Prime Magic Square/Examples/Order 3/Smallest with Consecutive Primes

Example of Order $3$ Prime Magic Square
This order $3$ prime magic square is the smallest whose elements are consecutive odd primes:


 * $\begin{array}{|c|c|c|}

\hline 1 \, 480 \, 028 \, 159 & 1 \, 480 \, 028 \, 153 & 1 \, 480 \, 028 \, 201 \\ \hline 1 \, 480 \, 028 \, 213 & 1 \, 480 \, 028 \, 171 & 1 \, 480 \, 028 \, 129 \\ \hline 1 \, 480 \, 028 \, 141 & 1 \, 480 \, 028 \, 189 & 1 \, 480 \, 028 \, 183 \\ \hline \end{array}$

Also see

 * Magic Constant of Smallest Prime Magic Square with Consecutive Primes