SlideShare ist ein Scribd-Unternehmen logo
1 von 21
Downloaden Sie, um offline zu lesen
A≤ymbw 25 -(D]{Kl߃) 541
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567
123456789012345678901234567890121234567890123456789012345678901212345678901234567
Language : Malayalam
PHALADEEPIKA
(INDIAN ASTROLOGY)
CHAPTER TWENTY FIVE
UPAGRAHAS
AUTHOR
MANTRESWARA
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. KpfnIst∏mse DZn°p∂ a‰v D]{Kl߃
1. baI≠I≥
2. A¿≤{]lmc≥
3. Ime≥
3. kqcykv^pSw ASnÿmam°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 ^eZmkabw
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]{Klmn{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]{Klmn ˛ 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. in KpfnI≥ (amμn)
8. cmlp hyXo]mXw (]mX)
9. tIXp D]tIXp (inJn)
Cu D]{Kl߃ H∂npwXs∂ imkv{XZrjvSym AkvXnXzan√. cmlptIXpIƒ°v
AhImis∏Smhp∂ ngens‚ ASnÿmwt]mepan√. hmkvXhsa¥msW∂psh®m¬ Ch
GXmpw KWnX^e߃am{XamWv. CXn¬ KpfnI≥, baI≠I≥, A¿≤{]lmc≥, Ime≥
F∂nhsb AjvSmwikabcoXn Apkcn®pw [qaw, hyXo]mXw, ]cn[n, C{μNm]w, D]tIXp
F∂nhsb kqcykv^pSw ASnÿmam°nbpamWv KWns®Sp°p∂Xv. HcpImcyw IqSn.
AjvSmwicoXnbn¬ kqcys‚ kabØmWv DZn°p∂sX¶n¬°qSn ^eZmhnjbØn¬
Ime≥ cmlphnst∏msebmWv.
(2)
Ncw cp{ZZmkyw LSw nXyXmw
Jn¿amμnmVyx {ItaWm¿°hmcm¬
Al¿Ωmhr≤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 Xmw Jnx
62 22 81 41 01 60 20 AXmbXv
26 22 18 14 10 6 2 Cu mgnI{IaØn¬
amμnmVyx {ItaW A¿°hmcm¬
˛ amμnbpsS AYhm KpfnIs‚ RmbdmgvN apX¬ Ggp Znhkßfnsebpw DZbw.
Al¿Ωmhr≤n£bu X{X Imcyu -
˛ (KpfntImZbw IW°m°ptºmƒ) ZnamØns‚ 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≥, in F∂ {IaØn¬ Hmtcm `mKhpw k]vX{KlßfptSXmWv.
F´masØ `mKw AmYamWv. (Nne¿ CXv F´masØ {Klamb cmlphnp ¬Ip∂pap≠v.
AXmWv cmlpImew.)
]I¬ kqtcymZbØn¬n∂pw Bcw`n°p∂p. ]Iens‚ BZy`mKw hmcm[n]t‚XmWv.
AXpt]mse cm{Xn kqcymkvXaØn¬n∂pw Bcw`n°p∂p. BZy`mKw A©mw
hmcm[n]t‚Xpw. DZmlcWØnv, inbmgvN ]I¬ inbn¬n∂pw cm{Xn _p[n¬n∂pw
XpSßp∂p. (kuIcyØnpth≠n Cßsbp≈ kab`mK߃°p aq¿ØnXzw k¶¬∏n®v
Hmtcm t]cp sImSpØXmWv Cu D]{Klma߃.)
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 ˛
in a c N Ip _p Kp ip ˛
559
^eZo]nI 546
1. inbmgvN ]I¬ KpfntImZbw. ˛ a
2. inbmgvN cm{Xn KpfntImZbw.
(A©mwhmcm[n]≥) ˛ _p
3. AjvSmwiØn¬ inbpsS kab`mKamWv KpfnIp hcpI.
4 KpfntImZbw : ]I¬ / cm{Xn
KpfntImZbmgnI ]I¬ cm{Xn
Rmb¿ 26 10
Xn¶ƒ 22 6
sNmΔ 18 2
_p[≥ 14 26
hymgw 10 22
sh≈n 6 18
in 2 14
KWnXw
DZmlcWw ˛ KpfntImZbw inbmgN ]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.
inbmgvNbmbXnm¬ ChnsS AXp in°mWv. ASpØXv RmbmgvNbpsS {Klw kqcyv.
]ns∂ Xn¶fmgvNbpsS {Klw N{μv. Cu {IaØn¬ Xs∂ a‰p≈hbpw. F´masØ `mKw
iqyw.
5. Ie≠dnse KpfnIImew XpSßnbhbnse Aimkv{XobX
Ie≠¿ tm°nbm¬ inbmgvNIfn¬ aq∂pXcw tZmjkab߃ ImWmw.
1. cmlpImew 9 ˛ 10.30
2. KpfnIImew 6 ˛ 7.30
3. baI≠IImew 1..30 ˛ 3.
CsXßnsbmWp hcp∂sX∂p tm°mw.
(1.) KpfnIImew
Znamw 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 DZbmgnI 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˛˛
inbmgvN 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 -˛
inbmgvN BZy`mKw in°v AYhm inbpsS D]{Klamb KpfnIv.
AXpsIm≠v inbmgvN ]Iense KpfnIImew 6 AM apX¬ 7.30 AM hsc.
(2) baI≠IImew
AXpt]mse inbmgvNbnse BdmasØ `mKw hymgØns‚ AYhm hymgØns‚
D]{Klamb baI≠It‚XmWv. Aßs A∂p 1.30 apX¬ 3 hsc baI≠IImeambn.
(3). cmlpImew
iqyw hcp∂ F´masØ `mKw F´masØ {Klamb cmlphnp 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 ,,
in 2 ,, 3 ,,
c≠masØ coXn ]ctZinbmWv. AXmWv Ie≠dn¬ sImSp°p∂Xv. CXp{]ImcamWv
inbmgvN 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 klSs‚ tdmfn¬ am{Xw. Xs∂b√,
6 aWn°v DZbw hcpI hncen¬ FÆmhp∂ Znhkßfn¬ am{XamWpXmpw. Npcp°Øn¬
Ie≠dnse 6 aWn°v DZbw ASnÿmam°nbp≈ cmlpImew Akw_‘amWv.
2. KpfnIst∏mse DZn°p∂ a‰v D]{Kl߃
(Ch cm{Xnbpw ]Iepw IrXykabßfn¬ DZn°p∂p.)
(3)
Znhym LSo nXyXpx Jomw
Nt{μ cpcpx kymZyaI≠Iky
A¿≤{]lmcky `Sm tS
kvXu Jo N{μJcu Pb⁄x.
561
^eZo]nI 548
1. baI≠I≥
baI≠Iky ˛ baI≠Is‚ DZbmgnIIƒ
Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n in ({IaØn¬)
Znhym LSo nXy Xpx JomwNt{μ cpcp
81 41 01 60 200 62 22 AXmbXv
18 14 10 6 2 26 22
2. A¿≤{]lmc≥
A¿≤{]lmcs‚ DZbmgnIIƒ
Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n in {IaØn¬
`Sm tS Xu Jo 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 SkvssXcp 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 in Znhkßfn¬
nimbmw Xp hmtcizcmXv ]©amZym F∂ nbaw Chbv°pw _m[IamWv.
kv^pSw ImWp∂ coXn
DZmlcWw inbmgvN cm{Xn Pw. CShamkw
DZbw 6˛03. AkvXaw 6˛46. ÿew Xriq¿.
CShamkambXnm¬ Znamw IqSpXepw cm{Xn Ipdhpambncn°pw.
aWn ann‰v
AkvXaw 6˛46 PM AYhm 18 46
DZbw 6 03
]Iens‚ ofw 12 43
]I¬ IqSpXep≈ kabw (43 ann‰v) cm{Xnbn¬ Ipdbpw.
A≤ymbw 25 -(D]{Kl߃) 549
ASpØ DZbw 6˛03 AYhm 18 03
AkvXaw 6 48
cm{XnbpsS ssZ¿Lyw 11 17
11 aWn°q¿ 17 ann‰v F∂p ]d™m¬ 677 ann‰v. CXns F´psIm≠p lcn °ptºmƒ
84 ann‰pw Ipd®p sk°‚pw AXmbXv 1 aWn°q¿ 24 ann‰p hcpw. ΩpsS Pw
inbmgvN bmbXnm¬ A©masØ hmcm[n]≥ AXmbXv _p[‚ kabamWv BZyw
hcpI.
1) inbmgvN cm{Xn BZykab`mKw 6˛46 +1˛24 = 8˛10 hsc. {Klw _p[≥. (]Iens‚,
inbmgvNbpsS, 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`mKw8˛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 in.
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 KpfnIpw
^eZo]nIbn¬ amμnbpw KpfnIpw H∂mWv. {Klsa∂ nebv°p nehnep≈ kv^pSw
sh®p {Inb sNøptºmƒ DZmlcWPmXIØnse amμnkv^pSw Ip`w 15˛45 BWp In´pI.
F∂m¬ D]{Klsa∂ nebv°p inbpsS AjvSmwikabw sh®p IW°p sNøptºmƒ
CXp aIcØn¬ hcpw.
(5)
[qtam thZKrsslkv{XtbmZi`n˛
c]ywssi tatX chu
kymØkvan≥ hyXn]mXtIm hnKfntX
N{ImZYmkvanyptX
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 ASnÿmam°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 aoØn¬)
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
