Three different disks are each mounted on a low-friction axle through their centers. A specific net torque is applied to each disk, and each disk has a specific rotational inertia, as shown in the table.

Disk	Net Torque	Rotational Inertia
1	\(\tau_0\)	\(I_0\)
2	\(2\tau_0\)	\(2I_0\)
3	\(2\tau_0\)	\(I_0\)

Which of the following correctly ranks the magnitudes of the angular accelerations, \(\alpha_1\), \(\alpha_2\), and \(\alpha_3\), of the three disks?