Now that HG3 is well underway, it's time to start talking about the revision to Book 2.
First assumption. Book 2 has no flaws.
Second assumption. Book 2 is, however, limited.
Third assumption. Book 2's limitations are solved by knitting its edges into High Guard.
I think this can be done by tuning the upper edges of the drive tables to fit with High Guard's drive percentages and prices, starting with drive letter V. So somewhere between V and Z the Book 2 drive table merges in with High Guard's calculated drive volumes and prices.
Here's some elaboration.
Assume: Jump drives can be generically rated by "jump units", where 100 JUs can put a 100 ton ship into Jump-1.
Jump drive A, then is actually 200 JUs. Its volume formula is therefore 5 + JUs/40, in tons. Its price is JUs/20, in MCr.
And in fact, these formulae are valid up through Drive U. But starting at Drive V, the formula changes: the slope is a bit more generous. The volume slope changes again at Drive X. This is true for Maneuver and Power plant systems as well.
I suggest Drives V through Z should represent a curve by which the values slowly come into line with High Guard, if possible.
It is possible that the High Guard percentages are simply too different to reconcile. In any case, the exercise is to do the best we can, without doing undue violence to the data.
Opinions?
First assumption. Book 2 has no flaws.
Second assumption. Book 2 is, however, limited.
Third assumption. Book 2's limitations are solved by knitting its edges into High Guard.
I think this can be done by tuning the upper edges of the drive tables to fit with High Guard's drive percentages and prices, starting with drive letter V. So somewhere between V and Z the Book 2 drive table merges in with High Guard's calculated drive volumes and prices.
Here's some elaboration.
Assume: Jump drives can be generically rated by "jump units", where 100 JUs can put a 100 ton ship into Jump-1.
Jump drive A, then is actually 200 JUs. Its volume formula is therefore 5 + JUs/40, in tons. Its price is JUs/20, in MCr.
And in fact, these formulae are valid up through Drive U. But starting at Drive V, the formula changes: the slope is a bit more generous. The volume slope changes again at Drive X. This is true for Maneuver and Power plant systems as well.
I suggest Drives V through Z should represent a curve by which the values slowly come into line with High Guard, if possible.
It is possible that the High Guard percentages are simply too different to reconcile. In any case, the exercise is to do the best we can, without doing undue violence to the data.
Opinions?