6" Long Reflector on E21

This is a common misconception. It doesn't work like that. The "tightness" you mention is not actual throw (range), but just the shape of the hotspot. A smaller hotspot does not neccessarily mean that it actually goes further. The luminous intensity (measured in candela[cd] or lux @ 1m) determines the throw.

You can actually calculate it:

luminous_intensity [cd] = luminance_of_the_light_source [cd/mm2] x area_of_the_reflector_or_optic_as_seen_from_the_hotspot[mm2]

Imagine that you are the hotspot some distance away from the flashlight. You can't see how deep the reflector is (you see a flat circle lit up by the LED).

area_of_circle = pi x radius2

radius = diameter / 2

As you can see the area is mainly determined by the outer diameter of a circle. This has by far the largest influence on the area.

The depth of a reflector (for a given outer diameter) only has a tiny influence (a deeper reflector for a given diameter usually has a smaller hole for the lightsource => this increases the area of the reflector slightly). The depth mainly influences the shape of the beam. A deeper reflector decreases the size of the hotspot, increases the size of the corona around the spot and decreases the emission angle of the outer spill.

You can test this yourself by doing a few measurements or by using the calculators here.