Prime , prime numbers.

I have found a mathematical computation method.
I'm glad to know your opinion about this method.
At this address are some examples.
I'm waiting for your questions.
https://mistermatematic.blogspot.com/2018/10/blog-post.html?m=0#comment-form
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This is a good method!
Number 6 is a perfect number. (Teleioi for the wise men of ancient Greece).
   This method I drew it differently.
The foundation I built is number 6.
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https://mistermatematic.blogspot.com/2018/06/6-and-prime-numbers.html?m=0
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a question is this: Is it divisible by 7 and by 13 this number 44460689?
Can we know all the numbers 7 and 13 that generate this large number?
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Yes it is true.
This number 44460689 is a prime spatial number (multidimensional). This prime number is composed of this combination:
7 × 7 × 7 × 13 × 13 × 13 × 59.
   My calculation method is imperfect. However, my calculation method can be improved.
  You have found a calculation method that is useful for my calculations.
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 Yes I understand.
All numbers can be grouped. The numbers grouping rules are very important.
These rules generate programs for electronic computers.
  I'm thinking of giving an example of mathematical calculation here.
  A simple and clear example starting with the number 44460689 and with the twin numbers 44460679 and 44460697.
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Here is an example for calculating the divisibility of a large number of seven.
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Let's pay attention to the numbers that appear after the comma.
  5 ... 7 ... 1 ... 2 ... 4 ... 8.
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All linear prime numbers or prime space numbers ending with 9.
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All linear prime numbers or prime space numbers ending with 1.
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After the comma, the numbers appear in the following order:
2 ... 8 ... 7 ... 1 ... 5 ... 4.
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Numbers ending in 3 are ordered otherwise.
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Numbers ending in the 7th order otherwise.
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Spatial prime numbers have some special qualities.
For example, these.
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Only numbers 44460689 and 49 are divisible by 7.
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Let's continue the research.
I divided the number 44460689 into three groups, Group A, Group B, and Group C.
  What are the qualities of the B group number, so that this number is divisible by 7?
  Here your mathematical computational method can give you an answer.
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I call linear prime numbers all prime numbers that follow the classic definition.
7 ... 11 ... 23 .... 71 ... etc ... etc ...
  Spatial prime numbers are all numbers resulting from the multiplication of two or more linear prime numbers ..... 49 = 7 × 7 ... 343 = 7 × 7 × 7 ... etc. etc ... etc ...
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For me, all numbers possess quantity and possess qualities.
  The qualities of the numbers are of interest to me.
  Western and American mathematicians are only interested in the quantity of numbers.
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What are the qualities of number 108?
9 × 12 = 108
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Let's look for another way.
Let's explore.
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The large number 44460689 is part of the linear prime number family 59.
  With the tip of the pencil I showed the place.
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The generic formula for the 59th family is this.
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How do we find out from what family is a number?
We simply divide the number by 9 and see the numbers near the comma.
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It is easy to see that the number 44460689 can only be formed in thirty-three ways.
Only in 13 ways !!!
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In the case we investigate, there are only three ways out of the 13 ways.
7 × 47
13 × 53
59 × 91.
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This theory resembles a castle.
I am the architect of this castle.
The castle has many rooms, corridors, stairs, secret entrances.
  I know how this castle is outside.
  I just showed you a room.
  You have to visit several floors, several cameras.
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The primary numbers are: 0 ... 1 .... 2 ... 3 ... 4 ... 5 ... 6..7 ... 8 ... 9.
These numbers are symbols. They can be primordial letters, primordial sounds, primordial colors. These numbers are manifestations of the Gods.
  Number 0 is the "mother" of the numbers. This mother is a Goddess called Mnemoazine (Universal Memory)
This Goddess gave birth to 9 girls. (Museums)
When I combine the numbers I make a prayer.
The combinations of numbers are Mantres, they are Yantre, are like passwords that open certain gates of Universal Memory.
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Let's move from mysticism to concrete issues.
  Let's talk about cryptography.
  Let's talk about the fractionation of a very, very large number.
