Inlaid magic squares with odd ordered inlays

All magic squares presented here contain magic subsquares of odd order. This is much more difficult than creating subsquares of even order.

Order Inlaid
12 4 Inlays n=3
16 8 Inlays n=5,3
16 4 Inlays n=5 pandiagonal
16 16 Inlays n=3
20 12 Inlays n=7,5,3
20 4 Inlays n=7 pandiagonal
20 8 Inlays n=7,5
20 12 Inlays n=7,5,3
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