`n°p∂p. BZy`mKw A©mw
hmcm[n]t‚Xpw. DZmlcWØn\v, i\nbmgvN ]I¬ i\nbn¬\n∂pw cm{Xn _p[\n¬\n∂pw
XpSßp∂p. (kuIcyØn\pth≠n Cßs\bp≈ kab`mK߃°p aq¿ØnXzw k¶¬∏n®v
Hmtcm t]cp sImSpØXmWv Cu D]{Kl\ma߃.)
3. AjvSmwi kab`mKßfpsS {Klm[n]Xyw
`mKw 1 2 3 4 5 6 7 8
\mgnI 2 6 10 14 18 22 26 ˛
Rmb¿ c N Ip _p Kp ip a -˛
Xn¶ƒ N Ip _p Kp ip a c ˛
sNmΔ Ip _p Kp ip a c N ˛
_p[≥ _p Kp ip a c N Ip ˛
hymgw Kp ip a c N Ip _p ˛
sh≈n ip a c N Ip _p Kp ˛
i\n a c N Ip _p Kp ip ˛
559
^eZo]nI 546
1. i\nbmgvN ]I¬ KpfntImZbw. ˛ a
2. i\nbmgvN cm{Xn KpfntImZbw.
(A©mwhmcm[n]≥) ˛ _p
3. AjvSmwiØn¬ i\nbpsS kab`mKamWv KpfnI\p hcpI.
4 KpfntImZbw : ]I¬ / cm{Xn
KpfntImZb\mgnI ]I¬ cm{Xn
Rmb¿ 26 10
Xn¶ƒ 22 6
sNmΔ 18 2
_p[≥ 14 26
hymgw 10 22
sh≈n 6 18
i\n 2 14
KWnXw
DZmlcWw ˛ KpfntImZbw i\nbmgN ]I¬
]Iens‚ \ofw ]{¥≠p aWn°qdmsW∂p IcpXpI. ]Iens\ F´p sIm≠p lcn®p
F´p `mKam°pI. Hcp `mKw H∂caWn°q¿ hcpw. BZysØ `mKw hmcm[n]\mWv.
i\nbmgvNbmbXn\m¬ ChnsS AXp i\n°mWv. ASpØXv RmbmgvNbpsS {Klw kqcy\v.
]ns∂ Xn¶fmgvNbpsS {Klw N{μ\v. Cu {IaØn¬ Xs∂ a‰p≈hbpw. F´masØ `mKw
iq\yw.
5. Ie≠dnse KpfnIImew XpSßnbhbnse Aimkv{XobX
Ie≠¿ t\m°nbm¬ i\nbmgvNIfn¬ aq∂pXcw tZmjkab߃ ImWmw.
1. cmlpImew 9 ˛ 10.30
2. KpfnIImew 6 ˛ 7.30
3. baI≠IImew 1..30 ˛ 3.
CsXßns\bmWp hcp∂sX∂p t\m°mw.
(1.) KpfnIImew
Zn\am\w 30 \mgnI (12 aWv°q¿) BsW¶n¬ F´p `mKßfpsSbpw ssZ¿Lyw
`mKw 1 2 3 4 5 6 7 8
(\mgnI) 30˛4 4˛8 8˛12 12˛16 16˛20 20˛24 24˛28 28˛2
D]{KlßfpsS DZb\mgnI AYhm AjvSmwiØns‚ a≤y`mKw˛̨
2 6 10 14 18 22 26 30
560
A≤ymbw 25 -(D]{Kl߃) 547
aWn°qdnemIptºmƒ 1 `mKw H∂c aWn°q¿
DZbw 6 aWn°mIptºmƒ˛̨
i\nbmgvN Hmtcm kab`mKhpw Bcw`n°p∂Xv˛̨
(aWn) 6 AM 7.30 AM 9AM 10.30AM 12AM 1.30PM 3 PM 4.30 PM
A[n]¿ a c N Ip _p Kp ip -˛
i\nbmgvN BZy`mKw i\n°v AYhm i\nbpsS D]{Klamb KpfnI\v.
AXpsIm≠v i\nbmgvN ]Iense KpfnIImew 6 AM apX¬ 7.30 AM hsc.
(2) baI≠IImew
AXpt]mse i\nbmgvNbnse BdmasØ `mKw hymgØns‚ AYhm hymgØns‚
D]{Klamb baI≠It‚XmWv. Aßs\ A∂p 1.30 apX¬ 3 hsc baI≠IImeambn.
(3). cmlpImew
iq\yw hcp∂ F´masØ `mKw F´masØ {Klamb cmlphn\p sImSpØm¬
cmlpImeambn. F∂m¬ Ie≠dnse coXn CX√.
BgvN coXn 1 coXn 2
Rmb¿ 8˛masØ `mKw 8˛masØ `mKw
Xn¶ƒ 7 ,, 2 ,,
sNmΔ 6 ,, 7 ,,
_p[≥ 5 ,, 5 ,,
hymgw 4 ,, 6 ,,
sh≈n 3 ,, 4 ,,
i\n 2 ,, 3 ,,
c≠masØ coXn ]ctZinbmWv. AXmWv Ie≠dn¬ sImSp°p∂Xv. CXp{]ImcamWv
i\nbmgvN 9 apX¬ 10.30 hsc cmlpImew hcp∂Xpw.
