^eZo]nI 600
Language : Malayalam
PHALADEEPIKA
(INDIAN ASTROLOGY)
APPENDIX - 1
STRENGTH OF PLANETS
AUTHOR
MANTRESWARA
Translation, DTP and Layout by Mullappilly
Protected with Copy Right Rules by the TranslatorotecteL
Ap_‘w ˛ 1 (h¿§_ew) 601
Ap_‘w 1
{KlßfpsS h¿§_ew (A≤ymbw 3)
hnjbhnhcw
1. h¿§ßƒ
1. jUz¿§w
2. k]vXh¿§w
3. Zih¿§w
4. {XtbmZih¿§w
2. Zih¿§w ImWp∂Xns‚ Dt±iw
3. {KlßfpsS an{Xi{Xp_‘hpw an{Xi{Xph¿§ßfpw
4. Zih¿§KW
h¿§_ew ImWp∂ coXnbpw
DZmlcWPmXIØn¬ {KlßfpsS h¿§_ehpw
1. cmin 2. tlmc 3. t{Z°m-Ww 4. k]vXmwiw
5. hmw-iw 6. Zimw-iw 7. ZzmZ-imwiw 8. Iemwiw
9. {Xnwimwiw 10. jjvSywiw
5 DZmlcWPmXIØnse h¿§_ew
1. jUz¿§w
2. Zih¿§w
3. {XtbmZih¿§w
DZmlcWPmXIw
Pw: 10˛6˛1945, 1˛36 F.Fw., Xriq¿.
{Klkv^pSw :
IpP≥ ip{I≥ _p[≥ N{μ≥ kqcy≥ in Kpcp
5˛42 10˛46 48˛00 50˛49 55˛31 77˛61 145˛26
{KlÿnXn :
IpP≥ ip{I≥ _p[≥ N{μ≥ kqcy≥ in hymgw
taSw taSw CShw CShw CShw anYpw Nnßw
5T
˛42 10T
˛46 18T
˛0 20T
˛49 25˛31 17T
˛51 25T
˛26
^eZo]nI 602
1. h¿§ßƒ
1. jUz¿§w
1 2 3 4 5 6
cmin tlmc t{Z°m-hmw- ZzmZ- {Xnwimw
30/1 30/2 30/3 30/9 30/12 30/30
30T
15T
10T
3T
˛20 ’2T
˛30 1T
2. k]vXh¿§w
1 2 3 4 5 6 7
cmin tlmc t{Z°m-k]vXhmw- ZzmZi {Xnwimw ..
30/7
4T
˛17’˛18”
3. Zih¿§w
. 1 2 3 4 5 6 7 8 9 10
cmin tlmc t{Z°m-k]vXhmw- Zimw- ZzmZ-iIemw {Xnwim jjvSywi
30/10 30/16 30/60
3T
1T
˛52˛30 1/2T
4. {XtbmZih¿§w
k]vX-h¿§ß-fpsSIqsS {Xn-tIm-Ww, aqe{XntImWw, kz-t£{Xw, -D®w,
- tI-{μw, h¿t§m-Øaw- Ch BdpwIqSn Iq´nbXv {XtbmZih¿§w.
k]vXh¿§w {XntImWw XpSßnbh
1. cmin 8. {XntImWw
2. tlmc 9. aqe{XntImWw
3. t{Z°m-W 10. kzt£{Xw
4. k]vXmw 11. D®w
5. hmw-i 12. tI{μw
6. ZzmZ-im 13. h¿t§mØaw
7. {Xnwimw
2 Zih¿§w ImWp∂Xns‚ Dt±iw
cminapX¬ jjvSywiwhscbp≈ ]Øp h¿§ßfnse ÿnXn {Kl ßsf kw_‘n®nStØmfw
D®w, aqe{XntImWw, kzt£{Xw, an{X t£{Xw, kat£{Xw, i{Xpt£{Xw, oNw, auVyw XpSßnb
GsX¶nepw Nne ÿmßfnemWt√m hcpI. D®Ønse ÿnXn {Kl߃°p ]q¿Æ _ew
sImSp°ptºmƒ oNØnse _ew ipyamWv. AXpt]mse kzt£{XØn¬ (+) 75% _ew In´p∂
{KlØnp i{Xpt£{XØn¬ In´pI (˛˛) 50% _eamWv.
Ap_‘w ˛ 1 (h¿§_ew) 603
3. {KlßfpsS an{Xi{Xp_‘hpw
an{Xi{Xph¿§ßfpw
Ign™ A≤ymbØn¬ (t«mIw 21-˛22) hnhcn® ssk¿§nI an{Xi{Xp_‘wXs∂bmWv
ChnsS ]dbp∂ an{Xi{Xpt£{X߃°pw ASnÿmw: an{XØns‚ cmin an{Xt£{Xw; i{Xphns‚
cmin i{Xpt£{Xhpw. BXntYb{KlØnv Xs‚ cminbn¬ h∂pn¬°p∂ {KlØntmSp≈
atm`mhamWv CXn∂Snÿmw. DZmlcWØnv Hcp PmXIØn¬ N{μ≥ n¬°p∂Xv
Ipw`ØnemsW∂p IcpXpI. in°p N{μ≥ i{XphmbXnm¬ N{μs‚ ÿnXn i{Xpt£{XØnemWv.
