  We develop a systematic method to constrain any n-point correlation function
of spinning operators in Large N Slightly Broken Higher Spin (SBHS) theories.
As an illustration of the methodology, we work out the three point functions
which reproduce the previously known results. We then work out the four point
functions of spinning operators. We show that the correlation functions of
spinning operators in the interacting SBHS theory take a remarkably simple form
and that they can be written just in terms of the free fermionic and critical
bosonic theory correlators. They also interpolate nicely between the results in
these two theories. When expressed in spinor-helicity variables we obtain an
anyonic phase which nicely interpolates between the free fermionic and critical
bosonic results which makes 3D bosonization manifest. Further, we also obtain a
form for five and higher point functions as well by performing a similar
analysis.
