+ *
+ * The @x448@ function essentially performs incompatible cofactor
+ * multiplication on the elliptic curve %$E(k)$% containing points %$(x, y)$%
+ * in %$\proj^2(k)$% satisfying the Montgomery-form equation
+ *
+ * %$y^3 = x^3 + 156326 x^2 + x$% ,
+ *
+ * where $k = \gf{p}$, with $p = \phi^2 - \phi - 1$%, where
+ * %$\phi = 2^{224}$%. The curve has %$n = (p + 1) + {}$%
+ * %$28312320572429821613362531907042076847709625476988141958474579766324$%
+ * points; this is four times a prime %$\ell$%. The points with
+ * %$x$%-coordinate 5 have order %$\ell$%.