theorem zleeq1d (_G: wff) (_m1 _m2 n: nat): $ _G -> _m1 = _m2 $ > $ _G -> (_m1 <=Z n <-> _m2 <=Z n) $;
_G -> _m1 = _m2
_G -> n = n
_G -> (_m1 <=Z n <-> _m2 <=Z n)