Stallbuilddraft1

so it can be expressed as( [total mass income] \ [total buildpower consumed]) * ([time] * [unitbuildpower required])


yeah so its


[aia]Anaryl:
so if [total mass income]/[buildpower] = [average buildtime] we can derive that buildtimes are smaller will receive higher priority because bt = ubt/bp


bp/m ?

m/bp

mass is distributed to bp where it has most effect

think of it as the thing likely to finish fastest gets priority

and what is buildtime prey tell!



[aia]Anaryl:
no actually express it mathematically fellas



[aia]Anaryl:
what *is* bt

so if bt is [unit build time]/ [buildpower] then ?

yes so you have [total eco mass] / total bp
thats because mexes need e to run
so if [total mass income]/[buildpower] = [average buildtime] we can derive that buildtimes are smaller will receive higher priority because bt = ubt/bp
yes so you need to get the unitbuildtime for the defence issile

kay yeah so the build time is 5 ins for SMD yeah?

so its 1080 * (5*60) = [total buildpower consumed]

so mass translatres to buildpower over your engy's bp



[aia]Anaryl:
which is just bp*time



[aia]Anaryl:
the less efficient assisting is and the more set that mass cost is



[aia]Anaryl:
so if we considered 1080 to be virtually unassistable - as it requires a total of ...



[aia]Anaryl:
1080*(4*60) = 324000



[aia]Anaryl:
so thats total build power consumed

if you then factor that into [total mass income] / [total economic buildpower]

[aia]Anaryl:
that number should let you determine how much preference it gets mass per buildpower

so if you have a total mass income of 100, with  3 draws 1 T3 factory drawing 90 build power 1 SMD drawing 1080 build power at - 15 second off 1 T3 mex 18 M - how is the mass distributed

259200 / 1080 = 240 [unit buildtime from factory]

for T3 factory draw = [factory buildpower]  / [unit mass cost] in this case
for missile draw it is 1080 / 3600 = - 15


total build power draw is 1080 + 90 = 1170
total mass draw is 3600 +

so if buildtime is [unit build time]/ [factory buildpower] then
we can infer that mass per build power is [unit build power cost] / [total unit mass cost] = ... 72

need more functions
Percy:

totalBuildPowerConsumed: [factory build time]240 * [factory build rate] 90 = [total buildpower consumed] 21600 + 10% delay = 23760


FactoryBuildTime: [Unitbuildtime]6000 / [factory build rate] 90 = [factory buildtime] 240 seconds + 10% 264
DelayedFactoryBuildtime: [UnitBuildtime]6000/ 90 = 264

MassDrainPerSec:  [Unit Masscost] 1280 / [Factory Build Time] 240 = 5.33
DelMPerSec: 1280 / 264 = 4.84...
"	"	"	"	: [] 3600 * 240 - 15
BuildConsumePerSecond ([[factory build rate] 90 / [totalbuildpowerconsumed]  21600]) = 240 bp consumed per second
DelConPerSec 90 / 23760 = 264

TotalDraw [total mass economy]18 / [total mass draw](15 + 5)20  = 0.9 (90%)
[TotalBuildPower] 1170 / [total mass draw] 20 = 58.5 (9 = 65?)

SMD.Buildpower = 1080
SMD.Masscost = 3600
SMD.MassDrainPerSec = 15
SMD.FactoryBuildTime = 240 seconds(4 minutes)
SMD.BuildConsumePerSecond = 240 units of bp consumed per minute

BuildPowerConsumedPerMassDraw: [totalbuildpower]259200/[standard mass draw]15 = 17280 of build*cost* per 1 fullsecond of masscost at 1080 buildpower
delayscan be applied as either time damage (thus for each 10% of mass overdraft the build cost remains static as the multiplying (1 second per masscost can become 1.06 of full mass cost)
this might be demonstrated with a 50% overdraft the buildtime for that second blows out to 2 seconds or 50% of that seconds build cost 8640(est.) a rather serious reduction in timebuilt which represents simply the progress towards totalbuildcost.