Reduced Entries Algebraic Pandiagonal Magic Squares of Orders 4 to 8
This work brings algebraic pandiagonal magic squares of orders 4 to 8 for the reduced entries. By reduced or less entries we understand that instead of normal n2 entries of…
This work brings algebraic pandiagonal magic squares of orders 4 to 8 for the reduced entries. By reduced or less entries we understand that instead of normal n2 entries of…
This work brings magic, panmagic and semi-magic squares of order 12 for the reduced entries. By reduced or less entries we understand that instead of considering 144 entries in a…
This work brings magic, panmagic and semi-magic squares of order 12 for the reduced entries. By reduced or less entries we understand that instead of considering 144 entries in a…
This work brings algebraic magic and semi-magic squares of orders 4, 6, 8 and 10 for reduced entries. By reduced or less entries, we understand that instead of normal n2…
This work brings algebraic magic and semi-magic squares of orders 3, 5, 7 and 9 for reduced entries. By reduced or less entries, we understand that instead of normal n2…
This work brings dates and days of the year 2025 in terms of magic squares of order 12 for the months of June, September and November 2025. It is based…
This work brings dates and days of the year 2025 in terms of magic squares of order 11 for the months of June, September and November 2025. It is based…
This work brings dates and days of the year 2025 in terms of magic squares of order 10 for the months of May to December, 2025. It is based on…
This work brings dates and days of the year 2025 in terms of magic squares of order 9 for the months of May to December, 2025. It is based on…
This work brings dates and days of the year 2025 in terms of magic squares of order 8 for the months of May to December, 2025. It is based on…