N{μp i{Xp°fn√mØXnm¬ AXp kat£{XamsW∂p ]dbp∂Xp sX‰mWv.
an{X ka i{Xp_‘w
{Klw an{Xw ka≥ i{Xp
kqcyv NIpKp _p ipa
N{μv c_p IpKp-ipa C√
IpPv cNKp ip a _p
_p[v c ip IpKpa N
Kpcp-hnv cNIp a _pip
ip{Iv _pa IpKp cN
in°v _pip Kp cNIp
4 Zih¿§KW : h¿§_ew ImWp∂ coXnbpw
DZmlcWPmXIØn¬ {KlßfpsS h¿§_ehpw
1. cminbpw cminmY∑mcpw
º¿ 1 2 3 4 5 6 7 8 9 10 11 12
cmin taSw CShw anYpwI¿° Nnßw I∂n Xpemw hr›n [p aIcw Ipw`w aow
vmY≥Ip ip _p N c _p ip Ip Kp a a Kp
DZmlcWPmXIØnse cminÿnXn:
{Klw Ip ip _p N c a Kp e·w
cmin taSw taSw CShw CShw CShw anYp Nnßw aow
mY≥ Ip Ip ip ip ip _p c Kpcp
_‘w aqe ka an{X aqe i{Xp ka an{X ˛˛
-
e·w Ipip _pNc ak
am ˛
˛ Kp
in ˛ ˛ ˛
100
^eZo]nI 604
. 2. tlmcbpw tlmcmmY∑-mcpw
cminsb c≠mbn ]Ip-ØXp tlmc.
tlmcm-m-Y-∑m¿:
HmPcm-in-bn¬ BZy-tlmc kqcy-s‚bpw c≠m-asØ tlmc N{μs‚bpw.
bp‹cm-in-bn¬ tsc adn®v, BZy-tlmc N{μs‚bpw c≠m-asØ tlmc kqcy-s‚bpw.
tlmcIfpw tlmcmmY∑-mcpw:
HmPcmin bp‹cmin
(1) (2) (1) (2)
1T
˛ 15T
16T
˛ 30T
1T
˛ 15T
16T
˛ 30T
taSw - c N CShw N c
anYpw c N I¿°Sw N c
Nnßw c N I∂n N c
Xpemw c N hr›nIw N c
[p c N aIcw N c
Ip`w c N aow N c
DZmlcWPmXIØnse tlmcmÿnXn:
{Klw c N Ip _p Kp ip a
tlmc kqcy kqcy kqcy kqcy N{μ kqcy N{μ
_‘w kz an{X an{X ka ka i{Xp ka
3. t{Z°mWw
t{Z°mtWim {Xn`mssK... - cminsb aq∂mbn Xncn-®Xp t{Z°mWw.
t{Z°mW߃
t{Z°mWw 1 2 3
]cn[n 1T
˛ 10T
11T
˛ 20T
21T
˛ 30T
t{Z°mWm-Y-∑m¿: -
1. BZy-t{Z-°mWw ˛ cmiym[n]≥
2. a≤yt{Z-°mWw ˛ A©mw cminbpsS A[n]≥
3. A¥yt{Z-°mWw ˛ HºXmw cminbpsS A[n]≥.
mY∑-m¿: taSw ˛ Ip, CShw ˛ ip .... aow ˛ Kp F∂ {IaØn¬ Xs∂.
101
Ap_‘w ˛ 1 (h¿§_ew) 605
t{Z°mWmY ]´nI
t{Z°mWw˛1 t{Z°mWw˛2 t{Z°mWw˛3
1T
˛ 10T
11T
˛ 20T
21T
˛30T
1. taSw Ip c Kp
2. CShw ip _p a
3. anYpw _p ip a
4. I¿°Sw N Ip Kp
5. Nnßw c Kp Ip
6. I∂n _p a ip
7. Xpemw ip a _p
8. hr›nIw Ip Kp N
9. [p Kp Ip c
10. aIcw a ip _p
11. Ipw`w a _p ip
12. aow Kp N Ip
DZmlcWPmXIØnse t{Z°mWÿnXn:
{Klw c N Ip _p Kp ip a
t{Z°mWw aIcw aIcw taSw I∂n taSw Nnßw Xpemw
mY≥ a a Ip _p Ip c ip
_‘w i{Xp i{Xp kz kz an{X i{Xp an{X
--˛˛ IpKp ˛˛ ˛˛
˛˛ ˛˛
N c ip
˛˛ ˛˛ a _p
4. k]vXmwiw
Hcp cminsb Ggmbn `mKn®Xp k]vXmwiw.
k]vXmwimY∑-m¿:
1. HmPcminbn¬ ˛ AXmXp cminapX¬
2. bp‹cminbn¬ ˛ Ggmw cminapX¬
102
^eZo]nI 606
k]vXmwi]´nI (1 taSw, A[n]≥ Ip F∂ {IaØn¬)
Awiw 1 2 3 4 5 6 7
]cn[n 4--˛17-˛8 8˛34˛17 12˛51˛26 17˛8˛34 21˛25˛42 25˛42˛51 30˛0˛0
1. taSw 1 2 3 4 5 6 7
2. CShw 8 9 10 11 12 1 2
3. anYpw 3 4 5 6 7 8 9
4. I¿°Sw 10 11 12 1 2 3 4
5. Nnßw 5 6 7 8 9 10 11
6. I∂n 12 1 2 3 4 5 6
7. Xpemw 7 8 9 10 11 12 1
8. hr›nI 2 3 4 5 6 7 8
9. [p 9 10 11 12 1 2 3
10. aIcw 4 5 6 7 8 9 10
11. Ipw`w 11 12 1 2 3 4 5
12. aow 6 7 8 9 10 11 12
DZmlcWPmXIØnse k]vXmwiÿnXn
{Klw c N Ip _p Kp ip a
Awiw taSw aow CShw aow aIcw anYpw Xpemw
mY¿ Ip Kp ip Kp a _p ip
_‘w an{X an{X ka i{Xp ka an{X an{X
N_p c Ip ip
˛˛ ˛˛
Kp ˛˛
˛˛ ˛ a ˛˛
5. hmwiw
Hcp cminsb 3T
˛20’ hoXap≈ Hº-Xp `mKßfmbn Xncn-®Xp hmw-iIw.
