  We tersely review a recently introduced technique to identify systems of two
nonlinearly-coupled Ordinary Di{\S}erential Equations (ODEs) solvable by
algebraic operations; and we report some specifc examples of this kind, namely
systems of 2 first-order ODEs with polynomial right-hand sides, x_ n= P(n)(x1,
x2) , n = 1, 2 , satisfied by the 2 (possibly complex ) dependent variables xn
= xn (t). Here P(n)(x1, x2) indicates some specific polynomial. These examples
are analogous, but different, from those previously reported.