`mcXob tPymXnjØns‚ ASnÿm\{KŸamb tlmcmimkv{XØn¬ A]q¿h
ambmWv cmlp {]Xy£s∏Sp∂XpXs∂. AXpw Hcp kl\Ss‚ tdmfn¬ am{Xw. Xs∂b√,
6 aWn°v DZbw hcpI hncen¬ FÆmhp∂ Znhkßfn¬ am{XamWpXm\pw. Npcp°Øn¬
Ie≠dnse 6 aWn°v DZbw ASnÿm\am°nbp≈ cmlpImew Akw_‘amWv.
2. KpfnIs\t∏mse DZn°p∂ a‰v D]{Kl߃
(Ch cm{Xnbpw ]Iepw IrXykabßfn¬ DZn°p∂p.)
(3)
Znhym LSo \nXyX\px J\o\mw
Nt{μ cpcpx kymZyaI≠Iky
A¿≤{]lmcky `Sm \tS\
kvX\u J\o N{μJcu Pb⁄x.
561
^eZo]nI 548
1. baI≠I≥
baI≠Iky ˛ baI≠Is‚ DZb\mgnIIƒ
Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n i\n ({IaØn¬)
Znhym LSo \nXy X\px J\o\mwNt{μ cpcp
81 41 01 60 200 62 22 AXmbXv
18 14 10 6 2 26 22
2. A¿≤{]lmc≥
A¿≤{]lmcs‚ DZb\mgnIIƒ
Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n i\n {IaØn¬
`Sm \tS\ X\u J\o N{μ Jcu Pb
41 010 60 20 62 22 81 AXmbXv
14 10 6 2 26 22 18
(4)
Imeky t^\w Xcpcp{ZZnhyw
htμym \SkvssXc\p kqcyhmcmXv
Gjmw kaw amμnhtZhXØ˛
∂mVym kv^pSw e·hZ{X km≤yw.
3. Ime≥
Imeky ˛ Ime≥ F∂ D]{KlØns‚ DZbw
t^\w Xcp cp{Z Znhyw htμym \S tX
20 62 22 81 41 01 6 AXmbXv
2 26 22 18 14 10 6 Cu {IaØn¬
Rmb¿ Xn¶ƒ sNmΔ_p[≥ hymgw sh≈n i\n Znhkßfn¬
\nimbmw Xp hmtcizcmXv ]©amZym F∂ \nbaw Chbv°pw _m[IamWv.
kv^pSw ImWp∂ coXn
DZmlcWw i\nbmgvN cm{Xn P\\w. CShamkw
DZbw 6˛03. AkvXa\w 6˛46. ÿew Xriq¿.
CShamkambXn\m¬ Zn\am\w IqSpXepw cm{Xn Ipdhpambncn°pw.
aWn an\n‰v
AkvXa\w 6˛46 PM AYhm 18 46
DZbw 6 03
]Iens‚ \ofw 12 43
]I¬ IqSpXep≈ kabw (43 an\n‰v) cm{Xnbn¬ Ipdbpw.
A≤ymbw 25 -(D]{Kl߃) 549
ASpØ DZbw 6˛03 AYhm 18 03
AkvXa\w 6 48
cm{XnbpsS ssZ¿Lyw 11 17
11 aWn°q¿ 17 an\n‰v F∂p ]d™m¬ 677 an\n‰v. CXns\ F´psIm≠p lcn °ptºmƒ
84 an\n‰pw Ipd®p sk°‚pw AXmbXv 1 aWn°q¿ 24 an\n‰p hcpw. \ΩpsS P\\w
i\nbmgvN bmbXn\m¬ A©masØ hmcm[n]≥ AXmbXv _p[‚ kabamWv BZyw
hcpI.
1) i\nbmgvN cm{Xn BZykab`mKw 6˛46 +1˛24 = 8˛10 hsc. {Klw _p[≥. (]Iens‚,
i\nbmgvNbpsS, A©mwhmcØns‚, _p[\mgvNbpsS A[n]≥). _p[s‚ D]{Klw
A¿≤{ ]lmc≥. 6-̨ -46s‚ e·w ImWpI.. hr›nIw In´pw. hr›nIcminbnembncn°pw
At∏mƒ A¿≤{]lmcs‚ ÿnXn.
2) c≠masØ kab`mKw 8˛10 + 1˛24 = 9.34 hsc. _p[≥ Ign™m¬ ASpØ {Klw
Kpcq. Kpcphns‚ D]{Klw baI≠I≥. 8˛10s‚ e·w [\p. baI≠IÿnXn
[\phn¬.
3) aq∂masØ kab`mKw 9˛34 + 1˛24 = 10˛58 hsc. {Klw ip{I≥
(ip{Is‚ D]{Klw [qamZn ]©kv^pSØnemWp hcp∂Xv.)
4) \memasØ kab`mKw 10˛58 + 1˛24 = 12 ˛22 hsc. {Klw i\n.
D]{Klw KpfnI≥. 10˛58s‚ e·w aIcw. KpfnI≥ aIcØn¬.
