Astrology Fundamentals

(1)

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6 ]]bbqqvvqqx x UUvvqqxx``bbff` ` UUaaiiqqx x AAbbvv}}`` EEkkppaamm 8

8 GGaannkkiik k NNkk}}``qqiib b NNaavvhhqqvv{ { BBkkvv MMqqbbjj =

= HbiHbi hahav v CbCbvcb vcb NddNddi i W W b}ab}a v v NN 1 1 JaJadd XXkkii``b b XXqqi i EE EE 5 5 UUkkvvggdd CCbbii{{b b NNaavvhhqqvv{ { AA MM 7 7 JJkkffvvb b ]]qqjjb b UUaaiiqqx x BB NN 0 0 Xhdv|kd Xhdv|kd Uvkxh`kcb Uvkxh`kcb Nbvx Nbvx W W EE ; ; XXbbggkk}}}}bbvvkkqqx x MM``bbiiq q OOqq||kk}}aav v EE MM 2 2< < HHbb||vvkkhhddvvi i NNbbccbbvvb b XXbb}}qqvvi i AA EE 2 22 2 BBrrqqbbvvkkqqx x CCqqnnff``b b XXbb}}qqvvi i BB NN 2 26 6 \\kkxxhhaaxx NNaaaaiib b OOqq||kk}}aav v WW MM

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2 Jbgib Jbgib Fdm{$JkeaFdm{$Jkea

6 M`bi Ekibiha 6 M`bi Ekibiha 8 8 \bvbcvbn \bvbcvbn HdqvbgaHdqvbga = = XXqqcc``bb NNdd}}``aavv$$@@bb||||kkiiaaxxxx 1 1 Fqmm`k Fqmm`k H`kjmvai$Ki}ajjkgaihaH`kjmvai$Ki}ajjkgaiha 5 5 X`b}vq X`b}vq AiankaxAiankax 7 7 Cbjb}vb Cbjb}vb Nbvvkbga$\bv}iavx`k|Nbvvkbga$\bv}iavx`k| 0

0 Nvk}{q Nvk}{q Mab}`Mab}` $Mkxabxa$Mkxabxa ; ; F`bg{b F`bg{b Edv}qiaEdv}qia 2 2<< CCbbvvnnb b WWddvvcc 2 22 2 JJbbff``bb GGbbkkiixx 26 U{b{b Ap|aixa$Xqeeavkig 26 U{b{b Ap|aixa$Xqeeavkig Gvb`b Mvkx`}k Gvb`b Mvkx`}k X`bik X`bik . . 8* 8* 7* 7* 2<2< Nbi Nbigbj .gbj . =* 7=* 7* 0* 0 Gqvq Gqvq . . 1* 1* 7* 7* ;; Vb`q Vb`q . . 1* 1* 7* 7* ;; D}`avx . 20< Magvaax D}`avx . 20< Magvaax

(2)

\JBIA] Evkaimx Aiankax Iaq}vbjx Xqi Nddi* Nbvx* Oq|* Ca}q Uaiqx* Xb}qvi* Vb`q Navhqv{

Nddi Xqi* Navhqv{ (Vb`q* Ca}q+ Nbvx* Oq|* Uaiqx* Xb}

Nbvx Xqi* Nddi* Oq|* Ca}q Navhqv{* Vb`q Uaiqx* Xb}qvi Navhqv{ Xqi* Uaiqx* Vb`q Nddi* Ca}q Nbvx* Oq|k}av* Xb}qvi

Oq|k}av Xqi* Nddi* Nbvx* Ca}q Navh* Uaiqx* Vb`q Xb}qvi

Uaiqx Navh* Xb}* Vb`q* Ca}q Nddi* Xqi Nbvx* Oq|k}av

Xb}qvi Navh* Uaiqx* Vb`q Xqi* Nddi* Nbvx* Ca}q Oq|k}av

Vb`q Uai* Xqi* Navh Ca}q* Nddi Nbvx* Xb}* Oq|* Navh

Ca}q Nbvx* Vb`q* Oq|k}av Xqi Xb}* Uai* Navh* Oq|

JBGIB \JBIA]X . Faiaekh Nbjaekh

Bvkax Nbvx* Uai* Oq|* Xqi* Nddi Navhqv{

]bqvqx Xqi* Navh* Xb} Uaiqx* Oq|* Nbvx

Gankik Navh* Uaiqx* Oq|* Xb} .

Hbihav Nddi* Uaiqx* Nbvx Xb}qvi* Oq|k}av

Jad Xqi* Oq|* Xb}* Nbvx Nddi

Ukvgd Navh* Uaiqx* Oq|k}av Xb}qvi* Nbvx* Xqi

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Xhdv|kd Oq|* Xqi* Nddi* Xb} Nbvx* Uaiqx

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Hb|vkhdvi Nbvx* Uaiqx* Nav* Nddi Xqi* Oq|k}av

Brqbvkqx Xb}qvi* Xqi* Uaiqx Nddi* Navhqv{

\kxhax Oq|k}av* Navhqv{* Nddi Xb}qvi* Uaiqx* Xqi Apbj}b}kdi % Mafkjk}b}kdi de \jbia}x

\jbia}x Xqi Ndi Nbvx Nav Oq| Uai Xb}

Apbj}b}kdi 2 6 2< 5 = 26 7

Nddj.]vkcdib 1 = 2 5 ; 7 22

Dwi Xkgi 1 = 0 8 26 6 2<

Mafkjk}b}kdi 7 0 = 26 2< 5 2

@DQXA XKGIKEKHBIHA

2 Fdm{* Ukv}qa x* Ebna* H`b vb h}a v* Nkgvb}kd i

6 Wabj}`* Ebnkj{* Xkn|ja amqhb}kdi* X}b}qx* Xbja.\qvh`bxa 8 Fvd}`avx$Xkx}avx* Odqvia{x* Kik}kb}kuax* \b}kaiha* Hdqvbga

(3)

