User blog:Fungal Spores/Interesting Numbers(How to calculate max stats)

Well I was looking at some starting and max stats of the super rares and found something interesting. I noticed that the starting and max stats have a ratio. I started with the Dia de los Muertos now you can see on the page it has starting stats of 3770/4160 and max stats of 5800/6400. Now if we assume there a number you can multiply the starting stats with to get the max stats (and there is a number) you can set up a simple algebraic expression such that 3770*x=5800 solving for x we get 5800/3770= 1.5384615.... So let's see what happens with some when we use this number with some other cards. (Below x=1.5384615...)

Sasquatch: 4095*x=6300 ; 4160*x=6400

Full moon raul: 4745*x= 7300 ; 4355*x=6700

Witch doctor: 3705*x=5700 ; 4095*x=6300

So basically this gave a way to find the max stats of super rares from their starting stats. You might be thinking so what, we already have all the max stats for the super rares. However, you might be surprised to find that if we look at super rare+, that x is the same number! Here we have the stats for Full moon raul+ 6110/5720, max=9400/8800. So 6110*x=9400 and x yet again is 1.5384615....So we can actually find the max stats of the other super rare+. Here I'll go ahead and do them for you:

Sasquatch+: 5395*x=8300 ; 5785*x=8900

Dia de los Muertos+: 5070*x=7800 ; 5460*x=8400

Witch Doctor+: 5005*x=7700 ; 5460*x= 8400

Now I do have more news although x is not the same for rare and rare+, I do believe that the same method applies. Now I don't have time to go through all the details now but using the method above I found the multipliers to be the numbers below:

Rare: (10/7) or approximately 1.428571

Rare+: Same as rare.

Super rare: (20/13) or approximately 1.5384615

Super rare+: Same as rare+.

Now I must note that my previous calculations for the panther gave incorrect results and that is why the the stats used to be 5400/3600. Now with the ratio method they should be 5300/3600. I will fix this after I am done writing this. But the thing to take away from this post is that we can calculate all the max stats for cards from their starting stats. Just use the bolded multipliers.

I don't plan on doing them all but it is easy enough for anyone to calculate the max stats, so let's all pitch in.