Calculation of Avayogi

Name Chart, Calculation of Avayogi Poorvabadra 3°-20° A!i"i 13°-20° Krithi%a 10°-00° *ri+aira 6°-40° (Dh) (Chu-Chi-Cho-#a) (&-'u-Ae) (Ka-Ki) Uthrabadra 16°-40° $hara"i 26°-40° Rohi"i 23°-20° Arudhra 20°-00° (Du-Kha-Ju-Tha) (#ee-#u-#e-#o) (-a-i-u) (Ku-,ha-Ja-Cha) Revathi 30°-00° Krithi%a 30°-00° *ri+aira 30°-00° Pu"arvau 30°-00° (De-Do-Cha-Chi) (A) (e-o) (%e-Ko-o) Dha"ihta 6°-40° Pu"arvau 3°-20° (,u-,a.) (e) /hathabiha 20°-00° Puh.a 16°-40° (,o-/a-/e-/u) (u-e.-o-Da) /tar  a%htra Poorvabadra30°-00° Aheha 30°-00° (/a.-/o-Dah) (De-Da-De.-Do) 'ith their reetive *a%a 13°-20° Pada a"d /habdha Uthrahada 10°-00° (*a-*e-*u-*a.) 'hih i ot ue5u ($o-Ja-Ji) Porvaha+u"i 26°5or "ai"+ a "e! bor" /harava"a 23°-20° 40° (/he-/hu-/hea-/ho) (*aa-Ta-Tea-Tu) Dha"ihta 30°-00° Utraa+hu"i 30°-00° (,a-,hee) (Ta.) *ooa 13°-20° iha%a 3°-20° Chitra 6°-40° Uttraha+hu"i 10°(7eah-o-$a-$i) (Tho) (Ra-Re) 00° Poorvahada 26°-40° A"uradha 16°-40° /!athi 20°-00° (To-Pa-Phi) ($.-Dha-$ha-Dha) (o-e-u-e.) (Ru-Re.-Ro-Tha) ata 23°-20° Uthrahada 30°-00° J.eta 30°-00° iha%a 30°-00° (Pu-/ha-a-Tha) ($a.) (o-7a-7e-7ou) (Thi-Thu-The) Chitra 6°-40°

Planets and its Significance Planet Significance RA8 /ou9 :ather9 eath9 o"our CADRA*other9 # e.e9 :ood9 PR  KUJA /tre"+th9 Pr Proert.9 $r $rother  $UDA DA &dua duati tio" o"99 /it /iter er99 / /eeh eeh ,URU K"o!ed+e9 Chid9 Co5ort /UKRA UKRA /e;9 e;9 'i5e9 i5e9 ehi ehie e99 /e /ee e /A8 ,rie59 Dieae9 Death

House and its Significance House 8 88 888 8  8 88 888 8< < <8 <88

Significance = eath9 8"tei+e"e9 a. = 'eath9 :ood9 :ai.9 Death = Coura+e9 $rother9 /iter9 Death = *other9 ehie9 oue9 Treaure = Chidre"9 :a o5 Poitio" = Dieae9 Debt9 &"eie = /oue9 Trave9 Trade9 Death = #o"+evit.9 &"e. = :ather9 :ortu"e9 Rei+io" = Authorit.9 Authorit.9 :orei+"9 Pro5eio" = Deire9 8"oe9 Proerit. = #o9 Death9 /avatio"

How to Find Avayogi Add the #atitude o5 /u" a"d #atitude o5 *oo" a"d 3-3-20> a /tar o" !hih the oi"t 5a i the 7o+a 7o+a #ord #o rd ? Ava.o+i@

  #at o5 /u" #at o5 *oo"

oue De+ *i" 1 -  - 20 B - 24 - 30 ------------------------- - 2 - 0 Add 3 - 3 - 20 -------------------------12 - 6 - 10 -------------------------0 - 6 - 10

11

0

1 /u" °20E

2

10

3



4



B *oo" 24°30E

6



0 *ea" *eha oue 6°-10E *ea" A!i"i a%htra 7o+a #ord = Kethu Ava.o+i = Rahu 1@ Ava.o+i houd be i" 3969912 or "eeha or obuted> the" o". !e a" e;et +ood reut@ 2@ Ava.o+i i" %e"dra a"d %o"a !i do har@ Daa ord i" ava.o+i tar or ava.o+i houe !i +ive har@