{Kq∏v 1 5 9
1. tajmZn: taSw, Nnßw, [p
2. aIcmZn CShw, I∂n, aIcw
3. XpemZn anYpw, Xpemw, Ipw`w
4. I¿°ymZn I¿°Sw hriNnIw aow
103
Ap_‘w ˛ 1 (h¿§_ew) 607
hmwi ]´nI (1 taSw, A[n]≥ Ip F∂ {IaØn¬)
cmin 1 2 3 4 5 6 7 8 9
]cn[n 3˛20 6˛40 10˛00 13˛20 16˛40 20˛00 23˛20 26˛40 30˛00
1. taSw 1 2 3 4 5 6 7 8 9
2. CShw 10 11 12 1 2 3 4 5 6
3. anYpw 7 8 9 10 11 12 1 2 3
4. I¿°Sw 4 5 6 7 8 9 10 11 12
5. Nnßw 1 2 3 4 5 6 7 8 9
6. I∂n 10 11 12 1 2 3 4 5 6
7. Xpemw 7 8 9 10 11 12 1 2 3
8. hr›nIw4 5 6 7 8 9 10 11 12
9. [p 1 2 3 4 5 6 7 8 9
10. aIcw 10 11 12 1 2 3 4 5 6
11. Ipw`w 7 8 9 10 11 12 1 2 3
12. aow 4 5 6 7 8 9 10 11 12
DZmlcWPmXIØnse hmwiÿnXn
{Klw c N Ip _p Kp ip a
Awiw Nnßw I¿° CShwanYphr›nI¿°aow
mY≥ c N ip _p Ip N Kp
_‘w kz kz ka kz an{X ka ka
a ˛˛ Ip _p
˛˛ Nip
˛ ˛ c
˛˛ Kp ˛˛ ˛˛
6. Zimwiw
Hcp cminsb ]Øp `mKam°nbXmWv Zimwiw
ZimwimY∑-m¿
1. HmPcminbn¬ AXmXp cminapX¬
2. bp‹cminbn¬ HºXmw cminapX¬
104
^eZo]nI 608
Zimwiw ]´nI 1 taSw, A[n]≥ Ip F∂ {IaØn¬)
Awiw 1 2 3 4 5 6 7 8 9 10
]cn[n 3T
6T
9T
12T
15T
18T
21T
24T
27T
30T
1. taSw 1 2 3 4 5 6 7 8 9 10
2. CShw 10 11 12 1 2 3 4 5 6 7
3. anYpw 3 4 5 6 7 8 9 10 11 12
4. I¿°S 12 1 2 3 4 5 6 7 8 9
5. Nnßw 5 6 7 8 9 10 11 12 1 2
6. I∂n 2 3 4 5 6 7 8 9 10 11
7. Xpemw 7 8 9 10 11 12 1 2 3 4
8. hr›n 4 5 6 7 8 9 10 11 12 1
9. [p 9 10 11 12 1 2 1 2 3 4
10. aIcw 6 7 8 9 10 11 12 1 2 3
11. Ipw`w 11 12 1 2 3 4 5 6 7 8
12. aow 8 9 10 11 12 1 2 3 4 5
DZmlcWPmXIØnse ZimwiÿnXn:
{Klw c N Ip _p Kp ip a
Awiw I∂n I¿° CShw I¿°taSw I¿ hr›n
mY≥ _p N ip N Ip N Ip
_‘w an{X kz ka an{X an{X ka ka
˛˛ Kp Ip ˛˛
˛˛ N_p
ip
-˛˛ ˛
˛˛ a ˛ c
Ap_‘w ˛ 1 (h¿§_ew) 609
7. ZzmZ-imwiw
cminsb ]{¥-≠mbn Xncn-®Xp ZzmZ-imwiw.
ZzmZimwimY∑m¿:
{Klw n¬°p∂ cminapX¬ 1 apX¬ 12 hscbp≈XmWv ZzmZimwiw. DZmlcWØnv IpP≥
n¬°p∂Xv taSØn¬. ZzmZimwiw taSwapX¬ aow hsc. Kpcp n¬°p∂Xv Nnß Øn¬.
ZzmZimwiw NnßwapX¬ I¿°SIwhsc. mY∑-m¿ taSw˛Ip, CShw˛ip F∂ {IaØn¬ Xs∂.
ZzmZimwiw ]´nI
Awiw 1 2 3 4 5 6 7 8 9 10 11 12
]cn[n 2˛30 5˛00 7˛30 10˛00 12˛30 15˛00 17˛30 20˛00 22˛30 25˛00 27˛30 30˛00
cmin
1. taSw 1 2 3 4 5 6 7 8 9 10 11 12
2. CShw 2 3 4 5 6 7 8 9 10 11 12 1
3. anYpw 3 4 5 6 7 8 9 10 11 12 1 2
4. I¿°SIw4 5 6 7 8 9 10 11 12 1 2 3
5. Nnßw 5 6 7 8 9 10 11 12 1 2 3 4
6. I∂n 6 7 8 9 10 11 12 1 2 3 4 5
7. Xpemw 7 8 9 10 11 12 1 2 3 4 5 6
8. hr›nIw8 9 10 11 12 1 2 3 4 5 6 7
9. [p 9 10 11 12 1 2 3 4 5 6 7 8
10. aIcw 10 11 12 1 2 3 4 5 6 7 8 9
11. Ipw`w 11 12 1 2 3 4 5 6 7 8 9 10
12. aow 12 1 2 3 4 5 6 7 8 9 10 11
DZmlcWPmXIØnse ZzmZimwiÿnXn
{Klw c N Ip _p Kp ip a
Awiw aow aIcw anYp [p anYp NnßwaIcw
mY≥ Kp a _p Kp _p c a
_‘w an{X i{Xp ka i{Xp ka i{Xp kz
c ˛˛ ˛˛ IpKp
˛˛ ˛˛
N a ip
_p ˛˛ ˛˛ ˛˛
^eZo]nI 610
8. tjmUimwiw
Hcp cminsb ]Xnmdmbn Xncn®XmWv tjmUimwiw AYhm Iemwiw.
tjmUimwimY∑-m¿ cmiym[n]{IaØn¬ Xs∂.