˛ AXntmSp 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 ˛ AXntmSv 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‡mmw bØtZhm{X hmNyw `mh^ew ZrVw.
{Kl߃ `mhßfn¬ n∂mep≈ ^ew apºv `mhm≤ymbØn¬, hnhcn®n´p≠v.
D]{Kl߃°pw AXpkcn®p ]dbmw. AXmbXv˛˛
{Klßfpw D]{Klßfpw
in ˛ KpfnI≥
hymgw ˛ baI≠I≥
_p[≥ ˛ A¿≤{]lc≥
cmlp ˛ Ime≥
(7)
XYm]n KpfnImZomw 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¿∞-lotm
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]tm amμn -e-t·.
.(1) ]mT-t`Zw ˛
m¸m-lmco  t`mKo _lp-hn-j-b-]tcm mXn-Poho  iqtcm
tmhn-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¿∞-lotm ˛ 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-lmbamtm
 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-lmbamtm ˛ hg-°mfn,
 hnØ-[m-yw ˛ [hpw [myhpw C√m-Ø-h≥,
]c-tZ-i-hmko ˛ Ay-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-Ønp 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-an tkmZ-c-kw-ÿn-tX.(1)
(1) ]mTt`Zw ˛ kl-P-[m-an aμ-kptXm bZm.
3. amμn aq∂n¬
Kpfn-I-m-an 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 in-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-tmZo
cn]p-KX KpfntI kt{i-jvT-]p-{X- p-iq-cx.
(1) ]mTt`Zw : kz¸-Poho
4. amμn men¬
kplrZn in-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-tmZo ˛ `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¬∏-⁄mn,
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- ˛ ZmI¿Ωw sNøm-Ø-h≥,
11. amμn ]Xnsm∂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 Zotm _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≥,
Zotm ˛ Zo≥,
_lp-hybx kymXv -˛ hfsc Nnehp sNøp-∂-h≥ BIpw.
KpfnIss°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-tm-Sp-IqSn n∂m¬ amXr-t¢iw,
{`mXr-hn-tbm-K- -IptP ˛ IpP-tm-Sp-IqSn n∂m¬ ktlm-Z-c-hn-tbmKw,
_p[-bpt‡ aμtP N tkm∑m-Zo ˛ _p[-tm-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
in-bpt‡ in-]pt{X IpjvT-hym-[o-bp-X› tkm¬f∏m-bpx.
in-]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.,
in-bpt‡ IpjvT-hym-[o-bp-Xx N A¬]m-bpx. ˛ in-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 Pn-®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 Ap-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. KpfnIp ]Icw baI≠ImsWßIn¬ ip`^eambncn°pw.
(19)
tZmj{]Zmt KpfntIm _eobm≥
ip`{]Zmt baI≠Ix kymXv
Aty N k¿th hyk{]Zmt
amμyp‡hocym¿≤_emznXmx kypx.
5 D]{KlßfpsS KpWtZmj^e߃
tZmj{]Zmt KpfntIm _eobm≥ ˛ tZmj^ew sImSp°p∂Xn¬ KpfnImWv apº≥
ip`{]Zmt baI≠IkymXv ˛ ip`^ew ¬Ip∂Xn¬ baI≠Ipw.
Aty N k¿th hyk{]Zmt ˛ a‰p≈h (A¿≤{]lcpw Imepw) hykw
sImSp°p∂hbmWv. ; F¶nepw
amμyp‡ hocym¿≤ _emznXmx kypx. ˛tZmji‡n amμn°p (KpfnIp) ]d™
Xns‚ ]IpXntb Chbv°p≈q.
A≤ymbw 25 -(D]{Kl߃) 557
571
(20)
inhZvKpfntI t{]m‡w KpcphZyaI≠tI
A¿≤{]lmtc _p[hXv ^ew Imte Xp cmlphXv.
inhXv KpfntI t{]m‡w ˛ amμn insbt∏msebpw,
KpcphXv baI≠I ˛ baI≠I≥ Kpcphnst∏msebpw,
A¿≤{]lmtc _p[hXv ˛ A¿≤{]lmc≥ _p[st∏msebpw,
Imte Xp cmlphXv ˛ Ime≥ cmlphnst∏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≥ cmlphnst∏msebpw,
KpfnIkvXp arXyp ˛ KpfnI≥ acWhpw,
PohmXpIx kymXv baI≠I A]n ˛ baI≠I≥ arXkRvPohnbmbpw,
^ew ¬Ip∂p .
A¿≤{]lmcx ip`Zx ip`m¶bp‡ ˛ A¿≤{]lmc≥ (_p[st∏mse) ip`tcmSp
tN¿∂m¬ ip`^ew,
AyYm 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[st∏msebmbXnm¬ `mhm¿∞w sImSpØp.
6 [qamZn D]{Kl^ew
(22)
BflmZtbm f [nss]¿bp‡m [qamZn{KlkwbpXmx
tX `mhmiXmw 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 `mhmiXmw bm¥n ˛ Ah `mhmiw sNøpw
hZXoXn ]cmicx ˛ F∂p ]cmic≥.
^eZo]nI 558
(23)
[qta k¥XapjvWw kymZ·n`oXn¿atmhyYm
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 atmhyYm ˛ NqSpsIm≠p≈ hnja߃, A·n`bw,
atmZpJw 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, PePytcmK߃, _‘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]amw) Ch C{μNmN^ew.
(25)
tIXu ]XLmXmZyw Imcymtim f it¿`bw
GtX bZv`mhklnXmkvX±imbmw ^ew htZXv.
5. D]tIXp ^ew
tIXu ]XLmXmZyw Imcymiw Ait¿`bw
˛ hogvN, BLmXw, Imcymiw, CSnan∂¬`bw Ch D]tIXp^ew,
7 ^eZmkabw
GtX bXv `mhklnXmx ˛ Cu D]{Kl߃ GsXmcp `mhmYs‚
IqsSbmtWm n¬°p∂Xv,
X±imbmw ^ew htZXv ˛ B `mhmYs‚ Zibn¬ ^ew ]dbWw.
D]{KlßfpsS ^ew Ft∏mƒ Ap`hs∏Spw F∂ tNmZyØnp≈ DØcamWv
A≤ymbw 25 -(D]{Kl߃) 559
CXv.
(26)
A¸mbpx IpapJx ]cm{IaKptWm
ZpxJo N jvSmflPx
{]Xy¿∞n¿£p`ntXm hnio¿ÆaZtm
Zp¿Ωm¿KarXypw KXx
[¿ΩmZn{]XnIqetXm f ScpNn¿˛
√m`mzntXm tZmjhm˛
ntXyhw {Iatim hne·`hmXv
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¿ÆaZtm ˛ in® ImatØmSpIqSnbh≥
8. Zp¿Ωm¿KarXypw KXx ˛ Z¿ΩcWw
9. [¿ΩmZn {]XnIqeXm ˛ A[m¿ΩnI≥
10. AScpNnx ˛ k©mcn
11. em`mzntXm ˛ em`tØmSpIqSnbh≥
12. tZmjhm≥ ˛ tZmjn (tZmjkz`mhßfp≈h≥)
CtXyhw {Iatim hne·`hmXv 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 temIØnv
v D]{ZhIcamWv.
(PohPme߃°p tZmjIcamWv.)
(30)
KpfnI`hmtY tI{μtK hm {XntImtW
_enn nPKrlkvtY tkzm®an{XÿntX hm
cYKPXpcKmWmw mbtIm amcXpteym
alnX]rYpbim ymt∑Znoafite{μx.
KpfnI`hmtY ˛ KpfnI≥ n¬°p∂ cminbpsS A[n]mb
{Klw
_enn ˛ _ehmmbn
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, BIƒ, IpXncIƒ ChbpsS mbIpw ImatZhst∏mse
kpμcpw,
A≤ymbw 25 -(D]{Kl߃) 561
alnX]rYpbim kymXv taZnoafite{μx.
˛ h¿≤n® bit mSpIqSnb cmPmhpambncn°pw.
KpfnIÿnXnbp≈ `mh Øns‚ A[n]p _eaps≠¶n¬, B _eØnpkcn®p,
cmPtbmKwhsc {]Xo£n°msa∂p Npcp°w.
D]{KlkvXpXntbmsS Bcw`n®v, awKfmiwkItfmsS Ahkmn°p∂psh∂Xv Cu
A≤ymbØns‚ Hcp khntijXbmWv. a{¥izc≥ Cu hnjbØnv F{Xam{Xw {]m[myw
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{]hNcoXn Ipsd°qSn
Ip‰a‰Xm°n F∂XmWv CXns‚ bYm¿∞ ta∑. DZmlcWPmXIw ImWpI. H‰ tm´Øn¬
n¿t±mjsa∂p tXm∂p∂ `mhßfpsS nPÿnXn shfns∏SpØp∂Xn¬ D]{KlÿnXn
hnPbn®psh∂pXs∂bmWv Ap`hkm£y]{Xw.
DZmlcWPmXIØnse D]{KlÿnXn
aow taSw CShw anYpw
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

