# Matrix A (2 1 3, 3 4 1, 5 2 3)
A:      .word 2, 1, 3
        .word 3, 4, 1
        .word 5, 2, 3

# Matrix B (1 2 0, 4 1 2, 3 2 1)
B:      .word 1, 2, 0
        .word 4, 1, 2
        .word 3, 2, 1

# Matrix C (resulting matrix)
C:      .space 36    # 9 elements * 4 bytes = 36 bytes

    .text
    .globl main

main:
        # Load addresses of A, B, and C
        lui $t0, %hi(A)       # t0 = base address of A
        ori $t0, $t0, %lo(A)
        
        lui $t1, %hi(B)       # t1 = base address of B
        ori $t1, $t1, %lo(B)
        
        lui $t2, %hi(C)       # t2 = base address of C
        ori $t2, $t2, %lo(C)

        # Compute matrix C
        # Your matrix multiplication code continues here...
        
        # End program
        li $v0, 10        # Exit system call
        syscall