tjmUimwiw:
1. Nccminbn¬ : taSwapX¬ I¿°SIwhsc
2. ÿnccminbn¬ : NnßwapX¬ hr›nIw hsc
3. D`bcminbn¬ : [papX¬ aowhsc
tjmUimwiw ImWp∂ coXn
DZmlcWw IpPkv^pSw = taSw 5˛42 . (taSw Nccmin)
CXp hnIebnem°ptºmƒ
5 $ 60 =300. 300+ 42 =v 342. 342 $ 60 = 20520 hnIe
tjmUimwiw = 6750 hnIe
20520˛¬ F{X 6750 D≠v ? = 3.04 = 4
taSØn¬n∂pw memasØ cmin = I¿°Sw
cminmY≥ = N{μ≥
DZmlcWPmXIØnse tjmUimwimY∑-m¿
{Klw c N Ip _p Kp ip a
Awiw I∂n I¿°Sw I¿°Sw CShw I∂n I∂n I∂n
mY≥ _p N N ip _p _p _p
_‘w an{X kz ka an{X ka an{X ka
9. {Xnwimw-iw
Hcp cminsb ap∏-Xmbn Xncn-®Xp {Xnwimw-iIw.
{Xnwimw-iImY∑m¿:
1. HmPcminIfn¬: 5 5 8 7 5
]cn[n 1˛5T
6˛10T
11˛18T
19˛25T
26˛30T
{Xnwimwiw: taSw Ip`w [p anYpw Xpemw
{XnwimwimY: Ip a Kp _p ip
2. bp‹cminIfn¬ 5 7 8 5 5
]cn[n 1˛5T
6˛10T
11˛18T
19-˛25T
26˛30T
mY∑-m¿ ip _p Kp a Ip
DZmlcWPmXIØnse {XnwimwimY∑-m¿
{Klw c N Ip _p Kp ip a
mY≥ Ip a a Kp ip Kp Kp
_‘w an{X i{Xp i{Xp i{Xp ka i{Xp ka
107
Ap_‘w ˛ 1 (h¿§_ew) 611
10. jjvSywiw
Hcp cminsb Adp-]-Xmbn `mKn-®Xv jjvSywiw.
1. HmPcm-inbn¬ {Iqc-mwi߃:
1 2 8 9 10 11 12 13 16
28 31 32 33 34 35 39 40 42
43 44 48 - 49 52 59
2. tijn®h kuaymwi߃
3. bp‹-cm-in-bn¬ CXnp hn]-coXambn hcp∂p.
jjvSywiw ]´nI
1. HmPcminbn¬
{Iqcmwiw 1 2 8 9 10 11 12 13 16 28 31 32
33 34 35 39 40 42 43 44 48 49 52 59
kuaymwiw 3 4 5 6 7 14 15 17 18 19 20 21
22 23 24 25 26 27 29 30 36 37 38 41
45 46 47 50 51 52 54 55 56 57 58 60
2. bp‹cminbn¬
{Iqcmwiw 3 4 5 6 7 14 15 17 18 19 20 21
22 23 24 25 26 27 29 30 36 37 38 41
45 46 47 50 51 52 54 55 56 57 58 60
kuaymwiw12 8 9 10 11 12 13 16 28 31 32
33 34 35 39 40 42 43 44 48 49 52 59
DZmlcWPmXIØnse jjvSywiÿnXn
{Klw: kqcy≥ N{μ≥ IpP≥ _p[≥ Kpcp ip{I≥ in
h¿§w: {Iqc kuay {Iqc {Iqc kuay kuay kuay
5. DZmlcWPmXIØnse h¿§_ew
(1) jUz¿§w
c N Ip _p Kp ip a
1. cmin ip ip Ip ip c Ip _p
2. tlmc c c c c N c N
3. t{Z°m-Ww a a Ip _p Ip c ip
4. hmw-iw c N ip _p Ip N Kp
5. ZzmZ-imwiw Kp a _p Kp _p c a
6. {Xnwimwiw Ip a a Kp ip Kp Kp
ip`h¿§w 2 1 1 3 1 1 3
]m]h¿§w 4 5 5 3 5 5 3
^eZo]nI 612
(2) Zih¿§w:
c N Ip _p Kp ip a
1. cmin i{Xp aqe{Xn aqe{Xn an{X an{X ka ka
2. tlmc kz an{X an{X ka ka i{Xp ka
3. t{Z°m-W i{Xp i{Xp aqe aqe an{X i{Xp D®w
4. k]vXmw an{X an{X ka oN oN an{X an{X
5. hmw-i kz kz ka kz an{X ka ka
6. Zimwi an{X kz ka an{X an{X ka ka
7. ZzmZ-im an{X i{Xp ka i{Xp ka i{Xp kz
8 Iemwiw an{X kz oNw an{X ka an{X ka
9. {Xnwimw an{X i{Xp i{Xp i{Xp ka i{Xp ka
10. jjvSywi {Iqc kuay {Iqc {Iqc kuay kuay kuay
ApIqew 7 7 3 5 5 3 4 (]Øn¬)
(3) {XtbmZih¿§w
c N Ip _p Kp ip a
1. cmin ip ip Ip ip c Ip _p
2. tlmc c c c c N c N
3. t{Z°m-Ww a a Ip _p Ip c ip
4. k]vXmwiw Ip Kp ip Kp a _p ip
5. hmw-iw c N ip _p Ip N Kp
6. ZzmZ-imwiw Kp a _p Kp _p c a
7. {Xnwimw iw Ip a a Kp ip Kp Kp
8. {XntImWw .. .. .. .. .. .. ..
9. aqe-{Xn-tImWw... N Ip .. .. .. ..
10. kzt£-{Xw- .. .. ... .. .. .. ..
11. D®w .. .. .. .. .. .. ..
12. tI{μw .. .. .. .. .. .. a
13. h¿t§Øaw .. .. .. .. .. .. ..
