There will be a different number from 0 to 16 in each square. Four numbers have already been placed.
The remaining twelve numbers must be arranged so that a magic square is formed; that is, the sum of the numbers in each row,
each column, and each long diagonal should be equal to 30.
Can you find the two "twin" solutions?
Solution to the Problem:
Correctly solved by:
| 1. James Alarie ** | Flint, Michigan |
| 2. Brijesh Dave ** | Mumbai City, Maharashtra, India |
| 3. Ivy Joseph ** | Pune, Maharashtra, India |
| 4. Ritesh Ranjan | --------- |
| 5. Kaylee Gross |
Mountain View High School, Mountain View, Wyoming |
| 6. Ashlee Rudy |
Mountain View High School, Mountain View, Wyoming |
| 7. Chaynee Martin |
Mountain View High School, Mountain View, Wyoming |
| 8. Aileen Bugas |
Mountain View High School, Mountain View, Wyoming |
| 9. Mckenzie Martin |
Mountain View High School, Mountain View, Wyoming |
| 10. Maura Flake |
Mountain View High School, Mountain View, Wyoming |