While we are waiting for Bryan to post the second page, I can make a few comments which might assist folks.
As Bob observes, the preferred way to approach this sort of problem is to use the ballast formula. Keep in mind that there are two different formulae which are used. One is if you are rearranging load to alter CG (you really don't need to remember the formula, as all you are doing is figuring out the required moment change and then figuring the equivalent weight change to achieve the moment change). The other is the ballast formula which covers the case where you are adding (or removing) weight to (or from) a location to achieve a CG change. Easiest to use the formula for that one.
Some observations.
The CG Envelope
The certification has to present the CG limits as CG limits so this is what we see in the Limitations Section of the POH.
However, when we run calculations (as pilots) CG values are of not much use as we prefer to use moments (IU, if you like) to figure out what the mathematical mechanicists refer to as moment balances. So, when you go to the Weight and Balance Section of the POH (Section 6) you see the CG data usually recast as moment data. Now, be very sure that these two presentations provide precisely the same data, just recast into a different format style. I have heard a variety of nonsensical fairy tales about how and why they differ. They do NOT differ at all in the data information provided.
When you have a weight by CG envelope, such as in the Charlie (which is a Beech Sundowner - with a few Examiner fiddles in the data presentation format to keep students on their toes - as Bob observes, on occasion, who, in their right mind, would plot graphical divisions at 8 mm ?) you need to be a tad careful. If you plot a couple of points and join them with a straight line to get an intersection with the CG limit, you are creating a problem as the actual line is not a straight line but a curve on this CG presentation format. If you plot a few points in between the end points you will see this quite clearly for Charlie. So, if you plot a straight line, you will get a "wrong" answer for the intersection with the limit but not incredibly wrong as the curve is relatively gentle. If you can't figure out any other way to get to the solution, by all means plot some end points but then you have to follow up with several bracketing calculations to figure the correct answer, having started with an approximate answer from the initial straight line plotting exercise.
However, when you have a weight by moment (or IU) format CG envelope then the line joining the two end points IS a straight line (providing that the arm is constant with varying weight - this can cause difficulties, say, with fuel loads in some aircraft) and the intersection with the envelope limit line will be fine. (One caveat - the usual sloping forward upper limit CG line often is drawn as a straight line but should be drawn as a curve to be correct. You can get yourself into minor trouble out in the real world if you forget this).
Envelope Data Values
When Bob suggests we should only use the data explicitly provided by the examiner in the loading systems, he is doing his best to keep things reasonably simple for you as students. However, be quite comfortable that there is no reason why you can't, or shouldn't, read data from the charts and, where necessary, run calculations on the data which you have read off the charts. So, for example, using Charlie, we can read the lower weight forward limit to be 2744 mm.
Bryan's main problem, at the moment, I suggest, is that he is using the envelope and getting approximate answers. It is essential, then, that the approximate answer is used to run some bracketing calculations to find an acceptably correct answer.
When Bryan has time to post the second sheet, there may be some further comments which I can add appropriately.