= Nd}`av* @b||kiaxx* \vd|av}{* Ua`khja* @dna* Evkaimx % Vajb}kuax* Nai}bj x}b}a

1 Xdi* Ki}ajjkgaiha* Gdu})‛x Ebudqv 5 Maf}x* Mkx|q}ax* Mkxabxax* Aian{

7 Nbvvkbga$\bv}ia vx` k|* W kea $@qxfbim* O dqvi a{

0 Mab}`* Bga* Ukh}dv{$Maeab}* Mand}kdi evdn `kg` |dx} ; Edv}qia* Eb}`av* \kjgvknbga* Jbw* Jabmavx`k|* \vd|av}{ 2< Ebna* Vax|ah}* \dwav* \vdeaxxkdi* \dx}$X}b}qx* Odqvia{*

Xhkaiha* Wkiikig Hdn|a}k}kdi 22 Kihdna* Gbkix

26 ]vbuaj* Mdib}kdi* Ap|aixax* @bimkhb|* Xjaa|* Gdu}) |aibj}kax* Obkj* Max}vqh}kdi* Ndcx`b* Vajkgkdqx Kihjkib}kdi

\JBIA] XKGIKEKHBIHA

Xqi Eb}`av* Gdu})* Xdqj* Ib}qva* @abj}`* Nbja \jbia}

Nddi Nd}`av* Eanbja vajb}kdix* Nkim* \`{xkhbj wajj fakig* \vd|av}{* Xq||dv} evdn Gdu})

Nbvx \b}kaiha* Ubjdv* \dwav* \vd|av}{* Mkxabxax* Fvd}`avx* ]avvdvkxn* (Bvn{$\djkha+

Navhqv{ X|aah`* Namkhbj* Wvk}kig* Aigkiaavkig* Jbw$Jagbj nb}}avx* Hdnnavha*

Oq|k}av Cidwjamga* @b||kiaxx* Vajkgkdi* @dna* Xdi* Gvbimxdi* Gddm h`bvbh}av$maamx* Evkaimx* \djk}khx* Amqhb}kdi

Uaiqx Wkea* Nbvvkbga* Xap* Xkigkig* \da}v{* Ejdwavx* Ua`khja* Wabj}`* Vbo.{dgb* Nb}avkbjkx}kh hdnedv}x

Xb}qvi Mab}`* Bga* ]vdqfja* Jdxx de X}b}qx* @qnkjkb}kdi* Obkj* Xqvgav{* Edvakgi Hdqi}v{

Bubx}`b de \jbia}x

Magvaax Ki Dmm Xkgi Ki Auai Xkgi

< }d 5 Fbbj bubx}`b Nvk} bubx}`b 5 }d 26 Cqnbv bubx}`b Uvkm` bubx}`b 26 }d 20 [qub bubx}`b [qub bubx}`b 20 }d 6= Uvkm` bubx}`b Cqnbv bubx}`b 6= }d 8< Nvk} bubx}`b Fbbj bubx}`b

! de Faiaekh % Nbjaekh Aeeah}

\jbia} \jbhanai} Faiaekh Aeeah} Nbjaekh Aeeah}

(4)

Nddi Aian{‛x xkgi <! 2<<!

Nbvx Iaq}vbj xkgi 26)1! 71!

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Uaiqx Evkaimj{ xkgi 61! 1<!

Xb}qvi Gvab} aian{‛x xkgi <! 2<<!

Vb`q$Ca}q Mafkjk}b}kdi xkgi <! 2<<!

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(6)

26 EDVAKGI HDQI]V[ ]VBUAJX* JBW[AVX* KIUAX]KGB]KDI WDVC* @DX\K]BJX* \VKXDIX*

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Iabviaxx }d }à Xqi? ]à |jbia}x w`kh` fahdna hjdxa }d }à Xqi qimav x|ahkekh magvaax bva hbjjam hdnfqx} |jbia}x) ]à Xqi kx }à ndx} |dwaveqj |jbia} bim uav{ hjdxa }d }à abv}`) Wài |jbia}x hdna hjdxav }d }à Xqi wk}`ki x|ahkekh magvaax3 }à{ fahdna hdnfqx}) B hdnfqx} |jbia} fahdnax kihb|bfja de gkukig k}x vaxqj}x q| }d eqjj ap}ai} xkiha k}x vb{x bva duav |dwavam f{ }à vb{x de }à Xqi) Ki hdnfqx} x}b}a* }à |jbia} kx id} bfja }d hdi}vdj k}x xkgikekhb}kdix bim }à vaxqj}x de k}x gaiavbj bim |bv}khqjbv xkgikekhb}kdix bva jaxxaiam ma|aimkig q|di k}x hjdxaiaxx }d }à Xqi3 k}x x}vaig}` kx vamqham }d b hav}bki ap}ai} ma|aimkig di }à |jbhanai} de |jbia}x ki x|ahkekh `dqxax bim xkgix)

\jbia}x fahdna Hdnfqx} iabv }`a Xqi b} }`axa magvaax? .

Nddi . 26* Nbvx . 27* Navhqv{ . 2=* Oq|k}av . 22* Uaiqx . 2< bim Xb}qvi . 21)

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ga}x hbihajjam ke ?.

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6)

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