Where are you getting these 1.96mm and 2.11mm measurements from? It's not from the PEP report. Let me show you why. Here's the PEP report excerpt you use:
133A gate bolt to screen=30.4 mm. scaling dist. =15.5mm
30.4/15.5=1.96
133B gate bolt to screen=32.1 mm. scaling dist. =15.2 mm
32.1/15.2=2.11 (6 HSCA 179)
30.4mm/15.5mm = 1.96. Notice that the result is a ratio, not a measurement, as the units in the denominator cancel out the units in the numerator. The same is true for 32.1mm/15.2mm = 2.11
Holy cow and LOL! Says the guy who repeatedly refused to acknowledge Dr. DiMaio's plain English that FMJ bullets don't fragment into dozens of tiny fragments and that x-rays that show numerous small fragments rule out FMJ ammo. It seems you are determined to provide another display of refusing to admit the obvious meaning of plain English (and even math).
If you would have bothered to read the paragraph in the PEP report that immediately precedes the measurements, which is the paragraph that introduces those measurements, you would have seen that they are not ratios but are measured vertical distances between the gate bolt and the screen in the backgrounds to determine the vertical parallax, and that the differences were adjusted for the scaling distance to account for the variations in magnification. Let's read that paragraph, shall we?
Vertical parallax was calculated by measuring the vertical distance
from the center of the dark horizontal object, which looks like it
might be a gate bolt or latch, to the bottom edge of the screen
of the screen door in the background. To establish scale, that is
to take into account differences in magnification,
these measurements
were related to the distance from the left edge of one picket to the
left edge of the next, measured in a horizontal direction. This scaling
distance was measured on the two center pickets of the four that
appear to constitute the gate at the level of the lower edge of the
top horizontal member. The results are as follows: (6 HSCA 178-179)
And then come the measurements of the gate-bolt-to-screen distances in 133-A and 133-B. The 133-A distance is 1.96 mm. The 133-B distance is 2.11 mm. 2.11 minus 1.96 equals the vertical parallax of 0.15 mm.
And then, immediately after the measurements, in the paragraph that follows the measurements, we read that therefore "the camera was moved
slightly downward between these two exposures," i.e., between 133-A and 133-B. This is why PEP member McCamy acknowledged that the difference between the vertical distances in the backgrounds was "
very small," and this is why the PEP said the camera moved only "
slightly" downward between these two exposures, 133-A and 133-B.
Can you guys ever admit
anything? I mean, this is math. They determined the vertical parallax, the difference between the vertical position of the measured objects in the two backgrounds, by taking the raw vertical measurements and factoring in the scaling distance. And that difference was extremely tiny, which is why the PEP said the vertical difference was "very small" and that the camera moved only "slightly" downward between 133-A and 133-B.
But you guys can't even admit the reality of these basic math calculations and findings because you realize the implications of those calculations and findings, and you are so emotionally invested in believing the backyard photos are authentic that you even deny mathematical reality.
I mean, you could always claim that Marina Oswald simply got unbelievably lucky and just happened to achieve the cosmically amazing feat of returning the camera to virtually the exact same vertical position twice in a row after handing the camera back and forth to Lee so he could forward the film, and that Lee amazingly managed to return to the same spot twice in a row after putting down the rifle and the newspapers, taking the camera from Marina, forwarding the film, handing the camera back to Marina, picking up the rifle and newspapers again, and resuming his pose! You bet! Happens all the time! Well, or at least, once every million years, and this just happened to be that time!
But I guess you realize that such a claim is implausible in the extreme.