Shipyard Options 1
Posted: Sun Oct 14, 2007 4:49 pm
Shipyard Option 1: Varying Size and Efficiency, requires the use of the Extended Ship Construction Times optional rule
A) Efficiency Shipyards can be built with varying efficiencies. The efficiency of the
shipyard will be indicated with a multiple, e.g. x .75 or x1 or x1.5, etc. This multiple is applied to the cost of the ship (rd) *before* determining how many turns will be required for construction.
For example: A ship costing 6 points is begun at a shipyard with a .75 Efficiency Multiple. 6 x .75 = 4.5, rd becomes 4, which means it will take 2 turns to build the ship rather than the usual 3.
Efficiency multiples are accounted for by adjusting the maintenance cost of the shipyard based on the following chart. To determine the maintenance cost, add all the modifiers from x1 to the final cost.
x2 +1 denominator
x1.75 +1 denominator
x1.50 +1 denominator
x1.25 -1 numerator
x1 ---base 2/1
x.75 +1 numerator
x.50 +1 numerator
So an x2 Efficiency shipyard would have a maintenance cost of 1/4 while .5 would be 4/1
B) Dock Space
That number of ships that can be built at a shipyard can be varied with another multiple. This multiple is applied to the Utilized Productivity (rd) of the location to determine how many ships can be built at one time.
For example: A shipyard with a Dock Space Multiple of 1.25 at a location with a Utilized Productivity of 4 would result in a capacity of 5 ships (4 x 1.25 = 5).
Changing the Dock Space multiple affects the cost of the shipyard when built. To determine the final cost of the shipyard, add all modifiers from x1 to the desired level.
x2 +5
x1.75 +5
x1.5 +5
x1.25 +5
x1 ---base 20
x.75 -2
x.5 -5
So an x2 Dock Space shipyard would cost 40EPs while a .5 would cost 10.
C) Construction Capcity
The total value of ships under construction can also be adjusted with a multiple. This multiple is applied (rd) to the Output of the location to determine the maximum total value of all ships under construction at this shipyard.
For example: A shipyard with a Construction Capacity multiple of .5 at a location with an Output of 60 would only be able to accomodate 30EPs of construction at any given time. (60 x.5 = 30)
Changing the Construction Capacity multiple affects the cost of the shipyard when built. To determine the final cost of the shipyard, add all modifiers from x1 to the desired level.
x2 +10
x1.75 +10
x1.50 +5
x1.25 +5
x1 ---base 20
x.75 -2
x.50 -5
So an x2 Construction Capacity shipyard would cost 50EPs, while a .5 would cost 10.
These different multiple can all be applied to the same shipyard, combining the various costs to determine the final cost and maintenance of the shipyard.
For example, the best possible shipyard, with a .5 Efficiency, x2 Dock Space and x2 Construction Capacity would cost 90 EPs and have a Maintenance cost of 4/1, while the worst possible shipyard with a x2 Efficiency, x.5 Dock Space and .5 Construction Capacity would cost 4 EPs and have a Maintenance Cost of 1/4.
A) Efficiency Shipyards can be built with varying efficiencies. The efficiency of the
shipyard will be indicated with a multiple, e.g. x .75 or x1 or x1.5, etc. This multiple is applied to the cost of the ship (rd) *before* determining how many turns will be required for construction.
For example: A ship costing 6 points is begun at a shipyard with a .75 Efficiency Multiple. 6 x .75 = 4.5, rd becomes 4, which means it will take 2 turns to build the ship rather than the usual 3.
Efficiency multiples are accounted for by adjusting the maintenance cost of the shipyard based on the following chart. To determine the maintenance cost, add all the modifiers from x1 to the final cost.
x2 +1 denominator
x1.75 +1 denominator
x1.50 +1 denominator
x1.25 -1 numerator
x1 ---base 2/1
x.75 +1 numerator
x.50 +1 numerator
So an x2 Efficiency shipyard would have a maintenance cost of 1/4 while .5 would be 4/1
B) Dock Space
That number of ships that can be built at a shipyard can be varied with another multiple. This multiple is applied to the Utilized Productivity (rd) of the location to determine how many ships can be built at one time.
For example: A shipyard with a Dock Space Multiple of 1.25 at a location with a Utilized Productivity of 4 would result in a capacity of 5 ships (4 x 1.25 = 5).
Changing the Dock Space multiple affects the cost of the shipyard when built. To determine the final cost of the shipyard, add all modifiers from x1 to the desired level.
x2 +5
x1.75 +5
x1.5 +5
x1.25 +5
x1 ---base 20
x.75 -2
x.5 -5
So an x2 Dock Space shipyard would cost 40EPs while a .5 would cost 10.
C) Construction Capcity
The total value of ships under construction can also be adjusted with a multiple. This multiple is applied (rd) to the Output of the location to determine the maximum total value of all ships under construction at this shipyard.
For example: A shipyard with a Construction Capacity multiple of .5 at a location with an Output of 60 would only be able to accomodate 30EPs of construction at any given time. (60 x.5 = 30)
Changing the Construction Capacity multiple affects the cost of the shipyard when built. To determine the final cost of the shipyard, add all modifiers from x1 to the desired level.
x2 +10
x1.75 +10
x1.50 +5
x1.25 +5
x1 ---base 20
x.75 -2
x.50 -5
So an x2 Construction Capacity shipyard would cost 50EPs, while a .5 would cost 10.
These different multiple can all be applied to the same shipyard, combining the various costs to determine the final cost and maintenance of the shipyard.
For example, the best possible shipyard, with a .5 Efficiency, x2 Dock Space and x2 Construction Capacity would cost 90 EPs and have a Maintenance cost of 4/1, while the worst possible shipyard with a x2 Efficiency, x.5 Dock Space and .5 Construction Capacity would cost 4 EPs and have a Maintenance Cost of 1/4.