  Here we construct N=4 SuperYang-Mills 6 point NMHV loop amplitude (amplitudes
with three minus helicities) as a full superspace form, using the $SU(4)_{R}$
anti-commuting spinor variables. Amplitudes with different external particle
and cyclic helicity ordering are then just a particular expansion of this
fermionic variable. We've verified this by explicit expansion obtaining
amplitudes with two gluino calculated before. We give results for all gluino
$A(\Lambda^{-}\Lambda^{-}\Lambda^{-}\Lambda^{+}\Lambda^{+}\Lambda^{+})$and all
scalar $A(\phi\phi\phi\phi\phi\phi)$scattering amplitude. A discussion of using
MHV vertex approach to obtain these amplitudes are given, which implies a
simplification for general loop amplitudes.
