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2. **Define Your Dynamic Programming Table**: Based on the problem, determine the dimensions of your `dp` table. Typically, for the 0/1 **Knapsack**, you'll have a table where the rows represent the items (or a el auto clicker mas rapido android subset of items) and the columns represent the knapsack capacity. The value in each cell `dp[i][w]` will represent the maximum value achievable with items up to index `i` and a weight capacity of `w`.
