[Jagannath] Longevity by the three pairs

[Guest guest]

OM VISHNAVE NAMAH

 

Dear Gauranga,

There is a table in UPSJ and COVA for this. If all three have long life, it

shall be near 96 to 108, and if two have long life and one middle then it

is reduced and further reduced if one has short life.

 

In the case of one factor dominating over the others, use the short life

combination with others.

 

Best Wishes

Sanjay Rath

 

-

Gauranga Das <gauranga

<varahamihira >

Saturday, April 15, 2000 0040 S Rath

[Jagannath] Longevity by the three pairs

 

 

> JAYA JAGANNATHA!

>

> Dear Gurudeva,

>

> Pranaams.

>

> In the UPSJ you explain the method of three pairs for

> determination of longevity. If the three pairs indicate

> different longevity, then one of them will prevail (the one

> indicated by the Lagna-Hora Lagna or Moon-Saturn pair, if

> Moon is in 1. or 7. house). You explain the following: If

> the longevity indicated by the final pair is long, then it

> will be 88 years (middle between 96 and 80).

>

> My question is the following:How much will be the longevity

> of a person with three different pairs, if the final pair

> indicates medium or short life?

>

> Your shishya, Gauranga das

>

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[Guest guest]

JAYA JAGANNATHA!

 

Dear Gurudeva,

 

Pranaams.

 

-----Eredeti üzenet-----

Feladó: Sanjay Rath <srath

Címzett: <varahamihira >

Elküldve: 2000. április 15. 17:21

Tárgy: Re: [Jagannath] Longevity by the three pairs

 

 

> OM VISHNAVE NAMAH

>

> Dear Gauranga,

> There is a table in UPSJ and COVA for this. If all three

have long life, it

> shall be near 96 to 108, and if two have long life and one

middle then it

> is reduced and further reduced if one has short life.

>

> In the case of one factor dominating over the others, use

the short life

> combination with others.

 

Yes, I see tha table. But it is for cases when two are of

the same class and one is different. But I was interested to

know how to calculate if all three pairs are different. You

give one example of this:

 

> > the longevity indicated by the final pair is long, then

it

> > will be 88 years (middle between 96 and 80).

 

But how to calculate for the other two cases. If the medium

prevails, shoud I take average between short-short-medium

(40) and medium-medium-short (64)? this will be 52. Or is

this the longevity for three different pairs with short

prevailing?

 

Then we have the following: three different pairs with short

prevailig is 52, with long prevailing is 88.

My logic suggests that if I want to take the longevity with

medium prevailing, then I have to average these two numbers.

The result will be 70 years. Is this correct?

 

Your shihsya, Gauranga das

[Guest guest]

Dear Gauranga,

All this is still approximation and can be altered considerably on the bais

of the shoola Dasa. Longevity will be taught at a later date..I have to stay

with the class.

Best Wishes

Sanjay Rath

 

-

Gauranga Das <gauranga

<varahamihira >

Sunday, April 16, 2000 2343 S Rath

Re: [Jagannath] Longevity by the three pairs

 

 

> JAYA JAGANNATHA!

>

> Dear Gurudeva,

>

> Pranaams.

>

> -----Eredeti üzenet-----

> Feladó: Sanjay Rath <srath

> Címzett: <varahamihira >

> Elküldve: 2000. április 15. 17:21

> Tárgy: Re: [Jagannath] Longevity by the three pairs

>

>

> > OM VISHNAVE NAMAH

> >

> > Dear Gauranga,

> > There is a table in UPSJ and COVA for this. If all three

> have long life, it

> > shall be near 96 to 108, and if two have long life and one

> middle then it

> > is reduced and further reduced if one has short life.

> >

> > In the case of one factor dominating over the others, use

> the short life

> > combination with others.

>

> Yes, I see tha table. But it is for cases when two are of

> the same class and one is different. But I was interested to

> know how to calculate if all three pairs are different. You

> give one example of this:

>

> > > the longevity indicated by the final pair is long, then

> it

> > > will be 88 years (middle between 96 and 80).

>

> But how to calculate for the other two cases. If the medium

> prevails, shoud I take average between short-short-medium

> (40) and medium-medium-short (64)? this will be 52. Or is

> this the longevity for three different pairs with short

> prevailing?

>

> Then we have the following: three different pairs with short

> prevailig is 52, with long prevailing is 88.

> My logic suggests that if I want to take the longevity with

> medium prevailing, then I have to average these two numbers.

> The result will be 70 years. Is this correct?

>

> Your shihsya, Gauranga das

>

>

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> HARE RAMA KRISHNA

> Archive: varahamihira

> Info: varahamihira/info.html

>

>

>