Was sort of there before that. Found what's probably a draft for a post I was pretty sure I made, but searching for text strings isn't returning it.
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For what it's worth, the math for the drive tables (for the TL-14 drives and below) is a bit more complex than straight percentages, but works the way they meant for it to work.
These formulae allow decimal-fraction maneuver drives and power plants. (A.5, K.5, etc.) but probably shouldn't. Jump drives will always resolve to a letter.
Jump Drive:
M=Hull tons, Jn=Jump Number
M must be between 100 and 5000 inclusive. Jn must be an integer.
If M=100, Jn must be divisible by two; if an odd Jn is desired, calculate drive size and cost using the next higher Jn divisible by 2. Drive capability and fuel consumption are based on the intended Jn.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Jump Drive (tons) = (0.025*M*Jn)+5
Jump Drive (percent of M) = ( (0.025*M*Jn+5)/M ) *100
Cost = MCr0.05*M*Jn
Cost per ton = MCr2*(JD tons-5)
If M=2000 and Jn=1, subtract 5Td and MCr10.
If M*Jn>4000, consult table as exceptions may be present.
Maneuver Drive:
M = Hull Tons, G = Acceleration in Gs
M must be between 100 and 5000 inclusive.
Note: values of M*G less than 100 yield negative drive tonnage! (Values below 200 get weird when you try to figure out Gs per ton of maneuver drive. Just don't go there, ok?)
If M=100, G must be divisible by two; if an odd G is desired, calculate drive size and cost using the next higher G divisible by 2. Drive capability and power requirements are based on the intended drive rating.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Maneuver Drive (tons) = (0.01*M*G)-1
Maneuver Drive (percent of M) = ((0.01*M*G)-1/M)*100
Cost = MCr0.02*M*G
Cost per ton = MCr2*(MD tons+1)
If M=2000 and G=1, subtract 2Td and MCr4.
If M*G>4000, consult table as exceptions may be present.
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Power Plant:
M = Hull tons, Pn = Power Plant Number
M must be between 100 and 5000 inclusive.
If M=100, Pn must be divisible by two; if an odd Pn is desired, calculate drive size and cost using the next higher Pn divisible by 2. Powerplant fuel consumption and output is based on the intended Pn.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Power Plant (tons) = (0.015*M*Pn)+1
Power Plant (percent of M) = ( (0.015*M*Pn+1)/M )*100
Cost = MCr0.04*M*Pn
Cost per ton = MCr2.67*(PP tons-1)
If M=2000 and Pn=1, subtract 3Td and MCr8.
If M*G>4000, consult table as exceptions may be present.
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.............
For what it's worth, the math for the drive tables (for the TL-14 drives and below) is a bit more complex than straight percentages, but works the way they meant for it to work.
These formulae allow decimal-fraction maneuver drives and power plants. (A.5, K.5, etc.) but probably shouldn't. Jump drives will always resolve to a letter.
Jump Drive:
M=Hull tons, Jn=Jump Number
M must be between 100 and 5000 inclusive. Jn must be an integer.
If M=100, Jn must be divisible by two; if an odd Jn is desired, calculate drive size and cost using the next higher Jn divisible by 2. Drive capability and fuel consumption are based on the intended Jn.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Jump Drive (tons) = (0.025*M*Jn)+5
Jump Drive (percent of M) = ( (0.025*M*Jn+5)/M ) *100
Cost = MCr0.05*M*Jn
Cost per ton = MCr2*(JD tons-5)
If M=2000 and Jn=1, subtract 5Td and MCr10.
If M*Jn>4000, consult table as exceptions may be present.
Maneuver Drive:
M = Hull Tons, G = Acceleration in Gs
M must be between 100 and 5000 inclusive.
Note: values of M*G less than 100 yield negative drive tonnage! (Values below 200 get weird when you try to figure out Gs per ton of maneuver drive. Just don't go there, ok?)
If M=100, G must be divisible by two; if an odd G is desired, calculate drive size and cost using the next higher G divisible by 2. Drive capability and power requirements are based on the intended drive rating.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Maneuver Drive (tons) = (0.01*M*G)-1
Maneuver Drive (percent of M) = ((0.01*M*G)-1/M)*100
Cost = MCr0.02*M*G
Cost per ton = MCr2*(MD tons+1)
If M=2000 and G=1, subtract 2Td and MCr4.
If M*G>4000, consult table as exceptions may be present.
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Power Plant:
M = Hull tons, Pn = Power Plant Number
M must be between 100 and 5000 inclusive.
If M=100, Pn must be divisible by two; if an odd Pn is desired, calculate drive size and cost using the next higher Pn divisible by 2. Powerplant fuel consumption and output is based on the intended Pn.
If M < 1000 but not evenly divisible by 200, round M up to the next multiple of 200 before calculating drive tonnage.
If M > 1000 but not evenly divisible by 1000, round M up to the next multiple of 1000 before calculating drive tonnage.
This rounding up does not affect fuel consumption calculations.
Power Plant (tons) = (0.015*M*Pn)+1
Power Plant (percent of M) = ( (0.015*M*Pn+1)/M )*100
Cost = MCr0.04*M*Pn
Cost per ton = MCr2.67*(PP tons-1)
If M=2000 and Pn=1, subtract 3Td and MCr8.
If M*G>4000, consult table as exceptions may be present.