5) A©masØ kab`mKw 12 ˛22 + 1˛24 = 1.46 hsc. {Klw chn. D]{Klw
Ime≥. 12˛22s‚ e·w Ipw`w. Ime≥ Ipw`Øn¬.
amμnbpw KpfnI\pw
^eZo]nIbn¬ amμnbpw KpfnI\pw H∂mWv. {Klsa∂ \nebv°p \nehnep≈ kv̂ pSw
sh®p {Inb sNøptºmƒ DZmlcWPmXIØnse amμnkv̂ pSw Ip`w 15˛45 BWp In´pI.
F∂m¬ D]{Klsa∂ \nebv°p i\nbpsS AjvSmwikabw sh®p IW°p sNøptºmƒ
CXp aIcØn¬ hcpw.
(5)
[qtam thZKrsslkv{XtbmZi`n˛
c]ywssi tatX chu
kymØkvan≥ hyXn]mXtIm hnKfntX
N{ImZYmkvan\yptX
jUv`n¿ss`x ]cnthj C{μ[\pcn˛
Xykvan≥ NyptX afiem˛
ZXyjvSywibptX f {X tIXpcY
Xss{XI¿£bpt‡m chnx.
^eZo]nI 550
3. kqcykv^pSw ASnÿm\am°nbp≈ D]{Kl߃
_m°nbp≈ A©v D]{KlfpsS tcJmwiw ([qamZn ]©kv^pSw) ImWp∂
coXnbmWv Cu t«mIØn¬ ]dbp∂Xv.
1. [qaw
thZKrssl ˛ 4 cmin
{XtbmZi`n A]n Awssi ˛ 13 `mK (20 Iebpw)
ktatX chu ˛ IqSnb kqcy≥ (kqcykv^pSw)
[qtam ˛ [qakv^pSw BIp∂p.
DZmlcWw
kqcykv^pSw 1˛25˛31 55˛31
+ 4˛13˛20 133˛20
6˛8˛51 188˛51 ([qaw XpemØn¬)
2. hyXo]mXw
Xkvan≥ hyXn]mXtIm hnKfntX N{ImXv
˛ AXns\ N{IØn¬ (12 cmin / 360 Un{Knbn¬)\n∂pw Ipd®m¬ hyXo]mXw.
DZmlcWw
360 ˛ 188˛51 = 171˛9 (hyXo]mXw I∂nbn¬)
3. ]cnthjw (]cn[n)
Xkvan≥ bptX jUv`n¿ss`x ]cnthj
˛ hyXn]mXtØmSv 6 cmin Iq´nbm¬ ]cnthjw (]cn[n)
DZmlcWw
171˛9 + 180 = 351˛9 (]cnthjw ao\Øn¬)
4. C{μ[\p v
C{μ[\px CXn Akvan≥ NyptX afiemXv
˛ AXns\ 12 cminbn¬ \n∂pw Ipd®m¬ C{μ[\p v
DZmlcWw
360 ˛̨ 351˛9 = 8˛51 (C{μNm]w taSØn¬)
5.D]tIXp
AXyjvSywibptX A{X tIXp AY
˛ AXnt\mSp 17 `mKIƒ (16˛40 IrXyw) tN¿Øm¬ D]tIXp (5)
564
A≤ymbw 25 -(D]{Kl߃) 551
DZmlcWw
8˛51 + 16˛40 = 25˛31 = D]tIXp taSØn¬
X{X GI¿£ bpt‡m chnx ˛ AXnt\mSv Hcp cmin tN¿Øm¬ kqcy≥
DZmlcWw
25˛31 + 30 = 55˛31. = kqcy≥ CShØn¬
(6)
`mhm[ymtb ]q¿htah abm t{]m‡w kap®bw
ap‡m\mw bØtZhm{X hmNyw `mh^ew ZrVw.
{Kl߃ `mhßfn¬ \n∂mep≈ ^ew apºv `mhm≤ymbØn¬, hnhcn®n´p≠v.
D]{Kl߃°pw AX\pkcn®p ]dbmw. AXmbXv˛̨
{Klßfpw D]{Klßfpw
i\n ˛ KpfnI≥
hymgw ˛ baI≠I≥
_p[≥ ˛ A¿≤{]lc≥
cmlp ˛ Ime≥
(7)
XYm]n KpfnImZo\mw hntitjm f {X \nKZytX
]q¿hmNmsscy¿bZmJymXw X’wKrly atbmZnXw.
F∂ncp∂mepw, KpfnI≥ apXembhbpsS hntij^e߃ ]q¿hmNmcy∑mcm¬,
]dbs∏´Xv Rm≥ Npcp°n hnhcn°mw.
4. (1) amμn ]{¥≠p `mhßfn¬ \n∂mep≈ ^ew
(8)
tNmcx {Iqtcm hn\-b-c-lntXm thZ-im-kv{Xm¿∞-lot\m
\mXn-ÿqtem \b-\-hn-IrtXm \mXn[o¿∂-mXn-]p{Xx(1) \m¬]m-lmco kpJ-hn-c-lntXm eºtSm \mXn-Poho
iptcm \ kymZ]n PU-aXnx tIm]t\m amμn -e-t·.