Más contenido relacionado

Andere mochten auch

進化計算シンポジウム200712
進化計算シンポジウム200712進化計算シンポジウム200712
進化計算シンポジウム200712Masaharu Munetomo
 
交點台北Vol.25 - 張堯任 - 非洲幫
交點台北Vol.25  - 張堯任 - 非洲幫交點台北Vol.25  - 張堯任 - 非洲幫
交點台北Vol.25 - 張堯任 - 非洲幫交點
 
My colectio nsantiago
My colectio nsantiagoMy colectio nsantiago
My colectio nsantiagosanpablo2014
 
Kerajaan islam di indonesia (Kerajaan Aceh)
Kerajaan islam di indonesia (Kerajaan Aceh)Kerajaan islam di indonesia (Kerajaan Aceh)
Kerajaan islam di indonesia (Kerajaan Aceh)Levi Ruliansyah
 
PROJECTE SOCIALITZACIÓ LLIBRES
PROJECTE SOCIALITZACIÓ LLIBRESPROJECTE SOCIALITZACIÓ LLIBRES
PROJECTE SOCIALITZACIÓ LLIBREScgene
 
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14Esperanza Valdivia Uribe
 
Trabajo Business Intelligence
Trabajo Business IntelligenceTrabajo Business Intelligence
Trabajo Business Intelligenceandrealejandra
 
交點高雄Vol.16 - 黃翊傑 - 品旅遊
交點高雄Vol.16  - 黃翊傑 - 品旅遊交點高雄Vol.16  - 黃翊傑 - 品旅遊
交點高雄Vol.16 - 黃翊傑 - 品旅遊交點
 
04.manual convenente prestacao contas
04.manual convenente prestacao contas04.manual convenente prestacao contas
04.manual convenente prestacao contasgvirtual
 
Espacio lúdico abril 2015
Espacio lúdico abril 2015Espacio lúdico abril 2015
Espacio lúdico abril 2015Fadri
 
Tema1 Semana Oracion
Tema1 Semana OracionTema1 Semana Oracion
Tema1 Semana OracionArnaldo Serna
 
Aula dra. fabiana del padre tomé 01-09-14
Aula dra. fabiana del padre tomé   01-09-14Aula dra. fabiana del padre tomé   01-09-14
Aula dra. fabiana del padre tomé 01-09-14Fernanda Moreira
 
Tema4 Semana Oracion
Tema4 Semana OracionTema4 Semana Oracion
Tema4 Semana OracionArnaldo Serna
 

Andere mochten auch (19)

Me oi cam_on_me
Me oi cam_on_meMe oi cam_on_me
Me oi cam_on_me
 
進化計算シンポジウム200712
進化計算シンポジウム200712進化計算シンポジウム200712
進化計算シンポジウム200712
 
ECte 14 15 1a sesión jeopardy rm
ECte 14 15 1a sesión jeopardy rmECte 14 15 1a sesión jeopardy rm
ECte 14 15 1a sesión jeopardy rm
 
Aula dra. leonor 06 09-14
Aula dra. leonor 06 09-14Aula dra. leonor 06 09-14
Aula dra. leonor 06 09-14
 
交點台北Vol.25 - 張堯任 - 非洲幫
交點台北Vol.25  - 張堯任 - 非洲幫交點台北Vol.25  - 張堯任 - 非洲幫
交點台北Vol.25 - 張堯任 - 非洲幫
 
Risco e Contingência
Risco e ContingênciaRisco e Contingência
Risco e Contingência
 
My colectio nsantiago
My colectio nsantiagoMy colectio nsantiago
My colectio nsantiago
 
