My name is Rana Mahmood ul Haq, I am
not a mathematician, it's just God-gifted. I got my Master's degree in History from Government College
University, Punjab, Pakistan. The purpose of writing this is to inquire about the methods and solutions
to the mathematical problems known as magic squares.
I have observed different methods and
solutions to odd and even numbers magic squares, the known magic square methods
I observed are of Albrecht Durer and Heinrich Agrippa. From the observation of
these previous methods, when I observed Lo Shu magic square (Turtle magic
square 2200 BC), I was convinced that the system created by nature is complete
and comprehensive and that there would be a complete system in the nine numbers
of the 3x3 magic square.
When I started searching, it opened
up. I have discovered a method of my own to solve odd and even-numbered magic
squares and new mathematical magic squares of 1 to 80, 1 to 125, 1 to 80, 1 to 256, 1 to 320, 1 to 400, 1 to 576 numbers magic squares.
This blog gives the results of all the following Magic Squares solutions although they can be made in hundreds and thousands by using the methods, in this blog solutions of the squares being are 1000x1000, 300x300, 100x100, 56x56, 54x54, 52x52, 51x51, 50x50, 49x49, 48x48, 44x44, 40x40, 36x36, 35x35, 32x32, 30x30, 29x29, 28x28, 27x27, 26x26, 25x25, 24x24, 23x23, 22x22, 21x21, 20x20, 19x19, 18x18, 17x17, 16x16, 15x15, 14x14, 13x13, 12x12, 11x11, 10x10, 9x9, 8x8, 7x7, 6x6, 5x5, 4x4, Double Math Magic (4x5, 5x6, 6x6, 6x7, 7x8, 8x8, 12x12) and Magic Square of A,B,C......
The biggest magic square I've ever built is a 1000x1000 most perfect math magic square, which makes up their group in the number of 62500, up to a magic square of 4x4، in which 1 to 1000000 numbers are used in a sequence.
I humbly request you to check the
following solutions and inform me of your findings. To my knowledge, no such
solutions have been published for the magic square problem. I do have methods of solving odd-even-numbered magic squares. If my solutions to these
mathematical problems are correct, I would like to know the procedure of
getting my method and solutions published.
My blog "math magic
mystery" (https://mahmoodmathmagic.blogspot.com/) has been included in the
"Top 90 Best Math Blogs for Students and Mathematics Teachers"
(https://blog.feedspot.com/math_blogs/)
x
Really appriatable efforts which can inspire and motivate many to learn enjoying learning more about more magic squares.... could you please explain the procedure how to make magic square of any order and starting with any number....especially even numbered ones...
ReplyDeleteI have solved for 8 squares all different sequences order of 8
ReplyDelete