Concept of Yogi, Avayogi and Duplicate Yogi Planet Thi !a a"other reFuet to !rite a" Artie about 7o+i9 Ava.o+i a"d Duiate 7o+i Pa"et@ 8 ut a. that 8 had to brea% . head i" u"derta"di"+ the auatio" o5 thee a"et but o"et i" the e"d i "ot that tou+h to u"derta"d@ 8" the e"d9 a a!a.9 .  hart ae to . reue a"d 8 u"dertood ho! to auate itG ora.9 there i a o"et !hih a. that a" Atroo+er houd "ot ee hiher o!" hart but 8 have a!a. 5ou"d . o!" hart ot he5u to u"derta"d a". o"et@ /o9 here ao9 8 !oud ove to brea% the traditio"@ /o9 here !e +o to u"derta"d thee a"et o" the bai o5 5oo!i"+ oi"t H Cauatio" o5 7o+i Pa"et a"d Duiate 7o+i Pa"et@ Cauatio" o5 Av.o+i Pa"et@ Co"et@ Aiatio"@ Co"uio"@ #etI over a oi"t o"e a5ter the other H

Calculation of Yogi Planet and Duplicate Yogi Planet  H /o9 thi auatio" a" brea% .our 

head but 8 !i tr. to a%e it a ie a 8 a"@ To a%e it ie9 !e !i o"ider o". de+ree o5 a"et9 "ot i"ute a"d eo"d@ A"other thi"+9 ever. auatio" !i tart 5ro Arie 0 de+ree@ 8 a+ai" a. that . hart !a ot he5u 5or e to u"derta"d it9 o 8 !i ue the de+ree 5ro . hart9 .ou a" ao ue de+ree o5 a"et 5ro .our hart@ #etI  be+i" H



Cou"t the o"+itude de+ree o5 /u" 5ro Arie 0 de+ree@ #i%e9 8 have /u" at 23 de+ree Carior"@ Arie to /a+ittariu   i+"@ 1 i+"  30 de+ree@  i+" 

;30  2B0 de+ree@ /u" i at 23 de+ree Carior"9 o add 23 ore to 2B0@ &"d reut i 23@



#i%e!ie9 ou"t the o"+itude de+ree o5 *oo" 5ro Arie 0 de+ree@ #i%e9 8 have *oo" at 14 de+ree Tauru@ 30 de+ree o5 Arie  14 de+ree o5 Tauru  44 de+ree@



Add both "uber H 23  44  33B de+ree@ o!9 add 3 de+ree 20 i" (do"It a%  e 5ro !here thi "uber ae)@ 33B  3@20  430@20 de+ree@ Thi tota ou"t o5 /u"I o"+itude  *oo"I o"+itude  3@20 de+ree i %"o!" a 7o+i Poi"t@

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 o!9 a+ai" be+i" 5ro Arie 0 de+ree a"d ee !here 430 de+ree a"d 20 i"ute !i 5a@ /o9 Arie to Pie  12 i+"  12 ; 30  360 de+ree@ 430@20-360  B0@20 de+ree@ /o9 a5ter overi"+ a i+" o"e9 !e are e5t !ith B0@20 de+ree@ A+ai"9 2"d rou"d be+i"@ Arie  Tauru  60 de+ree@ #e5t over 10@20 de+ree 5a i" Ardra  a%hatra a"d ,ei"i /i+"@ /o9 7o+i Poi"t i 5ai"+ i" Ardra a%hatra a"d ,ei"i /i+"@ ArdraI ord i Rahu a"d ,ei"iI ord i *erur.@ /o9 Rahu beoe . 7o+i Pa"et a"d *erur. beoe . Duiate 7o+i Pa"et@ /o9 ord o5 "a%hatra !here 7o+i Poi"t :a i 7o+i Pa"et a"d ord o5 i+" !here 7o+i Poi"t :a i Duiate 7o+i Pa"et@ /ie9 i"It itG

Calculation of Avayogi Planet H :oo! the ae roe a+ai" H



A+ai"9 ou"t the o"+itude de+ree o5 /u" 5ro Arie 0 de+ree@ #i%e9 8 have /u" at 23 de+ree Carior"@ Arie to /a+ittariu   i+"@ 1 i+"  30 de+ree@  i+"  ;30  2B0 de+ree@ /u" i at 23 de+ree Carior"9 o add 23 ore to 2B0@ &"d reut i 23@ #i%e!ie9 ou"t the o"+itude de+ree o5 *oo" 5ro Arie 0 de+ree@ #i%e9 8 have *oo" at 14 de+ree Tauru@ 30 de+ree o5 Arie  14 de+ree o5 Tauru  44 de+ree@