Kerajaan islam di indonesia (Kerajaan Aceh)
Kerajaan islam di indonesia (Kerajaan Aceh)Kerajaan islam di indonesia (Kerajaan Aceh)
Kerajaan islam di indonesia (Kerajaan Aceh)
 
PROJECTE SOCIALITZACIÓ LLIBRES
PROJECTE SOCIALITZACIÓ LLIBRESPROJECTE SOCIALITZACIÓ LLIBRES
PROJECTE SOCIALITZACIÓ LLIBRES
 
3aprimaria
3aprimaria3aprimaria
3aprimaria
 
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14
HISTORIA - PROF. EFRAIN ASCARRUZ - 17/06/14
 
Trabajo Business Intelligence
Trabajo Business IntelligenceTrabajo Business Intelligence
Trabajo Business Intelligence
 
交點高雄Vol.16 - 黃翊傑 - 品旅遊
交點高雄Vol.16  - 黃翊傑 - 品旅遊交點高雄Vol.16  - 黃翊傑 - 品旅遊
交點高雄Vol.16 - 黃翊傑 - 品旅遊
 
04.manual convenente prestacao contas
04.manual convenente prestacao contas04.manual convenente prestacao contas
04.manual convenente prestacao contas
 
24 dieunennho.8487
24 dieunennho.848724 dieunennho.8487
24 dieunennho.8487
 
Espacio lúdico abril 2015
Espacio lúdico abril 2015Espacio lúdico abril 2015
Espacio lúdico abril 2015
 
Tema1 Semana Oracion
Tema1 Semana OracionTema1 Semana Oracion
Tema1 Semana Oracion
 
Aula dra. fabiana del padre tomé 01-09-14
Aula dra. fabiana del padre tomé   01-09-14Aula dra. fabiana del padre tomé   01-09-14
Aula dra. fabiana del padre tomé 01-09-14
 
Tema4 Semana Oracion
Tema4 Semana OracionTema4 Semana Oracion
Tema4 Semana Oracion
 

Mehr von Mullappilly

Index of the book pdf
Index of the book   pdfIndex of the book   pdf
Index of the book pdfMullappilly
 
Phaladeepika - Appendix 6.Indian Astrology - a critical study
Phaladeepika - Appendix 6.Indian Astrology - a critical studyPhaladeepika - Appendix 6.Indian Astrology - a critical study
Phaladeepika - Appendix 6.Indian Astrology - a critical studyMullappilly
 
Phaladeepika - appebdix 5
Phaladeepika -  appebdix 5   Phaladeepika -  appebdix 5
Phaladeepika - appebdix 5 Mullappilly
 
Phaladeepika - appendix 3
Phaladeepika - appendix 3  Phaladeepika - appendix 3
Phaladeepika - appendix 3 Mullappilly
 
Phaladeepika - appendix 2
Phaladeepika - appendix 2  Phaladeepika - appendix 2
Phaladeepika - appendix 2 Mullappilly
 
Phaladeepika - appendix 1
Phaladeepika - appendix 1   Phaladeepika - appendix 1
Phaladeepika - appendix 1 Mullappilly
 
PHALADEEPIKA - CHAPTER 28
PHALADEEPIKA - CHAPTER 28PHALADEEPIKA - CHAPTER 28
PHALADEEPIKA - CHAPTER 28Mullappilly
 
PHALADEEPIKA - CHAPTER 27
PHALADEEPIKA - CHAPTER 27PHALADEEPIKA - CHAPTER 27
PHALADEEPIKA - CHAPTER 27Mullappilly
 
PHALADEEPIKA - CHAPTER 26
PHALADEEPIKA - CHAPTER 26PHALADEEPIKA - CHAPTER 26
PHALADEEPIKA - CHAPTER 26Mullappilly
 
PHALADEEPIKA - CHAPTER 24
PHALADEEPIKA - CHAPTER 24PHALADEEPIKA - CHAPTER 24
PHALADEEPIKA - CHAPTER 24Mullappilly
 
PHALADEEPIKA - CHAPTER 23
PHALADEEPIKA - CHAPTER 23PHALADEEPIKA - CHAPTER 23
PHALADEEPIKA - CHAPTER 23Mullappilly
 
PHALADEEPIKA - CHAPTER 22
PHALADEEPIKA - CHAPTER 22PHALADEEPIKA - CHAPTER 22
PHALADEEPIKA - CHAPTER 22Mullappilly
 
PHALADEEPIKA - CHAPTER 21
PHALADEEPIKA - CHAPTER 21PHALADEEPIKA - CHAPTER 21
PHALADEEPIKA - CHAPTER 21Mullappilly
 
PHALADEEPIKA - CHAPTER 20
PHALADEEPIKA - CHAPTER 20PHALADEEPIKA - CHAPTER 20
PHALADEEPIKA - CHAPTER 20Mullappilly
 
PHALADEEPIKA - CHAPTER 19
PHALADEEPIKA - CHAPTER 19PHALADEEPIKA - CHAPTER 19
PHALADEEPIKA - CHAPTER 19Mullappilly
 
PHALADEEPIKA - CHAPTER 18
PHALADEEPIKA - CHAPTER 18PHALADEEPIKA - CHAPTER 18
PHALADEEPIKA - CHAPTER 18Mullappilly
 
PHALADEEPIKA - CHAPTER 17
PHALADEEPIKA - CHAPTER 17PHALADEEPIKA - CHAPTER 17
PHALADEEPIKA - CHAPTER 17Mullappilly
 
PHALADEEPIKA - CHAPTER 16
PHALADEEPIKA - CHAPTER 16PHALADEEPIKA - CHAPTER 16
PHALADEEPIKA - CHAPTER 16Mullappilly
 
PHALADEEPIKA - CHAPTER 15
PHALADEEPIKA - CHAPTER 15PHALADEEPIKA - CHAPTER 15
PHALADEEPIKA - CHAPTER 15Mullappilly
 
PHALADEEPIKA - CHAPTER 14
PHALADEEPIKA - CHAPTER 14PHALADEEPIKA - CHAPTER 14
PHALADEEPIKA - CHAPTER 14Mullappilly
 

Mehr von Mullappilly (20)

Index of the book pdf
Index of the book   pdfIndex of the book   pdf
Index of the book pdf
 
Phaladeepika - Appendix 6.Indian Astrology - a critical study
Phaladeepika - Appendix 6.Indian Astrology - a critical studyPhaladeepika - Appendix 6.Indian Astrology - a critical study
Phaladeepika - Appendix 6.Indian Astrology - a critical study
 
Phaladeepika - appebdix 5
Phaladeepika -  appebdix 5   Phaladeepika -  appebdix 5
Phaladeepika - appebdix 5
 
Phaladeepika - appendix 3
Phaladeepika - appendix 3  Phaladeepika - appendix 3
Phaladeepika - appendix 3
 
Phaladeepika - appendix 2
Phaladeepika - appendix 2  Phaladeepika - appendix 2
Phaladeepika - appendix 2
 
Phaladeepika - appendix 1
Phaladeepika - appendix 1   Phaladeepika - appendix 1
Phaladeepika - appendix 1
 
