Discussion:
A question to be answered was, do the flatfields depend on the position
of the tip/tilt mirror? To answer the question, we obtained flatfields
at various, and arbitrary tip/tilt mirror positions (the mirror can be
commanded to different tilt positions) and then compared the images by
dividing each flatfield by a flatfield at a nominal 0,0 position (no tip/tilt).
Ignoring variations in the flatfield lamp intensity variations, ~1.4%,
the flatfields in this test were identical except at the regions where
vignetting begins. Note: The maximum tip/tilt range of the
mirror is +/- 5000mv. Typical variations on sky are +/- 1000mv min/max,
but in wind buffeting conditions, larger values of tip/tilt displacement
will be seen.
The graph below is intended to show the variation at the very edges
of the non-vignetted fields. Based on this analysis, it is strongly
recommended that one maintains ~50pixel boundary from the edge of the vignetting
region to ensure that no tip/tilt related effect is introduced via flatfielding.
(Higher Resolution Plots: Vignetted
Region: Column Comparison Vignetted
Region: Row comparison )

From the graphs, one can see that along columns, top of image as nominally
displayed, the vignetted region changes illumination properties significantly
as the tip/tilt position changes. It is for this reason that it is
recommended that a 50pixel buffer be kept from the vignetted regions of
the chip when analyzing one's data.
As for the un-vignetted region of the chip, a similar analysis was done.
Again, each flatfield image was divided by a standard flatfield image with
no tip/tilt, 0mv/0mv. The resultant images were then analyzed in
the middle columns and rows, and a linear function fit to the sub-section.
In each case, there was only very small detectable slopes of 0.01% or
less along the full, un-vignetted region. Graphs of the residuals
to the fits are presented below and show no higher order variation.

Note that we observe no light leaks, scattered light, in twighlight or bright moon. Very bright twighlight, scattered light on the zero images is observed.
At this time, not done.