**Mastery Loadouts**
Due to issues related to the release of Mastery Loadouts, the "free swap" period will be extended.
The new end date will be May 1st.
Due to issues related to the release of Mastery Loadouts, the "free swap" period will be extended.
The new end date will be May 1st.
Comments
15k shards is a huge deal for us right now. It may be a useless champ/dupe but its still a huge potential drop opportunity for an individual. I request you and the team not to remove the 6 star shards with such an immediate notice.
It's as unfair as it can get. Don't force the player base to clear content in this covid situation. It's morally wrong and depressing.
Regards,
Daksh
India
Also saying the decision is morally wrong and bringing Covid-19 into the argument isn't likely to sway them, other than to maybe to dig there heels in. Hopefully if enough people register their opinion they'll rethink the decision but using that kind of language is likely to just antagonise.
If this happens on June 25th the precedent will be set. I think it will only be fair for them to buff the rewards for act 6 for the ones that 100% before they water it down. But to think about it, they should do that regardless. Probably won't.
Disgusted by this move. I usually don't get into the whole boycott or complaining about the small stuff but this is just wrong. They have the right to do this but doesn't mean that it is right.
Listen to the players
Don't remove the 15k shards and add a T5CC selector crystal
You can thank me later
1) variant gem bug
2) AOL skill champions bug
3) AOL GULK adjustment
4) act 6 planetary boost
Etc etc etc
Does it take onto account the reduction of champs from the pool each time one is selected?
Let's break down Mutant to see where the numbers come from. By my breakdown there were six reasonable choices out of 22. That means to get none of them you would need to pick ten draws out of the 16 that I didn't select as reasonable choices. The odds of doing that once are 16 out of 22. After that happens, there are now 15 "unreasonable" choices out of 21. So the odds of pulling another such champion after pulling the first one is 15 out of 21. So to do this ten times in a row means you have to first pull a champ that has 16/22 odds, then 15/21, then 14 out of 20, and so on.
You end up with 16/22 x 15/21 x 14/20 x 13/19 x ... 7/13. We can multiply all the numerators and denominators separately, and rearrange to get (16 x 15 x ... x 7) / (22 x 21 x ... x 13). To make this easier to do on a calculator, 16 x ... x 7 is 16! / 6! (16!= 16 factorial= 16 x 15 x ... x 2 x 1). 22 x 21 x ... 13 = 22!/12!. So we get 16!/6! / (22!/12!). And that is 16! x 12! / (22! x 6!). That's just a couple calculator buttons, and you get about 0.143. Which are the odds of pulling ten squibs. So the odds of not pulling ten squibs, meaning at least one will be a reasonable choice (by my subjective evaluation), is 1 - 0.143 = 0.857 or 85.7%.