I dont think it is possible for that to be true. The engine enhancements you mention are intended to maintain the same atmospheric pressures as low altitude but the airplane performs better at 25k which is critical altitude for the D model. So if the engine output is the same (which only in a perfect world would it be the same) why does the D model perform better at 25k than at sea level?
Being a glider pilot I have a high appreciation of wingspan. 
Dynamic pressure is the term used to describe the relative density of the air at a certain speed. It is represented by the term "q" in most equations, and is = to:
1/2*p*v^2
Where p = density of air and v = velocity
At altitude, air density is lower so dynamic pressure is lower, so skin friction drag is reduced. The constant amounts of manifold pressure that are created by the turbo or supercharged induction systems, generally speaking, create constant amounts of thrust. We also know from the thrust equation that an aircraft that is at equilibrium:
Thrust = Drag
If the engine produces the same amount of thrust up to critical altitude, thrust in the equation is constant. If the drag is reduced due to lower dynamic pressure, then the velocity of the aircraft will increase, so that the True Air Speed of an aircraft will continue to increase, with the same amount of thrust being applied in the face of decreased friction drag. So, the aircraft will continue to fly faster, until the constant thrust accelerates the aircraft to a speed where the drag and thrust components reach equilibrium again. Generally speaking, all aircraft fly faster with increases in altitude, at least until they begin to lose thrust (either less engine power or prop efficiency) or the drag component begins to increase despite lower dynamic pressure (typically because of higher induced drag).
So, generally speaking, lower drag at altitude means faster planes, even if the engine power remains constant.