  There are some cryptography companies who boast that their encryption programs are infallible.
  These are jokes!
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We started this discussion about divisibility by 7.
  We continued the discussion of divisibility with 13 ... with 59.
We can invent algorithms that work with any prime number.
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https://mistermatematic.blogspot.com/2017/06/prime-numbers-zofiac-pytagora.html?m=0
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Auto translator is not performing well.
  I'm not sure I understand the question.
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I think the two hypotheses, yours and mine, should be put together in a computer program.
  An independent programmer is required, not to be contracted by a contract with a company specialized in cryptography.
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I don't know about cryptography. Now I am trying to use my method of finding twin primes  using 6x+1method   to find mersine primes.yesterday I have used it to deside the primality of m3,M5,m7,M11,M13,M17,
M19,m23,m29,m 31.very easily I decided their primality. But there after with out computer knowledge I can not go further.
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I have a method of finding all primes in different distinct groups . the method can be applied for very very large numbers . there is no limit to the method. Whom to approach I don't know. Can you please help me.
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I have never done a serious study of Mersenne's numbers.
We found a calculation method but did not develop it.
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http://mistermatematic.blogspot.com/2017/06/numere-perfecte-teleioi-si-ciurul.html?m=1
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These are the perfect numbers (teleioi ... in the ancient Greek language)
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https://www.youtube.com/playlist?list=PL1x77BEYBn1yOoPTs0aX0CW7OQuu9FvGx
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Please see the pattern.  Of square numbers in my you tube channel magic moments
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Thanks for this invitation.
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Do you use computer? Is it a super computer? How many digits we can print  in it ?
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I do not have a high performance electronic computer.
  Algebraic calculations do not interest me.
  I meditate on mathematical principles.
  I want to contemplate the seed from which Mathematics was born.
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I see a very large number that resembles a thick rope.
  A thick rope is woven from thin threads.
  Some prime numbers make up a very large number.
We can imagine our chakras as knots of a thick rope.
People in the West are curious to find out if there is a connection between Yoga and Math.
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I can say that I understand Sanskrit.
Many words in the mother tongue are of Sanskrit origin.
The name of my country is Romania.
The origin of the name Romania is from Sanskrit. The name was written and read RAMANIA ... that is Ra_Ma's country.
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My ancestors were forced to leave their native lands. They were divided into two groups.
A group commanded by the emperor, called Ra_Ma, left for the Indian kingdom and the second group commanded by the high priest, named Ra_Ta, left for northern Africa (present-day Egypt).
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After 20 years of study, I have come to the conclusion that the 80 million people in the Punjabi community speak an archaic Romanian. They have 2,000 identical words
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Bal Gangadhar Tilak
has an interesting book.
  I did not read this book.
Translated from English-The Arctic House of Ved is a 1903 book about the origin of the Aryan people by Bal Gangadhar Tilak, a mathematician turned astronomer, historian, journalist, philosopher and political leader of India.
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These are beautiful stories.
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  I'll go back to math ... to modular algebra ... mod7 ... and to mod9 used by scientists from ancient China.
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Here is a great article that has many comments.
This is an article about several hundred words that are pronounced the same in Romania and in India. These words have the same meaning in us and in you.
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https://mistermatematic.blogspot.com/2014/05/hiranyagarbha-oul-matematic-oul.html?showComment=1570352692808&m=1#c1807431689422084256
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In Romania there are hundreds of names of cities, localities, rivers, hills, mountains, which are of Sanskrit origin.
This linguistic phenomenon is not found in England.
  A! however, this topic does not interest me.
The language of the shamans in Asia is useful to me. This behavior and this language allows me to visit Shambala.
  This daring sentence is a metaphor.
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https://mistermatematic.blogspot.com/2019/11/theory-of-numbers-and-memories-from.html?m=0
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About the divisibility of numbers. The divisibility with 7 ... 11 ... 13 ... 17
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http://tangente-mag.com/dossier.php?id=368
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http://tangente-mag.com/article.php?id=4915
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