PHALADEEPIKA - CHAPTER 28
PHALADEEPIKA - CHAPTER 28PHALADEEPIKA - CHAPTER 28
PHALADEEPIKA - CHAPTER 28
 
PHALADEEPIKA - CHAPTER 27
PHALADEEPIKA - CHAPTER 27PHALADEEPIKA - CHAPTER 27
PHALADEEPIKA - CHAPTER 27
 
PHALADEEPIKA - CHAPTER 26
PHALADEEPIKA - CHAPTER 26PHALADEEPIKA - CHAPTER 26
PHALADEEPIKA - CHAPTER 26
 
PHALADEEPIKA - CHAPTER 24
PHALADEEPIKA - CHAPTER 24PHALADEEPIKA - CHAPTER 24
PHALADEEPIKA - CHAPTER 24
 
PHALADEEPIKA - CHAPTER 23
PHALADEEPIKA - CHAPTER 23PHALADEEPIKA - CHAPTER 23
PHALADEEPIKA - CHAPTER 23
 
PHALADEEPIKA - CHAPTER 22
PHALADEEPIKA - CHAPTER 22PHALADEEPIKA - CHAPTER 22
PHALADEEPIKA - CHAPTER 22
 
PHALADEEPIKA - CHAPTER 21
PHALADEEPIKA - CHAPTER 21PHALADEEPIKA - CHAPTER 21
PHALADEEPIKA - CHAPTER 21
 
PHALADEEPIKA - CHAPTER 20
PHALADEEPIKA - CHAPTER 20PHALADEEPIKA - CHAPTER 20
PHALADEEPIKA - CHAPTER 20
 
PHALADEEPIKA - CHAPTER 19
PHALADEEPIKA - CHAPTER 19PHALADEEPIKA - CHAPTER 19
PHALADEEPIKA - CHAPTER 19
 
PHALADEEPIKA - CHAPTER 18
PHALADEEPIKA - CHAPTER 18PHALADEEPIKA - CHAPTER 18
PHALADEEPIKA - CHAPTER 18
 
PHALADEEPIKA - CHAPTER 17
PHALADEEPIKA - CHAPTER 17PHALADEEPIKA - CHAPTER 17
PHALADEEPIKA - CHAPTER 17
 
PHALADEEPIKA - CHAPTER 16
PHALADEEPIKA - CHAPTER 16PHALADEEPIKA - CHAPTER 16
PHALADEEPIKA - CHAPTER 16
 
PHALADEEPIKA - CHAPTER 15
PHALADEEPIKA - CHAPTER 15PHALADEEPIKA - CHAPTER 15
PHALADEEPIKA - CHAPTER 15
 
PHALADEEPIKA - CHAPTER 14
PHALADEEPIKA - CHAPTER 14PHALADEEPIKA - CHAPTER 14
PHALADEEPIKA - CHAPTER 14
 

Último

Metabolism , Metabolic Fate& disorders of cholesterol.pptx
Metabolism , Metabolic Fate& disorders of cholesterol.pptxMetabolism , Metabolic Fate& disorders of cholesterol.pptx
Metabolism , Metabolic Fate& disorders of cholesterol.pptxDr. Santhosh Kumar. N
 
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...AKSHAYMAGAR17
 
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptx
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptxBBA 205 BE UNIT 2 economic systems prof dr kanchan.pptx
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptxProf. Kanchan Kumari
 
LEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudLEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudDr. Bruce A. Johnson
 
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.docdieu18
 
Pharmacology chapter No 7 full notes.pdf
Pharmacology chapter No 7 full notes.pdfPharmacology chapter No 7 full notes.pdf
Pharmacology chapter No 7 full notes.pdfSumit Tiwari
 
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYS
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYSDLL Catch Up Friday March 22.docx CATCH UP FRIDAYS
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYSTeacherNicaPrintable
 
Quantitative research methodology and survey design
Quantitative research methodology and survey designQuantitative research methodology and survey design
Quantitative research methodology and survey designBalelaBoru
 
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...Nguyen Thanh Tu Collection
 
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...Nguyen Thanh Tu Collection
 
POST ENCEPHALITIS case study Jitendra bhargav
POST ENCEPHALITIS case study  Jitendra bhargavPOST ENCEPHALITIS case study  Jitendra bhargav
POST ENCEPHALITIS case study Jitendra bhargavJitendra Bhargav
 
2024.03.16 How to write better quality materials for your learners ELTABB San...
2024.03.16 How to write better quality materials for your learners ELTABB San...2024.03.16 How to write better quality materials for your learners ELTABB San...
2024.03.16 How to write better quality materials for your learners ELTABB San...Sandy Millin
 
3.12.24 Freedom Summer in Mississippi.pptx
3.12.24 Freedom Summer in Mississippi.pptx3.12.24 Freedom Summer in Mississippi.pptx
3.12.24 Freedom Summer in Mississippi.pptxmary850239
 
AI Uses and Misuses: Academic and Workplace Applications
AI Uses and Misuses: Academic and Workplace ApplicationsAI Uses and Misuses: Academic and Workplace Applications
AI Uses and Misuses: Academic and Workplace ApplicationsStella Lee
 
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...Nguyen Thanh Tu Collection
 
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdf
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdfPHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdf
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdfSumit Tiwari
 
LEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudLEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudDr. Bruce A. Johnson
 
Awards Presentation 2024 - March 12 2024
Awards Presentation 2024 - March 12 2024Awards Presentation 2024 - March 12 2024
Awards Presentation 2024 - March 12 2024bsellato
 

Último (20)

Metabolism , Metabolic Fate& disorders of cholesterol.pptx
Metabolism , Metabolic Fate& disorders of cholesterol.pptxMetabolism , Metabolic Fate& disorders of cholesterol.pptx
Metabolism , Metabolic Fate& disorders of cholesterol.pptx
 
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...
DNA and RNA , Structure, Functions, Types, difference, Similarities, Protein ...
 
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptx
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptxBBA 205 BE UNIT 2 economic systems prof dr kanchan.pptx
BBA 205 BE UNIT 2 economic systems prof dr kanchan.pptx
 
LEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudLEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced Stud
 
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc
30-de-thi-vao-lop-10-mon-tieng-anh-co-dap-an.doc
 
Pharmacology chapter No 7 full notes.pdf
Pharmacology chapter No 7 full notes.pdfPharmacology chapter No 7 full notes.pdf
Pharmacology chapter No 7 full notes.pdf
 
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYS
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYSDLL Catch Up Friday March 22.docx CATCH UP FRIDAYS
DLL Catch Up Friday March 22.docx CATCH UP FRIDAYS
 
Quantitative research methodology and survey design
Quantitative research methodology and survey designQuantitative research methodology and survey design
Quantitative research methodology and survey design
 
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...
25 CHUYÊN ĐỀ ÔN THI TỐT NGHIỆP THPT 2023 – BÀI TẬP PHÁT TRIỂN TỪ ĐỀ MINH HỌA...
 
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...
BÀI TẬP BỔ TRỢ TIẾNG ANH 11 THEO ĐƠN VỊ BÀI HỌC - CẢ NĂM - CÓ FILE NGHE (GLOB...
 
Problems on Mean,Mode,Median Standard Deviation
Problems on Mean,Mode,Median Standard DeviationProblems on Mean,Mode,Median Standard Deviation
Problems on Mean,Mode,Median Standard Deviation
 
POST ENCEPHALITIS case study Jitendra bhargav
POST ENCEPHALITIS case study  Jitendra bhargavPOST ENCEPHALITIS case study  Jitendra bhargav
POST ENCEPHALITIS case study Jitendra bhargav
 
2024.03.16 How to write better quality materials for your learners ELTABB San...
2024.03.16 How to write better quality materials for your learners ELTABB San...2024.03.16 How to write better quality materials for your learners ELTABB San...
2024.03.16 How to write better quality materials for your learners ELTABB San...
 
