The Wikipedia page for MOND

https://en.wikipedia.org/wiki/Modifi...onian_dynamics

seems like a good introduction to the subject. In particular, it is
clear how Eq. (1) (which is the main postulate of MOND) leads to Eq.
(2), which is one of the main predictions of MOND (and it is not obvious
how this arises in more standard astrophysics and cosmology).

So far, so good.

But the equation immediately before Eq. (2),

F_N = ma^2/a_0,

can be rewritten as

F_N = ma(a/a_0).

The standard expression, of course, is

F_N = ma.

In the "deep MOND regime", where a is much smaller than a_0, the factor
in parentheses is much less than 1. So, the force in this case is the
standard force multiplied by a factor much less than 1. In other words,
at low acceleration ("deep MOND regime"), the MOND force should be
LESS than the standard force. However, this regime corresponds to the
outskirts of galaxies, where the observed orbital velocity is much MORE
than expected from the standard force law (which is why, if one assumes
the standard force law, one is led to dark matter to explain the
additional force).

What am I missing?