  We consider gauged twistor spinors which are supersymmetry generators of
supersymmetric and superconformal field theories in curved backgrounds. We show
that the spinor bilinears of gauged twistor spinors satify the gauged conformal
Killing-Yano equation. We prove that the symmetry operators of the gauged
twistor spinor equation can be constructed from ordinary conformal Killing-Yano
forms in constant curvature backgrounds. This provides a way to obtain gauged
twistor spinors from ordinary twistor spinors.
