Below are few examples of magic square of orders 3, 4, 5 and 6 representing days of the year along with dates. In case of magic squares of orders 4 and 5 there are two possibilities in each case, while in case of order 3, there is only one possibility given below. In case of order 6, there are two possibilities. One is as a cornered magic square and the second as bordered magic square.
This work is for the months of April to December, 2025. The sums of the magic squares are representing the days of the year, and the dates are representing as entries of the magic squares. In case of magic squares of order 4, there are decimal entries in for the odd order magic sums. In case of magic squares of order 3, there are few entries as fraction numbers. In case of magic squares of order 6, some magic squares are semi-magic. This happens only in case of bordered magic square and when the sum is not a multiple of 3.
Whole work can be accessed at the following link:
- Inder J. Taneja, Days and Dates of the Year – 2025: Magic Squares of Orders 3, 4, 5 and 6, Zenodo, April 12, 2025, pp. 1-231, https://doi.org/10.5281/zenodo.15271524
April – 2025
01.04.2025 – 91st day




02.04.2025 – 92nd day




03.04.2025 – 93rd day




04.04.2025 – 94th day




05.04.2025 – 95th day




06.04.2025 – 96th day




07.04.2025 – 97th day




08.04.2025 – 98th day




09.04.2025 – 99th day




10.04.2025 – 100th day




11.04.2025 – 101st day




12.04.2025 – 102nd day




13.04.2025 – 103rd day




14.04.2025 – 104th day




15.04.2025 – 105th day




16.04.2025 – 106th day




17.04.2025 – 107th day




18.04.2025 – 108th day




19.04.2025 – 109th day




20.04.2025 – 110th day




21.04.2025 – 111th day




22.04.2025 – 112rd day




23.04.2025 – 113th day




24.04.2025 – 114th day




25.04.2025 – 115th day




26.04.2025 – 116th day




27.04.2025 – 117th day




28.04.2025 – 118th day




29.04.2025 – 119th day




30.04.2025 – 120th day




Work and Pdf file
April to December – 2025
- Inder J. Taneja, Days and Dates of the Year – 2025: Magic Squares of Orders 3, 4 and 5, Zenodo, April 23, 2025, pp. 1-231, https://doi.org/10.5281/zenodo.15271524