I have no problem with dating the universe at 14 billion years.
My point was simply the the ever increasing speed of expansion stretches time as well as space.
I'm curious what you think that means and what effect you think that would have on actual timings we measure. If you could supply the mathematical description, that would be helpful also.
For me, the expansion of the universe is described by the metric tensor
ds^2 = -dt^2 + a^2(t) [ dx^2 +dy^2 +dz^2 ]
Where a(t) satisfies some equations connecting it to energy and pressure density.
Now, the fact that a^2(t) is in front of the dx^2+dy^2+dz^2 says that space is expanding with a(t) representing the expansion factor. The fact that it is NOT in front of the dt^2 shows that there is not a corresponding time dilation. It also means that t represents the proper time of a co-moving observer, which is the appropriate time coordinate for universal expansion.
Do you want to go deeper?