IF you refer to the MDN page you can find the graphic there:

The red lines mean that when you are at 50%
of the time you are at around 70%
of the rotation
The green lines mean that if you want to be at 50%
of the rotation you need to be at around 34%
of the time.
Example to illustrate. Notice how the background color will change after 3.4s
when the other animation is exactly at its midpoint (90deg of rotation):
.box {
width:100px;
height:100px;
background:red;
margin:10px;
animation:
change 10s ease-out,
t 3.4s linear forwards;
}
@keyframes change{
to {
transform:rotate(180deg);
}
}
@keyframes t{
0%,98% {
background:red;
}
99%,100% {
background:blue;
}
}
<div class="box"></div>
If you want an accurate result let's do some math. From the same MDN page we can see that our bezier curve is made with 4 control points so we will be using the following formula:
P = (1−t)^3*P0 + 3*(1−t)^2*t*P1 +3*(1−t)*t^2*P2 + t^3*P3
with P0(0,0) P1(0,0) P2(0.58,1) P3(1,1)
https://javascript.info/bezier-curve#maths
this will give us:
X = 3*(1−t)*t^2*0.58 + t^3 [X is our time axis]
Y = 3*(1−t)*t^2 + t^3 [Y is our output axis]
t in the range [0,1]
We simplify:
X = t²*(1.74 - 0.74*t)
Y = t²*(3 - 2*t)
If Y = 0.5
we will get t = 0.5
(I won't detail the step of solving the equation). We will then have X = 0.3425
(our 34%
)
If X = 0.5
we will get t = 0.6257
. We will then have Y = 0.6845
(our 70%
)