A self-complement magic square of order 8

The next self-complement inlaid magic square of order n=8 was found on the magic pages of Harvey Heinz. It is not symmetrical, but symmetric across the vertical center, so produces a horizontally reflected version of itself.

172395312564248
550224619431560
136438362927152
473353134306218
74253728406158
63593226393362
571644204521498
5141551154102414
484256125392317
601543194622505
521272936386413
186230343135347
58614028372547
26333926325963
849214520441657
1424105411554151

But more than this: you will get a new self-complement magic square, if you replace the integers of the inlaid magic square of order n=4 with their complementary numbers.

172395312564248
550224619431560
136427293638152
473303431356218
74402837256158
63593339263262
571644204521498
5141551154102414
484256125392317
601543194622505
521383629276413
186235313430347
58612537284047
26322639335963
849214520441657
1424105411554151

And even more: you will also get another self-complement magic square, if you replace the integers in the frame with their complementary numbers.

484256125392317
601543194622505
521383629276413
186235313430347
58612537284047
26322639335963
849214520441657
1424105411554151
172395312564248
550224619431560
136427293638152
473303431356218
74402837256158
63593339263262
571644204521498
5141551154102414