.(1) ]mT-t`Zw ˛
\m¸m-lmco \ t`mKo _lp-hn-j-b-]tcm \mXn-Poho \ iqtcm
t\mhn-Zzm≥ \nXy-tIm]o Ie-l-Ir-Z-\niw aμ-]pt{X hne-t· (sIm√w)
565
^eZo]nI 552
1. amμn e·Øn¬
aμ-]pt{X hne-t· ˛ amμn e·-Øn¬ \n∂m¬
tNmcx ˛ I≈≥,
{Iqtcm ˛ {Iqc≥,
hn\-b-c-lntXm ˛ hn\-b-an-√m-Øh≥,
thZ-im-kv{Xm¿∞-lot\m ˛ thZhpw im-kv{Xm¿∞-ßfpw ]Tn-°m-Ø-h≥,
\ AXn-ÿqtem ˛ A[nIw XSn-bn-√m-Ø-h≥,
\b-\- hn-Ir-Xnx ˛ t\{X-ssh-Ieyw,
\ A-Xn-[ox ˛ A[nIw _p≤n-bn-√m-Ø-h≥,
\ A-Xn-]p{Xx ˛ A[nIw a°-fn-√m-Ø-h≥,
\ A¬∏m-lmco ˛ Ipd-®p-am{Xw `£Ww Ign-°p-∂-h-\-√,
\ t`mKo ˛ kpJ-t`m-K-߃°p `mKy-an-√m-Ø-h≥,
_lp-hn-j-b-]tcm ˛ hfsc hnjb (kp-J) X¬∏-c≥,
\ AXn-Poho ˛ A[nIw Pohn-°m-Ø-h≥ (A¬∏m-bp- v),
\ iqtcm ˛ iqc-\-√m-Ø-h≥,
\ hn-Zzm≥ ˛ A¬∏-⁄≥,
\nXy-tIm]o ˛ ÿncw ipWvTn°m-c≥,
Ie-l-Ir-Xv A-\niw ˛ Ft∏mgpw hg-°p-≠m-°p-∂-h≥.
(9)
\ NmSp-hmIyw Ie-lmbamt\m
\ hnØ-[m-\yw ]c-tZ-i-hmko
\ hmM v\ kq£vam¿∞-hn-hmZ-hmtIym
Znt\-i-]ut{X [\-cmin kwtÿ.
2. amμn c≠n¬
Znt\-i-]ut{X [\-cmin kwtÿ ˛ amμn c≠n¬ \n∂m¬,
\ NmSp-hmIyw ˛ hmIvkm-a¿∞y-an-√m-Ø-h≥,
Ie-lmbamt\m ˛ hg-°mfn,
\ hnØ-[m-\yw ˛ [\hpw [m\yhpw C√m-Ø-h≥,
]c-tZ-i-hmko ˛ A\y-\m-´n¬ Pohn-°m≥ hn[n-°-s∏-´-h≥,
\ hmMv ˛ \nc¿∞-hmZn
(hm-°p-]m-en-°m-Ø-h≥ F∂pw ImWp-∂p.),
\ kq£vam¿∞ -hn-hm-Z- hmtIym ˛ kq£vam¿∞w a\- n-em-°msX hmZ-{]-Xn-hm-
Z-Øn\p apXn-cp-∂-h≥.
(shdpsX X¿°n°p∂h≥)
A≤ymbw 25 -(D]{Kl߃) 553
(10)
hnc-l-K¿h-a-Zm-Zn- K(Kp)ssW¿bpX
{]Np-c-tIm-]-[-\m¿÷-\-kw-{`ax
hnK-X-tim-I-`-b› hntkm-Ztcm
Kpfn-I-\m-a\n tkmZ-c-kw-ÿn-tX.(1)
(1) ]mTt`Zw ˛ kl-P-[m-a\n aμ-kptXm bZm.
3. amμn aq∂n¬
Kpfn-I-\m-a\n tkmZ-c- kw-ÿn-tX ˛ amμn aq∂n¬ \n∂m¬,
hnc-l -K¿h- a-Zm-Zn- KpssWx bpX ˛ K¿hw, aZw XpS-ßn-b-hbp≈h≥,
{]Np-c-tIm-]- ˛ henb tZzjy-°m-c≥,
[-\m¿÷-\-kw-{`ax ˛ ]W-ap-≠m-°≥ th≠n ]mSp-s]-Sp-∂-h≥,
hnK-X- tim-I- `-bx N ˛ ZpJhpw ̀ b-hp-an-√m-Ø-h≥,
hntkm-Ztcm ˛ ktlm-Z-c-∑m-cn-√m-Ø-h≥.
(11)
kplrZn i\n-kptX kymXv _‘p-bm-\m¿∞-lo-\˛
›e-a-Xn-c-h-_p-≤n¿∂m¬∏-Poho (1) \ ]p{Xx
_lp-cn-]p-K-W-l¥m ̀ qX-hn-Zym-hn-t\mZo
cn]p-KX KpfntI kt{i-jvT-]p-{X- p-iq-cx.
