Any MPQ's That Are Blue/Purple/Green?

Unknown

First time poster...

As I'm pairing up teammates for PVPs (since the 3rd character is fixed for the event) one strategy I implement is covering the spread of colors so that I don't make low damage matches.

Example: 3* Blade's Black/Purple/Green & 2* or 3* Captain America's Red/Blue/Yellow

For 2* Captain Marvel, I tried to find a Blue/Purple/Green character to balance her out, but after looking through this forum and on some wiki pages, I was surprised to see that out of 50+ characters, none have blue/purple/green attributes.

Can MPQ introduce one that does? Looking forward to seeing community feedback on this too.

iamxzo

hold on cowboy

with 6 colors you can have 120 possibilities

and team balancing is about picking 3, not two characters

easy ;]

Unknown

Yes, in S.H.I.E.L.D. I can create my team of three and completely agree with you.

In the PVP events where one character is chosen for me (like right now I have to have Mystique on my team and Magneto for the next event), I really only get to pick the other two, meaning that there's a chance I'm not representing one or more colors.

The larger point is that there are zero characters available with this color combination. It's my suggestion to add a character.

Unknown

iamxzo wrote:

hold on cowboy

with 6 colors you can have 120 possibilities

and team balancing is about picking 3, not two characters

easy ;]

I don't think it's that many. You're right that 6*5*4 = 120, but you have to account for the fact that the order of colors doesn't matter for what OP is talking about (Red, Yellow, Black is functionally the same as Yellow, Black, Red). Since there are 6 possible orderings for each three color combo, I believe the number of unique color combinations is only 120/6 = 20. Although I could be mistaken about that. It's been too long since my college course in combinatorics.

Unknown

Budapest1980 wrote:

iamxzo wrote:

hold on cowboy

with 6 colors you can have 120 possibilities

and team balancing is about picking 3, not two characters

easy ;]

I don't think it's that many. You're right that 6*5*4 = 120, but you have to account for the fact that the order of colors doesn't matter for what OP is talking about (Red, Yellow, Black is functionally the same as Yellow, Black, Red). Since there are 6 possible orderings for each three color combo, I believe the number of unique color combinations is only 120/6 = 20. Although I could be mistaken about that. It's been too long since my college course in combinatorics.

Budapest 1980 is right: twenty combinations.

Black/Blue/Green
Black/Blue/Purple
Black/Blue/Red
Black/Blue/Yellow
Black/Green/Purple
Black/Green/Red
Black/Green/Yellow
Black/Purple/Red
Black/Purple/Yellow
Black/Red/Yellow
Blue/Green/Purple
Blue/Green/Red
Blue/Green/Yellow
Blue/Purple/Red
Blue/Purple/Yellow
Blue/Red/Yellow
Green/Purple/Red
Green/Purple/Yellow
Green/Red/Yellow
Purple/Red/Yellow

The other hundred combinations can be accounted for by those in a different order.