Gunantar is 1 day, 55 ghari, 1 pal and recorded movement of Rahu on that day is 3/11. First of all, 1 multiplied by 3 Rahugati gives the product 3; 55 multiplied by 3 Rahugari given the product 165. Again, 1 multiplied by 3 gives the product 3. These calculations are written separately.
1 multiplied by Rahu movement will give the product 11 while 55 multiplied by Rahugati 11 yields 605. Again, 1 multiplied by Rahu Gati 11 will give the product 11 to be divided by 60 to get 0 as quotient and 11 as remainder which are to be left out.
Adding nominator 3 to 605 will make a total of 608 divided by 60 to yield a quotient 10 and a remainder 8 to be left out. Then 10 will be added to denominator 165 to make a total of 175 to which 11 will be added to make total of 186. It will be divided by 60 to get a quotient 3 and a remainder 6. The quotient 3 is added to denominator to make 6 which when divided by 60 will give 0 quotient with remainder 6. Thus the obtained number will be 0 day 6 Ghari and 6 pals. Since both the North and the South lunar nodes have crooked movement in Gunantar the obtained number are added while in Ekhantar the obtained numbers are deducted. When these obtained numbers are added to midnight of Purnmashi inference of North lunar node we get Rashi inference of our target time which is 19 Ansh, 55 Kula and 54 Bakula of Mithun Rashi.
Day and Midnight of Purnmashi |
3 Day |
45 Ghari |
6 Pal |
Day of birth and Time |
1 |
50 |
5 |
Remainder number
of Guanatar |
1 |
55 |
1 |
North Lunar
node movement |
|
|
|
Product of 3 |
3 |
165 |
3 |
Product of 11 |
11 |
605 |
11 |
11 ÷ 60 = quotient
0, remainder 11
3 + 605 = 608 = quotient 10, remainder 8
165 + 10 +
11 = 186 60 = quotient 3, remainder 6
3 + 3 = 6 60 = quotient 0, remainder 6
The obtained number of gunantar is 0 day 6
ghari 6 pals
Added to Rahu Inference |
2 |
19 |
49 |
48 |
Rahu inference of target two |
2 |
19 |
55 |
54 |
|
Rashi |
Ansh |
Kula |
Bakula |
2 Raas |
19 Ansh |
5 Kula |
54 Bakula |
6 Raas |
|
|
|
8 Raas |
19 Ansh |
55 Kula |
54 Bakula |
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