Extremely low drop rate of new weapon(Thompson and Beretta) should be increased

Suggestions
1

One of my friends just used 70 bronze orders and got no Thompson, and I used 50 bronze orders and get no Beretta(let alone it’s only trash apart from its large magazine). But Thompson is important for American players since it gives an extreme enhancement for assaulters. How could it be such LOW??? Is it a way to force people to pay for it?? And do you plan to make all new weapons to be added also so unavailable?

2

lol why don’t you and your “friends” just use a couple silver orders at that point?

3

I spend 200 and got 11 Thompsons. Its random, might be that the next 10 are all Thompsons for you and I might never see them again.

I wanted a few Lee Enfields to max mine out but only got 1 lvl 1 in 200. Shit happends.

4

I mean, with every new weapon, chances with getting what you want are getting lowered, because of increased drop pool .

2 Likes
5

If you dislike the odds of bronze orders you’re going to hate the odds of winning a lottery.

1 Like
6

I spent 80 and only got 3 Thompsons but a ridiculous amount of BARs and sniper rifles.

1 Like
7

I got a load of Bar 2’s as well more tham anything else. No complaints offc.

But there are 20 ish weapons in the box. 1 in 20 boxes will land a Thompson. So 3 in 80 is not that out of the ordinary, you missed 1.

1 Like
8

If you really used 70 bronze orders and got no Thompson then you got quite unlucky.
The chance of not getting a single Thompson would be around 2.76%, assuming all weapons have the same drop rate.

9

I got 3.85% by my calculations but same idea that it can happen. There are 22 weapon drops excluding the rare drops. Ignoring the rare drops your odds of not getting a Thompson are 3.85% by my calculations. Or if you include them and assume that they each have a 1% chance each of being pulled in a bronze order, I get 3.60% (of course this is assuming that each rare item has a 1% drop rate)

11

I assumed that there were 20 weapon drops.

Okay, so let’s do it again: If we ignore the rare pistol drops, because we don’t know it’s drop chance and a pistol only drop happens extremely rarely,

I get a new P(no Thompson drop) = 96,15%

And P(X=0) = 6.40%

12

Okay, my math:
1/22= 4.5454545%
1-(1/22)=0.954545454545
0.9545454545^70=3.85%