Horoscopes, Numerology, And Future
May 07, 2023 | astrology
Horoscopes, Numerology, and Future
Numerology and palmistry are two sides of a coin. Just as the soul is incomplete without body, similarly numerology is incomplete without palmistry and palmistry is incomplete without numerology.
Usually, astrologers tell the future of any person by mere observation of hand lines or by calculation of numerology, but in my view, we should give a decision only after thorough observation of both the sciences. Here we are giving the material received from the readers on various aspects related to astrology. These compositions are the authors' own experiences and thoughts. The editor has no consent with them.
Let us see how the future of a person can be determined based on numerology. Let us first learn about the sequence of zodiac signs.
Zodiac serial number
Virgo 6 Libra 7
Since numbers from 1 to 9 recur in numerology,
Therefore, we will put the digits after 9 again in the same order -
Capricorn 10 = 1 + 0 = 1
Aquarius 11 = 1 + 1 = 2
Mean 12 = 1 + 2 = 3
In this way, we can get zodiac, auspicious partner of their lord i.e. sympathy points, like-
1, 8 Aries, Scorpio Mars
2, 7 Taurus, Libra Venus
3, 6 Gemini, Virgo Mercury
4 Cancer Moon
5 Leo Surya
9, 3 Sagittarius, Pisces Guru
1, 2 Capricorn, Aquarius Saturn
Note- Moon and Sun are the masters of only one zodiac, like Moon of Cancer and Sun of Leo. Hence they are also called Ekrashi Swami. The remainder is called Dwiraishi Swami.
Here we must have knowledge of Swami numerals. like-
Note: Rahu 4 and Ketu 7 can be placed under the Sun and Moon respectively.
Chandra 2 - Ketu 7 Sun 1 - Rahu 4
In this way, we can get auspicious associate points by the sum of zodiac signs.
Aries + Scorpio 1 + 8 = 9
Taurus + Libra 2 + 7 = 9
Gemini + Virgo 3 + 6 = 9
Cancer 4 = 4
Leo 5 = 5
Sagittarius + Pisces 9 + 3 = 12 = 1 + 2 = 3
Capricorn + Aquarius 1 + 2 = 3
Therefore, it is clear that Mars, the lord of Aries + Scorpio (1 + 8 = 9 Yoga), is 9 and the sum of the order of the two zodiac signs is also 9, so thus the auspicious number of both zodiac names is 9.
It is clear that Aries and Scorpio will have a friendship. Along with being both friends, they will also be similar in mutual views. If the people of these zodiacs do any business together then there will be profit.
Therefore, we can also say that Aries + Scorpio, whose lord is Mars, will have an effect on them for a lifetime and if their Bhagyank is also coming 9, then it will be terrible for both of them. Similarly, we can also know about other planets. If we want to find an auspicious day or month, then it will be very easy.
Like- Mars is the lord of Aries + Scorpio, so Tuesday will be auspicious. Similarly, if the number is known then even an auspicious day can be found.
Suppose a person is born on 2 February. Hence, the lord of 2 digits is Chandra, so Monday will be an auspicious day. With this, that person's month of February became equally fortunate, because, in the order of the month, February is coming at the second (2) place.
If the two zodiac signs of the same lord, the lord of the persons named, the numerals, and the mascot (radix + bhagyank + namank + stupa) come to the same, then their friendship will be unwavering. There will also be similarities in the views of such spouses.
Method to find auspicious marks
Formula: Numbank = (Radix + Bhagyank + Namank + Stupank)
There are three methods of extracting numbers.
(1) Saferial method.
(2) Kiro method.
(3) the English method.
We will use the referral method here because most astrologers use this method to get accurate results.
Knowledge of date of birth, month, a year is necessary to get auspicious.
For example- Here we extract a number. Suppose A was born on 11-2-1942. Therefore
Ramesh was born on 11-2-1942. Therefore
Radix = 11 = 1 +1 = 2
Therefore, the radius of the date of birth is 2.
Now to remove Bhagyank, month and year will be added along with the date of birth.
Eg Bhagyank = 11.2.1942
1 + 1 + 2 + 1 + 9 + 4 + 2
= 20 = 2 + 0 = 2
Therefore, his Bhagyank (2) was also equally lucky with Radank (2).