3.12.24 Freedom Summer in Mississippi.pptx
3.12.24 Freedom Summer in Mississippi.pptx3.12.24 Freedom Summer in Mississippi.pptx
3.12.24 Freedom Summer in Mississippi.pptx
 
t-test Parametric test Biostatics and Research Methodology
t-test Parametric test Biostatics and Research Methodologyt-test Parametric test Biostatics and Research Methodology
t-test Parametric test Biostatics and Research Methodology
 
AI Uses and Misuses: Academic and Workplace Applications
AI Uses and Misuses: Academic and Workplace ApplicationsAI Uses and Misuses: Academic and Workplace Applications
AI Uses and Misuses: Academic and Workplace Applications
 
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...
HỌC TỐT TIẾNG ANH 11 THEO CHƯƠNG TRÌNH GLOBAL SUCCESS ĐÁP ÁN CHI TIẾT - HK2 (...
 
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdf
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdfPHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdf
PHARMACOGNOSY CHAPTER NO 5 CARMINATIVES AND G.pdf
 
LEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced StudLEAD6001 - Introduction to Advanced Stud
LEAD6001 - Introduction to Advanced Stud
 
Awards Presentation 2024 - March 12 2024
Awards Presentation 2024 - March 12 2024Awards Presentation 2024 - March 12 2024
Awards Presentation 2024 - March 12 2024
 

