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PHALADEEPIKA - CHAPTER 25
1.
A≤ymbw 25 -(D]{Kl߃)
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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
2.
^eZo]nI 542 ^eZo]nI (tPymXnjw) {KŸImc≥ at{¥izc≥ aebmfw X¿÷a ap√∏n≈n
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
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