The relaxation time dispersions of the primary ͑␣͒ and secondary ͑͒ dielectric relaxations are studied for molecular glass-forming liquids regarding their dependence on structural relaxation time ͓or lack thereof observed as time-temperature superposition ͑TTS͔͒, their changes with fragility, and a possible correlation of the values for the ␣ and  processes. Toward more fragile liquids, the width w ␣ of the ␣ peak at the glass transition temperature T g is known to increase significantly. Additionally, we observe that TTS extends over a broader range of peak relaxation times in the case of higher fragility, with the approach to exponential ͑Debye͒ relaxation being delayed to faster dynamics. The width w  of the  relaxation at T g is somewhat lower for more fragile liquids and appears correlated with that of the primary relaxation. The extrapolated coincidence of the dispersions of the ␣ and  processes occurs at the fragility "limit" of m = 170, implying that w ␣ ഛ w  for all molecular supercooled liquids. Materials of high fragility are also those with no clear low-frequency cutoff in the relaxation time distribution-i.e., their susceptibilities require Havriliak-Negami instead of Cole-Davidson fits. For sorbitol, the value of w  is seen to change steadily through the ␣--merging region, whereas w ␣ displays a kink at the crossover temperature.