PHALADEEPIKA - CHAPTER 25

  • 1. A≤ymbw 25 -(D]{Kl߃) 541 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567123456789012345678901234567890121234567890123456789012345678901212345678901234567 123456789012345678901234567890121234567890123456789012345678901212345678901234567 Language : Malayalam PHALADEEPIKA (INDIAN ASTROLOGY) CHAPTER TWENTY FIVE UPAGRAHAS AUTHOR MANTRESWARA Translation, DTP and Layout by Mullappilly Protected with Copy Right Rules by the TranslatorotecteL
  • 3. 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. KpfnIst∏mse DZn°p∂ a‰v D]{Kl߃ 1. baI≠I≥ 2. A¿≤{]lmc≥ 3. Ime≥ 3. kqcykv^pSw ASnÿmam°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 ^eZmkabw 8 D]tIXp e·w XpSßnb ]{¥≠p `mhßfn¬ n∂mep≈ ^ew.
  • 4. ^eZo]nI 544 (1) v aman amμnw baI≠ImJy˛ a¿≤{]lmcw `phn Imekw⁄w [qahyXo]mX]cn[r`nJym˛ p]{Klmn{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]{Klmn ˛ 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. in KpfnI≥ (amμn) 8. cmlp hyXo]mXw (]mX) 9. tIXp D]tIXp (inJn) Cu D]{Kl߃ H∂npwXs∂ imkv{XZrjvSym AkvXnXzan√. cmlptIXpIƒ°v AhImis∏Smhp∂ ngens‚ ASnÿmwt]mepan√. hmkvXhsa¥msW∂psh®m¬ Ch GXmpw KWnX^e߃am{XamWv. CXn¬ KpfnI≥, baI≠I≥, A¿≤{]lmc≥, Ime≥ F∂nhsb AjvSmwikabcoXn Apkcn®pw [qaw, hyXo]mXw, ]cn[n, C{μNm]w, D]tIXp F∂nhsb kqcykv^pSw ASnÿmam°nbpamWv KWns®Sp°p∂Xv. HcpImcyw IqSn. AjvSmwicoXnbn¬ kqcys‚ kabØmWv DZn°p∂sX¶n¬°qSn ^eZmhnjbØn¬ Ime≥ cmlphnst∏msebmWv. (2) Ncw cp{ZZmkyw LSw nXyXmw Jn¿amμnmVyx {ItaWm¿°hmcm¬ Al¿Ωmhr≤n£bu X{X Imcyu nimbmw Xp hmtcizcmXv ]©amZymx. 1. amμn (KpfnI≥)
  • 5. A≤ymbw 25 -(D]{Kl߃) 545 1. KpfntImZbw Ncw cp{Z Zmkyw LSw nXy Xmw Jnx 62 22 81 41 01 60 20 AXmbXv 26 22 18 14 10 6 2 Cu mgnI{IaØn¬ amμnmVyx {ItaW A¿°hmcm¬ ˛ amμnbpsS AYhm KpfnIs‚ RmbdmgvN apX¬ Ggp Znhkßfnsebpw DZbw. Al¿Ωmhr≤n£bu X{X Imcyu - ˛ (KpfntImZbw IW°m°ptºmƒ) ZnamØns‚ 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≥, in F∂ {IaØn¬ Hmtcm `mKhpw k]vX{KlßfptSXmWv. F´masØ `mKw AmYamWv. (Nne¿ CXv F´masØ {Klamb cmlphnp ¬Ip∂pap≠v. AXmWv cmlpImew.) ]I¬ kqtcymZbØn¬n∂pw Bcw`n°p∂p. ]Iens‚ BZy`mKw hmcm[n]t‚XmWv. AXpt]mse cm{Xn kqcymkvXaØn¬n∂pw Bcw`n°p∂p. BZy`mKw A©mw hmcm[n]t‚Xpw. DZmlcWØnv, inbmgvN ]I¬ inbn¬n∂pw cm{Xn _p[n¬n∂pw XpSßp∂p. (kuIcyØnpth≠n Cßsbp≈ kab`mK߃°p aq¿ØnXzw k¶¬∏n®v Hmtcm t]cp sImSpØXmWv Cu D]{Klma߃.) 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 ˛ in a c N Ip _p Kp ip ˛ 559
  • 6. ^eZo]nI 546 1. inbmgvN ]I¬ KpfntImZbw. ˛ a 2. inbmgvN cm{Xn KpfntImZbw. (A©mwhmcm[n]≥) ˛ _p 3. AjvSmwiØn¬ inbpsS kab`mKamWv KpfnIp hcpI. 4 KpfntImZbw : ]I¬ / cm{Xn KpfntImZbmgnI ]I¬ cm{Xn Rmb¿ 26 10 Xn¶ƒ 22 6 sNmΔ 18 2 _p[≥ 14 26 hymgw 10 22 sh≈n 6 18 in 2 14 KWnXw DZmlcWw ˛ KpfntImZbw inbmgN ]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. inbmgvNbmbXnm¬ ChnsS AXp in°mWv. ASpØXv RmbmgvNbpsS {Klw kqcyv. ]ns∂ Xn¶fmgvNbpsS {Klw N{μv. Cu {IaØn¬ Xs∂ a‰p≈hbpw. F´masØ `mKw iqyw. 5. Ie≠dnse KpfnIImew XpSßnbhbnse Aimkv{XobX Ie≠¿ tm°nbm¬ inbmgvNIfn¬ aq∂pXcw tZmjkab߃ ImWmw. 1. cmlpImew 9 ˛ 10.30 2. KpfnIImew 6 ˛ 7.30 3. baI≠IImew 1..30 ˛ 3. CsXßnsbmWp hcp∂sX∂p tm°mw. (1.) KpfnIImew Znamw 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 DZbmgnI AYhm AjvSmwiØns‚ a≤y`mKw˛˛ 2 6 10 14 18 22 26 30 560
  • 7. A≤ymbw 25 -(D]{Kl߃) 547 aWn°qdnemIptºmƒ 1 `mKw H∂c aWn°q¿ DZbw 6 aWn°mIptºmƒ˛˛ inbmgvN 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 -˛ inbmgvN BZy`mKw in°v AYhm inbpsS D]{Klamb KpfnIv. AXpsIm≠v inbmgvN ]Iense KpfnIImew 6 AM apX¬ 7.30 AM hsc. (2) baI≠IImew AXpt]mse inbmgvNbnse BdmasØ `mKw hymgØns‚ AYhm hymgØns‚ D]{Klamb baI≠It‚XmWv. Aßs A∂p 1.30 apX¬ 3 hsc baI≠IImeambn. (3). cmlpImew iqyw hcp∂ F´masØ `mKw F´masØ {Klamb cmlphnp 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 ,, in 2 ,, 3 ,, c≠masØ coXn ]ctZinbmWv. AXmWv Ie≠dn¬ sImSp°p∂Xv. CXp{]ImcamWv inbmgvN 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 klSs‚ tdmfn¬ am{Xw. Xs∂b√, 6 aWn°v DZbw hcpI hncen¬ FÆmhp∂ Znhkßfn¬ am{XamWpXmpw. Npcp°Øn¬ Ie≠dnse 6 aWn°v DZbw ASnÿmam°nbp≈ cmlpImew Akw_‘amWv. 2. KpfnIst∏mse DZn°p∂ a‰v D]{Kl߃ (Ch cm{Xnbpw ]Iepw IrXykabßfn¬ DZn°p∂p.) (3) Znhym LSo nXyXpx Jomw Nt{μ cpcpx kymZyaI≠Iky A¿≤{]lmcky `Sm tS kvXu Jo N{μJcu Pb⁄x. 561
  • 8. ^eZo]nI 548 1. baI≠I≥ baI≠Iky ˛ baI≠Is‚ DZbmgnIIƒ Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n in ({IaØn¬) Znhym LSo nXy Xpx JomwNt{μ cpcp 81 41 01 60 200 62 22 AXmbXv 18 14 10 6 2 26 22 2. A¿≤{]lmc≥ A¿≤{]lmcs‚ DZbmgnIIƒ Rmb¿ Xn¶ƒ sNmΔ _p[≥ hymgw sh≈n in {IaØn¬ `Sm tS Xu Jo 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 SkvssXcp 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 in Znhkßfn¬ nimbmw Xp hmtcizcmXv ]©amZym F∂ nbaw Chbv°pw _m[IamWv. kv^pSw ImWp∂ coXn DZmlcWw inbmgvN cm{Xn Pw. CShamkw DZbw 6˛03. AkvXaw 6˛46. ÿew Xriq¿. CShamkambXnm¬ Znamw IqSpXepw cm{Xn Ipdhpambncn°pw. aWn ann‰v AkvXaw 6˛46 PM AYhm 18 46 DZbw 6 03 ]Iens‚ ofw 12 43 ]I¬ IqSpXep≈ kabw (43 ann‰v) cm{Xnbn¬ Ipdbpw.
  • 9. A≤ymbw 25 -(D]{Kl߃) 549 ASpØ DZbw 6˛03 AYhm 18 03 AkvXaw 6 48 cm{XnbpsS ssZ¿Lyw 11 17 11 aWn°q¿ 17 ann‰v F∂p ]d™m¬ 677 ann‰v. CXns F´psIm≠p lcn °ptºmƒ 84 ann‰pw Ipd®p sk°‚pw AXmbXv 1 aWn°q¿ 24 ann‰p hcpw. ΩpsS Pw inbmgvN bmbXnm¬ A©masØ hmcm[n]≥ AXmbXv _p[‚ kabamWv BZyw hcpI. 1) inbmgvN cm{Xn BZykab`mKw 6˛46 +1˛24 = 8˛10 hsc. {Klw _p[≥. (]Iens‚, inbmgvNbpsS, 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`mKw8˛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 in. 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 KpfnIpw ^eZo]nIbn¬ amμnbpw KpfnIpw H∂mWv. {Klsa∂ nebv°p nehnep≈ kv^pSw sh®p {Inb sNøptºmƒ DZmlcWPmXIØnse amμnkv^pSw Ip`w 15˛45 BWp In´pI. F∂m¬ D]{Klsa∂ nebv°p inbpsS AjvSmwikabw sh®p IW°p sNøptºmƒ CXp aIcØn¬ hcpw. (5) [qtam thZKrsslkv{XtbmZi`n˛ c]ywssi tatX chu kymØkvan≥ hyXn]mXtIm hnKfntX N{ImZYmkvanyptX jUv`n¿ss`x ]cnthj C{μ[pcn˛ Xykvan≥ NyptX afiem˛ ZXyjvSywibptX f {X tIXpcY Xss{XI¿£bpt‡m chnx.
  • 10. ^eZo]nI 550 3. kqcykv^pSw ASnÿmam°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 aoØn¬) 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 ˛ AXntmSp 17 `mKIƒ (16˛40 IrXyw) tN¿Øm¬ D]tIXp (5) 564
