The real reason why PVP is imbalanced

[Jyoeru]

^ You really need to learn to read dude. Why would 2 pug players get stuck in a partial premade group with the way I explained it? If you solo queued, you can only be put into the instance with solo queues that means all 4 players on the team for both sides are solo queues.

If you are a premade of 2, you can be put into the 2nd instance that is meant for premades. You can possibly be put into a group with another premade of 2 pitted against a premade of 4. It's not perfect, but much more balanced than it is now.

Yes, in order for this to work, they have to make it impossible to queue as a party of 3 because the goal is to never allow the solo queue to be put into the same instance as any premades.

I'm going to bed. If you still can't understand this, please go back to school or learn some basic math.

So 2 premade teams of 2 team up, that means the queue needs 4 premade teams of 2 for that to work. OR, you say that 2 teams of 2 can vs. a team of 4, and that all the sudden it's balanced because why again?

You can insult me all you want. You're an idiot with stupid ideas and have no concept of how this will play out and wreak havoc on queue times. Maybe you should just find a few friends to play with and not worry about what's fair and not? I mean, is it fair that I see fully geared 50s in my level 30 queue?

You propose a horribly complicated solution to the so-called problems of a system that was implemented days ago. What you want are premade 2s or 4s arena teams. I am sure that will happen soon, along with other PVP options.

Did it ever occur to you that they did this the way they did to see how PVP will work, and to get some stats to know how to redesign this setup and create new setups? Probably not.

Oh, and learn to play, man. I do solo all the time and I am 49/60 wins on my teams, mostly all pugs.


EDIT: To clarify my point, a team of 2 DD will have to wait forever for a healer/tank premade to form. Or a DD/healer has to wait forever for a tank/DD. What are the odds that any given group of two will find a matching complement in under an hour? I couldn't say. But what I know is that you said I need to learn math. You need to learn basic statistics and probability, son.

My edit addresses your mathematical genius quite well, sir. You edited:

"SOLO INSTANCE 1 = SOLO PLAYERS ONLY = 4 PLAYERS SOLO QUEUED (1+1+1+1) vs 4 PLAYERS SOLO QUEUED (1+1+1+1)

PREMADE INSTANCE 2 = PARTY OF 2 + PARTY OF 2 OR PARTY OF 4 (2+2 OR 4) vs PARTY OF 2 + PARTY OF 2 OR PARTY OF 4 (2+2 OR 4) "