In´nb kwJy 2 2 3 2 .. .. 2

Phaladeepika - appendix 1

  • 1.
    ^eZo]nI 600 Language :Malayalam PHALADEEPIKA (INDIAN ASTROLOGY) APPENDIX - 1 STRENGTH OF PLANETS AUTHOR MANTRESWARA Translation, DTP and Layout by Mullappilly Protected with Copy Right Rules by the TranslatorotecteL
  • 2.
    Ap_‘w ˛ 1(h¿§_ew) 601 Ap_‘w 1 {KlßfpsS h¿§_ew (A≤ymbw 3) hnjbhnhcw 1. h¿§ßƒ 1. jUz¿§w 2. k]vXh¿§w 3. Zih¿§w 4. {XtbmZih¿§w 2. Zih¿§w ImWp∂Xns‚ Dt±iw 3. {KlßfpsS an{Xi{Xp_‘hpw an{Xi{Xph¿§ßfpw 4. Zih¿§KW h¿§_ew ImWp∂ coXnbpw DZmlcWPmXIØn¬ {KlßfpsS h¿§_ehpw 1. cmin 2. tlmc 3. t{Z°m-Ww 4. k]vXmwiw 5. hmw-iw 6. Zimw-iw 7. ZzmZ-imwiw 8. Iemwiw 9. {Xnwimwiw 10. jjvSywiw 5 DZmlcWPmXIØnse h¿§_ew 1. jUz¿§w 2. Zih¿§w 3. {XtbmZih¿§w DZmlcWPmXIw Pw: 10˛6˛1945, 1˛36 F.Fw., Xriq¿. {Klkv^pSw : IpP≥ ip{I≥ _p[≥ N{μ≥ kqcy≥ in Kpcp 5˛42 10˛46 48˛00 50˛49 55˛31 77˛61 145˛26 {KlÿnXn : IpP≥ ip{I≥ _p[≥ N{μ≥ kqcy≥ in hymgw taSw taSw CShw CShw CShw anYpw Nnßw 5T ˛42 10T ˛46 18T ˛0 20T ˛49 25˛31 17T ˛51 25T ˛26
  • 3.
    ^eZo]nI 602 1. h¿§ßƒ 1.jUz¿§w 1 2 3 4 5 6 cmin tlmc t{Z°m-hmw- ZzmZ- {Xnwimw 30/1 30/2 30/3 30/9 30/12 30/30 30T 15T 10T 3T ˛20 ’2T ˛30 1T 2. k]vXh¿§w 1 2 3 4 5 6 7 cmin tlmc t{Z°m-k]vXhmw- ZzmZi {Xnwimw .. 30/7 4T ˛17’˛18” 3. Zih¿§w . 1 2 3 4 5 6 7 8 9 10 cmin tlmc t{Z°m-k]vXhmw- Zimw- ZzmZ-iIemw {Xnwim jjvSywi 30/10 30/16 30/60 3T 1T ˛52˛30 1/2T 4. {XtbmZih¿§w k]vX-h¿§ß-fpsSIqsS {Xn-tIm-Ww, aqe{XntImWw, kz-t£{Xw, -D®w, - tI-{μw, h¿t§m-Øaw- Ch BdpwIqSn Iq´nbXv {XtbmZih¿§w. k]vXh¿§w {XntImWw XpSßnbh 1. cmin 8. {XntImWw 2. tlmc 9. aqe{XntImWw 3. t{Z°m-W 10. kzt£{Xw 4. k]vXmw 11. D®w 5. hmw-i 12. tI{μw 6. ZzmZ-im 13. h¿t§mØaw 7. {Xnwimw 2 Zih¿§w ImWp∂Xns‚ Dt±iw cminapX¬ jjvSywiwhscbp≈ ]Øp h¿§ßfnse ÿnXn {Kl ßsf kw_‘n®nStØmfw D®w, aqe{XntImWw, kzt£{Xw, an{X t£{Xw, kat£{Xw, i{Xpt£{Xw, oNw, auVyw XpSßnb GsX¶nepw Nne ÿmßfnemWt√m hcpI. D®Ønse ÿnXn {Kl߃°p ]q¿Æ _ew sImSp°ptºmƒ oNØnse _ew ipyamWv. AXpt]mse kzt£{XØn¬ (+) 75% _ew In´p∂ {KlØnp i{Xpt£{XØn¬ In´pI (˛˛) 50% _eamWv.
  • 4.
    Ap_‘w ˛ 1(h¿§_ew) 603 3. {KlßfpsS an{Xi{Xp_‘hpw an{Xi{Xph¿§ßfpw Ign™ A≤ymbØn¬ (t«mIw 21-˛22) hnhcn® ssk¿§nI an{Xi{Xp_‘wXs∂bmWv ChnsS ]dbp∂ an{Xi{Xpt£{X߃°pw ASnÿmw: an{XØns‚ cmin an{Xt£{Xw; i{Xphns‚ cmin i{Xpt£{Xhpw. BXntYb{KlØnv Xs‚ cminbn¬ h∂pn¬°p∂ {KlØntmSp≈ atm`mhamWv CXn∂Snÿmw. DZmlcWØnv Hcp PmXIØn¬ N{μ≥ n¬°p∂Xv Ipw`ØnemsW∂p IcpXpI. in°p N{μ≥ i{XphmbXnm¬ N{μs‚ ÿnXn i{Xpt£{XØnemWv. N{μp i{Xp°fn√mØXnm¬ AXp kat£{XamsW∂p ]dbp∂Xp sX‰mWv. an{X ka i{Xp_‘w {Klw an{Xw ka≥ i{Xp kqcyv NIpKp _p ipa N{μv c_p IpKp-ipa C√ IpPv cNKp ip a _p _p[v c ip IpKpa N Kpcp-hnv cNIp a _pip ip{Iv _pa IpKp cN in°v _pip Kp cNIp 4 Zih¿§KW : h¿§_ew ImWp∂ coXnbpw DZmlcWPmXIØn¬ {KlßfpsS h¿§_ehpw 1. cminbpw cminmY∑mcpw º¿ 1 2 3 4 5 6 7 8 9 10 11 12 cmin taSw CShw anYpwI¿° Nnßw I∂n Xpemw hr›n [p aIcw Ipw`w aow vmY≥Ip ip _p N c _p ip Ip Kp a a Kp DZmlcWPmXIØnse cminÿnXn: {Klw Ip ip _p N c a Kp e·w cmin taSw taSw CShw CShw CShw anYp Nnßw aow mY≥ Ip Ip ip ip ip _p c Kpcp _‘w aqe ka an{X aqe i{Xp ka an{X ˛˛ - e·w Ipip _pNc ak am ˛ ˛ Kp in ˛ ˛ ˛ 100
  • 5.
