Answer
The angular velocity of the star is greater than that of the cloud.
Work Step by Step
According to the conservation of angular momentum, $$ I_0\omega_0=I_f\omega_f$$
When the gas particles are pulled together, the distance $R$ of the cloud's mass from the axis of rotation decreases till the point the cloud becomes a star. And because $I=\sum MR^2$, the star's moment of inertia is less than the former cloud's moment of inertia.
Because angular momentum is conserved before and after the action, since $I_{star}\lt I_{cloud}$, $\omega_{star}\gt\omega_{cloud}$.
