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How do you know?*
*I've found very little real information on how this game works online so far. A lot of it just seems wrong :/
A 5 star magnate as president decreases it by 60%. That won't tell you how it works.
I want to know if the math is
Drain*(1-Magnate)
or
Drain*1/(1+Magnate)
*When I present this I am making up how long it takes to mine 100,000 resources. I do not know how long it actually takes to mine 100,000 resources as it varies based on city building.*
A person can figure out how many resources they mine per minute with a stopclock and watching the screen. Then how long it takes to deplete a mine can be determined by using this equasion:
Resources To Mine / Mining Rate Per Minute = Time to Deplete
100,000 / 1000 per minute = 100 minutes
I view the math problem this way:
A mine has 100,000 resources that will be depleted in 100 minutes. If you deplete the mine 60 percent slower with Magnate then how long will it take to deplete the mine of 100,000 resources?
I use this equasion to determine the answer:
Resources To Mine = Time To Deplete + Time To Deplete(Magnate)
100,000 = 100 minutes + 100 minutes (60%)
100,000 = 100 minutes + 60 minutes
100,000 = 160 minutes
Therefore, in this example, it would take us 160 minutes to mine 100,000 resources so we get an extra 60 minutes of profit from the mine before it depletes compared to a mine without this Magnate.
To answer your original question, at 100 percent the mine lasts twice as long. This can be viewed as adding twice the amount of resources but I don't think it actually adds resources so that is a bit inaccurate. It still follows, mathmatically, if you wanted to view it as double the amount of resources but in my opinion it is a time factor and not a resource factor.
Where did you get that information?
If you are asking where I got the word "slower" it is because it is in the definition of the trait and also your original post. The word "slower" is the basis for my premise.
Also, like I said before if we present the premise in the form of "add X percent resources to the total amount" then the math still works but the math is still in reference to time even if you looked at it as adding resources because twice the amount takes twice as long to mine. It does not increase profits just prolongs the ability to gain profits. The reason I think the time factor is correct is because I do not notice resources being added to the mines aside from Edicts and Upgrades.
I'm just gunna do some research on it. I think this game has been under- uh- under researched. xD
Yeah but your logic is just you thinking of how it is worded. I want to actually know lol.
Okay I haven't done the control test yet, but it looks like it would be infinite (or even regenerating). My gold mine, with 60% slower drain, ended up giving 219.22% yield, NOT 160%. I'll post the data when I've finisshed gathering it.
I can confirm that you are wrong.
I didn't say you would yield 160%. I said it would take 160 minutes to deplete the mine and that was a very specific example.
The teamsters are either REALLY slow, or something is horribly wrong with this game.
Unless they change the rate of mining as well, then 160% time = 160% yield. So yeah, you did kinda say that.