    ^eZo]nI 604 . 2.tlmcbpw tlmcmmY∑-mcpw cminsb c≠mbn ]Ip-ØXp tlmc. tlmcm-m-Y-∑m¿: HmPcm-in-bn¬ BZy-tlmc kqcy-s‚bpw c≠m-asØ tlmc N{μs‚bpw. bp‹cm-in-bn¬ tsc adn®v, BZy-tlmc N{μs‚bpw c≠m-asØ tlmc kqcy-s‚bpw. tlmcIfpw tlmcmmY∑-mcpw: HmPcmin bp‹cmin (1) (2) (1) (2) 1T ˛ 15T 16T ˛ 30T 1T ˛ 15T 16T ˛ 30T taSw - c N CShw N c anYpw c N I¿°Sw N c Nnßw c N I∂n N c Xpemw c N hr›nIw N c [p c N aIcw N c Ip`w c N aow N c DZmlcWPmXIØnse tlmcmÿnXn: {Klw c N Ip _p Kp ip a tlmc kqcy kqcy kqcy kqcy N{μ kqcy N{μ _‘w kz an{X an{X ka ka i{Xp ka 3. t{Z°mWw t{Z°mtWim {Xn`mssK... - cminsb aq∂mbn Xncn-®Xp t{Z°mWw. t{Z°mW߃ t{Z°mWw 1 2 3 ]cn[n 1T ˛ 10T 11T ˛ 20T 21T ˛ 30T t{Z°mWm-Y-∑m¿: - 1. BZy-t{Z-°mWw ˛ cmiym[n]≥ 2. a≤yt{Z-°mWw ˛ A©mw cminbpsS A[n]≥ 3. A¥yt{Z-°mWw ˛ HºXmw cminbpsS A[n]≥. mY∑-m¿: taSw ˛ Ip, CShw ˛ ip .... aow ˛ Kp F∂ {IaØn¬ Xs∂. 101
  • 6.
    Ap_‘w ˛ 1(h¿§_ew) 605 t{Z°mWmY ]´nI t{Z°mWw˛1 t{Z°mWw˛2 t{Z°mWw˛3 1T ˛ 10T 11T ˛ 20T 21T ˛30T 1. taSw Ip c Kp 2. CShw ip _p a 3. anYpw _p ip a 4. I¿°Sw N Ip Kp 5. Nnßw c Kp Ip 6. I∂n _p a ip 7. Xpemw ip a _p 8. hr›nIw Ip Kp N 9. [p Kp Ip c 10. aIcw a ip _p 11. Ipw`w a _p ip 12. aow Kp N Ip DZmlcWPmXIØnse t{Z°mWÿnXn: {Klw c N Ip _p Kp ip a t{Z°mWw aIcw aIcw taSw I∂n taSw Nnßw Xpemw mY≥ a a Ip _p Ip c ip _‘w i{Xp i{Xp kz kz an{X i{Xp an{X --˛˛ IpKp ˛˛ ˛˛ ˛˛ ˛˛ N c ip ˛˛ ˛˛ a _p 4. k]vXmwiw Hcp cminsb Ggmbn `mKn®Xp k]vXmwiw. k]vXmwimY∑-m¿: 1. HmPcminbn¬ ˛ AXmXp cminapX¬ 2. bp‹cminbn¬ ˛ Ggmw cminapX¬ 102
  • 7.
    ^eZo]nI 606 k]vXmwi]´nI (1taSw, A[n]≥ Ip F∂ {IaØn¬) Awiw 1 2 3 4 5 6 7 ]cn[n 4--˛17-˛8 8˛34˛17 12˛51˛26 17˛8˛34 21˛25˛42 25˛42˛51 30˛0˛0 1. taSw 1 2 3 4 5 6 7 2. CShw 8 9 10 11 12 1 2 3. anYpw 3 4 5 6 7 8 9 4. I¿°Sw 10 11 12 1 2 3 4 5. Nnßw 5 6 7 8 9 10 11 6. I∂n 12 1 2 3 4 5 6 7. Xpemw 7 8 9 10 11 12 1 8. hr›nI 2 3 4 5 6 7 8 9. [p 9 10 11 12 1 2 3 10. aIcw 4 5 6 7 8 9 10 11. Ipw`w 11 12 1 2 3 4 5 12. aow 6 7 8 9 10 11 12 DZmlcWPmXIØnse k]vXmwiÿnXn {Klw c N Ip _p Kp ip a Awiw taSw aow CShw aow aIcw anYpw Xpemw mY¿ Ip Kp ip Kp a _p ip _‘w an{X an{X ka i{Xp ka an{X an{X N_p c Ip ip ˛˛ ˛˛ Kp ˛˛ ˛˛ ˛ a ˛˛ 5. hmwiw Hcp cminsb 3T ˛20’ hoXap≈ Hº-Xp `mKßfmbn Xncn-®Xp hmw-iIw. {Kq∏v 1 5 9 1. tajmZn: taSw, Nnßw, [p 2. aIcmZn CShw, I∂n, aIcw 3. XpemZn anYpw, Xpemw, Ipw`w 4. I¿°ymZn I¿°Sw hriNnIw aow 103
  • 8.
