Please answer the question below.

min -trace (DX(1)) N S.t. x ( k ) 2 0, k = 1,...,d EX(K) = J-I I+ E cos (2nik K=1 2nik \\ X(* ) _ 0, i = 1,.,d x ( k) ES", k = 1,...,d n = 10; I = 1?(n); J = 2?(n, n); 0 36 55 40 55 40 85 100 90 78; 36 0 27 24 37 42 55 73 72 67; 55 27 0 20 17 40 30 47 48; 40 24 20 0 15 21 46 59 52 54; D = 55 37 17 15 0 27 35 45 35 30; 40 42 40 21 27 0 62 70 55 40; 55 30 46 35 62 0 19 34 47; 100 73 45 59 45 70 19 0 26 45; 72 47 52 35 55 34 26 0 21 78 67 48 44 30 40 47 45 21 0 cvx_begin variable X1(n,n) symmetric; variable X2(n,n) symmetric; variable X3(n,n) symmetric; variable X4(n,n) symmetric; variable X5(n,n) symmetric; minimize(1/2*3?(D*X1)); X1>=0; X2>=0; X3>=0; X4>=0; X5>=0; X1+X2+X3+X4+X5==J - I; for i = 1:5 I+4?(2*pi*j*5?)*X1 + 4?(2*pi*j*6?)*X2 + 4?(2*pi*j*7?)*X3 + 4?(2*pi*j*8?)*X4 + 4? (2*pi*j*9?)*X5-semidefinite(n); end cvx_end Replace 5? 6? 7? 8? 9? with the correct number