Acrosurge
Lumine Infinitus
Okay! Thank you for your patience. We'll begin with a screenshot from the ending of Mega Man 5, in which Dr. Wily's fortress collapses on Mega Man and his creator Dr. Light. By discerning a low-end figure for this feat of Mega Man's strength, we can discern a low-end figure for Zero's strength.
Some might argue that this feat is Mega Man's and therefore irrelevant to Zero, who is a separate robot. This is not the case, since Zero has officially been stated to be superior to Mega Man in both physical strength and technology. For those that cling to the point, I will later post Zero's direct feats with the mathematical computations to back up his strength.
Now, onward!
We want to keep ScreamPaste happy, so we're going to be really conservative and only calculate the mass of the structure shown onscreen, even though Mega Man is lifting much more than that. We saw him pass much of this structure earlier in the stage. It extends at least two screen lengths to the left (or an additional 26.84 meters) and three screen length up (29.7 meters). Again, we're only going to calculate what is immediately visible on screen.
Mass = density x volume. We'll start with volume.
Mega Man's official height is 132 centimeters. His sprite is 24 pixels high. With this information, we can calculate the length and the height of the structure he is holding here. I've done this in the picture above. 1 pixel = 5.5 cm
We still need width. How wide is that structure? We don't know, but its pretty obvious that it is blocking Dr. Light's escape and is therefor at least the width of the floor. To keep it conservative (even ridiculously so), I'll use 1 meter (or 100 centimeters) as the width of the building.
Here's the equation for the volume of a rectangular prism:
V = L x W x H
After converting all figures to meters, we get:
V = 13.42 m x 1 m x 9.46 m = 126.95 cubic meters
Now we calculate the volume of the part of the structure hanging in front of Mega Man's face.
V = .71m x 1m x 4.18m = 2.96 cubic meters
We add this to our earlier figure to get the total volume for the portion visible on screen, which is 129.91 cubic meters.
Now, we need to know the density. This is a fortress and we know it is built of metal, but we do not know the exact composition. This being the case, I'm going to choose a very conservative average density of 2000 kg/m³ (significantly less dense than aluminum, which no one in their right might would use to structure a fortress).
Now we can work out the mass. The equation is as follows:
M = density x volume
M = 2000 kg/m³ x 129.91 m³ = 259820 kg
That translates to 259.82 metric tons or 286.39 tons.
So, the mass the structure Mega Man is lifting (including only the visible portion and not what is off-screen, which would drive the figure up by nearly a factor of 10) is no less than 259.82 metric tons or 286.39 tons. So, Mega Man is at least as strong as TP Link by my ridiculously conservative calculations.
Zero has been stated to be stronger than this.
All this means that Link will in no way overpower Zero. Just the opposite, really.