  We prove an Equivariant Main Conjecture in Iwasawa Theory along any rank one,
sign-normalized Drinfeld modular, split at infinity Iwasawa tower of a general
function field of characteristic p, for the Iwasawa modules recently considered
by Greither and Popescu, in their proof of the classical Equivariant Main
Conjecture along the (arithmetic) cyclotomic Iwasawa tower.
