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I collect marbles (colorful small glass balls) and want to buy boxes to store them. The boxes come in two types: Type 1: each such box costs c1 dollars and can hold exactly n1 marbles Type 2: each such box costs c2 dollars and can hold exactly n2 marbles I want each box to be filled to its capacity, and also to minimize the total cost of buying them. Help me find the best way to distribute my marbles among the boxes.
The input file may contain multiple test cases. Each test case begins with a line containing the integer n ( 1<=n<= 2,000,000,000). The second line contains c1 and n1, and the third line contains c2 and n2. Here, c1, c2, n1, and n2 are all positive integers having values smaller than 2,000,000,000. A test case containing a zero for the number of marbles terminates the input.
For each test case in the input print a line containing the minimum cost solution (two nonnegative integers m1 and m2, where mi = number of type i boxes required if one exists. Otherwise print ``failed''. If a solution exists, you may assume that it is unique.
43 1 3 2 4 40 5 9 5 12 0
13 1 failed
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