    Ap_‘w ˛ 1(h¿§_ew) 607 hmwi ]´nI (1 taSw, A[n]≥ Ip F∂ {IaØn¬) cmin 1 2 3 4 5 6 7 8 9 ]cn[n 3˛20 6˛40 10˛00 13˛20 16˛40 20˛00 23˛20 26˛40 30˛00 1. taSw 1 2 3 4 5 6 7 8 9 2. CShw 10 11 12 1 2 3 4 5 6 3. anYpw 7 8 9 10 11 12 1 2 3 4. I¿°Sw 4 5 6 7 8 9 10 11 12 5. Nnßw 1 2 3 4 5 6 7 8 9 6. I∂n 10 11 12 1 2 3 4 5 6 7. Xpemw 7 8 9 10 11 12 1 2 3 8. hr›nIw4 5 6 7 8 9 10 11 12 9. [p 1 2 3 4 5 6 7 8 9 10. aIcw 10 11 12 1 2 3 4 5 6 11. Ipw`w 7 8 9 10 11 12 1 2 3 12. aow 4 5 6 7 8 9 10 11 12 DZmlcWPmXIØnse hmwiÿnXn {Klw c N Ip _p Kp ip a Awiw Nnßw I¿° CShwanYphr›nI¿°aow mY≥ c N ip _p Ip N Kp _‘w kz kz ka kz an{X ka ka a ˛˛ Ip _p ˛˛ Nip ˛ ˛ c ˛˛ Kp ˛˛ ˛˛ 6. Zimwiw Hcp cminsb ]Øp `mKam°nbXmWv Zimwiw ZimwimY∑-m¿ 1. HmPcminbn¬ AXmXp cminapX¬ 2. bp‹cminbn¬ HºXmw cminapX¬ 104
  • 9.
    ^eZo]nI 608 Zimwiw ]´nI1 taSw, A[n]≥ Ip F∂ {IaØn¬) Awiw 1 2 3 4 5 6 7 8 9 10 ]cn[n 3T 6T 9T 12T 15T 18T 21T 24T 27T 30T 1. taSw 1 2 3 4 5 6 7 8 9 10 2. CShw 10 11 12 1 2 3 4 5 6 7 3. anYpw 3 4 5 6 7 8 9 10 11 12 4. I¿°S 12 1 2 3 4 5 6 7 8 9 5. Nnßw 5 6 7 8 9 10 11 12 1 2 6. I∂n 2 3 4 5 6 7 8 9 10 11 7. Xpemw 7 8 9 10 11 12 1 2 3 4 8. hr›n 4 5 6 7 8 9 10 11 12 1 9. [p 9 10 11 12 1 2 1 2 3 4 10. aIcw 6 7 8 9 10 11 12 1 2 3 11. Ipw`w 11 12 1 2 3 4 5 6 7 8 12. aow 8 9 10 11 12 1 2 3 4 5 DZmlcWPmXIØnse ZimwiÿnXn: {Klw c N Ip _p Kp ip a Awiw I∂n I¿° CShw I¿°taSw I¿ hr›n mY≥ _p N ip N Ip N Ip _‘w an{X kz ka an{X an{X ka ka ˛˛ Kp Ip ˛˛ ˛˛ N_p ip -˛˛ ˛ ˛˛ a ˛ c
  • 10.
    Ap_‘w ˛ 1(h¿§_ew) 609 7. ZzmZ-imwiw cminsb ]{¥-≠mbn Xncn-®Xp ZzmZ-imwiw. ZzmZimwimY∑m¿: {Klw n¬°p∂ cminapX¬ 1 apX¬ 12 hscbp≈XmWv ZzmZimwiw. DZmlcWØnv IpP≥ n¬°p∂Xv taSØn¬. ZzmZimwiw taSwapX¬ aow hsc. Kpcp n¬°p∂Xv Nnß Øn¬. ZzmZimwiw NnßwapX¬ I¿°SIwhsc. mY∑-m¿ taSw˛Ip, CShw˛ip F∂ {IaØn¬ Xs∂. ZzmZimwiw ]´nI Awiw 1 2 3 4 5 6 7 8 9 10 11 12 ]cn[n 2˛30 5˛00 7˛30 10˛00 12˛30 15˛00 17˛30 20˛00 22˛30 25˛00 27˛30 30˛00 cmin 1. taSw 1 2 3 4 5 6 7 8 9 10 11 12 2. CShw 2 3 4 5 6 7 8 9 10 11 12 1 3. anYpw 3 4 5 6 7 8 9 10 11 12 1 2 4. I¿°SIw4 5 6 7 8 9 10 11 12 1 2 3 5. Nnßw 5 6 7 8 9 10 11 12 1 2 3 4 6. I∂n 6 7 8 9 10 11 12 1 2 3 4 5 7. Xpemw 7 8 9 10 11 12 1 2 3 4 5 6 8. hr›nIw8 9 10 11 12 1 2 3 4 5 6 7 9. [p 9 10 11 12 1 2 3 4 5 6 7 8 10. aIcw 10 11 12 1 2 3 4 5 6 7 8 9 11. Ipw`w 11 12 1 2 3 4 5 6 7 8 9 10 12. aow 12 1 2 3 4 5 6 7 8 9 10 11 DZmlcWPmXIØnse ZzmZimwiÿnXn {Klw c N Ip _p Kp ip a Awiw aow aIcw anYp [p anYp NnßwaIcw mY≥ Kp a _p Kp _p c a _‘w an{X i{Xp ka i{Xp ka i{Xp kz c ˛˛ ˛˛ IpKp ˛˛ ˛˛ N a ip _p ˛˛ ˛˛ ˛˛
  • 11.
