Please list every combination of 4 of these numbers(245,300,310,318,325,360,360,390,405,405,435,440,442,460,490,495,525,545,680) that add up to 1749.

To find all the combinations of 4 numbers from the list that sum to 1749, I'll systematically check different possible groupings. Since this is a computationally heavy task involving combinations, I’ll start by listing all possible 4-number combinations and checking their sums.

Let me compute that for you.It appears that no combination of 4 numbers from the provided list adds up to 1749. If you'd like, I can help with other variations, like using 3 or 5 numbers, or checking for the closest possible sums. 

Do you want further details or have any questions?

Here are 5 relative questions to consider:
1. Would you like to try finding combinations that sum to a different target?
2. Are there any specific ranges of numbers you'd like to focus on for this problem?
3. Would you like to explore combinations of a different number of elements (e.g., 3 or 5)?
4. Do you want to explore the closest possible sums to 1749?
5. Would you like to see the approach to filter specific numbers in the combination?

**Tip:** For large number sets, narrowing down the target range or allowing flexibility in sums can sometimes help in finding interesting combinations.

Please list every combination of 4 of these numbers (245, 300, 310, 318, 325, 360, 360, 390, 405, 405, 435, 440, 442, 460, 490, 495, 525, 545, 680) that add up to 1749.

Explore how to find combinations of 4 numbers from a given set that sum to 1749. This problem involves combinatorics, the subset sum problem, and addition strategies. Suitable for high school and college students interested in problem-solving with combinations.

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