  Recently, the classical Freudenthal Magic Square has been extended over
fields of characteristic 3 with two more rows and columns filled with (mostly
simple) Lie superalgebras specific of this characteristic. This Supermagic
Square will be reviewed and some of the simple Lie superalgebras that appear
will be shown to be isomorphic to the Tits-Kantor-Koecher Lie superalgebras of
some Jordan superalgebras.