    ^eZo]nI 610 8. tjmUimwiw Hcpcminsb ]Xnmdmbn Xncn®XmWv tjmUimwiw AYhm Iemwiw. tjmUimwimY∑-m¿ cmiym[n]{IaØn¬ Xs∂. tjmUimwiw: 1. Nccminbn¬ : taSwapX¬ I¿°SIwhsc 2. ÿnccminbn¬ : NnßwapX¬ hr›nIw hsc 3. D`bcminbn¬ : [papX¬ aowhsc tjmUimwiw ImWp∂ coXn DZmlcWw IpPkv^pSw = taSw 5˛42 . (taSw Nccmin) CXp hnIebnem°ptºmƒ 5 $ 60 =300. 300+ 42 =v 342. 342 $ 60 = 20520 hnIe tjmUimwiw = 6750 hnIe 20520˛¬ F{X 6750 D≠v ? = 3.04 = 4 taSØn¬n∂pw memasØ cmin = I¿°Sw cminmY≥ = N{μ≥ DZmlcWPmXIØnse tjmUimwimY∑-m¿ {Klw c N Ip _p Kp ip a Awiw I∂n I¿°Sw I¿°Sw CShw I∂n I∂n I∂n mY≥ _p N N ip _p _p _p _‘w an{X kz ka an{X ka an{X ka 9. {Xnwimw-iw Hcp cminsb ap∏-Xmbn Xncn-®Xp {Xnwimw-iIw. {Xnwimw-iImY∑m¿: 1. HmPcminIfn¬: 5 5 8 7 5 ]cn[n 1˛5T 6˛10T 11˛18T 19˛25T 26˛30T {Xnwimwiw: taSw Ip`w [p anYpw Xpemw {XnwimwimY: Ip a Kp _p ip 2. bp‹cminIfn¬ 5 7 8 5 5 ]cn[n 1˛5T 6˛10T 11˛18T 19-˛25T 26˛30T mY∑-m¿ ip _p Kp a Ip DZmlcWPmXIØnse {XnwimwimY∑-m¿ {Klw c N Ip _p Kp ip a mY≥ Ip a a Kp ip Kp Kp _‘w an{X i{Xp i{Xp i{Xp ka i{Xp ka 107
  • 12.
    Ap_‘w ˛ 1(h¿§_ew) 611 10. jjvSywiw Hcp cminsb Adp-]-Xmbn `mKn-®Xv jjvSywiw. 1. HmPcm-inbn¬ {Iqc-mwi߃: 1 2 8 9 10 11 12 13 16 28 31 32 33 34 35 39 40 42 43 44 48 - 49 52 59 2. tijn®h kuaymwi߃ 3. bp‹-cm-in-bn¬ CXnp hn]-coXambn hcp∂p. jjvSywiw ]´nI 1. HmPcminbn¬ {Iqcmwiw 1 2 8 9 10 11 12 13 16 28 31 32 33 34 35 39 40 42 43 44 48 49 52 59 kuaymwiw 3 4 5 6 7 14 15 17 18 19 20 21 22 23 24 25 26 27 29 30 36 37 38 41 45 46 47 50 51 52 54 55 56 57 58 60 2. bp‹cminbn¬ {Iqcmwiw 3 4 5 6 7 14 15 17 18 19 20 21 22 23 24 25 26 27 29 30 36 37 38 41 45 46 47 50 51 52 54 55 56 57 58 60 kuaymwiw12 8 9 10 11 12 13 16 28 31 32 33 34 35 39 40 42 43 44 48 49 52 59 DZmlcWPmXIØnse jjvSywiÿnXn {Klw: kqcy≥ N{μ≥ IpP≥ _p[≥ Kpcp ip{I≥ in h¿§w: {Iqc kuay {Iqc {Iqc kuay kuay kuay 5. DZmlcWPmXIØnse h¿§_ew (1) jUz¿§w c N Ip _p Kp ip a 1. cmin ip ip Ip ip c Ip _p 2. tlmc c c c c N c N 3. t{Z°m-Ww a a Ip _p Ip c ip 4. hmw-iw c N ip _p Ip N Kp 5. ZzmZ-imwiw Kp a _p Kp _p c a 6. {Xnwimwiw Ip a a Kp ip Kp Kp ip`h¿§w 2 1 1 3 1 1 3 ]m]h¿§w 4 5 5 3 5 5 3
  • 13.
    ^eZo]nI 612 (2) Zih¿§w: cN Ip _p Kp ip a 1. cmin i{Xp aqe{Xn aqe{Xn an{X an{X ka ka 2. tlmc kz an{X an{X ka ka i{Xp ka 3. t{Z°m-W i{Xp i{Xp aqe aqe an{X i{Xp D®w 4. k]vXmw an{X an{X ka oN oN an{X an{X 5. hmw-i kz kz ka kz an{X ka ka 6. Zimwi an{X kz ka an{X an{X ka ka 7. ZzmZ-im an{X i{Xp ka i{Xp ka i{Xp kz 8 Iemwiw an{X kz oNw an{X ka an{X ka 9. {Xnwimw an{X i{Xp i{Xp i{Xp ka i{Xp ka 10. jjvSywi {Iqc kuay {Iqc {Iqc kuay kuay kuay ApIqew 7 7 3 5 5 3 4 (]Øn¬) (3) {XtbmZih¿§w c N Ip _p Kp ip a 1. cmin ip ip Ip ip c Ip _p 2. tlmc c c c c N c N 3. t{Z°m-Ww a a Ip _p Ip c ip 4. k]vXmwiw Ip Kp ip Kp a _p ip 5. hmw-iw c N ip _p Ip N Kp 6. ZzmZ-imwiw Kp a _p Kp _p c a 7. {Xnwimw iw Ip a a Kp ip Kp Kp 8. {XntImWw .. .. .. .. .. .. .. 9. aqe-{Xn-tImWw... N Ip .. .. .. .. 10. kzt£-{Xw- .. .. ... .. .. .. .. 11. D®w .. .. .. .. .. .. .. 12. tI{μw .. .. .. .. .. .. a 13. h¿t§Øaw .. .. .. .. .. .. .. In´nb kwJy 2 2 3 2 .. .. 2