Identify maximum value with condition

Hi i have a 3d matrix

 resultA=zeros(221,5,1000000);
    A1= 0 + (1-0).*rand(221,1);
    X11= A*A1;
    P= zeros(221,1);
    P(:)= X11(:)/max(X11);
    D1= 0 + (1-0).*rand(221,1);

to store values

    i=1:1000000
    resultA(:,1,i)=A1;   % 221X1 random values for every iteration
    resultA(:,2,i)=D1;   % 221X1 random values for every iteration
    resultA(:,3,i)=P;    % 221X1 calculated values every iteration
    resultA(1,4,i)=UtilityD;  % 1 calculated values every iteration based on A1 nad D1
    resultA(1,5,i)=UtilityA;  % 1 calculated values every iteration based on A1 nad D1

My requirement is after completing 1000000 iterations I want to find the same A1 and D1 vectors that will gives maximum utility for both utilityD and utilityA.

[Walter Roberson]

If there were 3 candidates, (4,2), (3,3), (0,6), then which of these would be considered to be the maximum utility for both entries?

[Santhosh Chandrasekar]

It may have multiple solutions and if there are multiple solutions it should show the multiple utilities with their corresponding A1 and D1.