  • 11. A≤ymbw 25 -(D]{Kl߃) 551 DZmlcWw 8˛51 + 16˛40 = 25˛31 = D]tIXp taSØn¬ X{X GI¿£ bpt‡m chnx ˛ AXntmSv 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‡mmw bØtZhm{X hmNyw `mh^ew ZrVw. {Kl߃ `mhßfn¬ n∂mep≈ ^ew apºv `mhm≤ymbØn¬, hnhcn®n´p≠v. D]{Kl߃°pw AXpkcn®p ]dbmw. AXmbXv˛˛ {Klßfpw D]{Klßfpw in ˛ KpfnI≥ hymgw ˛ baI≠I≥ _p[≥ ˛ A¿≤{]lc≥ cmlp ˛ Ime≥ (7) XYm]n KpfnImZomw 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¿∞-lotm 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]tm amμn -e-t·. .(1) ]mT-t`Zw ˛ m¬∏m-lmco t`mKo _lp-hn-j-b-]tcm mXn-Poho iqtcm tmhn-Zzm≥ nXy-tIm]o Ie-l-Ir-Z-niw aμ-]pt{X hne-t· (sIm√w) 565
  • 12. ^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¿∞-lotm ˛ 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-lmbamtm 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-lmbamtm ˛ hg-°mfn, hnØ-[m-yw ˛ [hpw [myhpw C√m-Ø-h≥, ]c-tZ-i-hmko ˛ Ay-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-Ønp apXn-cp-∂-h≥. (shdpsX X¿°n°p∂h≥)
  • 13. 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-an tkmZ-c-kw-ÿn-tX.(1) (1) ]mTt`Zw ˛ kl-P-[m-an aμ-kptXm bZm. 3. amμn aq∂n¬ Kpfn-I-m-an 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 in-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-tmZo cn]p-KX KpfntI kt{i-jvT-]p-{X- p-iq-cx. (1) ]mTt`Zw : kz¬∏-Poho 4. amμn men¬ kplrZn in-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-tmZo ˛ `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
  • 14. ^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¬∏-⁄mn, 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- ˛ ZmI¿Ωw sNøm-Ø-h≥, 11. amμn ]Xnsm∂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
  • 15. A≤ymbw 25 -(D]{Kl߃) 555 (14) hnj-b-(hn)c-lntXm Zotm _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≥, Zotm ˛ Zo≥, _lp-hybx kymXv -˛ hfsc Nnehp sNøp-∂-h≥ BIpw. KpfnIss°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-tm-Sp-IqSn n∂m¬ amXr-t¢iw, {`mXr-hn-tbm-K- -IptP ˛ IpP-tm-Sp-IqSn n∂m¬ ktlm-Z-c-hn-tbmKw, _p[-bpt‡ aμtP N tkm∑m-Zo ˛ _p[-tm-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 in-bpt‡ in-]pt{X IpjvT-hym-[o-bp-X› tkm¬f∏m-bpx. in-]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., in-bpt‡ IpjvT-hym-[o-bp-Xx N A¬]m-bpx. ˛ in-bpsS IqsS n∂m¬ IpjvT-tcm-Kw, A¬∏m-bp- v.
  • 16. ^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 Pn-®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 Ap-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. KpfnIp ]Icw baI≠ImsWßIn¬ ip`^eambncn°pw. (19) tZmj{]Zmt KpfntIm _eobm≥ ip`{]Zmt baI≠Ix kymXv Aty N k¿th hyk{]Zmt amμyp‡hocym¿≤_emznXmx kypx. 5 D]{KlßfpsS KpWtZmj^e߃ tZmj{]Zmt KpfntIm _eobm≥ ˛ tZmj^ew sImSp°p∂Xn¬ KpfnImWv apº≥ ip`{]Zmt baI≠IkymXv ˛ ip`^ew ¬Ip∂Xn¬ baI≠Ipw. Aty N k¿th hyk{]Zmt ˛ a‰p≈h (A¿≤{]lcpw Imepw) hykw sImSp°p∂hbmWv. ; F¶nepw amμyp‡ hocym¿≤ _emznXmx kypx. ˛tZmji‡n amμn°p (KpfnIp) ]d™ Xns‚ ]IpXntb Chbv°p≈q.
  • 17. A≤ymbw 25 -(D]{Kl߃) 557 571 (20) inhZvKpfntI t{]m‡w KpcphZyaI≠tI A¿≤{]lmtc _p[hXv ^ew Imte Xp cmlphXv. inhXv KpfntI t{]m‡w ˛ amμn insbt∏msebpw, KpcphXv baI≠I ˛ baI≠I≥ Kpcphnst∏msebpw, A¿≤{]lmtc _p[hXv ˛ A¿≤{]lmc≥ _p[st∏msebpw, Imte Xp cmlphXv ˛ Ime≥ cmlphnst∏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≥ cmlphnst∏msebpw, KpfnIkvXp arXyp ˛ KpfnI≥ acWhpw, PohmXpIx kymXv baI≠I A]n ˛ baI≠I≥ arXkRvPohnbmbpw, ^ew ¬Ip∂p . A¿≤{]lmcx ip`Zx ip`m¶bp‡ ˛ A¿≤{]lmc≥ (_p[st∏mse) ip`tcmSp tN¿∂m¬ ip`^ew, AyYm 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[st∏msebmbXnm¬ `mhm¿∞w sImSpØp. 6 [qamZn D]{Kl^ew (22) BflmZtbm f [nss]¿bp‡m [qamZn{KlkwbpXmx tX `mhmiXmw 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 `mhmiXmw bm¥n ˛ Ah `mhmiw sNøpw hZXoXn ]cmicx ˛ F∂p ]cmic≥.
  • 18. ^eZo]nI 558 (23) [qta k¥XapjvWw kymZ·n`oXn¿atmhyYm 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 atmhyYm ˛ NqSpsIm≠p≈ hnja߃, A·n`bw, atmZpJw 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, PePytcmK߃, _‘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]amw) Ch C{μNmN^ew. (25) tIXu ]XLmXmZyw Imcymtim f it¿`bw GtX bZv`mhklnXmkvX±imbmw ^ew htZXv. 5. D]tIXp ^ew tIXu ]XLmXmZyw Imcymiw Ait¿`bw ˛ hogvN, BLmXw, Imcymiw, CSnan∂¬`bw Ch D]tIXp^ew, 7 ^eZmkabw GtX bXv `mhklnXmx ˛ Cu D]{Kl߃ GsXmcp `mhmYs‚ IqsSbmtWm n¬°p∂Xv, X±imbmw ^ew htZXv ˛ B `mhmYs‚ Zibn¬ ^ew ]dbWw. D]{KlßfpsS ^ew Ft∏mƒ Ap`hs∏Spw F∂ tNmZyØnp≈ DØcamWv
  • 19. A≤ymbw 25 -(D]{Kl߃) 559 CXv. (26) A¬∏mbpx IpapJx ]cm{IaKptWm ZpxJo N jvSmflPx {]Xy¿∞n¿£p`ntXm hnio¿ÆaZtm Zp¿Ωm¿KarXypw KXx [¿ΩmZn{]XnIqetXm f ScpNn¿˛ √m`mzntXm tZmjhm˛ ntXyhw {Iatim hne·`hmXv 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¿ÆaZtm ˛ in® ImatØmSpIqSnbh≥ 8. Zp¿Ωm¿KarXypw KXx ˛ Z¿ΩcWw 9. [¿ΩmZn {]XnIqeXm ˛ A[m¿ΩnI≥ 10. AScpNnx ˛ k©mcn 11. em`mzntXm ˛ em`tØmSpIqSnbh≥ 12. tZmjhm≥ ˛ tZmjn (tZmjkz`mhßfp≈h≥) CtXyhw {Iatim hne·`hmXv 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,
  • 20. ^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 temIØnv v D]{ZhIcamWv. (PohPme߃°p tZmjIcamWv.) (30) KpfnI`hmtY tI{μtK hm {XntImtW _enn nPKrlkvtY tkzm®an{XÿntX hm cYKPXpcKmWmw mbtIm amcXpteym alnX]rYpbim ymt∑Znoafite{μx. KpfnI`hmtY ˛ KpfnI≥ n¬°p∂ cminbpsS A[n]mb {Klw _enn ˛ _ehmmbn 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, BIƒ, IpXncIƒ ChbpsS mbIpw ImatZhst∏mse kpμcpw,
  • 21. A≤ymbw 25 -(D]{Kl߃) 561 alnX]rYpbim kymXv taZnoafite{μx. ˛ h¿≤n® bit mSpIqSnb cmPmhpambncn°pw. KpfnIÿnXnbp≈ `mh Øns‚ A[n]p _eaps≠¶n¬, B _eØnpkcn®p, cmPtbmKwhsc {]Xo£n°msa∂p Npcp°w. D]{KlkvXpXntbmsS Bcw`n®v, awKfmiwkItfmsS Ahkmn°p∂psh∂Xv Cu A≤ymbØns‚ Hcp khntijXbmWv. a{¥izc≥ Cu hnjbØnv F{Xam{Xw {]m[myw 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{]hNcoXn Ipsd°qSn Ip‰a‰Xm°n F∂XmWv CXns‚ bYm¿∞ ta∑. DZmlcWPmXIw ImWpI. H‰ tm´Øn¬ n¿t±mjsa∂p tXm∂p∂ `mhßfpsS nPÿnXn shfns∏SpØp∂Xn¬ D]{KlÿnXn hnPbn®psh∂pXs∂bmWv Ap`hkm£y]{Xw. DZmlcWPmXIØnse D]{KlÿnXn aow taSw CShw anYpw 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