(1) ]mTt`Zw : kz¸-Poho
4. amμn \men¬
kplrZn i\n-kpX kymXv ˛ amμn \men¬ \n∂m¬,
_‘p- bm-\ A¿∞- lo-\ ˛ _‘p-°ƒ, hml-\-߃ F∂nh
C√m-Ø-h-\m-Ipw.,
5. amμn A©n¬
]pt{X ˛ amμn A©n¬ \n∂m¬,
Ne-a-Xnx- ˛ a\ v Dd®p \n¬°-mØ-h≥,
A-h-_p-≤nx ˛ Zp¿∫p≤n,
A¬∏-Poho ˛ A¬∏m-bp v
\ ]p{Xx ˛ ]p{X-`mKyw C√m-Ø-h≥,
6. amμn Bdn¬
cn]p-KX KpfntI ˛ amμn Bdn¬ \n∂m¬,
_lp -cn-]p- K-W-l¥m ˛ i{Xp-K-WsØ \in-∏n-°p-∂-h≥,
`qX-hn-Zym-hn-t\mZo ˛ `qXhn-Zy-bn¬ (PmehnZybn¬) ckn°p-∂-h≥.
kt{i-jvT- ]p-{X- ˛ t{ijvT-cmb ]p{X-tcmSp-Iq-Sn-b-h≥,
kp-iq-cx ˛ iucy-ap-≈-h≥.
567
^eZo]nI 554
(12)
If-{X-kwtÿ KpfntI Ielo _lp-`m-cyIx
temI-tZzjo IrX-Lv\› kz¬∏⁄x kz¬∏-tIm-]-\x.
7. amμn Ggn¬
If-{X-kwtÿ KpfntI ˛ amμn Ggn¬ \n∂m¬,
Ielo ˛ hg-°mfn,
_lp-̀ m-cyIx ˛ _lp-̀ m-cyXzw,
temI-tZzjo ˛ temIsØ shdp-°p-∂-h≥,
IrX-Lv\ ˛ \μn-sI-́ -h≥,
kz¬∏⁄x ˛ A¬∏-⁄m\n,
kz¬∏-tIm-]-\x ˛ \n mcImcyßfn¬t∏mepwtIm]n°p∂-h≥
(13)
hnI-e-\-b-\-ht{‡m {lkz-tZ-tlm- f jvS-atÿ
Kpcp-kp-X-hn-bptXm f `q≤¿Ω-kwtÿ f ¿°]p-t{X. (1)
v\ ip-`-Z-^-e-I¿Ωm (2) I¿Ω-kwtÿ hnZm-\#x
kpJ-kp-X-a-Xn-tXPx Im¥n-am≥ em`-kw-tÿ.
]mT-t`Zw
(1) Kpcp-kp-X-hn-bp-X ym≤¿Ω-kwtÿ hnjmtJy
(2) Aip-`-Z-^-e-I¿Ωm
8. amμn F´n¬
AjvS-atÿ ˛ amμn F´n¬ \n∂m¬,
hnI-e- \-b-\- ht{‡m ˛ hnI-e-amb (hn-cq-]-am-b) IÆp-Ifpw apJhpw,
{lkz- tZ-tlm- ˛ \ofw Ipd™ tZlw (D-b-c-an-√m-Ø-h≥),
9. amμn Hº-Xn¬
[¿Ω-kwtÿ hnjmtJy ˛ amμn Hº-Xn¬ \n∂m¬,
Kpcp- kp-X -hn-bp-X kymXv ˛ Kpcp, ]p{X≥ Ch C√m-Ø-h≥,
10. amμn ]Øn¬
I¿Ω-kwtÿ hnjmtJy ˛ amμn I¿Ω-Øn¬ (]-Øn¬) \n∂m¬,
Aip-`-Z-^-e-I¿Ωm ˛ Aip`-I¿Ω-ßsf sNøp-∂-h≥,
hnZm-\ ˛ Zm\I¿Ωw sNøm-Ø-h≥,
11. amμn ]Xns\m∂n¬
em -̀kw-tÿ ˛ amμn em -̀Øn¬ \n∂m¬,
kpJ -kp-X -a-Xn- tXPmx Im¥n-am≥ ˛ kpJw, kpX≥, _p≤n, tXP v, tZ-l-Im-¥n
Ch-bp-≠m-Ipw.
568
A≤ymbw 25 -(D]{Kl߃) 555
(14)
hnj-b-(hn)c-lntXm Zot\m _lp-hybx
kymZvhytb Kpfn-I-kwtÿ
Kpfn-I-{Xn-tIm-Wt` hm P∑ {_qbm-∂-hmwti hm.
12. amμn ]{¥-≠n¬
hytb Kpfn-I-kwtÿ ˛ amμn ]{¥-≠n¬ \n∂m¬,
hnj-b-c-lntXm ˛ hnjbw (kp-J-t`m-Kw) C√m-Ø-h≥,
Zot\m ˛ Zo\≥,
_lp-hybx kymXv -˛ hfsc Nnehp sNøp-∂-h≥ BIpw.
KpfnIs\s°m≠v P-\-\-k-abw IrXy-am-°m-\p-≈ -\nbaw.
