Sometimes, I would dare say often, sellers make the keyboard easier so that it may appear more docile; or, as is common practice, they do not resolve any friction at its source, but instead adopt a lubricated palliative. The problems become apparent later...
Perhaps with a shallower dip in the shop and a generous lubrication (the effect of which lasts a couple of days if the friction problems haven't been resolved at the root), they made it so that the keyboard seemed incredibly smooth to you!!! At home, however, you obviously felt poor aftertouch.
Some technicians insisted on setting my dip to 9.5 mm because Steinway does it that way and the keyboard is more responsive. Reasoning devoid of all logic. Every action has its own geometry and there exists a formula to determine the MINIMUM dip: this means that even Steinway's 9.5 can be brought to something slightly more.
To understand what the geometry of the action is, one only needs to think of a lever: by changing the position of the fulcrum, lowering one side, the other side rises n times; the closer we bring the fulcrum, the more advantageous this relationship becomes, but with more inertia. The same thing happens with the piano action, obviously considering the interaction between the different levers. A geometry with a 1:4.5 ratio (10mm dip, hammer-to-string distance 45 mm) is different from one with a 1:5 ratio (9.5 mm dip, hammer-to-string distance 47 mm, Steinway).
On average, modern actions require a dip of 10/10.3 mm. If this measurement is reduced, you get bobbling (you would feel the hammer bouncing on a light stroke) and playing pianissimo can become a terrible experience (absurdly, by nullifying the aftertouch, the hammer does not escape). In the presence of conical repetitions (excellent!), the aftertouch measurement must be generous because, by not compressing on the fortissimo, the energy would return to the pianist.