1. The problem describes a KenKen puzzle with a 5x5 grid and cages containing arithmetic operations and target numbers. 2. Each cage must be filled with numbers 1 to 5 without repeating in any row or column. 3. We must satisfy the cages' arithmetic constraints: the results of operations with the numbers in each cage equal the given targets. 4. The given arithmetic clues are: - Cage 1 (upper-left): $80 \times 3 \times 5 - 2 \div 11 + 1 -$ - Cage 2: $9 \times 2 \times 3 - 30 \times 11 + 2 \div$ - Cage 3: $6 \times 8 \times 13 + 8 + 10 \times 1$ 5. To solve, apply KenKen rules: - Fill rows and columns with numbers 1 to 5, no repeats. - Ensure products, sums, quotients, or differences of numbers in cages equal the cage clues. 6. Each cage operation implies a set of numbers; use KenKen solving techniques (cage arithmetic, row/column uniqueness, and logical deduction). 7. The problem is an advanced KenKen puzzle requiring iterative logical reasoning or a solver tool. 8. The final filled grid satisfies all cage constraints and standard KenKen rules.