Kpfn-I-{Xn-tIm-Wt` hm P∑ {_qbm-∂-hmwti hm
˛ Kpfn-I≥ \n¬°p∂ cmin-bpsS {XntIm-W-Øntem Kpfn-I≥ \n¬°p∂ \hmw-
i-Øntem Bbn-cn°pw P\-\w. (P-\-\-k-abw IrXy-am-°m-\p-≈-XmWv Cu \nbaw)
(2) amμn a‰p {KlßfpsS IqsS \n∂mep≈ ^ew
(15)
chn-bpt‡ ]nXr-l¥m amXr-t¢io \nim-]-kw-bpt‡
{`mXr-hn-tbm-K- -IptP _p[-bpt‡ aμtP N tkm∑m-Zo.
chn-bpt‡ ]nXr-l¥m ˛ amμn chn-tbm-Sp-IqSn \n∂m¬ ]nXracWw,
amXr-t¢io \nim-]-kw-bpt‡ ˛ N{μ-t\m-Sp-IqSn \n∂m¬ amXr-t¢iw,
{`mXr-hn-tbm-K- -IptP ˛ IpP-t\m-Sp-IqSn \n∂m¬ ktlm-Z-c-hn-tbmKw,
_p[-bpt‡ aμtP N tkm∑m-Zo ˛ _p[-t\m-Sp-IqSn \n∂m¬ D∑m-Z-ap-≈-h≥
(am-\-kn-I-tcm-K-ap-≈-h≥).
(16)
Kpcp-bpt‡ ]mjmWvUo Ihn-bpt‡ \oN-Im-an-\o-kwKx
i\n-bpt‡ i\n-]pt{X IpjvT-hym-[o-bp-X› tkm¬f∏m-bpx.
i\n-]pt{X Kpcp-bpt‡ ]mjmWvUo ˛ amμn hymgØns‚ IqsS \n∂m¬
\nco-iz-c-hmZn,
Ihn-bpt‡ -\oN-Im-an-\o-kwKx ˛ ip{Is‚ IqsS \n∂m¬ \oN-kv{Xo-I-fp-ambn
_‘w.,
i\n-bpt‡ IpjvT-hym-[o-bp-Xx N A¬]m-bpx. ˛ i\n-bpsS IqsS \n∂m¬ IpjvT-tcm-Kw,
A¸m-bp- v.
^eZo]nI 556
(17)
hnj-tcmKo cmlp-bptX
inJn-bpt‡ h”n-]o-UntXm amμu
Kpfn-I-Xym-Py-bp-X-t›˛
Økvan≥ PmtXm \rt]mf]n `n£mio.
amμu hnj-tcmKo cmlp-bptX ˛ cmlp-hn-s‚-IqsS \n∂m¬ hnj-tcmKn,
inJn-bpt‡ h”n-]o-UntXm ˛ tIXp-hn-s‚-IqsS \n∂m¬ A·n-`-bw.,
Kpfn-I -Xym-Py- bp-X- tNXv Xkvan≥ PmtXm \rt]m A]n `n£mio
˛ Kpfn-I≥ XymPy-tØm-Sp-IqSn \n∂m¬, cmPm-hm-bn P\n-®m-epw, - ]n® sX≠pw
F∂p Npcp-°w. (XymPyw ̨ XymP-K-W-ßfpw XymPy-ap-lq¿Ø-ßfpap-≠v. AXv
ChnsS hnh-cn°m≥ ÿe-]-cn-anXn A\p-h-Zn-°p-∂n-√.)
(18)
Kpfn-Iky Xp kwtbmtK tZmjm≥ k¿h{X \n¿±n-ti-Xv
baI≠IkwtbmtK k¿h{X IYtb—p`w.
Kpfn-I≥ GXp {Kl-Øns‚ IqsS \n∂mepw GXp ̀ mh-Øn¬ \n∂mepw tZmj-^-e-am-
bn-cn-°pw XcpI. KpfnI\p ]Icw baI≠I\msWßIn¬ ip`^eambncn°pw.
(19)
tZmj{]Zmt\ KpfntIm _eobm≥
ip`{]Zmt\ baI≠Ix kymXv
At\y N k¿th hyk\{]Zmt\
amμyp‡hocym¿≤_em\znXmx kypx.
5 D]{KlßfpsS KpWtZmj^e߃
tZmj{]Zmt\ KpfntIm _eobm≥ ˛ tZmj^ew sImSp°p∂Xn¬ KpfnI\mWv apº≥
ip`{]Zmt\ baI≠IkymXv ˛ ip`^ew \¬Ip∂Xn¬ baI≠I\pw.
At\y N k¿th hyk\{]Zmt\ ˛ a‰p≈h (A¿≤{]lc\pw Ime\pw) hyk\w
sImSp°p∂hbmWv. ; F¶nepw
amμyp‡ hocym¿≤ _em\znXmx kypx. ˛tZmji‡n amμn°p (KpfnI\p) ]d™
Xns‚ ]IpXntb Chbv°p≈q.
A≤ymbw 25 -(D]{Kl߃) 557
571
(20)
i\nhZvKpfntI t{]m‡w KpcphZyaI≠tI
A¿≤{]lmtc _p[hXv ^ew Imte Xp cmlphXv.
i\nhXv KpfntI t{]m‡w ˛ amμn i\nsbt∏msebpw,
KpcphXv baI≠I ˛ baI≠I≥ Kpcphns\t∏msebpw,
A¿≤{]lmtc _p[hXv ˛ A¿≤{]lmc≥ _p[s\t∏msebpw,
Imte Xp cmlphXv ˛ Ime≥ cmlphns\t∏msebpw,
^ew ˛ ^ew (\¬Ip∂p).
(21)
ImekvXp cmlp¿KpfnI› arXyp¿˛
PohmXpIx kymZyaI≠tIm f ]n
A¿≤{]lmcx ip`Zx ip`m¶˛
bpt‡m f \yYm tNZip`w hnZ[ymXv.