Add both "uber H 23  44  33B de+ree@ o! thi tie9 add 16 de+ree 40 i" (a+ai"9 do"It a% e 5ro !here thi "uber ae)@ 33B  16@40 23@40 de+ree@ Thi tota ou"t o5 /u"I o"+itude  *oo"I o"+itude  16@40 de+ree i %"o!" a Av.o+i Poi"t@

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 o!9 a+ai" be+i" 5ro Arie 0 de+ree a"d ee !here 23@40 de+ree !i 5a@ /o9 Arie to Pie  12 i+"  12 ; 30  360 de+ree@ 23@40-360  163@40 de+ree@ /o9 a5ter overi"+ a i+" o"e9 !e are e5t !ith 163@40 de+ree@ A+ai"9 2"d rou"d  be+i"@ Arie to #eo  10 de+ree@ #e5t over 13@40 de+ree 5a i" ir+o /i+"@ ere9 it i ea.@ 'e o". "eed to ee i" !hih i+" Av.o+i Poi"t 5a a"d ord o5 i+" !here

it 5a i Av.o+i Pa"et@ A it i 5ai"+ i" ir+o9 it ord *erur. i ao . Av.o+i Pa"et@ 

A"other thi"+ here i that *erur. i . Duiate 7o+i  Av.o+i Pa"et both@ 8"  o5  the 36 oibe obi"atio" the Duiate 7o+i a"d the Ava.o+i a" be the ae  a"et a"d i" 2 o5 the 36 oibe obi"atio" the duiate .o+i a"d the .o+i a" be the ae a"et@

Concept  H o!9 the o"et o5 thee a"et +o i%e thi H 





7o+i Pa"et H 7o+i Pa"et i the a"et !hih rovide roerit. to the ero" a"d that too eai.@ Duiate 7o+i Pa"et - Duiate 7o+i Pa"et he the 7o+i Pa"et i" +ivi"+ the  roerit. to the ero" a roied@ /o9 Duiate 7o+i Pa"et i %i"d o5 uort to 7o+i Pa"et@ Av.o+i Pa"et H Av.o+i Pa"et i the o"e !hih bri"+ obtae i" the !a. a"d a%e u hard !or% to ahieve roerit. i" i5e@

Application H $ut ratia i "ever a ie a theor. oo%@ 8t a. Rahu i . 7o+i Pa"et

 but . Rahu *D i +o"e 6 .ear a+o a"d it !a a ver. avera+e tie@ 8t a. *erur. i . Duiate 7o+i a"d Av.o+i Pa"et both@ A it i Av.o+i Pa"et9 it houd bri"+ obtae but 8 a u"der *erur. AD a"d 8 tarted . $ui"e i" thi AD9 ao eoe tarted %"o!i"+ e@ /o9 "either 7o+i Pa"et !or%ed a er theor. "or Av.o+i Pa"et@

8t a +oe ba% to di+"it.9 aee"t o5 a"et a"d a+e o5 ero"@ 8 have Rahu !ith /atur" i" e"e. i+" #eo@ /o9 it ho! that Rahu a 7o+i Pa"et !i +ive e reut a5ter aturit. o5 Rahu a"d !ith hard !or% ? diii"e o5 /atur"@ /o9 RahuI *D !a uoed to be avera+e o".@ #i%e!ie9 *erur. i Av.o+i Pa"et but it i ao Duiate 7o+i Pa"et@ Ao9 it i !ith e;ated *ar i" Carior"@ /o9 it AD !a uoed to be"e5it e@ /o9 it a +oe  ba% to the +ode" rue o5 di+"it. o5 a"et a"d the a+e !he" .ou are +oi"+ throu+h  a"etI daha@

Conclusion H /o9 it i a+ai" ba% to the ae o"et that &ver.thi"+ i i" Additio" a"d

 othi"+ Ca"e A".thi"+@ 7o+i a"d Av.o+i Pa"et !oud atter but their o"Lu"tio"9 aet9 daha a"d aturit. a+e too@ Atroo+. i a i"uive@