RoflCopter4
Posts: 36
Joined: 4/19/2016 Status: offline
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I did the math on the actual German manpower production for each year a while back, by counting up all of the German, Polish, and Czech manpower centers and just multiplying them by the manpower modifier and the percentage to the eastern front (in addition to the 10% modifier on Polish and Czech troops). For some reason I decided to write the little script I used in Mathematica, but anyway here it is: manpower[yearin_, germantotal_: 1630] := Module[
{ year = yearin,
german = {germantotal, 0, 0},
czech = {143, 0, 0},
poland = {434, 0, 0},
mult = {7, 8, 9, 6, 7},
usage = {0.75, 0.8, 0.7, 0.6, 0.65},
total = 0
},
Which[year == 41, yearint = 1,
year == 42, yearint = 2,
year == 43, yearint = 3,
year == 44, yearint = 4,
year == 45, yearint = 5,
True, yearint = 1
];
german[[2]] = (german[[1]]*mult[[yearint]]);
czech[[2]] = (czech[[1]]*mult[[yearint]]);
poland[[2]] = (poland[[1]]*mult[[yearint]]);
german[[3]] = (german[[2]]*usage[[yearint]]);
czech[[3]] = (czech[[2]]*(usage[[yearint]]*0.1));
poland[[3]] = (poland[[2]]*(usage[[yearint]]*0.1));
total = german[[3]] + czech[[3]] + poland[[3]]
] Anyway, assuming the size of German manpower centers and the multipliers haven't changed since I wrote that, the results are: Year German Manpower
41 8,860.43
42 10,801.3
43 10,632.5
44 6,075.72
45 7,679.04 Pretty pathetic, huh?
< Message edited by RoflCopter4 -- 11/22/2017 6:30:09 AM >
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