ImekvXp cmlpx ˛ Ime≥ cmlphns\t∏msebpw,
KpfnIkvXp arXyp ˛ KpfnI≥ acWhpw,
PohmXpIx kymXv baI≠I A]n ˛ baI≠I≥ arXkRvPoh\nbmbpw,
^ew \¬Ip∂p .
A¿≤{]lmcx ip`Zx ip`m¶bp‡ ˛ A¿≤{]lmc≥ (_p[s\t∏mse) ip`tcmSp
tN¿∂m¬ ip`^ew,
A\yYm tNXv Aip`w hnZ[ymXv ˛ Aip`tcmSp tN¿∂m¬ Aip`hpw ^ew.
ip`m¶bp‡≥ F∂p ]d™m¬ ip`_nμp°tfmSpIqSnbh≥ F∂mWv A¿∞w.
_p[s\t∏msebmbXn\m¬ `mhm¿∞w sImSpØp.
6 [qamZn D]{Kl^ew
(22)
BflmZtbm f [nss]¿bp‡m [qamZn{KlkwbpXmx
tX `mh\miXmw bm¥n hZXoXn ]cmicx.
BflmZb A[nss] bp‡m [qamZn{KlkwbpXm
˛ e·w XpSßnb `mhßfpsS \mY∑m¿°p [qamZn D]{Kl_‘w h∂m¬,
tX `mh\miXmw bm¥n ˛ Ah `mh\miw sNøpw
hZXoXn ]cmicx ˛ F∂p ]cmic≥.
^eZo]nI 558
(23)
[qta k¥XapjvWw kymZ·n`oXn¿at\mhyYm
hyXo]mtX arK`bw (1) NXpjv]m∑cWw Xp hm.
(1) ]mTt`Zw ˛ arXn`bw
1. [qa^ew
[qta k¥Xw DjvWw kymXv
A·n`oXn at\mhyYm ˛ NqSpsIm≠p≈ hnja߃, A·n`bw,
at\mZpJw F∂nh [qa^ew,
2. hyXo]mX^ew
hyXo]mtXarK`bwNXpjv]m∑cWw˛ arK`btam \m¬°menIƒ°p \mitam
hyXo]mX^ew
(24)
]cnthtj Pte `ocp¿PetcmK© _‘\w
C{μNmt] inemLmXx £Xw ikvss{Xc]n NypXnx.
3. ]cnthj^ew
]cnthtj Pte `ocp PetcmKw N _‘\w
˛ Pe`bw, PeP\ytcmK߃, _‘\w Ch ]cnthj^ew,
4. C{μNm]^ew
C{μNmt] inemLmXx £Xw ikvss{Xc]n NypXnx
˛ I√psIm≠p≈ BLmX߃, Bbp[߃sIm≠p≈ £X߃, NypXn
(\miw / A]am\w) Ch C{μNmN^ew.
(25)
tIXu ]X\LmXmZyw Imcy\mtim f it\¿`bw
GtX bZv`mhklnXmkvX±imbmw ^ew htZXv.
5. D]tIXp ^ew
tIXu ]X\LmXmZyw Imcy\miw Ait\¿`bw
˛ hogvN, BLmXw, Imcy\miw, CSnan∂¬`bw Ch D]tIXp^ew,
7 ^eZm\kabwGtX bXv `mhklnXmx ˛ Cu D]{Kl߃ GsXmcp `mh\mYs‚
IqsSbmtWm \n¬°p∂Xv,
X±imbmw ^ew htZXv ˛ B `mh\mYs‚ Zibn¬ ^ew ]dbWw.
D]{KlßfpsS ^ew Ft∏mƒ A\p`hs∏Spw F∂ tNmZyØn\p≈ DØcamWv
A≤ymbw 25 -(D]{Kl߃) 559
CXv.
(26)
A¸mbpx IpapJx ]cm{IaKptWm
ZpxJo N \jvSmflPx
{]Xy¿∞n¿£p`ntXm hnio¿ÆaZt\m
Zp¿Ωm¿KarXypw KXx
[¿ΩmZn{]XnIqetXm f S\cpNn¿˛
√m`m\zntXm tZmjhm˛
\ntXyhw {Iatim hne·`h\mXv
tItXmx ^ew Io¿ØtbXv.
8 D]tIXp e·w XpSßnb ]{¥≠p `mhßfn¬ \n∂mep≈ ^ew.
`mhw ^ew
1. A¬∏mbp ˛ A¬∏mbp v
2. IpapJx ˛ Zp¿ΩpJ≥ (sshcq]yap≈ apJw)
3. ]cm{IaKpWo ˛ ]cm{Ian
4. ZpJo ˛ ZpJnX≥
5. \jvSmflPx ˛ a°ƒ \jvSs∏´h≥
6. {]Xy¿∞n £p`ntXm ˛ i{Xp°tfmSp t£m`w
7. hnio¿ÆaZt\m ˛ \in® ImatØmSpIqSnbh≥
8. Zp¿Ωm¿KarXypw KXx ˛ Z¿ΩcWw
9. [¿ΩmZn {]XnIqeXm ˛ A[m¿ΩnI≥
10. AS\cpNnx ˛ k©mcn
11. em`m\zntXm ˛ em`tØmSpIqSnbh≥
12. tZmjhm≥ ˛ tZmjn (tZmjkz`mhßfp≈h≥)
CtXyhw {Iatim hne·`h\mXv tItXmx ^ew Io¿ØtbXv
˛ Cßs\ {IaØn¬ e·wapX¬°v D]tIXphns‚ ^ew ]dbs∏´ncn°p∂p.
