I had shown some data relating to 3/3 cell magic squares in my first blog.
I am now revealing more information
The digits in the rows and columns were as follows-
4,9,2
3,5,7
8,1,6
The sum of the squares of the numbers formed by the digits in each row and each column expressed in two different ways were shown by me to be equal..
The same position is revealed even when the digits in the diagonal and non-diagonal cells are taken into account as shown below-(S means the square of the number)
Relating to diagonal 4,5,6-,...S(456)+S(978)+S(231)=S(654)+S(879)+S(132)=1217781.
Similarly relating to diagonal 2,5,8- S(258)+S(693)+S(714)=S(852)+S(396)+S(417)=1056609
I am now revealing more information
The digits in the rows and columns were as follows-
4,9,2
3,5,7
8,1,6
The sum of the squares of the numbers formed by the digits in each row and each column expressed in two different ways were shown by me to be equal..
The same position is revealed even when the digits in the diagonal and non-diagonal cells are taken into account as shown below-(S means the square of the number)
Relating to diagonal 4,5,6-,...S(456)+S(978)+S(231)=S(654)+S(879)+S(132)=1217781.
Similarly relating to diagonal 2,5,8- S(258)+S(693)+S(714)=S(852)+S(396)+S(417)=1056609
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