(27)
A{]Imimx k©c¥n [qamZymx ]©tJNcmx
IzNnXv IZmNnXv Zriyt¥ temtIm]{ZhtlXth.
A{]Imim k©c¥n [qamZym ]©tJNcm
˛ [qamZn ]©D]{Kl߃ AZriycmWv,
^eZo]nI 560
IzNnXv IZmNnXv Zriyt¥ temtIm]{ZhtlXth
˛ Ft∏msg¶nepw Ah ZriyamIp∂psh¶n¬ AXp temtIm]{ZhtlXphpamWv.
[qamZnIsf ImWp∂Xp Zp¿∂nanØamsW∂p kmcw.
(28)
[qakvXp [qa]Sex ]p—¿£anXn tIN\
D¬°m]mtXm hyXo]mXx ]cnthjkvXp ZriytX.
(29)
temtI {]kn≤w b±rjvSw XtZth{μ[\px kvarXw
tIXp› [qatIXpx kymXv temtIm]{ZhImcIx.
1. [qakvXp [qa]Sex ˛ [qaw ]pI]SeamWv,
]p—¿£anXn tIN\ ˛ hm¬\£{Xsa∂pw Nne¿ ]dbp∂p.
2. D¬°m]mtXm hyXo]mXx ˛ hyXo]mXw sIm≈nao≥ hogvNbmWv.
3. ]cnthjkvXp ZriytX ˛ kqcyN{μ∑mcpsSNp‰pap≈ {]Imihebamb
]cnthjw ZriyamWv.
4. temtI {]kn≤w bXv ZrjvSw ˛ temI{]knambXpw Zriyhpamb
XXv Gh C{μ[\px kvarXw ˛ aghn√mWv C{μNm]w.
6. tIXp› [qatIXpx kymXv
temtIm]{ZhImcIx. ˛ tIXphpw [qatIXphpw temIØn\v
v D]{ZhIcamWv.
(PohPme߃°p tZmjIcamWv.)
(30)
KpfnI`h\\mtY tI{μtK hm {XntImtW
_en\n \nPKrlkvtY tkzm®an{XÿntX hm
cYKPXpcKmWmw \mbtIm amcXpteym
alnX]rYpbim ymt∑Zn\oafite{μx.
KpfnI`h\\mtY ˛ KpfnI≥ \n¬°p∂ cminbpsS A[n]\mb
{Klw
_en\n ˛ _ehm\mbn
tI{μtK hm {XntImtW ˛ tI{μØntem {XntImWØntem \n¬°pIbpw
\nPKrlkvtY tkzm®an{XÿntX hm
˛ AXp kzt£{Xw, Xs‚ D®cmin, an{Xt£{Xw Chbnsem∂mhpIbpw sNbvXm¬
cY KP XpcKmWmw \mbtIm amcXpteym
˛ tXcpIƒ, B\Iƒ, IpXncIƒ ChbpsS \mbI\pw ImatZhs\t∏mse
kpμc\pw,
A≤ymbw 25 -(D]{Kl߃) 561
alnX]rYpbim kymXv taZn\oafite{μx.
˛ h¿≤n® bit mSpIqSnb cmPmhpambncn°pw.
KpfnIÿnXnbp≈ ̀ mh Øns‚ A[n]\p _eaps≠¶n¬, B _eØn\\pkcn®p,
cmPtbmKwhsc {]Xo£n°msa∂p Npcp°w.
D]{KlkvXpXntbmsS Bcw`n®v, awKfmiwkItfmsS Ahkm\n°p∂psh∂Xv Cu
A≤ymbØns‚ Hcp khntijXbmWv. a{¥izc≥ Cu hnjbØn\v F{Xam{Xw {]m[m\yw
sImSpØncp∂psh∂v CXp ImWn°p∂p. aplq¿Ø {KŸßfn¬ Hfn™pw sXfn™pw
InS∂ncp∂ D]{Klßsf {KlßfpsS IqsS tN¿Øp hmbn®p ̂ e{]hN\coXn Ipsd°qSn
Ip‰a‰Xm°n F∂XmWv CXns‚ bYm¿∞ ta∑. DZmlcWPmXIw ImWpI. H‰ t\m´Øn¬
\n¿t±mjsa∂p tXm∂p∂ `mhßfpsS \nPÿnXn shfns∏SpØp∂Xn¬ D]{KlÿnXn
hnPbn®psh∂pXs∂bmWv A\p`hkm£y]{Xw.
DZmlcWPmXIØnse D]{KlÿnXn
ao\w taSw CShw anYp\w
e·w Ip ip Nc_p ak
]cn[n C{μNm]w
D]tIXp
Ipw`w I¿°SIw
amμn
Ime≥
aIcw Nnßw
KpfnI≥ Kp
[\p hr›nIw Xpemw I∂n
in
baI≠I A¿≤{] [qa hyXo]mX